tag:blogger.com,1999:blog-85257314658505893362024-02-20T08:19:34.980+01:00Ciencia a concienciaRetos, problemas auténticos y proyectos de Física y Química tanto experimentales como documentales, que permitan a mis alumnos pensar como científicos y quizá....ser científicos.Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.comBlogger80125tag:blogger.com,1999:blog-8525731465850589336.post-36953809877819432562016-05-18T01:15:00.002+02:002016-05-18T01:15:51.461+02:00Colores en los parasoles...¿alguien me puede explicar esto?<div class="separator" style="clear: both; text-align: center;">
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Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com2tag:blogger.com,1999:blog-8525731465850589336.post-81304880096206568742016-03-28T22:11:00.002+02:002016-05-12T03:33:23.830+02:00III Jornada de Experimentación de "Ciencia a Conciencia". 17 de Marzo de 2016<div style="text-align: center;">
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<b><span style="color: blue;"><span style="font-family: "helvetica neue" , "arial" , "helvetica" , sans-serif; font-size: xx-small;"><span style="background-color: white;">Gracias Tomás por tu maravilloso cartel experimento</span></span></span></b></div>
<span style="background-color: yellow;"><b><span style="color: blue;"><span style="font-family: "trebuchet ms" , sans-serif;"><br /></span></span></b></span>
<span style="background-color: yellow;"><b><span style="color: blue;"><span style="font-family: "trebuchet ms" , sans-serif;">Objetivos</span></span></b></span><br />
<ul>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Dar el merecido protagonismo a la Ciencia en el aprendizaje de los alumnos.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Permitir que los alumnos experimenten, interroguen a la realidad y se hagan profesores para otros alumnos.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Dar el verdadero sentido al hecho de ser científicos.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Dar valor a la organización colaborativa de un evento científico en el centro.</span></li>
</ul>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "trebuchet ms" , sans-serif;">Tareas</span></b></span></span><br />
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<span style="background-color: yellow; font-family: "trebuchet ms" , sans-serif;">1º <span style="color: blue;"><b>Buscar DOS experimentos entre los numerosos lugares de experimentos</b></span></span><span style="font-family: "trebuchet ms" , sans-serif;"> que los sugieren:</span><br />
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<ul>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Desde </span><span style="font-family: "trebuchet ms" , sans-serif;"> los blogs de aula y este mismo blog. </span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Canales de vídeo más destacados los podremos ver </span><a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" style="font-family: 'Trebuchet MS', sans-serif;" target="_blank">en nuestro canal de vídeo</a><span style="font-family: "trebuchet ms" , sans-serif;"> de Divulgador Científico.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Enlace a <a href="https://drive.google.com/folderview?id=0B8UA6HzKMvltdG9XX2ZwbmpIaE0&usp=sharing" target="_blank">experimentos descritos</a> con detalle.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">En los <a href="https://www.pinterest.com/fjnavarro/experimentos-f%C3%ADsica-y-qu%C3%ADmica/" target="_blank">murales de Pinterest</a> puedes </span><span style="font-family: "trebuchet ms" , sans-serif;">buscar algunos fantásticos. (Al final de la entrada está el enlace al mural)</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Donde a ti te guste....hay cientos de buenos sitios....</span></li>
</ul>
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<a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" target="_blank"><img alt="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" height="131" 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" 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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: yellow;">2º <span style="color: blue;"><b>Proponer tus experimentos a través del formulario</b></span></span> que encontrarás más abajo y esperar la aprobación de tu profesor. Debes rellenar el formulario <u><span style="color: red;"><b><i>una vez por cada experimento</i></b> que propongas</span>.</u> <span style="color: red;">Ten especial cuidado en copiar/pegar la URL de tu experimento para poderlo evaluar.</span></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><img alt="...Fin del plazo...." border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjLuVvNG2bUJ6h67EKrPtz4zB36fGCUS7XS_ZMyuYgY-sC_8-lro8Kic6AZi8DNq_A2oZqlXhF0SCIJrYNyacM5a4187lRvFPEqFEaHniAsx2Phc8l9u2s9eHv39IcwoY2K1BZjuwOT1tiY/s320/2015-10-05_2353.png" title="Ya no se pueden subir más experimentos." width="320" /></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: yellow;">3º <b><span style="color: blue;">Esperar la confirmación del profesor a tus experimentos propuestos.</span></b></span> Recuerda que <b>no serán aprobados experimentos realizados en jornadas anteriores</b>(La lista de experiencias está al final de este post), o aquellos que puedan suponer peligro o liberación de gases tóxicos, manejo de ácidos o bases fuertes....</span><br />
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<a href="https://docs.google.com/spreadsheets/d/1ECp6Y2YalsDllg3xQ8NONAsTOQ24gSk9qmQAIYEDubQ/pubhtml?gid=1869533038&single=true" target="_blank"><img alt="https://docs.google.com/spreadsheets/d/1ECp6Y2YalsDllg3xQ8NONAsTOQ24gSk9qmQAIYEDubQ/pubhtml?gid=1869533038&single=true" border="0" height="138" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnQvXC38nUlgqQrEnALouQQL-7yHbptr-FFq9IsHPp53K_yWNkCjjCDdPOTkAT-ERxcrMQKQ0IzvOj-NWiVzjAfG7LJ3OU-f3hGZC-c9kNOwU_rC6ry1zXyiPhBDfSHTJjOaJOytLbUKZC/s320/2015-10-05_2357.png" width="320" /></a></div>
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<span style="color: white; font-family: "trebuchet ms" , sans-serif;"><b style="background-color: blue;">ENTRA Y COMENTA TU EXPERIMENTO PARA QUE NADA TE FALLE...</b></span></div>
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<span style="color: white; font-family: "trebuchet ms" , sans-serif;"><b style="background-color: blue;">RECUERDA QUE LA PARTE MÁS IMPORTANTE ES EXPLICAR EL FUNDAMENTO DE LO QUE VAS A EXPERIMENTAR.</b></span></div>
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<a href="https://docs.google.com/document/d/1JviqdKLA56zJRl0aLLrMELA1HMCEkD1RhKqv2J0les4/edit?usp=sharing" target="_blank"><img border="0" height="259" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNPim7FmcB6xcFtBftGzJzpK0QkKQp3uJpBAcx791V1_UdS6Io-E5Ww7ZIGmPtsATWvA96TDstgPSoYTMEslj8SOtdyEU7nlfrhnrjuJE5igKLGlwqroizf6qAZvAg9ZGLYedr6M_7EL0G/s320/2016-02-17_2359.png" width="320" /></a></div>
<span style="font-family: "trebuchet ms" , sans-serif;"><br /></span><span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: yellow;">4º </span><b><span style="color: blue;"><span style="background-color: yellow;">Probar el experimento antes del día fijado para la III Jornada</span></span></b><span style="background-color: yellow;">.</span> Tienes que conseguir todos los materiales y probar el experimento en casa. Si algo no va bien, lo probaremos en el aula. </span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><i>Cuentas con los materiales del laboratorio de Física y Química para tus experimentos, <a href="https://docs.google.com/spreadsheet/ccc?key=0ApcvglMnFeUDdG1BVDdMRVRkVGw0MkFqQnBpeFVtUWc&usp=sharing" target="_blank">reactivos químicos</a> incluidos, aunque preferiblemente tendrás que aportar lo que no podamos suministrarte.</i></b></span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: yellow;">5º <span style="color: blue;"><b>Documentar los dos experimentos</b></span> </span>que vas a realizar mediante la confección de un póster confeccionado con <b>4 diapositivas</b> realizadas con el programa de edición de presentaciones de Google Drive. Este póster te permitirá <b>explicar</b> tu experimento a tu público paso a paso:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwNhxHhYEbPmPB_nn7MEVfwkk7ctmT8-5q66X9zmhx6s2KpeM1w_qNg7Nm4NXWnI26HUuX_U9rDTwmTzZSJxj0wNFzQIQLvPdQb5-apbKaKHMwavaZEzKml70A8tz7XST9dD3KTFjToYQ5/s1600/2015-02-04_2349.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="248" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiwNhxHhYEbPmPB_nn7MEVfwkk7ctmT8-5q66X9zmhx6s2KpeM1w_qNg7Nm4NXWnI26HUuX_U9rDTwmTzZSJxj0wNFzQIQLvPdQb5-apbKaKHMwavaZEzKml70A8tz7XST9dD3KTFjToYQ5/s1600/2015-02-04_2349.png" width="320" /></a></div>
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<li><span style="color: #38761d;"><span style="font-family: "trebuchet ms" , sans-serif;"> <i> a) Objetivo de dicho experimento: ¿qué pretendo comprobar?</i></span></span></li>
<li><span style="color: #38761d;"><i><span style="font-family: "trebuchet ms" , sans-serif;"> b) Montaje del experimento</span></i></span></li>
<li><span style="color: #38761d;"><i><span style="font-family: "trebuchet ms" , sans-serif;"> c) Fundamento del mismo, es decir, la aplicación de las leyes físicas y/o químicas que dan lugar a los hechos observados.</span></i></span></li>
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<span style="color: white; font-family: "trebuchet ms" , sans-serif;"><span style="background-color: blue;"><b>En estos enlaces tienes el acceso para editar tus presentaciones para el póster. Para evitar accidentes, ten siempre una copia de este archivo en tu Drive. No accedas a ninguna otra presentación que no sea la tuya. Sigue las instrucciones.</b></span></span></div>
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<li><span style="color: white; font-family: "trebuchet ms" , sans-serif;"><span style="background-color: blue; color: cyan;"><b><a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDZ01JeTN0MTZ2RVE&usp=sharing" style="background-color: magenta;" target="_blank">Grupo B1A</a></b></span></span></li>
<li><span style="color: white; font-family: "trebuchet ms" , sans-serif;"><span style="background-color: blue; color: cyan;"><b><a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDVGVqMXhTQXlLWjQ&usp=sharing" style="background-color: magenta;" target="_blank">Grupo B1B</a></b></span></span></li>
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: yellow;">4º <span style="color: blue;">Organización</span> del día "D" </span></span><b style="background-color: blue; font-family: 'trebuchet ms', sans-serif;"><span style="color: white;"> N O V E D A D E S I M P O R T A N T E S </span></b><b style="font-family: 'trebuchet ms', sans-serif;"><span style="color: white;">ara ed</span></b><br />
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<ul><span style="font-family: "trebuchet ms" , sans-serif;">
<li>Días previos</li>
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<li>Todo el mundo debe presentar esta <a href="https://drive.google.com/open?id=1Psq1xLlJIALhYCKQraivrGLFcve8OwxpEmEYWyfkwOI" target="_blank">autorización firmada </a>por los papás y alumno.</li>
<li>Durante los días anteriores y especialmente la mañana del 15, distribuiremos todo el <a href="https://drive.google.com/open?id=1AKBW1Aie136V7bAYYYmQKPlJWnK8ZbklPok-_JX-BeI">material de laboratorio</a> que tendréis que usar. Habrá un profesor del departamento que os repartirá lo necesario. </li>
<li>Todo el mundo debe tener cuenta en Instagram para poder subir las fotos y vídeos del evento.</li>
</ul>
<li>Día 16</li>
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<li>A falta de algún retoque, a última hora, de decir a sexta hora de la mañana del 16 prepararemos el <a href="https://docs.google.com/drawings/d/1_Ku3-rXDSFEdQJ0dfF7rILGqX-7QCtmY4Loob2-_I80/edit?usp=sharing">salón de actos con una distribución</a> como en otras ocasiones. </li>
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<li>Día 17...día "D" </li>
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<li>El día 16 Además todo el mundo estará identificado mediante una <a href="https://drive.google.com/open?id=1jK5J5lZrKcaJWEGVnctwjKqE7f8At8LIRKTRm1UGbjs">pegatina similar a esta</a>.</li>
<li>Quiénes quieran traer bata para protegerse, pueden hacerlo.</li>
<li>Quiénes precisen guantes o gafas DEBEN pedirlas.</li>
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="background-color: yellow;">5º <b><span style="color: blue;">Evaluación</span></b>.</span> Se valorará:</span><br />
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<li>TODOS VÁIS A TENER (POR ESCRITO) UN <span style="background-color: yellow;">PEQUEÑO EXAMEN</span> SOBRE EN FUNDAMENTO DE VUESTRO EXPERIMENTO. Esta valoración será importante.</li>
<li>La calidad del <span style="background-color: yellow;">póster que acompañe</span> a vuestro experimento y el funcionamiento del experimento en sí mismo (Para conocer en qué me voy a fijar os recomiendo consultar las <a href="https://docs.google.com/document/d/1GvH0Ez5g0504jxnQzihk-lRJ0X-XHhUt9pLsTQ5ZwCM/edit?usp=sharing" target="_blank">rúbricas de evaluación</a> empleadas otras veces).</li>
<li>Se valorarán especialmente:</li>
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<li>Aquellos e<b>xperimentos aquellos que ocurran rompiendo la idea previa que tengamos de lo que va a ocurrir</b>.</li>
<li>La <b>originalidad</b> del experimento.</li>
<li>La autonomía en la búsqueda de materiales.</li>
<li>Realizar una <b>grabación de vídeo de vuestro experimento </b>y explicación del mismo, y subida al <a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw" target="_blank">canal de Divulgador Científico</a> y a <a href="https://www.instagram.com/explore/tags/cienciaaconciencia/" target="_blank">Instagram con el hashtag #cienciaaconciencia </a></li>
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<b>Para finalizar, indicar, que en algunos casos, el experimento se quedará en el laboratorio para uso y disfrute de próximas generaciones.</b></div>
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<a href="https://www.instagram.com/explore/tags/cienciaaconciencia/" target="_blank"><br /></a>
<span style="font-family: trebuchet ms, sans-serif;"><a href="https://www.instagram.com/explore/tags/cienciaaconciencia/" target="_blank">Instagram: #cienciaaconcociencia</a></span><br />
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<a href="https://www.instagram.com/explore/tags/cienciaaconciencia/" target="_blank"><img border="0" height="186" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibxuoTD8BrifsihXjtHWiLTm4ml2zkbG3QslGR2l1HD8NOzr-gSOih5DPf8BpqrDXq0A2Lz14b1wwzeJlxiJx2_4vzPyhSX92SAa3KadVzL9uJWzWYBXKon0T5xxeM9lr_wd4ed7P62NMC/s320/2016-03-28_2218.png" width="320" /></a></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Todos los <span style="background-color: yellow;"><span style="color: red;"><b>materiales empleados en la coordinación de esta jornada</b></span></span> han sido <a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDR2JtWlM5NUtJTWM&usp=sharing" target="_blank">estos</a>.</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;">Experimentos de las otras jornadas:</span><br />
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<li><span style="font-family: "trebuchet ms" , sans-serif;">I Jornada</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;"><a href="http://fq-1bto.blogspot.com.es/2014/12/organizacion-de-la-ii-jornada-de.html" target="_blank">II Jornada</a> (aquí tienes los experimentos de la II y la I jornada...para NO repetir.</span></li>
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<a data-pin-board-width="400" data-pin-do="embedBoard" data-pin-scale-height="200" data-pin-scale-width="80" href="https://www.pinterest.com/fjnavarro/experimentos-f%C3%ADsica-y-qu%C3%ADmica/"> Sigue el tablero Experimentos Física y Química de Paco en Pinterest.</a><!-- Please call pinit.js only once per page --><script async="" src="//assets.pinterest.com/js/pinit.js" type="text/javascript"></script>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-9733702656836856042016-01-20T20:29:00.000+01:002016-01-20T20:29:12.226+01:00Experimento de Joule: equivalente mecánico del calor<div class="MsoNormal">
<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="background-color: yellow; color: red;">Objetivo</span></b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Mediante esta simulación, se pretende poner de manifiesto la <i><b>gran cantidad de energía </b></i>que es necesario transformar en calor para elevar apreciablemente la temperatura de un volumen pequeño de agua.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="background-color: yellow; color: red;">Experimento</span></b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Mediante el experimento de Joule se determina el equivalente mecánico del calor, es decir, la relación entre la <b>unidad de energía</b> (J= julio) y la <b>unidad de calor</b> (cal= caloría).</span></div>
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<span style="color: red; font-family: "trebuchet ms" , sans-serif;"><b style="background-color: yellow;">Dispositivo</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Usaremos un <b>calorímetro</b> que es un recipiente aislado térmicamente (<i><b>adiabático</b></i>, es decir que no intercambia ni materia ni energía con el entorno). El calorímetro contiene una cierta cantidad de agua, con un termómetro para medir su temperatura, un eje con unas paletas que se ponen en movimiento por la acción de una pesa, tal como se muestra en la simulación.</span></div>
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<span style="background-color: yellow; font-family: "trebuchet ms" , sans-serif;"><span style="color: red;"><b>Fundamento</b></span></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">La pesa, que se mueve con velocidad prácticamente constante, pierde energía potencial. Como consecuencia, el agua agitada por las paletas se calienta debido a la fricción.</span></div>
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<li><span style="font-family: "trebuchet ms" , sans-serif;"><b>Bloque de masa M:</b> Al caer, su Ep disminuye debido a que transfiere su energía a las paletas mediante la realización de un trabajo.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;"><b>Paletas</b>: Transforman la Ep perdida en calor, debido a la fricción ocasionada por su movimiento circular dentro del agua.</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;"><b>Agua del calorímetro (de masa m)</b>: Aumenta su temperatura al recibir el calor generado mediante la fricción de las paletas.</span></li>
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<span style="font-family: "trebuchet ms" , sans-serif;">En la simulación de la experiencia de Joule, se desprecia el equivalente en agua del calorímetro, del termómetro, del eje y de las paletas, la pérdida de energía por las paredes aislantes del recipiente del calorímetro y otras pérdidas debidas al rozamiento en las poleas, etc.</span></div>
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<span style="color: red; font-family: "trebuchet ms" , sans-serif;"><b style="background-color: yellow;">Variables</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b>Bloque</b></span><i style="font-family: 'Trebuchet MS', sans-serif;">:</i></div>
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<li><div class="MsoNormal">
<i style="font-family: 'Trebuchet MS', sans-serif;">M</i><span style="font-family: "trebuchet ms" , sans-serif;"> es la masa del bloque que cuelga.</span></div>
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<i style="font-family: 'Trebuchet MS', sans-serif;">h</i><span style="font-family: "trebuchet ms" , sans-serif;"> su desplazamiento vertical, es decir su distancia máxima de caída.</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><i>g</i>=9.8 m/s<sup>2</sup> la aceleración de la gravedad</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b>Calorímetro</b>:</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><i>m</i> la masa de agua del calorímetro</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><i>T<sub>0</sub></i> la temperatura inicial del agua (en nuestra simulación siempre 10ºC)</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><i>T</i> la temperatura final (ºC)</span></div>
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<li><div class="MsoNormal">
<span style="font-family: "trebuchet ms" , sans-serif;">c es el calor específico del agua que por definición vale </span><i style="font-family: 'Trebuchet MS', sans-serif;">c</i><span style="font-family: "trebuchet ms" , sans-serif;">=1 cal/(g ºC)</span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">La conversión de energía mecánica íntegramente en calor se expresa mediante la <a href="http://www.sc.ehu.es/sbweb/fisica/estadistica/otros/calorimetro/calorimetro.htm#Concepto de calor">siguiente ecuación</a></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><b><i>M g h = mc</i>(<i>T-T<sub>0</sub></i>) . </b></span><b style="font-family: 'Trebuchet MS', sans-serif; font-size: x-large;"><span style="color: red;">J(J/cal)</span></b></div>
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<span style="font-family: "trebuchet ms" , sans-serif; font-size: large;"><b>Ep(J) = Q(cal) . <span style="color: red;">J(J/cal)</span></b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><b><span style="font-size: large;">J </span>representa el factor de conversión de Julios a calorías.</b></span></div>
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<span style="background-color: yellow; color: red; font-family: "trebuchet ms" , sans-serif;"><b>Tareas</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;"><span style="color: blue;"><b>1.</b></span> Vamos a realizar una análisis gráfico de los resultados que proporciona la simulación. Para ello fija las condiciones que se indican y mediante el botón de Inicio/Pausa, completa los datos de la tabla siguiente para realizar 6 experimentos diferentes, con 6 medidas en cada una. En todos los casos, la primera de las medidas corresponde con los valores iniciales. Intenta que las <i><b>6 medidas estén lo más distanciadas posible entre sí.</b></i></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzqDkvr6vdjQPzl0g41xhqN_NhFqVqzJOkoSteYpH9sPoPKX7BZ11yexcBdCwWOvZhRD4VBKHaxWqjrncxjxR3PFETROqSbKP5w1XaglCHf7vuhXTICefU_HNQxeH2rxIhUk9N6QXH5ZFm/s1600/2016-01-20_1917.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzqDkvr6vdjQPzl0g41xhqN_NhFqVqzJOkoSteYpH9sPoPKX7BZ11yexcBdCwWOvZhRD4VBKHaxWqjrncxjxR3PFETROqSbKP5w1XaglCHf7vuhXTICefU_HNQxeH2rxIhUk9N6QXH5ZFm/s640/2016-01-20_1917.png" width="572" /></a></div>
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<b style="color: blue; font-family: 'Trebuchet MS', sans-serif;">2.</b><span style="font-family: "trebuchet ms" , sans-serif;"> </span><span style="font-family: "trebuchet ms" , sans-serif;">Para cada una de las 6 experiencias diferentes </span><span style="font-family: "trebuchet ms" , sans-serif;">representa los valores que has medido de trabajo realizado -W(J)- frente a calor absorbido por el agua -W(cal), es decir en el eje OY representamos W(J) y en el eje OX representamos los valores de W(cal). Calcula la <b>pendiente</b> en cada uno de los casos. Puedes ayudarte de <a href="http://es.ncalculators.com/statistics/linear-regression-calculadora.htm" target="_blank">esta calculadora</a>, o de <a href="https://www.easycalculation.com/es/statistics/regression.php" target="_blank">esta otra</a>, pero en tu informe voy a evaluar el procedimiento matemático que has empleado para calcular la pendiente.</span><br />
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<span style="font-family: "trebuchet ms" , sans-serif;"><b>¿Qué representa la pendiente de cada línea?</b></span></div>
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<span style="font-family: "trebuchet ms" , sans-serif;">Las 6 representaciones (una por cada experiencia) tienen que realizarse en <b style="background-color: yellow;">una</b> hoja de papel milimetrado. Si tienes papel milimetrado, puedes usarlo. Si no es así, puedes usar <a href="http://www.printfreegraphpaper.com/" target="_blank">esta web</a> para imprimirte una hoja. Cuando sigas los pasos de la imagen, nos presenta un pdf listo para imprimir.</span></div>
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<b style="color: blue; font-family: 'Trebuchet MS', sans-serif;">3.</b><span style="font-family: "trebuchet ms" , sans-serif;"> Comprueba en cada experiencia que el <b>calor específico del agua es el que se indica</b>. Para ello tendrás que utilizar <i>correctamente</i> esta expresión y el factor de conversión que has medido. </span></div>
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<ol><span style="font-family: "trebuchet ms" , sans-serif;">
<li>Expresa el calor específico de agua en unidades mecánicas y termodinámicas.</li>
<li>Este factor de conversión que has determinado, ¿valdría para cualquier sustancia? Justifica tu respuesta.</li>
<li>Exactamente, ¿qué significa que el calor específico del agua es 4180 J/(kg.K)?</li>
<li>Los valores de los calores específicos que se describen para algunas sustancias son los indicados. Cuando aportamos 10.000 J de energía a cierta masa m de cada una, ¿cuál de las tres se calienta más? ¿Cuál conduce mejor el calor? ¿Tiene algo que ver la conductividad térmica con el calor específico?</li>
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<li><span style="font-family: "trebuchet ms" , sans-serif;">Agua: 4180 </span><span style="font-family: "trebuchet ms" , sans-serif;">J/(kg.ºC)</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Acero: 452 </span><span style="font-family: "trebuchet ms" , sans-serif;">J/(kg.K)</span></li>
<li><span style="font-family: "trebuchet ms" , sans-serif;">Madera: 450 J/(kg.ºC)</span></li>
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<iframe frameborder="0" height="660" scrolling="auto" src="http://www.reduc.edu.cu/siscomfis/siscomfis-1/paginas/experimentos_virtuales/molecular-termodinamica/animaciones%20molecular/equivalente%20mecanico%20calor.swf" width="805"></iframe>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com1tag:blogger.com,1999:blog-8525731465850589336.post-90216053902416390382015-07-23T13:29:00.001+02:002015-07-23T13:29:18.663+02:00II Jornada de Ciencia a conciencia<div class="separator" style="clear: both; text-align: center;">
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" 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<span style="background-color: yellow;"><b><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Objetivos</span></span></b></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar el merecido protagonismo a la Ciencia en el aprendizaje de los alumnos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Permitir que los alumnos experimenten, interroguen a la realidad y se hagan profesores para otros alumnos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar el verdadero sentido al hecho de ser científicos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar valor a la organización colaborativa de un evento científico en el centro. </span></li>
</ul>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Tareas</span></b></span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">1º <span style="color: blue;"><b>Buscar DOS experimentos entre los numerosos canales de experimentos</b></span> sugeridos desde los blogs de aula y este mismo blog. Los canales más destacados los podremos ver <a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" target="_blank">en nuestro canal de vídeo</a> de Divulgador Científico, aunque puedes localizar tu experimento de donde tu quieras.</span><br />
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<a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" target="_blank"><img alt="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" height="131" 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" 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<span style="font-family: "Trebuchet MS",sans-serif;">2º <span style="color: blue;"><b>Proponer tus experimentos a través del formulario</b></span> que encontrarás más abajo y esperar la aprobación de tu profesor. Debes rellenar el formulario <b><i>una vez por cada experimento</i></b> que propongas.</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">3º <b><span style="color: blue;">Esperar la confirmación del profesor a tus experimentos propuestos.</span></b> Recuerda que no serán aprobados experimentos realizados en la jornada del pasado curso (La lista de experiencias está al final de este post), o aquellos que puedan suponer peligro o liberación de gases tóxicos, manejo de ácidos o bases fuertes....</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">3º Ahora hay que <b><span style="color: blue;">probar el experimento antes del día fijado para la II Jornada</span></b>. Tienes que conseguir todos los materiales y probar el experimento en casa. Si algo no va bien, lo probaremos en el aula. <b><i>Cuentas con los materiales del laboratorio de Física y Química para tus experimentos, reactivos químicos incluidos.</i></b></span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">4º <span style="color: blue;"><b>Documentar los dos experimentos</b></span> que vas a realizar mediante la confección de un póster confeccionado con 4 diapositivas realizadas con el programa de edición de presentaciones de Google Drive. Este póster te permitirá explicar tu experimento a tu público paso a paso:</span><br />
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<ul>
<li><span style="color: #38761d;"><span style="font-family: "Trebuchet MS",sans-serif;"> <i> a) Objetivo de dicho experimento: ¿qué pretendo comprobar?</i></span></span></li>
<li><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"> b) Montaje del experimento</span></i></span></li>
<li><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"> c) Fundamento del mismo, es decir, la aplicación de las leyes físicas y/o químicas que dan lugar a los hechos observados.</span></i></span></li>
</ul>
<ul>
</ul>
<span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"></span></i></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">5º <b><span style="color: blue;">Evaluación</span></b>. Se valorarán muy positivamente:</span><br />
<ol>
<li><span style="color: red;"><span style="font-family: "Trebuchet MS",sans-serif;">Aquellos experimentos aquellos que ocurran rompiendo la idea previa que tengamos de lo que va a ocurrir.</span></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"> Aquellas explicaciones que vengan acompañadas de un poster </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">La <span style="color: red;">originalidad</span> del experimento.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Realizar una grabación de vídeo de vuestro expremiento y explicación</span></li>
</ol>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Resultados del formulario para proponer experimentos</span></b></span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Para que puedas ir controlando qué van proponiendo tus compañeros, qué se va aprobando y qué no, puedes consultar los <a href="https://docs.google.com/spreadsheets/d/1-qxWBhdLxiXYGW5RdK3VPsTuBnO0KFEBF-6FlkVsmqE/edit?usp=sharing" target="_blank">resultados del formulario anterior. (ya funciona de nuevo)</a></span><br />
<br />
Por cierto, en este enlace tenéis <a href="https://docs.google.com/spreadsheet/ccc?key=0ApcvglMnFeUDdG1BVDdMRVRkVGw0MkFqQnBpeFVtUWc&usp=sharing" target="_blank">acceso a los reactivos químicos</a> de los que disponemos.<br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Todos los <span style="background-color: yellow;"><span style="color: red;"><b>materiales empleados en la coordinación de esta jornada</b></span></span> han sido <a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDR2JtWlM5NUtJTWM&usp=sharing" target="_blank">estos</a>.</span><br />
<br />
<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;">Experimentos de la II Jornada de Ciencia a Conciencia</span></b></span></span></span></div>
<div style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;">24 y 25 de marzo (Curso 2013-14)</span></b></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://instagram.com/explore/tags/sinciencia/" target="_blank"><img alt="https://instagram.com/explore/tags/sinciencia/" border="0" height="426" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9MFVrLVIf65alYZ3dwFipeE0nEwkpywQ4EoM6kcpjoy0nVQCe5mSEIcHtgfYrG1Y4vsJVBmyKLuEiwk44CVg9mCFjekWtrGT3Hf8D-irf8ROAfb3t7ReqEzKWvZGgTcalFp-GX0VqpEs3/s1600/2015-03-26_0852.png" width="640" /></a> </div>
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;">Y las presentaciones de los alumnos se encuentran en estos enlaces:</span></span></b></span><br />
<ul>
<a href="https://www.blogger.com/blogger.g?blogID=8525731465850589336" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>
<li><span style="font-size: large;"><b><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDflNfNUVYelBUODZMb0x3RVdMbG9XbGFja3NENnVJYUctdlRzUEppMEU3M0k&usp=sharing" target="_blank">1º de bachillerato A</a> </span></i></span></b></span></li>
<li><a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDfnlpM2NXLU5BWjkwNkR5ejZYdWRGOXU1Rlk3TXdzcHNlUWxuTDJKaElmQkk&usp=sharing" target="_blank"><span style="font-size: large;"><b><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;">1º de bachillerato B</span></i></span></b></span></a> </li>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"></span></b></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;"></span></span></b></span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;"> Experimentos de la I Jornada (Curso 2013-14)</span></span></b></span><br />
<br />
1. <a href="https://docs.google.com/presentation/d/1MdEwMOk6BMYlLqBrt8nrPNmdbgrFRNumLA8oLYC7SWI/edit?usp=sharing" target="_blank">Globo blanco con lunar negro. Javier del H. </a>(<a href="https://docs.google.com/presentation/d/15Eud3VzpmMxiAZAk5T6pNk64h7HNzQV8m9O9uLo5nmc/edit?usp=sharing" target="_blank">repetido Cristina P</a>) <br />
2. <a href="https://docs.google.com/presentation/d/1oTg8jVC9OhIfudE2GwXMncaZ_2OiTayT4tBOY3x5nyc/edit?usp=sharing" target="_blank">Vacío potente. David R.</a><br />
3. <a href="https://docs.google.com/presentation/d/18uPVr1Q_29QyEBpKpEIv_R9IGXcYv6Ti7gYpAd3S_uA/edit?usp=sharing" target="_blank">Jugando con una copa y una carta. Eric R</a><br />
4. <a href="https://docs.google.com/presentation/d/1ZLuZQ47I0xqGFL7KBpFw3-9Xa9VCLvkis6uvCGGgE-A/edit?usp=sharing" target="_blank">Electricidad con limones. Eugenio</a><br />
5. <a href="https://docs.google.com/presentation/d/17Oo2Ua1iEm8eo61AyEfdzYNFGu6Tk-08GLAbo8b5N6w/edit?usp=sharing" target="_blank">Frasco de Mariotte. Vicente</a><br />
6. <a href="https://docs.google.com/presentation/d/1xaFWYJ-GSIzVNx-B4_mqZz3nOBzFA2D3ivBUUyxFc6o/edit?usp=sharing" target="_blank">Cuerpo azul y plano inclinado. María G.</a><br />
7. <a href="https://docs.google.com/presentation/d/1YbVr2Pbs7L5AQaOiwMmGfZSnjBItguwy__uuKN-540Q/edit?usp=sharing" target="_blank">Pompas de jabón eléctricas. Celia M.</a><br />
8. <a href="https://docs.google.com/presentation/d/1G1t60Z6TtRP1gOQ6q67qHs0f_de1rZArHtfXcrNsJk8/edit?usp=sharing" target="_blank">Espiral que se mueve sola. Jesús M.</a><br />
9. <a href="https://docs.google.com/presentation/d/1G1t60Z6TtRP1gOQ6q67qHs0f_de1rZArHtfXcrNsJk8/edit?usp=sharing" target="_blank">Imágenes múltiples y de cuerpo entero en espejos. Fco. J A.</a><br />
10. <a href="https://docs.google.com/presentation/d/1fZx21obuLJcUck9nGYR25iTb7MIfSd4cis0IHa3lRj4/edit?usp=sharing" target="_blank">Globo con botella. Miguel Ángel C.</a><br />
11. <a href="https://docs.google.com/presentation/d/1W0dJfvNh9L6gMbNveCWVVJWRst7Kf_vNvNBXRtIzyxM/edit?usp=sharing" target="_blank">Nube atmosférica. Mª Rosa R</a><br />
12. <a href="https://docs.google.com/presentation/d/1UYVs0QxYQmF4w4KtlcGpm_0nTHNBiVaJ5dbV_BqMEAs/edit?usp=sharing" target="_blank">Bote aplastado por la presión atmosférica. Lucía P</a>.<br />
13. <a href="https://docs.google.com/presentation/d/1LQeu4e48sTpxPMcpUW_kXHtF6lMppmKZSrLNyFE6i4o/edit?usp=sharing" target="_blank">Arco iris con CD. Inmaculada R.</a><br />
14. <a href="https://docs.google.com/presentation/d/1EAenlJjYtmdowOEBjXSPmu8OciqdXDMfEbXw0UANkuQ/edit?usp=sharing" target="_blank">¿Subirá o bajará la pelota al soplar? Lucía C.</a><br />
15. <a href="https://docs.google.com/presentation/d/1kwq1F1Z1yq1UM_G30sPKiE8PqAg7715JBDct-hTrDu0/edit?usp=sharing" target="_blank">Magnetismo en 3D. Rodrigo D. </a><br />
16. <a href="https://docs.google.com/presentation/d/1OxhinUVXtjqWffiTzXO0SHPgF1q9rnnrbPrLxIzDfkY/edit?usp=sharing" target="_blank">Nivel de agua que sube mientras se quema una vela. Nathalia L</a><br />
17. <a href="https://docs.google.com/presentation/d/1I2iy17UbKCw0qsr49JD30ECOgxc4mzdPyJ-TcvHASk0/edit?usp=sharing" target="_blank">Papel que no se moja. Santos L</a>.<br />
18. <a href="https://docs.google.com/presentation/d/1p9uMfRyNSZRFx96TBmq_EeCqj3rGI8CgltjC1lHTk-Q/edit?usp=sharing" target="_blank">Dilatación de sólidos. Laura P.</a><br />
19. <a href="https://docs.google.com/presentation/d/1JIlsdUo7NLVb2mXOT7_omB4NVJWYSHcpCCbwYIMfknU/edit?usp=sharing" target="_blank">Extintor casero. María V</a>.<br />
20. <a href="https://docs.google.com/presentation/d/1C31CZO4NbyLkK12a5EZnf4nXNP8NKSR9p1Pg_ts7LpQ/edit?usp=sharing" target="_blank">Para no perder el norte. Miriam R</a>.<br />
21. <a href="https://docs.google.com/presentation/d/1HL449doo_MoaCLUkzYQSvZ6-igIn_O0b-hf5-NTfROs/edit?usp=sharing" target="_blank">Dibujando con un péndulo. Ángela M.</a><br />
22. <a href="https://docs.google.com/presentation/d/1wVSHf5NjWoMp0nNPlw__8eomA-BtHpQg0S4eS0E9lrc/edit?usp=sharing" target="_blank">Tapas de cristalizadores y presión atmosférica. Salam M</a>.<br />
23. <a href="https://docs.google.com/presentation/d/19INwVBkZf7VpGvns6EFCuxEyuZozONAZrRCqhjQU0kc/edit?usp=sharing" target="_blank">Generador de Van der Graaf. Alfonso B</a>.<br />
24. <a href="https://docs.google.com/presentation/d/12lwPXDu-dKrTAXW4uJFHZOOnZGLkAdzMKpfNZjwIZVk/edit?usp=sharing" target="_blank">Tensión superficial. Víctor R</a>.<br />
25. <a href="https://docs.google.com/presentation/d/12wcxjYweAud0ICodJ99ajahsmt-b3lndN1T0hk4DwPA/edit?usp=sharing" target="_blank">Lata saltarina. Marcos L</a>.<br />
26. <a href="https://docs.google.com/presentation/d/1zorf1mSfOCCr9xfGDd8oeZjerqqLQt2gpOznNoFBIe0/edit?usp=sharing" target="_blank">Efecto Magnus. Manuela Al</a>.<br />
27. <a href="https://docs.google.com/presentation/d/1vvHiNc9KTt4w7JFEynwAMGCN6Vo3tgRMRwuLsE8aWHw/edit?usp=sharing" target="_blank">Invisibilidad. Manuela A</a>l.<br />
28. <a href="https://docs.google.com/presentation/d/1eL_3b01-6VwpvnXiq6ISCOzbmUXuwkeyWsehkDv6Ykk/edit?usp=sharing" target="_blank">Cañón de vacío. Marcos L</a>.<br />
29. <a href="https://docs.google.com/presentation/d/19dgsNaMZTtNIzSiNzePIoi4YljaZOI0U3C7nT7jALq8/edit?usp=sharing" target="_blank">Pegamento invisible. Víctor R</a>.<br />
30. <a href="https://docs.google.com/presentation/d/17YPqAIhmVoLgYJn2gubLK4j-kh8IupxO1PbPyMRZ6fY/edit?usp=sharing" target="_blank">Sublimando yodo. Alfonso B</a>.<br />
31. <a href="https://docs.google.com/presentation/d/1RLkoOrXSpnGIPtRgFuqhc0InesT2KAkfINpypicg9T4/edit?usp=sharing" target="_blank">Globo que no explota con chinchetas. Salam M</a>.<br />
32. <a href="https://docs.google.com/presentation/d/10iEPH0DujSHTkRpigMCvMBwEN3D1pDF9uecCoUBFjWM/edit?usp=sharing" target="_blank">Transmitiendo esfuerzos. Jesús Alejandro V.</a><br />
33. <a href="https://docs.google.com/presentation/d/1cNU7R5K2coY435UdkzZJzG6ASYQxUp0QJsqo2Pdqpn4/edit?usp=sharing" target="_blank">En busca del almidón. Miriam R</a>.<br />
34. <a href="https://docs.google.com/presentation/d/13ErzMV9venKLdI_dgv6FJ5qMaqyEEsafcySUMs09VN4/edit?usp=sharing" target="_blank">Lecha psicodélica. María V</a>.<br />
35. <a href="https://docs.google.com/presentation/d/16i53ru51Z06SOix6mgMCWMEDexTRWlnhlOT9rzuAjfI/edit?usp=sharing" target="_blank">Fluido no newtoniano. Cristina Peco</a>.<br />
36. <a href="https://docs.google.com/presentation/d/13yHLuCqllD__1rBRq638Pd9LcbVDzSXpUggKF6ifgCk/edit?usp=sharing" target="_blank">Ondas en un muelle. Ángela M</a>.<br />
37. <a href="https://docs.google.com/presentation/d/1x7B-xT0vaiUYyGlnJzGCScUYoog170jU0D1l1WFjtZ4/edit?usp=sharing" target="_blank">Catarata de humo. Laura P</a>.<br />
38. <a href="https://docs.google.com/presentation/d/1UllstafssZ0zxNJ5AEx3gPSvSjVbXMcs8RQIMhJ6VI4/edit?usp=sharing" target="_blank">Microscopio USB. María S</a>. <br />
39. <a href="https://docs.google.com/presentation/d/1Z0bbziy7kxy5XGjlJdFVnUgQyY2XVV0r-cE7gXQRrco/edit?usp=sharing" target="_blank">Agua que no cae. Santos L</a>.<br />
40. <a href="https://docs.google.com/presentation/d/1tWg_xAGruH-tsjv60HP4HQiNKwnwXx6b5o1n26Fm4uw/edit?usp=sharing" target="_blank">Campo magnético terrestre. Natalia L</a>.<br />
41. <a href="https://docs.google.com/presentation/d/1TEJlEB2-koQk-3WSTeU2ClKIkyX4NHxh5fAvHNtY9zE/edit?usp=sharing" target="_blank">El truco del globo. Rodrigo D.</a><br />
42. <a href="https://docs.google.com/presentation/d/1CzYI-Qeo5WJuezwJo70DssoCRBzA_3FlkI9Q0ltpCxQ/edit?usp=sharing" target="_blank">¿Flotará? Lucía C</a>.<br />
43. <a href="https://docs.google.com/presentation/d/1lgxyD9dkqG3Um8eCowmuxnE4sbLcF_6b0j4L1nEg2yc/edit?usp=sharing" target="_blank">Burbujas de Coca Cola. Inmaculada R</a>.<br />
44. <a href="https://docs.google.com/presentation/d/1_4ryzpTM3UB_r5w4ykmV4YLeyEcEujIS4Olj5hzv12Q/edit?usp=sharing" target="_blank">Cortando vidrio con un hilo. Lucía P</a>.<br />
45. <a href="https://docs.google.com/presentation/d/1LLV2S7DciXPXX1RmoYaiKfeBqPfNbF78XKE_2Ectj_w/edit?usp=sharing" target="_blank">Sifón casero. Rosa R</a>.<br />
46. <a href="https://docs.google.com/presentation/d/10qBZ2TPc41Vd9diTr4881626H67B8ThsHOOn-qfMLTY/edit?usp=sharing" target="_blank">Compactando arroz. Miguel Ángel C</a>. <br />
47. <a href="https://docs.google.com/presentation/d/1BNHueiyhhxF5FpZ15h8qk2K5vge6xfi6eRYdG2qo2uU/edit?usp=sharing" target="_blank">Imágenes en espejos paralelos. Fco. J A</a><br />
48. <a href="https://docs.google.com/presentation/d/1VPv3nbwC5A2OimiND3cj1g0NDr-1RVRF2b8PKHEkMtU/edit?usp=sharing" target="_blank">La mamba negra. Jesús M.</a><br />
49. <a href="https://docs.google.com/presentation/d/1ObJcqB3VFfqmL52BVcYCwxelp203OORKRxaXosX3IhY/edit?usp=sharing" target="_blank">Inflar un globo sin soplar. Celia M</a>.<br />
50. <a href="https://docs.google.com/presentation/d/12DOVpy0kelQoaNZukMVon-KAdyCkgerHIP80LROSN9Q/edit?usp=sharing" target="_blank">Columna de densidades. María G</a>.<br />
51. <a href="https://docs.google.com/presentation/d/12Gic0HbXWu5NjREuFs5g26koHwOw1e6oy3YYCQYP4mo/edit?usp=sharing%C3%A7" target="_blank">Botella hidrostática. Vicente C.</a><br />
52. <a href="https://docs.google.com/presentation/d/1OuYBELmIi7J37kbVbBTc5JJBsuWWqvEjywtfSkUrJIg/edit?usp=sharing" target="_blank">Tensión superficial en el agua. Eugenio R</a>.<br />
53. <a href="https://docs.google.com/presentation/d/1hmay3yytNFBToCAAyK4nBnzDmWyseqhVEeP1V3LgNP4/edit?usp=sharing" target="_blank">Balancín con velas. Eric R.</a><br />
54. <a href="https://docs.google.com/presentation/d/1t-yz1JMcfnPeKTntNq75xAkDoFKp8uvjtK-1LQWtrEY/edit?usp=sharing" target="_blank">Apagar y reavivar fuego. Cristina</a><br />
55. <a href="https://docs.google.com/presentation/d/1cNU7R5K2coY435UdkzZJzG6ASYQxUp0QJsqo2Pdqpn4/edit?usp=sharing" target="_blank">En busca del almidón. Miriam R</a>.<br />
56. <a href="https://docs.google.com/presentation/d/13ErzMV9venKLdI_dgv6FJ5qMaqyEEsafcySUMs09VN4/edit?usp=sharing" target="_blank">Lecha psicodélica. María V</a>. <br />
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<br />Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-65478734214529623702015-07-04T19:24:00.000+02:002015-07-04T19:24:01.087+02:00Lanzamiento hacia arriba<br />
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<b><span style="font-family: "Trebuchet MS",sans-serif;">Problema 1.</span></b><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Se lanza un objeto verticalmente desde el suelo hacia ariba. Considerando nulo el rozamiento con el aire, representa correctamente las fuerzas que actúan sobre el objeto que sube, poco antes de que ésta alcance su altura máxima.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;">Elige tu opción correcta:</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">a)</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">b)</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">c)</span><br />
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<img alt="" 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" /> </div>
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<b><span style="font-family: "Trebuchet MS",sans-serif;">Problema 2.</span></b></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Se lanza una piedra verticalmente hacia arriba alcanzando una altura de 6 m sobre el suelo. Considerando nulo el rozamiento con el aire ¿qué altura alcanzará otra piedra lanzada con la misma velocidad pero cuya <i>masa es la mitad que la primera?</i></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Elige tu opción correcta:</span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">a) 6 m</span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">b) 3 m</span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">c) 12 m</span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">d) No lo sé. </span></div>
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Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com1tag:blogger.com,1999:blog-8525731465850589336.post-74142171369322732152015-07-04T12:42:00.002+02:002015-07-04T12:47:40.814+02:00Movimiento rectilíneo uniforme en familia<br />
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<u><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;">PROBLEMA 1</span></span></span></u><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;">Un padre y su hijo caminan juntos hacia su casa con un módulo de velocidad constante. En un punto dado del camino el
hijo ve que su madre está sentada en la puerta de la casa y aumenta al doble su módulo de velocidad para ir a darle un
beso. </span></span></span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;">Cuando llega a ella, ve a su padre aún lejano y vuelve hacia él con el mismo módulo de velocidad. Después, el hijo
vuelve a besar a la madre y otra vez regresa junto a su padre. Esto lo repite el hijo, una vez y otra, hasta que ambos
llegan juntos a la puerta de la casa. </span></span></span></div>
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<b><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;"><i><b><span style="color: purple;">¿Qué distancia ha recorrido el hijo si la distancia entre la puerta de la casa y el punto
donde el hijo vio por primera vez a su madre es D?</span></b></i> </span></span></span></b><br />
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<u><b><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;">PROBLEMA<b> </b>2</span></span></span></b></u><br />
<u><b><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;">
</span></span></span></b></u><br />
<span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>Imagina un vídeo en el que se observa que un
padre y su hijo caminan juntos hacia su casa. </span></span></span><br />
<br />
<span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>En un punto dado del camino el hijo ve a su
madre que está sentada en la puerta de su casa
y sale corriendo para ir a darle un beso. </span></span></span><br />
<br />
<span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>Cuando llega a ella, ve a su padre aún lejano y
vuelve hacia él. Después, el hijo vuelve a besar
a la madre y otra vez regresa junto a su padre.
Esto lo repite el hijo, una y otra vez, hasta que
ambos llegan juntos a la puerta de la casa. </span></span></span><br />
<br />
<span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span>Sabiendo que la distancia recorrida por el hijo
es dos veces la que ha recorrido el padre, <span style="color: purple;"><i>¿qué
velocidad llevaba el padre? ¿Y el hijo? ¿Y el pie
del padre? ¿Y el extremo del dedo índice de la
mano derecha del hijo?
</i></span></span></span></span><br />
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<b><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;"></span></span></span></b></div>
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Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-58577726471830878212015-07-03T12:41:00.000+02:002015-07-04T12:49:52.077+02:00Caída de bolar de collar<div style="text-align: justify;">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-weight: 300;">Se dejan caer las bolas de collar distribuidas como se indica en la imagen. Todas ellas caen en los mismos
intervalos de tiempo, como se demuestra experimentalmente ¿Cuál será la velocidad de caída de la bola
situada en el punto e con respecto a la que está situada en b, cuando llegan ambas a la posición a?
</span></span></span></div>
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" /></div>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-19717387974635078742015-06-12T00:43:00.000+02:002015-06-12T02:06:57.320+02:00¿Cuál será la velocidad de salida por un orificio en la pared lateral de una botella? ¿Qué chorro llegará más lejos?<span style="color: red;"><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Introducción</span></span></b></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">En clase hemos visto este experimento fácil de reproducir con:</span></span><br />
<ul>
<li><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Cualquier botella de agua de 1,5 litros (las mejores las de refresco, ya que tienen la pared lisa).</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Una aguja de coser para pinchar la botella (mejor si la calientas previamente con un mechero para que al tocar el plástico se funda y hagas el agujero sin trabajar mucho. Como precaución, pincha la aguja primero en un tapón de corcho y usa el extremo romo). <b>Asegúrate de tratar de hacer los agujeros con cuidado para ue queden con el mismo diámetro.</b></span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Reparte al menos tres o cuatro agujeros a lo largo de la botella, y los tapas con una tira larga de celo adhesivo.</span></span></li>
<li><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Llena tu botella hasta arriba, y retira el celo de una vez....., <b><span style="color: purple;">pero ....espera un poco....vamos a pensar juntos....</span></b></span></span></li>
</ul>
<b><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Predicción</span></span></span></b><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">1. Anota en tu cuaderno tus hipótesis, es decir la solución a las preguntas que tu crees que responden a las cuestiones siguientes:</span></span></span></span><br />
<ul>
<li><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: purple;">¿Cuál de las dos imágenes reproduce lo que ocurrirá cuando retires el celo?</span></span></span></b></li>
<b><span style="color: purple;">
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<li><b><span style="color: purple;"><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX4deLBpMerXFVS8KQyTWm8ODCAn9tFJnD-pJo8JmBCzQleDIUaZKZGTikK0FelnaQD2r0rjCq_3MdTs_ACtTx8XUo9IDyb0hWlH_PRIuhociPgDUponUzU6mWY6GN1mtvv7RHCj6vik5Q/s1600/2015-06-11_2348.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX4deLBpMerXFVS8KQyTWm8ODCAn9tFJnD-pJo8JmBCzQleDIUaZKZGTikK0FelnaQD2r0rjCq_3MdTs_ACtTx8XUo9IDyb0hWlH_PRIuhociPgDUponUzU6mWY6GN1mtvv7RHCj6vik5Q/s320/2015-06-11_2348.png" width="320" /></a> ¿Qué magnitud crece cuando crece h? ¿En qué agujero será mayor? </span></span></span></b></li>
</ul>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">2. Investiga en la Red en qué consiste la <span style="color: purple;"><b>ecuación de Torricelli</b></span> sobre la velocidad de salida de un líquido a través de un agujero realizado en una pared lateral.</span></span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"> Redacta la ecuación de Torricelli y escribe sus ecuación indicando el significado de cada magnitud.</span></span> </span></span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"> </span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">3. A la vista de la ecuación anterior....<span style="color: purple;"><b>¿en cuál de los tres agujeros tendremos mayor velocidad de salida?</b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibZjbuaR91_44Q5xY_UVGPHNpM36jmNIKuHRizFdF_aNKw7-PsmBPx_POPnuzhEgB3fHToJD9E__GlJKlpSPBnIPiaImOZ7QpnhjqMXmJFUd65SbhLf8GLd03szLq0Pwz9KlEhyphenhyphen5ZLLzIj/s1600/2015-06-11_2351.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEibZjbuaR91_44Q5xY_UVGPHNpM36jmNIKuHRizFdF_aNKw7-PsmBPx_POPnuzhEgB3fHToJD9E__GlJKlpSPBnIPiaImOZ7QpnhjqMXmJFUd65SbhLf8GLd03szLq0Pwz9KlEhyphenhyphen5ZLLzIj/s320/2015-06-11_2351.png" width="320" /></a></span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"> <span style="color: red;"><b><br /></b></span></span></span><br />
<span style="color: red;"><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Observa mientras experimentas</span></span></b></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">4. Ahora si....Asegura tu botella para que siga llena de agua hasta arriba y destapa de una vez la tira de celo adhesivo. <span style="color: purple;"><b>Haz un dibujo aproximado de lo que observas e indica cuál de los dos dibujos está equivocado....Si ambos están mal, haz tu el tuyo....el correcto.</b></span></span></span><br />
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<b><span style="color: red;"><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Concluye individualmente</span></span></span></b><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">5. Trata de explicar las diferencias que observas. <span style="color: purple;"><b>¿Puedes explicar el mitivo por el que en el agujero superior el chorro de agua acabe resbalando por la pared sin avanzar? Anota en tu cuaderno tus argumentos.</b></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: purple;"><span style="color: black;">6. Ahora viene la gran pregunta: </span><b>¿CUÁL DE LOS TRES CHORROS LLEGA MÁS LEJOS? ¿POR QUÉ? </b></span></span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><br /></span></span>
<span style="color: red;"><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Comparte tus conclusiones</span></span></b></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">7. Habla con tus compañeros de grupo y llega a un <span style="color: purple;"><b>acuerdo</b></span> con ellos sobre las conclusiones más acertadas. Cuando tengáis un acuerdo, enseñad vuestras respuestas al profesor, y estad atentos a lo que va a contaros....</span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><br /></span></span>
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<div style="text-align: right;">
<a href="http://ciencia-a-conciencia.blogspot.com.es/2015/06/soluciones-ecuacion-de-toricelli.html" target="_blank"><span style="color: blue;"><i><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Solución</span></span></i></span></a></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><br /></span></span>
<span style="color: red;"><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">Nueva pregunta</span></span></b></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><br />8. Ahora tengo una nueva duda...<span style="color: #274e13;"><b>.¿Será verdad lo que muestra esta imagen? ¿De qué altura dependerá (<i>ho</i>, o quizá dependa de <i>h</i>)ahora nuestra velocidad de salida del agua a través del orificio?... Quizá si consultas sobre el funcionamiento del frasco de Mariotte puedas encontrar una solución...¿Puedes ingeniar cómo construir uno con los materiales del labratorio? ¿Y con materiales caseros?</b></span></span></span><br />
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHdbLrWh1fTj7lf8qNivyWPu31Cu6YX-WFQvnUpnvjFuHS4R6fG_mla_0fW1uOKdeIvOgtmeBKdKYrR5pkIBqQascb2AVYxbqGezn9bcteexnman9AeKkKb_M_WeZPHWGTCvbOHa5oxBLC/s1600/2015-06-11_2352.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHdbLrWh1fTj7lf8qNivyWPu31Cu6YX-WFQvnUpnvjFuHS4R6fG_mla_0fW1uOKdeIvOgtmeBKdKYrR5pkIBqQascb2AVYxbqGezn9bcteexnman9AeKkKb_M_WeZPHWGTCvbOHa5oxBLC/s320/2015-06-11_2352.png" width="224" /></a></span></div>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-57316843580843199722015-03-26T09:11:00.001+01:002015-03-26T09:13:49.514+01:002ª Jornada de Ciencia a Conciencia<div class="separator" style="clear: both; text-align: center;">
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ROcbnox3WT5mG6cp/P+OC2G0/T1OO+P+QvFefxU6UvmZHRenujTcIp7NkCfX++X7sLFUPFp0NukkN/zeRqPV5qFcD7e+z09/bH8qcIx/0zCXrb3z0SGaCfL03TjPJ33Kw0P0/QVTtDTT+aP0/Jh759MRqG4yXQpFJeG9zjvL5TuZPjJ8jTdOE/n/WnppukrnGAan3AxjQ9PlTZlTEbjZSm9mcCZyt7T9Gai20xpix2gmVqsSF+0wLPIAnFlFYdnmpWY34e9P02u4qeqEBUvmCYrDSf5jPP+NNoYJ/qZphnLUdjLod+HSePD3i/+NCgdFReHhY+h6AQVH4eFJ1TcVLr5ePkFvbzYPxWN0o/5phuO5cfh6co5UHTKv6DXQ7gYehr5RTNZ/hnn471fcqaCSod08gtOxZsWH+sQh9N40nCF+GJ8HE6TRVycpzicxudpCvkn45tKN8ULpskSzqc/GU5xhGk8xE8nPdJN5SRHkPTeH4fjuELyY73jcBqfpynkj/k83VS6KV4wzlssezrxPv00/pngvF7k21PZXp73z0SnfUlb7ADtS+sWZRctcAAtoMqLUH5fCQWcDoGc4ZHUCe+o9W3dah333mWD27dbpq/Xhru7bKSr3UYHh6y8oQG/Rqucu8Aq58y1xuNOtNqVq8xKk+vHvC40UxwWjnjKLSkrt9KKivCTWanHSE+PjfT3m2UyQgeIXGfDzH9e1IwDpRWVyEu9lZRX2NjoqI0ir5mhYauaPZuK58nz+aA/DnviyeJElxkehm37Qr7LampyZan4GKqsPX5sNDNeVi0tsFkHygl26+6wUdiuvLEplFV5U7NVL1yyx2VVyrKqrIS9knN2fD69XlP5R3p7bHQkY2VVVVZWXT1p3gulIbzgVGke6HiVn6D0UXhgx3brfOh+69+6xYa72myks9uGO9pQjgPhGS2tqQVsQjkutsYTTra6ww5PyiH7nHo7xH4fZrpxONYlhPFyDXa0W8fv77G+DeuCLhmU23An6oEB6IRnqqKxOehUOX+B1R91rDUcdfSM6wGvT2ZwAHXMIJ6NEbyDc6TWlDDOz1RhCeQ7yHqmop51QPmkzyF5VFbiZ3gsM2J9m7dYO+rL4Va8g10doV7L9HbbKOqS8sbG8A5WzV9kNcsOQbkdYTXLD8nVL9PRNdCEOrHbSlFXleK9KSkrC/qw3hruRlqsK7MuqRazf3ezkszTC88Y6+gKlLnqReZ7pLcX+c9YZfMsK8nW/9JBUHIEiff+OBzHSU4oK6RXUVdnhrxP5SYrq84H7gnftlxZ9aE+4reNZVXfEL5ttStWJmW1bHnBZzrWPegEe/ObyXJi3SZ7Sd9C+VN8HsyW+ejomFXiuzsWfZPyaBGYjuwRPCssyxLW49kyG8P7NoRvcQW+F8J52YXkCi/oeQ6kv3gK3IG0fjHtogX2gwUy+OANtbeHD3AtK2k4Vvp9G9ZbWW1dqHzL8GGflmOljY/LEBo8Q20t1r9pk/Vv2YSPeadlBtAgGei3zPCIlaDRmhkatDE0hMBi1IEfIzaKqpYeYlVz59oYKlVWiJNVivo49W1Yi8bBLKtoZmOqMadqyMfGDfhIbTVWzupckUAdoACTb3yOb6YedhAajjzGyurR+EE6vc88jXxvttlnnQe9GnINfcqN86M8pMVNRw92fnrWrbGqWXOslg2iAk7pCNLwLCt2HgdbtufKKtODTirKgw1mNhbYcVRZZZC3sZHRUFZD7btCWVXPnz/zsqpDxxedXtpGLraL8JPB7tVPhmerdtkKq1lx6GSkIW530phS6EFAwIb+wM4dNtS60wa2bLFedjTwLmUG+tCIQmcgV45D4X1jY9fQGGLjhY238M7Nmxc6pXw+0uyUe25cfkXr6UXHNIfQ8Rrctt0Gdu2w3nXP2AiemRE8r6PooOjZGkFHxXrQ8M4M44fnC/IzaEjy+WCHqKy6JjTSfRpOheBVmsKzPuvfutGGduy0OeecHxqjyFSo10iTJos45Udypgv5DnY/+Zg1Hn0cGvdNqWxex5wftmZdOcL6EuXVv3GTDWzdjPcS72Av3sFQX2ZCfckO3XBJDyquHaGzQBsOtbVa1eJlVoWyY6O2tEDnQQoxXXY0WF9UzppnfHdlC5ZX77q1sNm2YO8cTyiRiZ02xU8FoRZcMgjERjHrSna82fGiy/T1W++a1eHZbT7tLOiV3glS2eRsR6mJ8CBnun9Cfbn6CWs44ujQUUnj82nk/Kwv0SHhszXYuiOUVfJtw2BRrqySb1tSVnyeIB2/UFZ4N/Wesayku2CsR1Ie2XJauDDvG0LaQnyxHIZHh4as89GHUR8M2JwzzrZSDhalEQJHubJ1AZKA7nkG3xw8P1Vz54V6hJkdxvek+/FHrPnk00Maafwz0TuNf3/iih2g/WntYlpFC+wnC6hSJ+x+6nHM0twTZi5WvOPPgwYjqOg3fuvL1nTqGVa36nCrx2jjVG5sZBiNrk7reuxR67jvLut68D4bw0d1zgsut2Z2DvDhq2ieHRo2HHlkwzuDDz8/fgPooLT85jrrx4d54RWvsrkXX4qP8wIzNNDYEYqdPvSqrLf+/CfWiJFjziL5RvUoGno7rv2Fdd5zd6jwy9jgDl+lWOKehWtXHIaPwUKrQUeRo5mbf/hta/nlD+ywf/20zT3/Iqt0o9AZNEDkmA99EJQXxgmncvJx4hUc2L7NNn/3G9Z82hkYGU46sIwTb+xnmA3mYdieZdX16EPW8bvbcmVVu+oIq4C+oawASzGrNMwOLOgHtqFxjc4dy6rv6cdDWc279CVJWWE0cCxlRJW660edWFb1h66yWaedibI6kurk6aq8h4hJ/vCjvv5/PhP0WfTHr7Nlr3+zlaPD7vMtdm+/WD7pFR/Hif9ggcpbDuJZGu7pCY3HHddfa2133IwO6rA1P+8cq0cDr3LeXJQjOhLz5iflyI4Gnk824HqffMLa7rzVep941OZd/mKbd/HlVrlwEWYxMELsytE/o0qX9vC28ng+W2y492/bam133Watv73BMj29NuvMc6zplNOsYt4CpNFoZbNmh5m70AFoR0cJsx79GKxov/s22/Kt/7WGE0+DTpeG0fMKzAyw0ead6gCvi/ToQmNvx69/YW23XGtHfvjTNu/5l6BzV5VjF50QKn8fpt/TxTSiNdQxA5htW/eFT9vh7/+ANTYen4vy/LG80EFs22W77rzNOh+4F3XfM4GP9WU9O1Jz54fOQBhNRz2od7Dricesf/1a1LH32NDO7Tb/RVfYvMtebNVoiI7iHUxzeWWIOnnrj76P9+8MKzvnAtTHyQzZEEb0t/7ku9bz8ANWjvdeHZQ0ebuLK6koN9aV9Ucfi85aUp6DLTtt8/e+Ye23XGcr//E/bcELL8ezWpuXhJ61uMxpX8WRQfaeqqzWf/n/2aq/ep81HjOzsgrfyt/fbV0P3Bf0m33hC6zpiGNyZcUVDeHbxvqysyN823qefsI6rr4HAxMbk/oyW1ZjnP3OdjZ8ZpUffke2/uSHNhvlVHHRJRgfTDqMivd59fyxn4MdfLfWfPxfQ2f7xP/5jtVhVkozf55edhNUnNJUmHDT979h8y94vjWfea5VVswKA38DeOfXfuZjdvxnv2xV0ftKHursy0xyhZtunihrf7hiB2h/WLmYRtECB8ACobJBhbTpW19BA322LXjpK3MfkJabbrQ+fGQXXvFKq1t5WA5fSE12dHrQMN74tS/a8K6dVrvqSFv5N/8YRvpUqcW8/FAYPtq12c4VZ056Vj9l6z/7X9Z228225PVvtYYTTgojqlxi5h07NvmV9BgGtDmXk1SwSpOQv/kvfgU6c6db3eFJg5uyPI2XTb8q5hjvw6KRHMYpPS6FW/iqN9umL/43GqDNSWOjbnwWTbzKh8Lkp18wxvv05ffpe5x0EU6QZcXReDYCWFaVCxZPXVYoJ5XV7PMuCh87NlbXoaza77ojlFUdGtxVC9DQjsqK6UqXJD/J2KNwOb2ivAufBkc5io1nBSVlTRht5BK+jvvutTnnXpBGnitrRspe1GU69k0VuJ+R0tnrH8oRZbD91z+3tttvtsoly2zle95vDccebyUoA88jdcM7N2duWDrVfMrzbMlr34TG9Dpbj8b7mo992KqXr7Blb36HVS9enCtHPaOUIXsRSr5g0A3l0r9pg+269eagU0lVpR32d/+cvHfZgQxPT57qBQttDIMddUdi2ds5Zkv+9PWYgeyz7T/5ga3/4mcwar7U5qNTMOfci/I6QV6vWCbDpXW16Ni9wtb8179Y7eFHWc2SpWGGi2nKKT+kl59xCqfhxOthnL5kED8hDjjOEPSifl3zyf8IS4WaTz/HFr/qtdaABvkE+mxCoezQka3N1mHsZHajM7Txfz4b6stD3v236PQeCRvVhGVTXj9vK/pZTxJm8N6EMHSSW/rmd9q8F1wWOszEpeZBxA56WwmdhlOch2VYjsay2viFT4QObwPywWdYTjbh4BFlSi7xCgtHHuHF76FkxTjiJ8QRx+8Svm0sK/rrDjvSVqGjO62yOuyI0DllWfWuXZv7trGsavCu8dvAJW7eSfdcOUV6SUfRCXoZ3s8ZV9b3ZdV1NuucE60dS1E5C8eZm9h52YyTTYVXWHzUkY7x+vlwiIz+UAZpPRQPYZxGxL5fg8UO0H41dzGxogX2vQV8RdWP2YNRLEmrXrbSGo89IfcB2HX3rTb/j16OEeHFoWOBiIKKsSG289qr7ZmP/rMteMVrQ2OYsuh8Wl4A8XI5PxpIdVj7f+yVX0cD6ibb/J2vWuUNC7CE5ULocoXIA1Tl6ZGUwzXOqpQZp/RD5whJKpxL0wtw/kLxvnKOaRQO6SMvjSedhiWE9bbz11eFpWYcpZWjHP3ER8gRTkKlE/vFnwZJyx+d94s24FhWN15rz3zsQzbvRS/bo7KqXnGoHf3JL+bKiktrFv/xayeUFdP1+aE+oZycvsSRxusvHsbFjg3IzT/6ts0+72I0SA7D/pJ7MdNwo83GcifJ8DyxLIW9bqQXr+K9jAPll05eP+J23nyDrfv8J8KymiWvfastwDsiWsGYx+dBNFVYNnnkRz6FWeC7rfvhB+3x974LHaO32cKXvXJCuZGHthGUPNmLy8Aef9+78R4fa4tf9xabg85yTgfweqf0BX1cGWYAlrz+LWgUvwTvzy9t6w++jb0xd9th7/+X0GFQemm8klOGGZ8GzAhz+e66z37UVvz5ezEwc5iic/kQgjIlVzjlU/jU9Fy+6CWN6AS9PC7B2nb1z239pz5sS978F8HOVejY0Hle8QivcE4m83fiKaG+bL3petS/H7TZ515oDcefbHMwM+Ed9RefoOJVXypthvnj+zwTF8tVmrKdZMV0GaTFQZN6fDPKsDdt41e/YIe8869CR4i04ieUTMnyYdGKPk4n8KSUFfGkjekZZlmF+vIj/xTKatbZ54bvZCEe4QnpcjJRVvq2qaxq0ZGad8mLbPYFFwda6Z3Hl5VBOSon0fm8BwEpf8jHPYEtt9xoC/74NVaP53/dFz6LlRInhJUYOf2yvJLNYCw/DpM3/PDNzfmzOJap9PVqefnkUVhQtD5OuAMBix2gA2H1YppFC+wDC7BSid3wrhYsTWtAI2F86RDpuAm3AktUNJovXkFVWGyItt1xi23AyN3hWGpSfyyWbmC5Slz5iS9Ov1B41vPOxlKJVbbj6p+G5RFlGLWe9byzAjnT9vIUJm5sbLziFU3Ah5mh/DjFxzoobx4vXCEe0Ya0snYmWPiaN9p6LAnofPD3Vo59TU0YdZe+hJKrJSq0m3CUJb+g0ikE89PP/6hz/Xcoqy9+2la+94PWeMrpYYlNzFNIdiG8yqoHa783f/frFpcV+ZgGnc+HT5dxDCueUDyMy3Og4/KQdiz3WvrqN6Lzvty6H3vMhtvajB16zijEzsuS7LT0lH7Mf6DC0luQeoxiiVsblnSu/9JnMMv4Rpt95lk40GBRnr1I73m8v1BemtCYrjviKKs//kRb94l/x/M6L5m5dEtZvH28zAxnNLCU9al//Udb9rY/x9KiE6zmkBV5SYlekJHen0ecDbAumf/SV1gt9Nrx42/b0//5QcxW/gMGFvKXSMW8o6gHKHsMo+uL3/QOe+Kv32WtmFWeDXwtZrTlmB/9iAs80XMovM+7+NOgr/skT3TDWBbVdvsttvU7X7Ej/v0z1nDSKWHPYswj+unC2Wefb7WHonGLDnHXk09aCWabm099XmCn3t7OTIthwtHMeJ2Yw+NVpb8UNHTiFUyzg3CCaXxBWMqfoAttjk7CItSXT//L+20XvilMnWXFeOWBME5DYUHRpyQ1AUVa/ui8n2GV1YYrP5Erq3LMVHk68ZJ+uk5ltfOaq2zLj76XK6tYlsojxitMKHsIF+vATuxga6t1Y5nzine9B8vzqsPy1EHs8+L+Or80m7xejuQTz3R8HHFyxPuf8GlQMnxZic7j5FfcgYLFDtBetLwKfyYip/Mg7I5cr8N00vD0z0b/dGz0XLCDLzvaZBhr80vKeRpXMg3PSpeO0+YllclGSVXEMe/Qrlbrw9KATRixW/zWvwwNajZM0tYWe175JysTrvfnkpW5F12KSnqebcHSunrsI+IBB8nnSlLGP1yohpNlcNkPGimYxtgYKm9ki7MOSTiBiif0ZR/r5eO8n3xy4iFM7IUYJMo14fNf9iprv/k62/mLH2Oj/qrQsSSfn+3R0g6u85YsyWaawsXpC09a+hX2fsZxJLMLa/s3feVKW4ROQ9PpZ1oZNmtzf1XYEE+iSZzkppGorPhxHe7oGC8rnjYE+d4FObQRbBN+bGg5GqVDyLz6/Coug+Uk7ff9zuqOwX4vLN0swVLKmpWrsDm51VpvusEW/clrfZLBrw4mZfCnNJWOoBjjsPAHAlIXOc62dj76iK373Ccw0/YKm3veBVh2iA5f9jQ9vaueR7yEhfCBBvtHyiuawilsfEY2femzVrPov0IHMz6tT+VCyFO8+jdttKc/+iFb+IpXYxbuwmRzOfatSJ8p0w4KpPzBs8F3niPWVvYG24ZZ4e2/+JEteMkfG5dNFXJjnAnOPkPsRC19yzttx1U/RP5hqtnYF4VnP+gOhC9r/5x42aIlTnlXvLdp7Pdh1pcd6Lhuxf7ApW95V1JfskHNAwJcGUtuDL2sOC68gxgIWPSKPw17u7Z+52tYdnhUUl9GsilHsjxM8JDMdxNL4/AnJCMapenDsoVwDAsnKL5JIXVk2eB0uIWvf7Pt/Mn3gk3KUHZh/xeeA8pLdAQhHMuKP6VNGJdfrINoye9leT/jfFkte3v228bnDTrwmZ7K+XRiWpXV3IteiD1wNegMo6wwGxQO74F8OemE0krSzC7/U7zyTro4n6Lp3bgey9/WWA2WJ5dhbx8PoeD+wO7Vq7HMdMDmXnKZSAOkHP2IUD4KpsFiyz5PgZblmOVLs1OsM9MqJLsQPiSwn/7kf732U6J/SMn4h+PZ4P9Dsf3u2Fofa/H+odjC5yPOG09dYqXOitHn33gaE95+nlYjHg+50bn7sUfQ4LzWqlcejrXF51spR2WzHyRPu9t+yOIxr82Y+anAAQNhKRk2vqfJYx7ZyUFkiGde9EvynwE+wXn+JC6qxIXMQtJLlueVX3GExEEav+XhL1ViQ6TmsKOoWsiDp5c/4UtGXumXLKXhYVatABK+JDXhPS3l8OQ2zoy0/OYaqz4MZXXW+WhUJMeUeto98qOsKnB6ky8rdqLTZdI2cPjDeNnA5zlEI87zK38jODWKm+u5F0nHfnPvSjVOguu4+/bUDp3SkDylpXQkm/EHrYNuPDhk+9U/wbK3ZeGEwQosneKBBcqX19/jpuNXvjmIwQMLqnHUMvfiDe3apagclDzacbAVG/lBx30FzeCrYKeUh5dkyy/HlPUIPxPIgzjqjzzWZl/4QhzccAs2lG8KJ1sVlKE3MKtDw4knY3/TYTiRbhNmDm/BwYbJ3hc9Bx56P+UrrLR8fsZx+c+N5yM/T7zrfOQh7L+4E7NZR8JOOB2Ss+4QJhl7CnmKJpeRNZ56mpWj49B6wzUFZKOe4j/Uh75ODJ2eYC8OTiTvXpx3ryPtoLBswjB5JuMTT7BLKAfUzUEAeMHfcOyJVn3I4eFgCeVBMgWVttIhpFNYaQSk+0N8qHiyONEJkp/1pS+rWTgoYl+UVTW+bZyFZyev0LctqOl0lp6EPq/yu6yGsunD3p++9Wts1ulYPYFvOekacahC/6b1YblrPPgl+ZKnsGCefNqc7QMgQzyfKeAKtRkkg1BOfsEYr/CBgge8A+SNtjf9e9ug09GNaU6XTvpNh35/00i3AwlnmmfqOhXPVDQHMr/7Im3ZY3zMaTyVEIegaBSj8ABO7ul+7GHrffxRW/CyV+O+A2yoLNBZEk8MJTMNirYEDZ+qxUtwktxltuvGX6Ex1hI2oqbxJCOXyYdb/ISsodk50v4gVe6E/icexaelIZoYptIm32Rsxq7DsqKTrRYzWO233hhGy2HYvA8Y5RVKV2kxDdFJ74BDOu6bkieH9DxlqXfNUygvlNUVf2IVOFIVC+2CLMlUGoUg6Qo58XAWwpcVl1lw03DsUEIBlTTAUsoLsZKpfApyqVUGJyz14uTCZpwiZ9nN/txDUYWN+zyWdggna/kGrnglk4kX8gfFDpI/1NE75r0HDZoOnEK18CWvCHfB8C4lOdELCk/o8+vx3p+jQWeWy2Pm4eCQjvvvCY0lHlOveEHyZnBYQe8G6vQ77Cm7AssPsRQvWw8wnrRp9mecnORNBcvRMZuLwxBKMDnR+cDvcSpal0QEOJEfaKRPfClmYpvPPT8cJcxT5gZxapvXiwJIRxyhnPyE8otPtKRmW1BcpGOcHMM8qZH15QCOBJ+HvZWcucQkVXCSPRWUvDQoXs5scdnYLCyJ24VZZ56w5xu5ogt1IvXM6sr3JcQhgpDxufwhLD4P4zzGegU5WaSfofAyYh6Gy1BWTeech0MQKqwDh3v0b0ZnF/aUjqShDOnHMJ3Sk3ziSON/NHlSVuNfPS+HvKwv88oKy6/3RVmxU1+zcqXNPvu83LeNh7tI/1A/Ul8orT01yotomEc54hRPyFl/XkPB/PDYcfHUHXFEOM67fzvuCcPz4XnkFy2hXCw/GSQtw2c/sSVnXUeGB5PjusHnZXg/5Sks2cL58MHg368dIBmFMK0gfPye+il/T2WIf2/KosyZytPDI30kQzaMoafbHb/k7Q7vdHgkfzI4lRy9PFPR+Xim58Oxf6r4mJ5hn4e0eOL2h5sqHelGXagzDBHUEt7ng/6223+Lo3d3oFF/tNUfd3wun6KP4e7kUVPxPP2oGSNl1KnroQfCKLiXT328GWNdR8cw2huaJ/mVcqwTZcp5v3DSJw2KxkOkFoKUVX3IijDyxmO4W37xQ6zDLjQ7kjwzkqN8MpymU4Ib15t5l5MdODrfiYYsN+HyQ6hZOsUrDQ8lY7pQNskrq0cfnlBWykNIKyvcp0s/9RJdnD47NzydkMddVy1aPN7YRueronmO1eDI9vbf3RXuvfFyKSdNtk/H++N093dYunjIe35acfx4PY7d5T0bnGWRI10hu0mGaKeCoSxhT+65YwerB3ct8fjz2FEuTwLkwQkl1ZVYTnN5WIpHvH4xT1pYz85UkAMsnPFb8tZ34oj5n1nfxnVhZoVpKe/ez7T8M16PZ78Wx0uPDg/Zjl/+NOylIr3vLJNHMuRnmD+Fg8f9SeLG40VLEqXfcv2v0BDdgeOfj8YMR3LYDOm83gz7n0tiWl7aj47LbhuxnwutUeu6/95wB02clgQqPYbDrE82gng50Xic4gSVtg/78hSeULSCivPp8HAHHqRRgqXQLb/6eVhmSTrZ09uNfjrPr3CIcH+SPExeVqwv92dZNZxwSuikdj54f66sxvMSMpZ7/lxWAk528Hj5eadTBhdaV+CbwwEN0fKUQHaSy7HHl2mOp5Vf5qJPbCap4zDT3xuOsbfS7CoR1tsDQ1aGpfNYUjJO6HxxWpIt6EgPCm96Lvaiat4g3q8khGNh7MlPcgQpX/7JoPSYjD6NppCuPi1P4/H0+7jp+MUvWoXToGjSID8G+sXxXtZk9vB0u+NPs+d05cQ6+zBl+LD3S77H0S884e7keaZ58fT70q/8xGkov8Qn/vHGKO1BN4JlOG3XXhU2VC58w//Js5G3WSDO/vFyPd5/JGN/Hh0bZOdebN0PYeQXdw1JHqFcrK9oQMz/4Uda4aWr+BVHGH+cpZtoFfZQcR56/aqwpGjpu99nLT/7nnU+/BDu3Zm4nE86EfI9pJO+3u9xAc+RW4zAKT3JyeDelxYck8xNsIvf9M7cR1D8MaQsOuGTUPLX5zX259Fly6r3yUcnlFUiNyQQ9JWeSk/Q4yWbcbzfpeWW39g87AFhWI7+MtxnwjtUdv78BxOWR1Eef3TiI/Q/L0t44fYUTleep6OfjjCDC4M5i9dy3VW24t1/l+v8KF/Km+gZ9rKCoOyfuOzisKdtOu1sG9q22QYwCk8nmYId9//euh95MJwa5+O9XqIlnMrFujAcuyYMhpTPm2P9OAaddxhJrtIJ9Hzfs++D8IRNWM40+5I/starfoA7sB4JDWviZS/pLZzSlgyG5RfMo0l5B1lfbv/xt8L9MPNf/qe5tMQfQy9PfsE0+wgnGsIydByaTjsX93vdYSM4/IRpyMkf8hzZCISpsw2yj3glK4bSJa3cFEeetHjJFmw+70JbhDrLl5XSIw1/0kuQ8Yrzfo/L4QuUFetLDuTs67KSPVhWs3CaZc/D9xlnedOcz2vsV1g2UF53XPML2KckyCZO+SZdE5ZB89qCVnTMRe/leFn06+dpBzZvTO6Lys7C816rAdQV5Qtwf98US+F9Hr1u8vv4A+nfZx0gGVKFoowTytgeit7jpvKLp5BM8nsa+mPn432c8IV0YLyXr06Fh57X4+n3cV6O0pV80Ylf4ZlA8aalKzlp6SmO0Oslv7cX/cKnQS9L/sn0EU0MJVt4huWfTJ5sINpYjvCEiisEPW2aX3yyjw97v+L3FqRs7xTGpwSF42MSf4jP4nO0kMFTjCqXr8B68xPDBmzG6eeliMfj6FfFPxPI0+jmXPh8dIDuDzfXxzIZZj6URekjyIj89e5JOfry8fp6v9JKwyluMkg+psM1+pW4BHL5+z9sGz/1n7ipfmtoqIc46p+1o3QSn/CEsVOcx5NfvLtu+y32PhxqTThVr5L3rWTTSJNFGcLPpGxiWpVVH5apjXR1eNUm+L0+3k9Cnw/6eYpd79o11vvYQ+HoWNIHfLa+5CbfBozy92NJ1hCWfXCfmmRSnvziI6/wgkozROzmH5+O/BKlsIc+rpC/9e47w8bl5vOen5z4ho5Bmq6SKzmCvoyI8+HJ/LNwwhwvN+SeGzrJJ+zbsC5cxMnTu+qOOSYXJ708bWBO+ROnnUKSp6vi57/4lbgD5xFcdHpjQDEtOaXPsHQQLuiKWaDF7/xbW/eh99kg9zc5XtF7SF4vKwTcH9EKxbDSI2y9+UarP+E0LIPFnWZYKix6wjQnPG1DF9toOmEeI9581pnWdc8d4c6hOB2lITz1lM7EeR29nzT6jgoveslKC/u4yeKlFyEPVanGXjeV1RBOeeQSMeogGaST3vL7uEDo/pCGPznxCLKsWF/ur7KiHpzVnIMLRXlxOE9VlZOegsTTH/98/hXH/Zdd994VlqM1nnxa4CGdaOuwD417kPr5DuNwDvGlpSGcIJfW7cDVDqUVVVaB5YFc+sxyGcRlxlu/9SXMHJ+Du6iqcjIlm9A76eJxB5t/n3SAZAgZRplWOIYqOBmsUHwhvOf3ftIXCseyfDjm8XJiv8LMo/yev5CflQzp9SOd/DFUhaRG/O7ANPmFdPN46eJxkpWGI32MF71kicaHp+P3ckXvZSs+zT4+Li4ryhKOftEWgko7phXe8wnn5csfEt0vf8ZHWalPcNmPr/QTpO5tN1+LtctHWA029+PrnKch6Ugjl5MnRBbqI+7RwhHGjjhuyuadCeXNs/OipRuR8nso4hjHsHjSoPh8nMcVwiudmJZhrmtvPOc8NIhOsR0//BbuXrkr6Mxnko62k15xWHJjyL1NdDGe4V2/YVkdbo3oACneP3/yM66QU7n4eOEmK6tZuLiSZTWZbMqUXoRx/n1cB05+46xZ46lnhAsxFSe9qAtHbmdf/CJrxV1H/FCTRmkQSr5giMz+Ea1wsXzhC8GYXuE06GUoXjiG5eTn8eU9uGNn7kU4tQmjq3TiE43C4hVUGaWVWRpOfITVi5fiQITzcCT9yrBMR3FMq+32WzHkYJiZvRAPdnIal3QRnWAaXnqJhtDrM1k8D2kYwf6F3qefshE3IzxerhO/nSGOaWCJWD346447xbZ+40s2hKOpGad3kLpKDnHyUz/Gpf3id1A8pN2F2fLG08/G8swjc7yMj3+kTXPeJor3uFQ7YbClZsVhNvv5l+KURCxJyro4DYala46mgG5pvDE/wzGd5MYwpgNnjiTIhSzq3og9MiyrLV//n9xMJHWmU3qBPqu35Po474/LysexrFhf7m5ZUSeVDf1ywqWXVXnybTv/knCipXg89DrGftIRJ0j/LtyJVnf08eG9ZZ0onkDEP3g+KubOtwbMpu685pe5eE8nfwwzOIioBysKDsFF5zy1j24UdS1nhGYhD00oLw40/CG4vX4MNo3pnQ/L0JxKC5suQcjecVzhe/7YH06h4EZZFBI3TbLBIaeHkGGmxSP55BgX61ICGt430fvM6jAaUXfIocZN2XIxPfEhD3gRB7Feu/eZNTbcvivI4Icb3WTcrlwXLmbjyEbVgsVWiZuA+TCmOb3kjOM0+iBG4ngEbJ6DjuGYX+xy8I6nepUjrRJswObZ9eEIxJSGJXmocwYfgf6tm4OO1fMWYqR6frKZzQvN+r3dfDQ3PDPfw607w8vFjcl+k66nlV82HB0cwIjiBjRaejB9Xxs2NHMt83Qc78Xg8bt8AelYkSJLE1wp1qaWY5MoN1nyKEraKM3pQxg/L77y8v5RjEz3o2yGO9utHLrzSN7S7HOn/MXp+Oct9se0+zJcs3Q5bli/EA2dJXnJzHvpK7GheXF4BsIznTVopq/XhnfijiCMZPK0p0KOPN5GpGM4DZcmI6ZjcfIo3uYzLwhH2KbxeJzsPg75nCfPehpdnB5p+P6l6ez56VcaMV5hH08/Rza5FKflZz+wvqefDkdjh/0sWRuTRjzSS7pI5kSYPPDiI2RZDe3cbjwprBINWcVN5M3Pg9KM6aaLV1k1odEXjhuOBRUIUz+mQSi/J+15/PGAbzjhJNdUytc9nISFEc9W7BHJ4P4YHkDhZUm+8uLjfFrT9ZNfjvVf74b1Vo319uW4fHNPnWSzIzeIOnVsZAhr91cFsYxTvNKJw8Qrn6IphCuIxzvXhFm1UuQn2M4JGtyyIVz0yxFz77weael7Wvono/FxXi7bBRVY8silgUPYzF3dgMGYrCMd97PgyRAqZ6sgA89YGfaQNWEwpQXHLfMo/xp08HjvGeOVZuxnWMf45gQHj9JKyiSkATxHxUfwDg7u3BZO7SvLys/nHQ/59Max+T7plo+daENqVFpVidM5L8Q3abwxKt3ITxPlh4lIJBPv4xJs8reQDp5mxn6mm007jzdbVs242HXnj78b7ppiW6YS3x7qJ11iP8OTl9XEgaYRPEssK9aX0y0rn26e3ghIt6nwzDbbC81n4WRA11kd50szTFJ2TCNNh4777sVx9kdb5RLU++OC8sqUdqw9/Ehrv+UmG8P9S3RelvT3ONKwTdd0Bu7pwz6iUtQPdGxnV+PS9JKzzg37M5H5gH+2/9nrHSAZhEaVY6eFHZ7+LZvRWejGfQ4dOOEFSydgxAp0EEq54XUOGlzZRvk4ZyKBHaZhXPY00t0ZOgrD7e3hdBpu8qrBRtmK2XOTC/8gj4WqnzoY/iFSoVMyO1EDLS229Wc/xK2583DG/qvD3SQhLjtim2iQ/Ys8sdHRhVGpHqxV58bjwc2bbAQb0UazHRfeDM97CLjBrw6bWetWHYELzFaGTlGeLAS8jbhchiPvg9AnzyFNT6e4krLy0DvnXR+VSI/HplYvXIKNb7MmNvxh/95NG2wX1oOyMc+lTZw2rT1khcTlIO3DDgJhXMGMDg3irpEHreO+u3BC01nWjJeksgLpgVY6ClKg9/fhHomdOLaTFVAlPmyzzr4g2fieS7mwh9PG7KRyJMO7+Dkpr23Accrz8eGch5Hp5tBIKa9vtCpUEmV8kaEnnfTinSw+LHxA4k94VmD/AUwht1z/a3QgN+Es/yZb8oa3hyOB4w6W+GWP2H5BHuSSTn6lta9gLe6OqEb+6aQf/QtemuyxIC6Hx3MyhPeMDT12gEpRgebiyAQnvYmXX3iGPS4wOB6FPfTyydt00vhpNj7O8/C9zo/jk5A/QEB6r6PoPc7LnMov/piuEL4Rx5K2//aGcCxvJz5Wcy99UXifmEfyeD76ZTePn5hWMqpMPOlYV3AZWDmWKYSlClkGL0NyY1kMMy4tPg0nfskmTePxyWZv1bOimQ6UHNGGE43WJZ1FLk+h8zTy8w4qbnbfgsteeTEqG7oc7FA8+bz+whN6POlm5MDPb1cblqo1HnssLgI9Pm/wLZaldGO8D4uG36CxoQGMDuNExOwyxjQ6j5N/sjxNFqe0KYfHNsvpRDFesDiMU/7KsY+gemlSf4hmKlgo3UJ4yvP6MMy6tWbZSix13B7uOanGbDRpcnR85aMPgOIDDZ6TJjQ422/8tXXh0IyxkQy+eaeGe6uoB59Z1f9MjzzE5+QTmXXjOKafzOQyilcMcECQtqrE6Xjl2IwuN86T/zwqXjDNJmk40Xu5pbjbjZehTqwPc9TwOJsloWxkYjwvjxFKW3hCj5M/K2S3gGSLOQx8oazabvi19eAo8bIGtKEaTssbZNzdslLdNIbBaZUV68tCZUWdCuWR+DguDitPabDxRAzswJ6xCyig0+KoP9sRdCEexKwr+7D/cv5LX5Yb2GSc+AU5SFOD+4e2ffN/wwByuIcIshgvvdP8rE95BYF3PJCFF1KznSn5Pv7Z6t8nHSAZiJCdlyFMYXfhiMjN3/wKKrMnbRiVWtJeQaFZBh2GRTj//xKb99JXWd2KFfigJbNCktO35mls5ro6LBEYxnGTQ7t2gh+NoMwATl46z+Zg0+Oc5+PSKcwI8WFR4erBUeFIHsOk4Ya0AdwbsPnrn8QpTkdZM+46KTRSy8b/cE9P2BC6/uMftoFNqzENiBkYzDrwgeFoTGlZRZglGOYxiw/dhwsjedPxUbbk7X8R1uizoyfdpJNgP0682YGOWP/6R/BhrUVemhTFOizFwXaogMcyQ0inAg/mCtjv1TbnRS9BZ3AOuvHjsx+8XK8Pa+t3/PCbWFawFSd7nWG9GKFe/pd/mzeVKd0IfeNdeG62bLv3Ttv2rSvR8BrFiTfHh7shUpTLQ9HuO6+7xrZ972s4+381GmtLbWAHTsxBQ0ay8xiiwFB3DzZHP2pbv/lZ2KYSF+RhZiJ3CknWOKwAgj1wLC8+UpyirVywJEytL3nD29AJWI4TZ6owopHMGDJ/qhypg/QQpArh+cXMVc+Tj9v6z/8nGkBtoMNG2zPOtTqcjsbOe/xMkZ84Qt+RlFzFiU/4KMv7LCj90hJg46d/9RPJaCZmF+mkJ/1eV+9nXJojjf/FNLIF8fT78vDpxnw+TDr852cecLxj5PmpA8Np0MvaW/6QFkbMFr3xHdb6q59aB+7n4Ul6dYcmo/vSg+l5v8JpevCYb1UDylv/00+EjxJngumEFxSOafAXO48TjWBMK5mMp9+XlXAxj8LiZZh8pPeO4d6nHgsnvpVzNgv7qMRDKD95aINKDHxVY4lmD/YK8Y7JWpwMJyd6pcGw9BOOtMLHfskRXuFRDJb1YbCrA/X6wPaNGNRahaXx6TPYPh3xx1B5Iux/5qlwGbCfcVW8+OJwoTSEJ4y/f5QVy4lx5CMNl59lsKqhFDPeFdllMJ6WNKJVmoyPHeMU7/2eLn4mpGPtqsPCd6znqSdtzgtf7Fny/KTXLy8CnaBFb3u3bfjXf8AnYTisOuCMuNIjVMNaaZJf+uZk8aFjHZMdY1Fa4buKZYs1hx6O2evkuyI5gpIxQWY2HY+XfYQTpAzJE45h6k9HnI9XPREi3R/RZFfU5nhEIpl6biRXaYpub0LpxH0mi9/+btv82Y+FTzsHc7mKho7pM6/USzpJhwm6RWVFOqYxlhlFpyEpq8nqS8mP5TLscQoLSh+lJ8h45dH7Pf1U/qA/8hAcOttdjzxgZY0NVgUbcZZH8UqHdMGP55/XV1QtXxn2is06//lJ21rxgNKJcLquEG2M13M0XbkHgm6vdoBUEMyI/FwysBOj5xuv/AhmfVqxmfJMm3PZy8PyMI6c9OEW2647b0Qv9TPW+ovv2YoPfBwjN+eGSlcF+vSH/h6jUZut4YzzbcGfvsnqjzkuzAixcbHje1+2THc36qcS3Jz90lyjUzqoUAi9P+iX1ZO0cqpUpL906HryyXDk5KbPfRg98E5rOPlCm4cZI669r8SIgm7S5ohs39NPWvtN11kHNnB2P3SbPf3++23JX34IN7S/LjTglZaHnE6nK6tuRKP9dOTzzSHMP3h9+SfnqFMGHbIRdLT61z9j/Wg89D1+t2144l7MUmy0Je/4q7yOCe2sZV8U0vfU72x411ZrvPBiazzp1CA3zT7eXvRThuxBnXyDk0IUFwRm/wi385qfovx3oJNYhns+tlvbTdfY8Ps+gI5jVa5cPJ/3ZzB6w7RKykoxpXuiLXzNW8NRoEAGs7DhHmYWt28Nm6OHcBzpEBopA888hAb9A9Z5+w22/K//xepx9GbNIStCeixn6qZ8K68+Xfp71+IODOxNGOlpw/LGBhvt77Zdt9xgOHzFmjD65p1kxDJpN35oZQtV5J53X/iph9Kclnzo2bt2NWYR54QOfcwjWcon4+UXFE5hwVhWHCYdf0pDcnw45mFcHJ8WJs7LVziWtzfCSp+Qo2VNmOnE19u2fvGztuojn8p7Dpgen0P/bKTpEN41F0HZ/PU8vRqX7GEwoLIiZwelL/LY/rKD8AqTXjjxFoLiUVriU1h8DMc4xRH6OB7/zFOLuHlX+Bh63jkXX4aLIH+F5RpVuQ4Q6aWLaCUjDosujYe04hMcaG3Bfq57bNnr3mRbfvidcDxzGdJLc16m0kmTKV6uKCjDUr7KuThdCU5pKr4Q9LLpV1iwEB/xaTQ+3R4ccFExb5FxmbOcjxfOw1gmw/qRLo4XbxqeadVgCc4I7iHquPtWkU6wDen0I5H8klmFUevZuFOp7/FHbPt3v2GHvPef8jqGfP9IyzqZvGkuyHQfYKUR9krATuXzcEcavk3CexnSI8Z5PP0KC3r6NL94pDPD8sf0wgsWip+ODPJOV8c4nanC/DbPuewl1ol9k9u++/VQVr5upP4sr90pKw6O8pkOZZWtL2N7pOWLOI/3YY9Py5viqa+eM+KUruLTeEkjWk/HZ27HVT/B3q/LQ2dGsmIomVxKOut8LAX91c8xWXBmXgfIy1d64isExcN4r5ennwxfKM7z70//Xu0AxYr3b99uW3/0bcz8fC7MaBz5kS9jtuYydAKym7bAEPaVYInRlq9eaa1X/9A2XfmJcLnX/Je9Koz+9GPfx+Cax6zpRa+02Ze91OpOOBENYfRsMZuy4M3vsg7cGj2MJWi9a56w4WE8FNlRAhraP3TCU0cVAm9G9g8OG6rkEU5+dmY2Xvkp61/7GHSvtoVve68tet1b8dHCOnCMXIRxGPAGh3RrsOytasUqa8SD137T9bbjm5+2zZ/6IGZhnrZlOOJUG8sShuRvBsMy3OtD25Rjb0YTTg2hHkEXQk9MP3AckmLHYARLQdpvud62/vc/Wuv3v4Tb4I9CY//UcApIIFW+KCXb0R/p2GEbP/pBO/xL3wkvBTsmsguh7OVxskeQCTvp8q5EnQkaJvqjQ9iJk70G1z+Nzi9uRW6ow74FdNyeeRQNmGvD0iB1HiknzQU7ID0oGJYXchNe+ew5iU1YXmTK2QNe5JcnSvVz1gunlnTffp2t+9e/sfrTL7C5OF537uUvyeWPrMyrd8ozcZ3YDMgOT2lVna38wH/bWshpvfaXVj5/MTrBp3m24BevtyHl89mSTZkfxoeyBZd4JgibISKW6eV7P8V6WoVZvgMYkKg76nh0xGsm0IiO0DvK8nmIw7F9xSsepkunMHUlj3QWPSFxaXhP4/2k9XLl9zT70l+PpVLIjG370udtx09+YAtf9soJ++aY/+nkl3khrezVt+4pdBiOC7PQk9nE2yDOK+3hbbI7ZUWZkjGVHqQVTeBhnrisGBdtLv/rf8BoOkb9HY1oAzL7h7hGbHLf8r+ftQHUs7wwk0tapIPnJ04y0uzs430asZ9LuPswuLQUg1i9p+P0LRwNzbtYuCQ2zTHNQmUqeunVv2GtVWMpdxX2FskxTj/hBH0+iWNYP08T04mWULJFI10Ypn8Yp6dVYCkSR5hFHzwF/kiOohnWTzhCj1OaxNPvZTBchX0gA1jGM8ST3Ao40sVySCocZc7FBa6t+PB1331HuF9owRV/nCeNtGnPhogYJ3n0KxxmgDB713DKWXjHxwe4xEdIPv74LPj8iUb2UJzCihdUvOQRL5z80ks8BSHzS53wk1P+KDP2M+zTEs++gM3YtzWClTZdd90e6stFr3pNXtrUhfks9G55G8gfIGeAsmXFVTvKo88DccprWn6J0098afWleGN5ki1ewUDvJmBIRyd6hdGIsFFsA+n83e224j1/j3Zbfj5ydBIMyJUwjc870zZ96t9Cu4vvs/ZtS77Scmx5Nvd4+pW/2J8WLoQj/mBwe6UDREN64yu8BSMubXfehj06S2zpW/4cMzRXhFM/2HAGQ/hxc1XlwkW2+M//Lmzo7XngLutERVWOfRxN52GDH/a3HHrld8OehPKmxtDZ4CwLN9WzgTuGDxNeibA3iI1M39Dkw6kHlC8BnR5gQuo5qnltxIUw6ARJP4LZpU1f+QLSehQ6LLUFb3oXKtSXhn1LlMjGdqpDh6Iap43MxWh6NZZLbProP1jb1d+3JpycVIMb4ys5auQcO2MYD04w0G2U+iEUXoWsro6cGUEwabiXY8lI04WXYhnJauv81fet845brQQPenl24zs7mZxFoas+/LQwkzLS1W796x6zzV/4tC1865/lljnIXrQjbaQw/bSh7MXiY5h0crRb7LjMkEv7MoN91oB1vtxQ2/fkI/jdg4/Rj6zp/Asxs1Ibs+WFR7B+mx1E5hfVNmzDX7aiVkPZ2YOdUr7kdVh2tPyf/xMVxotty8c/aD2//20or/pTTs81NjjC5J8NJqx88LK07ices8Et69GhPAv3S1xuW7/9FRtY84h1Yw1u55NPYPQ5abDJVoT8UQZ/sh+hx9FPun3ppIfSYZp0CgsSF/QBzGC5atX8RbnTakQT60u84gpByvV0DKc52oZlIDnSk7TExWHhPH4ER3QO4NLG5IVJUuHgAASg6ZPYuRQXuuX0wVJGvAi44w1lxLWqGhlwZUIvSsm4z66iGXvd8KzELujikNKNkI6de+4DXPCGt9rm//6PcEli/ZFHYaBj/PAW5oM/8Tpxwav4/LxhmRL2UlbMXxhmUcXjbSIdFCdIvOIEGSe/oOg9TCsrTx+nzzi9X4oTPcO8tLL1phvwrp4Ulr7RXsTrx7TFJz0Y5se/4Yxzwkx41z132iwsgZZjenrfpK9GksnL9CVTuojXQ9H0b90S9v/VH3msGcptNo6q3vS1L2KPyorQARIdeb08/0xLrqcljuEhHPBSj0GHChxOI1zwpPzx8n20x9Ovn6eJ/bEu5CGOcKSrMxxQVFqTnDCmOMqI+SSXNHSE+vk4loV3np628nIZx9FrrhAwfDv2yKHMms+/CIOwNdbyg29buITzkBXhcCLll9D74/QU7/HhEAQMPlYtWpJXN5BWTnlUWNDjY78Pi16QcZTvny2lx7jwvIs4BSKXOHBjaxiMLcWeM+9KQ7mNd9RKS1n7ZcOoJ8tKK0K55ngCfS6EOq0MK09mh/2x49iZ+fjdnoXBX5bVdrxjzaedgZPODt3jsgqrRLJlFZ6prFqyHYOF7O7xsd+H03Iq+Z6OfuHTeDxOdOThMdTtt9xszWfjWcbgO58yvnGkEZ2gZJCGtA3nvsA6cGR6GZbt89JU6UN6+lVfks/rJzpByU2DpNFP8eITjPEKHyi4VzpAacrzdLUWbEAc3LLWao86yea+8EXYg1ETXlxfSKEBDcOVNeJ24wsutX4s6xjCPp9eLCOrx56cMXwQyzAS1PX7u2wQHZ4hLHPK4BAEHjpQgqlMNqxLsE45w0ZyttEu+eXZjyn1o59OBc4C4UVqaNEHPP+wUlFFVzyeqwAAQABJREFUTDr6d+LYxIH1a6zqUBxogFmV5osvNUODnZ04pZMTEHvQYOJpI7XYED37pa+z1h982Vpxid+sy6+w5osuCdSSMYoRCvqpDTsZw9i3Q0cdpuPGoFM99qZ0XfdjNNAft0EsbRtBxyfIBxwZ5t4YSMI+mNpTnodDAubZjs//s3Ve8zOrwV6cBhw9y9EBPah8Iehn+vpwZSAj2Axigq6I8/opLzl9kZ8BjN51/PYaLKtagFu6j7EaHA4xhu9gSXWd9TzwO+vdvAnL0g7N+4Dk+LOeDPf2BDvAFrANw6UIKz1Bkge9kG5w6CiVYIS2/sxzUQFcbH24iGxg3Wprueqntugt78jllbTKd8KY/O3A5tl+TJuX1TVjueAlNob9R43nXmgDG1bbAPZfdP3+bsz0oXKGiysQNrjoaB9vR/qlr4fEp+kQhEzjj5fryYUnpI4qT70rpGVcKEfYbaSnCxUkDpFAA5N4Ouopf0C4PzHeh/UMeZxjzdmB8bSXdJItZR/ywDqedYK/F+ui+3GjPU8BlONjkM1CgsLzQBckISKRmLV7Vjz6SM4hAL0aceDHbDSg1AGivuIO8hDO0zWbqPLNxnotNnE3v+CPbPvXv2jL3/sBdDKxtCjbICTdZDbW40walhMhfxlsyudAETeoMjxTJ/3It7fKyssspI90DflGPdd2/a8xM/tyDHYlpw4qf+T3/ljeLHREOu68NSyZYQdIckmn9444pqPnXjTSU/HCx2kw3LvuGRzC8ozNe+HloQqtDJvdS20Yg2McIONJdHKS5+UrLoak5W8U7xz3/3BQzOuheMmK+RlmnI9XWDCNh3IZHw/+KD3yZHAqKfPFZ3cyp7Q9jNPWs0U5opNM5Zc0erZJE/B8XzGzEn6s/4GfjlP+PC0HMHj4z+CZG23rlz9vK/7+Q+i8ju/hUpqxfpIBkwUnGwWI9kYGZVeOASPWE0FnMUwDMi2fnuzkcV6M5DNe9vJ+0jJciD88vMhH791329C6jbll+z6NbJWUoPj9hMlV1wW5RGRdUleOh3kiZMOpZ2KA4MJAQXrpTISXI7xovM4qq+ZLXmybP/9xO/RDH9vtstIzxfaDymp36kvq53WcTlmR3pcTbaB8B3tkbSm5hD6eNHTE8cfTd9tvvt4WvvFtYQCN9MyfnOgUFuRg29wX4tvzna/hioEzQwdI6Shthn36wktGDBUvyPjYz7B+cXws70CF90kHiMZkB2i4DUd7wl+J88i5T4Z+/ujY2PHhQLdkaegkZfpx9GVbazhmkieA9T3+qPU98QhurEbnpwf7fbAumDvlymsacQw0ftnpZz4MMjgfPKWl9IijI550YW9JqBWIxIsMvB4oju5wEyhPJRkd6Laq5aswo3MkRoObcxW1lx8Ep/1BOuyB1x6Po0Z/XmcD2GMxuIUnx+HDiWV8khFGq8lP8zg9GC+d0sTncLBHKWaC0ErDHhuektef40uW+lE0XxboM2eBVWLjcPm8Q21kG/YQYZlXFWarKnFEo449ZLq0l3+Bw8wdpCQqogEGe3vdlBfpxCUCA+jMDrdvttpjzgm24xHV7BSWz11sQ+vRUcMSx+oly3KNwVgGy4kJJqkG04T0ma5oBXPpQnfvyngaytEn2NCO7Tb41MPWi/XgPM2Pl8nRIvGzEnghnxcuDu9qQfk1hLsDmGY17nooKa8CvhXxa8MhHxy1Zhx11TPG51sdcOonHdUxUphphTyGRPf+H8lmevIrFYXz4tBZDod1ZDtwovVQfML5MP0+nEbjcUxbtiCf/KTJkzP+nRV7HmQlzzsl0mYT+QihlPnoBxd0zAZCGglBiPMdoBCHtf0clXQkWSEJmNZfMJfjXa8/9gTruec2HOe+IXzQSzHC7fPo8+7lehvl4fF+hbLKa7V4inF/yDP08OkJN06V+DyN4ojzeojG6ywa8UwGAx/Knh0I1vWVCxdaGcrPy/P8afhKjrxjyfBI+8awbKbQ0dTk9frKT/k+zqcnf7iyAXUFD8GpxLLb4GBvnho60o2j+dEoqaldIfIAKZP1gE8njyAKjGJgKXl280fkI7JcME2ucB7Kn2OER/kllCPdhPDoMPRH56Nk95oIPm35CeX3aesborg8XUgIWwYc+HfbQQZPBq094ijrue9OHGK00cqjmVjK9mkrLeI8Ps+PKxp4+BIyJvKCUPkjgWwh6Jk8ncfTr7TFpzDjJvJRp4l6sQNQygOjsoPC5JVLspEtpyxrKTuicEG+yyfrSp8mrwDR9RCSl4PpquSivYcDTeWhw3qCdd16/W6V1fjTPS55LFtW8emt4xTjPuWLMP6NUyU+0cZ4lo14GefLKqadKjyGvT8jWOo7jOtMeF8e3wm9N543NQ3koQo8PFKepy9ze0BZNLAhXb2s3fEXskUh/O6ksTd5dq92m0QDFcDQzq3h6MkqnsR1GE9JwdKGbKOVBUc6/nxHKByDjVH2kV3cxL4FsxbD2OS/xrZi+VI5NohWoRPRgIviKnCSSyWWd7Fhu/1j/2YjoGUHwo8gS0UaXo144lQQ0jN3aRbipBP1C0dkY+lD52+ugt4Zqz/7/HCplPRNe/gk26dDPx9W8lcsWoYZiEet56EHrBIjwlyKJT0y2RkgaIF8JB0Lb6e09NTYZrqUU8qRSVRWo5gVG8ESwSG8NHR88TnDFPygMzTGyjHr0vCy11r7lz9hHT//tpUdcpjVY0qcHwl9vJlX+RMbco8UqxaUHyDjOcuk9KmDtwFHSNswC8gTAxpRbiXYsM21x2VYFth4zsXWig5QOy5yrMY+Ce2Lkj2CsvhDeSOcAeJyJjg8NSFdzQCRXj/pEQijP80vuAx7pVps4In7rA8zT31rVmNG6rjwEYhtSzkZnvh33704sXCL1Z50FvaenRzSreVMWWOzDW9fY33YBzCAxlsVOvh05KMsQv7oaDfqpxlIHy+aQLiX/kgm06TfQ69PUp6Jrko68MLM5egYluKYdQjI8XsapUGc/HpOFCbUz/PKT73kSCc9iWNYZeLxok+DDWeeHy4frckuSZR8rwP90lOQODpB4n1YcgjlDwSBKOfLeSiHdJKnCDY6mk49He/+83Ay3M/C0ineTWJc4gM3QXaWMcEntqJfdMGPd7oM/GNsiTh7ktWnn+YnTnj5FY75labwDJOWkPaaaVlRDh2Xx3Y/+jBmP2aFE424vExpxTDhyP9biSOj2XEa3LQO1xI8iDukzs0nQMjr6v0iVD583hVHOIBBE3ZQyjGTrMYd8zv7nPOs9fZbrG/LFqtZvsKzBP9k77nPG/38vvAUUZYlneJDoMAf6ut/JPNh5UeQ8co//XQKKz3xM1xaillF6IXjPhPiSf76NLyfLApLtsfR73UQLfF8rsK3Fn7e1zedRiv56CQnhlzh0HDqadb94D24c+bbVvVnf5Mc8pAd7JEdEinjf5Pne/wdVAy/gTxdjMsEQyz09M6nLz/j5RcUjmHhBCVPdiKefoXFK90FE7y48yFnVpovfH7Y+5sfk9g94U2vK72OqkNjGdLN6yIa5UtQtIoX5J6+plNQVqeckSurcNgU6gi6NNnEx2UlOsJcWU1SX/r8UZ70FBSuEB3jlSfS0K86UjzSycskn3cxzSDqoX5cZcLVGVW4j8c/aaIV9HKCH3pUob3M+rJ//VrIWBiuZvH00lWQfGn6CUeoX5xeGl58Xq7HxTL2Vzj52u/l1GjYgR0t+GBgQ/8sLKfBaBlxfDgJWbHxpzAhfwMYbedlcCVsgDXOCjMw3Xfejjp42Jrf/lc2953vsVosRalkIwejpyMYlRvasRUjcV2Qm8wqUQ4b5fwpjTgdFbzSVfYZlm6cQWm/9aawQbf2xLOtCuv4S3GkIJemUbZ40yDl5/2QAEeom1/yJ5h1aMbMx2rrvf93ufxLT+lBKP2lT1o6oiFkh4cnwo1h5K5sPkZGMeuU40ElHWZ/+NbgF3TDaGsDDpWoPBr3CGA5YcePv4O9Q7dADo77zuZRehGGNLL5pn4osZx80TE96cvO6zDWkXdc/0s8B1hGdO6F4YbusLQPlVvdeRfjo1Zu3bdcGza5Ml3lRzKULpc3+g6cdBE902WeBPNsny0LQ2e56vCjreb4M/CMoeH11BNh9iZnI8jw/vbbf2tDW3Hvz5JVVocljCN44YPueO5qeQHk4iPDlHTHzTeGjiY7m7Ib9aIs6Ud95CeezuuocIjYgz+TVTz6WKnSiWlDGI0OLiHj5X48NSem8aopzkPFexzT9Wkzjk40heJF4yH903G07f5w+ASEZJQXpak8+nCgQQN3yVv+LMwAd9x9O47Uf4APgsjyngk9H7lI51EcO+JDWAbHO06mctJxMlioLMQzVTx1IG3iBJOQdPaQI5Jc/sZrDMIoOkh9vPdnhU4AddhPyT2VbRhI0QAbicQrv4feTzofDoHsH8a13HhtKKPZZ58XsHx/ia8+ZEW48mBw25ZQjyg9yZMchsUT+0XDC6F5Pxs3f4tfUDSEKgf5Y6j4NCjaQnGMp2M8HZekj+GbQr2m42K55PE4yYhxU4VhkNAJCx0g6Eb66biYTunQ1kve/E4MgD0Vlk/ygu2QRlYo7R7/0tILZQpVwmAY2h8o5DSyPJx0mAyqriSj6LxfOA8VT5jmSHswOOaNrpA+ypN05fLLpe/661xZDeBE4ZmWVa4s0fBRWe3t+lJlpnzF+fB5VlzCM978Fq/yTpjTHc9WD1at9D7xqM170csDieJ83ULcZG4WBoH7Vz+OU4Afz7PjZDw+TroL+jj6iZctFC5EG/MeqPB4CexlDeqPPc6O/u8rbdU//pvNuSh/fTaTYmH5wqOf+3/4USxrmmOVS1eg44OGNzZ+hZE39No5e0A6Nbh77/+9DT79mGUwsi95jJN84QSVHqF+/pkZx6HBigbtAO7m4ShYNWYKSrAe2vOrkS4c0/C/oET0p+YEnGCHU+Qyne3hRA7SKy/ghlHC/yBH8gnVePY4pSudR3A5Vs9tN6HnNGhVx51qZThVKKanOtxflJPJThlPE+FytNX3WO+tv7Fu7GvJxbuOjxr1UC7kKqypRbzSYLx+xPVv3hSODR9p3WA1Z1xqpXMw+4MXhHGjmOWrxOh3xcpjsf69zbruvdv61q/L8bMj4TsTnAHKzdQpfQdlg8jcE4KcIStjZxx3QoxiaR73EpFXeQi6ZcPtN/4Ky9y2WxVO1GMHyNPUnX2hVWI5ZKZtq3ViTa74KEs2oP6eR8+GdCWUYxydoPB7AlnxyMV+VVJcjucrLTYyyptm2Rg6QFjfmPtQqRLzcihbYcE4PeEJ9ROf4mIeH/Y8wovfQx/n/bL53rSrl+91oK6yq/Aep7ywob/8b/7JOm6/2bZ+/Us2hEGCyfRTHvjehX+E2eeFH3SWFZdpiU5xsZ4KSw8flr4eRzrh5ffx8gt6ue7RU3QOSj8ezDLU2oIP+/3WiL2LPK0oFzeD96EGB8zUYvku9xNywCXYKcvPRL1d5Ne759NTnIek68GIKe1es2RpeJ/Fw7i6w44MF2B2PPxA7ntCPH+kE5Tfh5UOdQzvHAaA+O2bjovLgzzC5ZfDeIdB+KnolD5nvDJYaq4LvoWfDvRpkJ5hvht6PwrpIj6lMYr02QnjHl/JUZyHnk9pKN6nFfzQowKXha/4hw/jWOyv4Pl7OCxHV7mKz0OVVShHV67IENoqs8IeLi6Z93SeP/Z7faUfaYQn9PnwNKITrWR7Gu9X/J7AyWwzldw0XYTzUPn1OPpZX6qsWm+8ZtplxXqA7UW6oD9lqaxmWF8qj9KNYfoLQR8nHkHm07usGI8KftmccAT1AmduhnZux8qZCyY8Z6QR/QRBDtF81vlhD30/9kFrsEV8kqGwY8t5lQflz5eZ/CRmvMKCwotXMCf8AHnyS2M3lZDRZESK4XppHhPKE48q5yZrpxUvetLRzw8DN112XvdLLFPaYhU4u7/mpNNsFJ2e6pNOx36NDmv/7let4yffx/Kl32MT3x22C8dmt33181Z3yUusHEviBh6617pw5DTlseHp01J6SktQ6Scw+Wgxjvxhdgl7ddCjsNLZ82wUjUXf0NXHjFB+nw5lxq4KU4/cLJnpabURrB0nfU4XfjTxj46dFOmhNAnlV5rC8ZjQbtyj0XfTL2H4GqvBUZLlaBR4OnUgKF9phqMwMatVe8VrrGzuCht86G7r/sWPccP8zlynSx0fpkV/RkvRZKdsx8frRn8fNqR3YgatpAwzTc+/LJzcJn2DLOhRez4OgiirtN7bb7J+jMgFPNPI5lVp8+MyistN5RRP6G3v/bItoVxpLY51xR4udoAGuUQTjXzPQ39YdrlhA5bKPW6lTTjRZsWhmFFbkNONOlUdcxyWEB5iYyjLYewT6nvqyXAvSLBPVifKon4qR4Z9Wmn6Sc89hapcBCmP/rgyIp444dkBYuNgCPubuOeBzstQ2PMEouwf0ope0MeLP8YJT56hlhZrueEa6378sTSyKXEqb0HP4G1Ov8qDNKIXTtDzeFlpfuWZUD/Sya/4ulWrbM7Fl4e13Fu//P+CKKXv5QrnodeLs3VJWSVLXcUreoaVtuKEmyysOOmrsKBk8qjkpKweVdSkUHoRss7quOdu3JN0UXKcKziJ9/mbVFg2kkureapR3VEnYDntdbnOYMzr01YccfoRJ79gO47mrseFx9VLluSeD9JJRy5prF250trRmRWP5IiG+KkcTxnkZeGDeO9i58sg9iscw8lkxHEMD+PS03bcvbLj11flonlIB+/X41Lgqdxk6SsuTUahOOG5z5LtAl7mWMiJVtDTEaef8CGM5b31RxyBO2eusF03XWfbf/SdEJ1WVsKNQ0kChHzuVRncuYPLT1zEeH1CZCHdPEMaTSFe4dkE55US23/5s1Bvenkz8TNv4/kbf16FF5RM0cbPuOjSoHhj6MtHfkHRqqyGsEJopmWV0xHCVFa81Ng75Ue4uCymChfiE16Q7apQVhj4iWWKxkPZsRMDxNgHgDsbcYJvdr+x4mLdPX/s54xaPU7btKFhDE7fk4tOk+FxcXmQUThB4dSWUJiQTvn19EnMgf27x3uAvKF8VriRTSc7pS1NIF/gBeRIU8u3v2pDax/H3piTrPrEk61y+TK0zsqs6tjjrOkN77HhzeuxWR8nPeE0OHYiSufMtcZXvAazCEfYwPLDbBBHKw+Bhg8806Vs+lkgegmEl85sAIMqpzbp1GgdxUMyvGUjeyPoHOCiU8xaSGdBFibl0xGnQs4JjDylXEeOEY2RDjSGe3rDBuAShMmr0Qr0MjBD1IFjop8ANxvNlE1BScWkNEaHB20UM0mZLZtt+JmnbfjJh4Nd6t/8Hitbdmg4TEJ6kjschMAuFoSpA0E/lLZK7E8awql7ww/+zoZwglwX7m5qevu7yRYc7RbsCHvRHjwwgqxclkZZ1Im2k+PR5Fxi0P/AHVY6a75Vn4xldqTJdghCfhGuOvMCsx9+GZ2NB6ziiGOsCqfT0R6x08xfwCNhny/RUoeQnyxCdlI8IS8bLOfFkegADW/fEWb3xJODWG7ZcfN1+PC3Wd1ZL8BM1aqgu2a8KGcUt35XLD0US+pOgt1wJPZtN4ROe9hciufB60f76LmjjaSnaBSmXLk03RU3XSi5guJjWPKpg+JZvqXlZWjQHWmDmPkcPfl0s1njFZfsI940ecIJilbQ433awhN23Hc3jhzeGj5WHp/ml04hjg9k9h3xtEpHOIU9ZJzsICh6wrx0fESKX3kVTCHBoQpV4djmyicft50//CYa0LfarHPPn5AO0+XPD15QnvA8Zn9w03rL8D4adFxn4mL9FCaUn/LoZ3rC0S/X+SAuXt68CUerFk7b04uPcBiz9p2/vT6coth63a9yJ+whx2nF6Fkn+DOY+eEy6Tac2Mk7vix7Kh7TVv0sJulD6PMmPOmEZ7nMu/zFWHO/KFe/6VtCunIsEyvHASlcMsrDeUqx7FhOMhQmlA09junWHXo4ZsO2o3FThn0PeO9SnOf1/pjUx8V+5ZF4+cnfzeU1uPDZ1+G1mN0a/t43wixdnMZ0wj7tyehF5/URPVcFDO5sMeoiF+tOfIyTTEL5PT/9fAfnvuhltuVLnwuDdR1334k9ZGfn2YV01Cv5MZQ44dgYrcFe3gGcTjuK/WelNr1DLCQnhtJVUPEMM01B4TmL2oY7YXjQEI+T31PHNOiUvtKUXB+vOMGYRrTCp0GlkxYnHGk4O8yyarv+GutFO28mZUU5QRfsjVZZ1eEwmpnWl9JHULoLery3ibdDJwZUBrBkthEzULEjHX/+HRRN1+/uwFaPbWHArOXqnyf5UeQM4TBXH2HPPPe4zzr/+ancXv9UAiB9vgv5xat4QeEPBrjHHaDpZkIFTCjHRiXX4HZcdzUakZgtqMRRzrgnpxZ3IvBUHNLyo1KL9dfDW7HmGqPDY5gOZMVTjhuqq7A0jY3aUi6pwgYvvCvBKS0G5Kfx1QAlnuGgybg6OVo2Wtlh4Glq3HzP/TRjWX7pL7mSFeRB38kKmZ3CUkznl5RhuQcqrFGclMeToIKs0LGAvkP9lsGsQtfPvk/ls006KCk9lUlUfqN9WP/fvgvLBPqtFA3ymmOvCPtTSrgpk3RZW/uPtuRIf0IeFV35vLPDJVsjj/zOBn+PU3LOudCqsbaeJ8Uk9sj2xLJ6sFHGU/RKsx0gypEbWIfp2o3rbbS/G0ds4/ZhLD1TJ0a6sOw5s1K++HAbXvuQDWGD3wAuiq3CgQjeUS6XQoZ+auh4IZydufF0tHvc2PHx9JdgDwY7oJj6QYMF67Yh29uBNJm+fuvB0bpjIwNWedSxVobNg5zZCXHIKx15SnECVQXsM/gYGuz33GUjL/tTK8eSQnUIAw06Fcxv6DwC0lFP6Rrylo2f7LkJjHvwx8tmmgx7/SSaBx/UYcZ2B549Lj/xfKKZDM6UnjrErgvLiaqW4n4VzNQVcml8hWhjneJwzJcWL9zEdMeXQShOtLHcOFyNZx8PB+6XOg0X614V7qzisbw60dLTU7bkEy9/DU5ybL36p6gH+j35BL90EpxAMA2E0vSk3Y89isNp5uNAh/yySko1v2x9Hrhnc3DbtnDXTG1DEzpDuOiS9dVuOjYEy7BntA/LmSi3ZsWh4RtBcUyX+fbpE6/30tPQHxx4uERkuKcTBzTMDad4Kkow2AONqlJsrK9acoh1PYHLuk99XkiH77vSJX2gBSxkf94lxlvqx4aT+kVpTAULyZuKT/qIrnc1Zt8x41uzEntrs46H4RjqA9YDPKmPm9L3hZMuyovCTKsf93oN78IpexiEmsqpjNPoGCf5jJe/BnV7E+6S4n2Cu3BYT93Rx6Le8cfojz/DXi/6+eO+3prDj8S1Cj/KzTxKdqyH8IJx/HTCXgfS8w7CTqyIYYN+quPKpyOfNGn6EVcIX0iup/d+0RMX50dxgv57zrKqP/GkcPS/yqq8kdd2jA9Aiy/IRfnQ0R/COM0zV1aoL4lL04s8wgsSN1MX0oyYurDnswadebZDknjoFtEoKP5BnHzMk2hJyI4glw3viSurRVsWTZGh7TgRFwcrVIV288zqXtpFtvF+r5fiPe5g9O+3DpDPPAuXRyTzKOL+Z1Zb+y9/gg7OMzjl7UyrPfk0bDxfGsj1EJSjkPirTnloaehy7HepBE9sdPErbYZFE3RA2DvifAN9LJMdVeEHDYRstNNJLmV5mSFysj9MHx0KNnLAiNZ20rAOuiQpoFLDYQAtGy1zVxtTKiwNUVzKhSPfsK9laThJrQZ31ZTyLg1UCtJRAnw4pIf0PSw75gQrRydkhHuqtq1FJ+gujM6utExJTZjBYF6TY8NlA8xORR0RpdG35gkb3rYJea3BfqTjc7ajbfmjCzNeGKktP+wIG9mIJWQ4zGLomTU4mvQYqRxgcnoaK4rEFvzLdChHZZnHMFmAlSVsj1KAAjhZDrR89aU3PyjDuGl58OkHw1JCLsXU6HbuuVDaWOLJTid5h3Gy3wg68uEeJXRy6UQvqDQYR78PE7cvnJ7PqWTn6PCc1x6CgYZWLD1BwwdK8msQ2GNbx2ESMU9p+KnSFy/frz48Aw24b6tCRw5Ph3maNF43+Qm9n6IUlthCZZU1TY4+ppMcQckT5DLh5nPOt7XXXx0aYeVoyFhl8kEnzbi85NkXn+Iq8Xxm8EEcHUBZ8b1C+e0PR71CWWFd+lwsEauYkz0eWoln1Q10Kc/6CDo8XM9egf14VUsPEdceQQ4k9WJGagA6VS/F9wP1bOyoT6Gy8LTM2yD0q8RscUkF5GQLWvkhLf10ZThRs3blKpxC93DoABGnOKbl0xSeNN5VL10Wlnrxcm/WQbpvytPsMz/y0b9lU7iqotZ1NEoxy82DEHjp+DBOuuSJq4X031e6DW3D6gashmg+56JpJSF7k5j+uKyF8/jms84Nedvypc9jH+oz1ojTPr0bz/PEdzCsUFm+wjJYTYBNqyz43LPiZewLP/XirGff00+FO17K8fzvrqM9KM/bhbJkL8n1YdEKehr6x+2mmASKXtDTESd8PlcSqj/i6DDTmisr1JdjZcn3iRTjslLKCl/6qmxZhfpyP5ZV0B7p9T3zjM2+4AU4ZdWVlVN1XP8kv/w7sG4N6oOKcJBY5eJl4xG76eMyQL5TGQycc6CaHSCmS7sT8qeOp/BKSmXjofeLLg2KLi3uQOImfiX2ojY0YJrjmea9Tz5mvY88ZC3fvBIPNW6fP/Z5tvB9H8ClYgtCA7UQb5q8qXCUpcJkg1QFjFcm1yCnDN1rExqteCDKFy7HKGC7jezYYRkcG61z82PdJHs6eozgbqTRga7Qmy9FA0i60VS0VkkFlmktP9yqzn0+4ohjY4OSE1vyQQoPE07LG0EnI4NjWDM7t1jX975k/fdjTf2734sOIV6U7ChkkM/GkXPEqWEuNJeeVWI0jIn2/+AL1vujL1rl8adaFe5NyOCFDfSQM74chzYd79Dk8oEPZh9mRIbXPonT/Bqs+vRzbAQnCcVp6ljrKsw8Dd5xkw1vxMkkD8y2mksuz2u8hH1AaBRoiWAuHehJP51sorh4BFZ5HO3rCQdQ8PS5MswggjNnB+Yvgxm53tt+i43lnVZ73kutFJUFZ3Q4whxmsOCXK4FNypcsxu8wG9nwGGaNbrHSP3p5mJGkPlz2ptkgwVBuEED9mB7D0lV5oXzRKa09gZIVyyeeOB9fCp1rFi9FnxqnK7bsCBtOKzA7SCd+0c9Ep5hX4TwZ0CWDgzz6eUcOjrxnB4h0qbR5jNkA8sPylPP58zrTn/Yjn/DyS5aHsT6SLah4L8vzy894Hntch1H3xW/8P7b+Ix+0Iz5xJRrvybsrOm+DcOyus0nVgkVhKcMQ9iAMwl8VnumEk3xeJ/qlm2SnQdF43gl0ubLaGMqKHTnpKf6YR3h2Lnqwv6sfsw4LXvNGa8Ty2zQneulBGu+PefjuciVAG/Z01J90SqhfRa93jZDvJZ30JY3SkkwOzm276ie24NKXhLvCcnjkm0689POy0FrcDdby0x+EeoKdF1JRrtIlXeykG2VV41hbCEXdhMEXdLyqMbu8Nxxl+3TSZPKUt0EsoapatDQcjetp6nB32jD06XroQeM9InJeLnEKC3qceKaC5OVPLtTFPNUU/xqOOTb79VPsOFT+iKGfP6+HcD5efsJK3EnXcNyJNv+KV9nGT37Ujrnya2FVBgQxOjivW947iLKuQlllcIoqlzbxovd4Bkn6SSefR8mPoWiFT+PhezTSi/py03qrWbYit+SdPKT3PN4vmTGUnoKMl19QPAzHP6YR05E+SXvclsSRTjqNt8UYM+7SZPGeL19WR37i8xhEmUuBOUbKley8ssI3V2XF+rIKNttbZcXEpa/SzikED8uK37aBLTgQCumm3VWXR688ALb+6hehPuMFptUrV+Xy5unllw6CwseQl3JzWd0u7LlvOuOsYD/pPRVvLCsOx/xxOKY/0OF92gHymZOBeffDjm9/2Vqwz2R451osIZhjs1//Lpvz6jeFOzFIxwcmzcmYgqTxfvEQl4anbOL1YWJjXnrBE9gZF354YcrR4x5e+yimHXdYRT8vj3I9d1Dz5VU6Qe+sDOkRwxFMOXKZQykucC3D3Rfh3guk53nDhXgrcCfPK18b8NQlpyMEKj3CUHmgcT64+gnrvvLjNvzIHdb5ySFr/L//ES4bFV9OPrIov+Ikn7LKliwLnaCRZ56y4buvta7//aQ1vvv/Yl8WjgBHZS9a5ot+dhhLsp0CyiNuEOvJR7D8bQwzLFxu1od1r0orgYnNZaoSdKLGxjAbg+Vyo+jMDeDC20rc2E1a5ZF+yVDapRJABBzTJj1/ntaHM909uGMKG405ooKjwpFyuGNC+eKMZNcNVycCsbyhFxuDS3jCEx+NrA5e9mhPB5YPJvsf+n97ndVe+MJkiV0gT+xB2bSt8hBDJkac6KQv4d50Xh7T82GmIx3pn3PxZdbz2MNWjuU9s848l6g8mwbENP7E6TAs5/3EcaS5/f57sRTsJKvEyDOdaASFmyysfJFG/iAMfxQWFJ6QOP08XnGCheRKJy/b+2OZCvMy3jno9LfdepPtwN0kC//kjZgVWTYh73gDAgvTUVqETedfjEuikxnI+a/4E4nNQdHmEAU8pPP6ej7vJ7vKqhYjsoXKijwc5BBvEsZsKRr5AxuwRBYDQfU4XVHxBdQK8V6vQnRlGJCYc/mLbfvXPhdODg1LKAvMAlEGZfq0vZ/r43uxLKp6+SHhBFK+m3TKg6clnrNE1Vja0vnQ/daAUWleMigarztxCiue/HRNeM8GcCl0y69/acve9q4EWeCv5Ah6shjn0/F+8jDcwUuwFy9G43Bx0M3nddZ5F+KZ/I613/Ybm/fiK0IysQyfdpqf9MpzHC9ZhPKThv5WnEjKDj5nCfkd4SCS4oLH/YnLkmGlKb8g2RQnEezAz774hdZ5z522+X8/Z4txVH2ZW/In3fgOStccDro2v+By68IVEmNYRtiEAb3YkTZOM6Zh2NNJvuh8mH4OUnWh7BpwT05ZtZZUiTqBCc94vZEfWzgU2hWIls08nCxOOhIqv+O8SXoeH2uguBjvw76stqIdueStfzFpWZHX68WyYn3JGc20svL0Pt3Y7/MY8/j06GdZ6dvG+76I00+8gcfh2QYeamuzvsfutzkve5VVoC7Su+l18TajDB/2dN5fd/jhWLGCA2x+9PXk1OXsFg+VbdDFM0zhV5oxnILtoIjeqx0gbzj688Jo4PRiU+Pa//gn63v0PnR8Gq3uzMts3hvejmOmse8DDU4WsPgE06wkQyuOYf1UiAqL1utCPsn3eKav3xg7BBgVg2BctIoTw7KnYnl6ySCP0iVOaUo/wQHcK8Nla6UNs8MMhPgFRQflgn6yB6Gc8sUwPwrsmFTi49vwZ++z9n96sw2veQC/1TaG/QFlGN2SbELvFI5hKT46Na9/q408+YBlsDStF/sTxoYuxVI2LM+BEz11DDMb7sNE3XpvudFG/z97bwJm13WVia66U82q0mzJsiVZnhLHY5w4duzYmWeIE2Y6EAiEMQ30+94jQDc8oBmaDs370hBIGh7QhBcCCSRkhIy2M3keYluWZcuTbGuWqqSabt3h/f+5969atXXOrVtVt+RytLd0aq299lprr732ufeedfZ0FDvcIaCp7H3IRj/83321Dp8dTalP46wJmFc7dtAmvv41K2I6nuphHfwygEcSWdK5Psv7hAXaaEAV0BbpEK2C6W2cftOFue3FM7AGA1PiqIcXd0KaemwPfHdnwj5xM6Yl3fLv4JF0CsRaIk2TrGAdU+WJxxpr0twQd8Pe2fta9ck+5v29k1JLR0msN0y0UfawbOP3vMMe+e1ftTHsgjeEg1+TaZspctITyotO6PV6OnHfP9yZZx/euq/GAwR3xZLfxOd5pUe05N5I7u+53zniey5gmp89TbbTthzWO+5432/Zzl/+WUw7Pc+G8eCuqQnedspITvjw695se9//X3G20F5b9+bvxchHKfP7h7oop3su7BvZpzrCupVXXw3x4avZV7JHsuyTpEsgxPqYWHYUG4zwaIHBK/GgiO8u8ScMKX9kU0rRXBK+rxmwD151vY3c+s3kzA/uZEb9vp1Z9akeTg85CnkegfAwRuUa09HYGiT8STA1rGkBp63xxcok3sb3bT8X/dk40NTXK/2qX3k1Yt0rX4uRlrts71/9mZ35Y++edxqc1yNcugh93Z5OnPy6uLVwz+azrW/b9hmayro34vBxlE3ixdQxvMgavvKqUFUiI52ClOd3GqHsEO7bTZpPyhPu/+QnbBg+GQzWhHp+j0uvdLCMNF3iFR+h52XAvO29/4fd/54fxaHXL7YhtJWje2HyMsR5rcYC/cd//ZeTjVsGsVNXDp/BVklyoQ2USaNJl+omnMaI54Ev4gwtLGTn/Sad4iVMaE2CZH35SsLVL7TJ47LR26++evCX3oN1QS9J+iptiqb3iXD21d4//r1T1le0n0eUPIvddVdjho2+G0hXmxLbkjXgs59Lfsce+cKnbBAHxhcxsp91ELB0UF+a30gPE9cSdZ+BNVVXXIP1p5/F6Oc7kvVs5KM+ryexrUkLy0K9zHvZtPKVRutoAMTGyWEe5/kMR79xiz391x/Emp8HbeClr8BbkzdbCcPqJczXrjd37ZGMh8S9U4n7PMv1ANmFNTXj933HRj//L9B9jq1989twUvimk/gpw8Qf4qrbkYO2J3RCPBznsb027gxsD327lV/1euvCdpxh3YlAm3/GsWMLNyworMebLQQaSonPGj+xzb9zPxziI5SNc+zAAxM3hShsu9wqe3CuAd4k5rB4l1O4fH94PVl4ssHE2o3W8/afsMm/+4BN336zlVcPJxsW8E1c00Un2VlFgMtpC5UHcLjj5Aimz+GwUAQySQAx8+DQvD9mpDGKxR8inLQ+zfMYHr3bKjvvSRbdJnWhTD+kjWGYhtUKItQG+kIPdZ5GXP4izl3zKvufxoMXpsCtwVRLxAIqLz/xmE3c/k1w4eHz8mtx2O55Vm++QU4eevAMR6ipeKyToQQD4+kHYPOj99nk3bdiFG2LFfEGmMn7Xvb5flM5oeiyR/lE0TL98XXIBsJu7CjWj7UdXIB84POfto1vvTHTgjR7vS6VU4Hq8zTi3HL7KNZvTD2z14ZechUWXOMQxuaNJkj5JonoTHmSSQgzWCqiulMLl5mougVZnXC2Lzl/afVaO+MHf8yOYEtl3lfr3vTWZBrXfKYVsVi971xsJIK1QIe/+AUEQd+TKpLUg3uWibj8KrqnkcfbxzwTeXxfrfrJn036qlE62yfJ56VJ9PUQH8UGIz34bA1iw4COJ7RvNY4AOPTZf03uI0MAxMR61R7VKZrsI508FYxQjd53l+34jd+37mEE4pR3MwWSab/JzwRefvALpJm4E9yzf/tXybk59So2s0BwxyT9WfWLh1uad2OhN6ea7ceLgA1vuXHmoUQ80iHbSVcSTfWJ7mVEI+Qo3rF770xOl6fPOPVSsoLwCLYXv8imcRYfN9sYxG6D4TRw6Zdu2cH8rJ70+ynkUf4YplDzRWHf9nOSDS2kR5B8WcnbE+LKE+qSTvZXAcdUbP6JX0g2NSji3Dq2vQtroeZL3FGsN/m+PGTHvnGzrXnla1JFWJdsUL1kFJ1QdPGp3CusYMfBEfTdNLZVXo0NopIztJp6vA7JhjSvq9O47G9HL9tIfrVVkLIeV166Z/rqnT8921cYjaYf5kvsq+T7Ei8sOtVXso9QNgqfHh1NPmdcz7bqSnznORsbvMmXScMPTXnSOe3+KF5ObH4PA2us6+5wKmCt+BDWnx7GrnLr8ZvBDT2WksL+WoquUynb8QAoNJ47TYziwNL9//xRHOa001bd8EYbeuUbrPfiS5NF49Xmh54PiEnHI5+V6GQFO+RhXo5PIAYVuEvcxO3fxmgCdnDDAawql05/gyajC5i/myTMH2easQMPvyUcgplbg/MQDmAxJkYH8tjylBs0UAf1yt6wDuoRj3Bu1Xr8Tuy9Xp3EuUXbsLbmIhbNTdlNn+EL61I9nH+cx5bg1ccfsDp2DanBD0qhjOgekkeX4Y1Sz0uvtulbb7LqYw9aGbuX5LAuo+fq6yDS/MDioYDbWnc13+7CcThMdWdyKG3XurOtiB/LHhxwiPA0CRz4EMEknxHvwjlPOY7CUA+eJWr791oNC26nsTFGiW/+mm+IE5lmvVBA0URPguCP2qcgQ+WiMz+Nee6Tjz+OzRn2YkrFgHVv30YDEj3JQl/sODR57x2If0rWgzePpa3nYlSS5RDmWifA5EFIdoBM/fWpsnXhgb36+ENWxnS5nutehZ2xcG4UyhS8qc2yj1C+ZllaIt3bn8azHLTEZnwZDmNKzhFM6ziKB9Y1+JHlXOssW2lHlr1ZbSV/cmEh7xTOhDnwb5+3Na94DdaxYGSuGXiqfbP1Jp0hcir0PpuVa7D6MlLUB6mKAmKoKyg+qa9U13x1JHz87EEh52Mff+BejD7ssVHs7sQdqsJ6wzxfWAxgfvjEI7vtxB3fwKGiV1s3z03hB6qZJEPIS7Z5nKzz9RU/43P6imtXUL/0U0eCN7uJOHUqTWKUijvWFQaGk2lXomdB2SmYxefpffjeqGD7Zp7NUsQDbREvgXwK2+zLOFWFDyw1fKaHL7k0+f5hOWWSdgFne3xedK5r7Tv/Aht/7NFkeo2CeNkuPuV9vcT5UFfCvc/P3eGvfjEZee3Gb40CKfJQRyjv+4w8TL4u4Y2SZlvQBu7Etw+jLIMvutz68HvEdQkhL2VoQx/WgZ7AfTmKwGT4qsbInfQJyjbp8HnaLLrHJat7hCP9DCT3IdjiCEwvpmRzaiNlJS+ZdiHr00UZjyuf6AIfR25WX3c9Pnu32fF77sLbepyph0165qubn8Eh7Jo69p27sBHHbTZwCabxcm1KM8l+tZ154WQhrkRf6HdDNELp4AsIbj1/+Jav2WrUySlheinn+d3P1BzySsv4ttO2MO/tnSlr9tXwNdfiLLFvJH3Fl68L+b48fvs3MvtKdcrnrJc404wNwP1nT+XkkRyDGH7nHcYOx6vx28bzrPiya6Y8ua/JT6nZRLkJvMSu4/uoZzvOIWzOKPF1iFv2hFDlWbCAaW/9F77InsV5mjxLii9f+NzHlFZPlh5Plw2ettLxZd02iIe7Hcew/sHPf9JO3ItD5S57uW344Xfh8LvrcPo1ttnEzZCV6Exd/ELgJQcT55Qn0VWW5841CARqWMReweJNnpUjHYJz6uPUBZzHw5TDgn392CQ3APQXsMtS8YIXIWjBqeV4yz+F9Skn3a1zFM5mZGtCQT0TmHc6/dhOTEs7w3rxg8ItGU9Ks9+DSdEcHY5ZbSGc8QHmofNAWDQiOZm6C1+UXt7jVCUdlA9T8kYac8KLPKRwzWar7sWucBi9qmAveiV+ZpONAfCFzS+COh5ky3ffbjY1bvkd51se5/rkzt6Oa6vlz95m+a34keWceuaBJ1eTXtpxLs4BegH4dkB+0qbvwzQ0+IxJXxYJzrwu963hecjH5GnEx3EfTj10f7LBQRHBTQmLEZOtwsFbwbSXaSy+rzy1C4efrrderE0o7NhhReyKVNx2DmzF1bQ1gcSbV/GcHQgWX47zi3AeyJM7rYYvkxq2jQ1tSAj4Q1uUPN6KprLlhv4eGUIA24vzpOroz6Pf+nrjYFRne5YtapMeasRHenixbBJvMY/jszH55OOYenfjSdNHkntLsuCf9Z40Lwz6Ni5Mcn7uULc+Y+3CbmwAM/wyBD2490cQePLNe6gzzYr+i15kfRddhJ37pmwML1n4MKB+SOMXTf3Rbl/x4dT3VaE5RcjrEd6oY25vjeEFQXHTJivhymH3tHaS2t+uD3sw4s8HjfIzWE/4xGMtqwh9xDn33PGsF9ta86GWSe0RzFLIM3xWveRlNoaXQNw2ejGpiBGnYeioY4ObY5iGN51s1T8bQHqdoe3M+36UvR7qs8QzY0bxWzaGs9/WXv8qBF4ImJsp1Mvtr/uwUUcvXgYe/vfPNg5rxfc9U8irulSmvOxS3kOVQRnu34lkHdU4pnCvwYukdneCbHVv0BZ/D+lZIU2G08l78CC4+rpXYne1h+w4NmmqYbRF8tSVlQauwO61mC44fWzUxvDygsF0O4m+YJrxA3DvH4+Tj2cjcct1vljmGVUwjuSZlPAjh2/bBX9XttPOmYqWEUnrm5DGvurGZ119lXxf4qV3O23g92Wn+opu8H0knHT+to1is68yNtHiLAoG2CxnX8/pb/YV6LyYGOSOYVfJHmyukucRA2iryljufcG8kqfPh3MqXg/W/pWwxm7iEezCi+92JS8r2ncrPPnpt1MtRWce+9YteMv0jzjo74s2cPnVtu0//15jWLk53OY7ldX6PDuBSZ2hB30FPqQT18Xtkvngzg41jOZUDiCCZqfiYUI6EoX4w3p4cZ4ld2VjynMrVwRQvDFlB+X63/R2LHRfZ9N3fdOmvnlTYxE9BZo3K9HMxHowxY7zww9/4qP4YZuyVa95SzL65ecXJ/Yl74DR3qYy0pj0ha32+zzbrrZxa+0CptEwAKpjVIsBieQlQ+Xkly7Jej0zvBAewPqCIt4QdhV7rfroTpv4/KcSn8Gpc9pPf5VHseYHPuKPd+miy5NRrsQA/JG/5VfRPSwgWCphC9L6NKbR3fnNZNeUVvxethVfMj8fDzajn/4nm9x1L7ZT32rDb8L0ErehxSTebpYff4QRnRUvuiLZ+pr3EpNs9/XNwXHfMUhKtsRmEIipfGV86fkk+6RLUDzKi0/05YLqd6+fNJ/yWJey5rob7Izv+1F75u//Bocl4pwSvJkiW8gr+/XZ8XnqVD6EnMpx5Bu32H4Mw5/xfT+MB7ENM28zxettSj5zjd+IOeQkg9FEngmhthH6e9kLiMfTOonLP4Lt6JZNazCnv++8F2Bnrv04mwTrZZovAlrp4NSPXtyDazGX+8DHPmLjux7AAxjX1Z3sLPqVyfuXuH6QRQ8h++r4ww/N7StnFPl9mpOlftw7R7/2JRu48mr8sJ/vWU/C5QtBMSg/H1zzytfbxGO77Ti28uddTX4lj4umtp7AyDM3P1j7qlcn/lG5h2E7Z8rw/csdqib3YmdOjCK102+SlU38DudOflve9TM4i+sf7cQ9WM/JYAoj0GGiHf7zxnLSklkNTeerXR7W8Hs0gbfSz3z0I7b5h34M295vnzPi6nlVZwlrgTglc3z3Thv5OgLz0WMzvy/ioZySdPh81v1FHvJXEPwc3/2wPfmh/2nr3/p91ns2Xpg119J43dI5H9RvHCETfSw8S5Y8vNa/8a3YIQznSuFsJgai7fQl1/GtwsuLQYyQHfzEP2Bb+92ZL43UHg+JZ/mIZby4lGDfv34c67G+bRvxWWegH8qwbdKb1c756PJDyEf6YpMkCdP0ZNWZVZ/41Vf8vjx601fa6it+X/q+YrDLoAOOO6k6+dJD4qHfSfMX++oIXmI1+ur7kt82zThJqSQhJXrxfc8zyEYw+2L1698y8yJG7Q195+kqC2lZee6auRbPt8ewAU8Va6OZpCPJLOCP2r4AkRXBumwBUBXba+79yz+10TtuxhD6xbb9N//ASjz8r8WHKHS+7zh9oZGmoMfjLC8wqj37bNxs2B4WZ2OUn3oSU56wPWVGnTUsih/DzlNMPNCvqzkNzvdMN6bqlTBdrTZxAmuBvmXHPvjHVudbIdRHvd4uyvm6eFNwcfK+D3/ATtzyaRyA1WdDuKn7sOkD+cJrpl6nl/rZXtXj266yhIagkusBoBSvHiaTA0oZFErW20Vc+giZT9WLodeB78GHFwuWqyPP2NRNn7bqw5hi13wDOGMvA0mMrtQOPIMRozMsv2074OwGDDN8DlHbSUrqx5u3AoZku0oYweP23niA6cJD02ITdeJbKpknffDP3o/g5z7s+FbFjnYX2gDe8Pk0eeftWDv1MIIibGmLaQVZSTYTyn+idV/zKsgP2NR9t+HCVDqXwi8H5pnSoGhOfFlR2a9KmFfiYZ2rsQnCGe/4QXv4//xZm3jisWYA3LA9zVbSRCfUA5mnEeeD2DOf+mc7ynVX+ZxteP2bZ+RYP3kkI3uyID5JWUUJPWxjS+YlFsp/gl6d7AgheWZo+DyuueHV2Invdbb/bz+YvOmFI7yaVJwjKquwAJtB0FN/+Fs2sRsPYPOcDu99THy+vtr36X9u2VdZ/cXvCx52WsZLlH4ECdzlLi3RB/o+EiTNf4d5+ozPwOPx1de+wqYQiJy4926s0SsnVbG8VeJDLjdCqeBIhh6MpMs3WW1K08XfBAaiZUxBTg53TWPKoM3Yj9+gVTgHa8uP/5Q98YE/stHbb01mKcj+NHtkq1Tz4YyXeFXOIHQcZ73txRRB7ry58S1vw3dWY8c6zy89ggzMes/cYuf+wQds399/2I586Yv4LnhCxZlQ9ZOBeFiH7OIhrCN4CbXn/b+LdUaX26a3fR+OUJi746oqkR+akW1CnvFdcB94mRk5ENP4yTtDRz9ufue7rdDfh2Dmo8l0SulqBRm8DiEAGr7hNfbkb7/Ppp56Cr+VjZkMoZz3h/yURSOdOxM+9f/9bxvHDooclVv/6tfP6V/6lkm6wvqy8jNtbvou5PN+C8sWnG/xGfR2UK/Ph/ic8mZfJd+Xf/+Xi+qrJ37jlxfVV/q+lB/oe99Xx7CrIPtq3atel9BV7qFkBWt4EVA+dADHguA8PCxD0Ei0yj2UX/x3onBC4eILIV8wrH3t6+34Xd9uHLDafN4i3+mSlmUNEDv4wGc/iSkIezDdYRu+EF6bvNnitsmtEh3PHzvK++Q7Tp3KcvL6ziLONzFDr3uLlf9urx34uw9hKPEeO/tXfwvBx+zCdMpyL3j+QE7c9WVmbQDbyXLXtDBR5/BPv9dG/rbHph++36buvMkO/+YRW/0f/y/jSeywIhGRjcwQryMIGfnKF+0I3thMPHArRmfOsE3v+31s+nB2MkKFRiY3KNvqZRNlzT+iyx/KE9IPTPJHHQFQcmgn68Zi/yQIAg+/GPnDLH4/CkR56vY2ULdPRSzK7UVQUB9HAPiNz1kFh34ysIDRM2w1jDiVb/4S3r5MWullN1guw48SUB1qByE/6EXMgS+85AarfOMLNgV9DFaSE66bbZV8CKWPdM6breINSvmZp2zi1pvt+Oc+jmkMx7BJxFnWf8PrbegNWFyO+4b+Z7vLeFDi2qXaiUM4PwmLbl/6spl7Sn6h74gnvnTtZn3y/wCmbEx86iPJWqBKcSA5oLKAIXomb19CwB/qY1IdgqIlhfiTJquyTkFfh+yQfZzmtBELsvlFvutX32sb8HY2GaXYgTVSLkmOJMlKr/xGOh80T+zaaY/+yR8mbzDXXv/a5KEhKWN585Jq6VLeQ+knZLcEXZOwNspm71XJeD3t4JKjPcIp53Gvh3RfFuZDXvmI91MJ04MHL3+xrf/+d9njv/M+O/PnfgXsjXpZLl7q8PbwoXEtXrCUsNB37x//jq15zZswReRVyfkRvj6Py7+yVbpFZ1898v7fS/qqHyNTG2/8/pk+Io8u6ZSc8oQ1HKp7+HOfsiH8DnC3Jo2uikd1h1CfrZCuvOTDOrn+ZhA7eTEQOfr1r9m61+JsMaRQTvKE3MIaPWarLr7CkxeMr33NG+zwF7CVPnzDKY1ZKcsW0rnRALdGz/X22NN//zeYgnqzcZe41dfecJI6tp0y8oHXS5roY5hW9viH/jQ50mEIh42f+1t/dFLfnaTcEbhzZh9eLp773/7M9vzBbyZrL4avfaVtxDQsTqeRDapf9VKFaMS9TcxzzdQ+jACPYPr0aujb8s6fTBZk89sx5Kfn9eUAAEAASURBVCU/E/VJp8cbpY2/ohPyPlLy9NBG3fvk6T7jDFuNB9euQrc9+Ue/jc/gf0pUsExJOPVIbxG/fWvf9L3J9+Vj/+VXsLHJu7CbHdZ/YK1OWgptUJupjzhnqbDvdmNHQk5FPOunfhGjY9tnfCP+NN2iUZf3AemyVzj1iCYo+U5C6vZ1Clcd7dRNnrCv+H259g1vO6mvsr4vqUN9VVq3ztRXPEOsF35OS/SRktohO0jXb5v6ajUOPeUxEpITlI4EOp3MczSKa+aHsF03vwdUj5chTRfpwgXFG+ZF93bwnL9VL7kO0+B24R7Fxh/Ng+gpezqkZQmA6LiRB7+DD++EVQ7ts2Nf+6KNYd6qzoWocUgfHZ98ySXo7I1FWUamBcxLXv/T/zHpXH142SnEeQknP9NMh0GWD2njd9yO/d7vtNGvft52Y4H7wGWXY6eWF1kFXygcFRrHTj8TD2LHsiqmuV33VuvBmhU+QHBdC3VJP28W7g4z/DO/hDUij9uJT34MD9ZfsoP/+ZewUP8y63nhizDitBEngg/ghsXhl0exnuSpPTbGXVqeeTKZVtX7oqts0y//mnVv3Ybgp5i0WzarLt5vuuVymM7D0RsmfsB0w8omtZ95JkLuWFbiKBbe1lX2PZasA5KvKJ/DW3b+wEuHl02UNPWQrkv0Pnwp5LDGqProQzh8FVPFxEsE66OqfGNxzy0wtmLdWD+Tb+5aojrIxqS89AuqrIAfiQFs+3j05k9jOt1N1oUzUXL4gNa7YDt/xKC/sgfTMP70v2OkqLFpRaIY7WPAVzuyH5s/YNoj3mRwCiB33KtNHbXBN73T1tz4g7inMDqFBzCfxm/5KuQOYMreBdaDbX1z3KWl6VfP520lPWxLHvdr96VX29S3MZx8dL9NYN1MD85lUR+IXzqVV9+KfqrgQuovYPe/tXh45QjuARzM9uSf/4n1bN1qG173VuvD7kehLubVrpky3MdlrGl5FlO0juChdPMP/zhGLF6MKatrk5cW4mf7Pe79QV3qmhm97HuXRCeJepRnP2Ql8WSVz0eXvOxWnnLCCYWn6WOZ7OW93oPvHK6JGsXGBgcxHaqCs8i8PunwehMc32GrXnad5TE95ih2Q3vqQx/AYaXrbOPbvt8GsKsVU2jnSflmX+37+D9giuLXbNP3/2jSVxxhzmOkSfxeV6I44w+ndBzBwvatv/lHOAW97yQ/hG2gGtEI0/IJMfjj7eLaAB62ffTLX7D1r3vTSXUGongLekey/mPoxS8Ji5K87OB95Osh3ed7cLK6YeSNm/Fw9EnBgeQFqdTjqpS6khdW0Lv66lck26Ef+cbNtu8fP2IHccjrZpwP14/1o5ytIPlExtnh6XyAfgYjB4dxls9aPFRRduD8C5MtwynnbacNYV52JRDfw3wIP+933o+1vXfbCKYYHvvSZ2zTD/0ENm3A9s+4N1R3qGsOHffXxNNP2bMf/6idwFqkfhzjcPZ7ftEGOTMC3+tZNlAHyxq6Tv6dmmNrM6N6Bf33gGiSY176OZ12FXYxJe3EQ/fZ/o/9b/TndJIXn5eTrqTv8BvDl74ljHQe+vjHbOSuW5PR2VVXvCTxPeVUj3SozdLDh2ludrD/U/9kR7/9DTvzx3+68X2JTT34slD80uWhdBJKn2jw2kwbfJlwwRl+tD+kqWyxkPrC9qsOQer2eFiX18G+4vcl10SNYhMK9hWfA9LkSRNdfTWEwJu76CZ9hU0V+Nu27vXfk/QV7Qxtle+lhyOr3OyAL/3526a+KmJb/i68HJAOyaktc3+5cE/wc4EXTie+dbOd/Wu/K7YEqi5m5rSh2R7S9N1E6PnnKEImtGM9RoIPfvoTybp8/kZIVvUoH+pRnvrm4xHvSoPLFgBNcF5lBQ+lR3H45Niode126yIQAIWd7x3T1Y0Tlbdsnwl0WMZOVcdy5IeJThctIfAPynL4Edryy+/DfHgMGWM+/MTDCEYQlIxgd516FTd0eRxT5MawqxveFL7ubTb8lrcn57cgFpsJQqhbHcsvHK4RKuKLrYDzi4qYNz2BTQHK92HqFNd74CZn8JMsqi9XkulyXQWcPLz1fOvHl94Qthntxg8HRx6SAGvG2NmbmV9MjdobH1C2i/UTMukG820mrguMOFsIh8bh7JbKwSetig9k9YnHrbj9HOOZRtxtLdHT/AJUgEUagyzvR9XFMtrAwxq78SPV/4532uhf/A6CC9zwKEtsw8NNBW9PrTplhXNfbDnsL5/M3YZtTNLl4YzNKFdfkjcJTs49FwfQno8NFx7GxhM4jBPrmvKwP/EPbpr68UNWxlREPCVQZDZhqkHST9jEILfuDExp3NhYcL39XCwQx7QbbOpQb943EuIDyjhGiaoj+7Eu6yXWhwdHfikqyWbm6aMwqR3qo4Grr8U23tjO+9Bem7rt65bH1DHpICSf9zP1SZZ+DpNo0hGWdzLPOlhfWFdCg93ciWYADwTF1euwEPdRG390tz31kb9OgsyhK14K/2IK4yA/H0P4LA0k2wHzc1/BDm8ndu9K3sYT59u1bf/p16wfMM8fCPQJW662CrbTNtrauMyO/ttncH02+Rxnyfq2ye8hb+O2bdy7viyHNWNnYySmrzny1eDzHOn3Ojlk51zuuTnao5cd5OfbP55Sf+a7f8Ee//3fwEgoAodknVPjPgr9pLYlsuirwQsusm58F/A8Gx6w+exH8QCHdUGr2Ff4fuRZGsXB4eRNNUdwOfWL/TOBzQMmIEO85+xtdvbP/0ryIDBfX4X2qHVVBAJ8q1nAg1v3WdjVrLn+09srXkLSwzJ9R4ju+T2uctoyiMP+DNOgD2MDnvKzzzSOQ4CPxSNI+TIWK/O7uwv3bXhKO/nCtnlZyof5/osutirW7oziJeBqfP8riS+ELFcdKiONwVMfFkIXhtdhW2/sEHjfPVi783dJP/Zf+MIkYCvgHingJVERfZ30Iz5zXLg/hc1YuCHDFAKNnm3n4MDIn7PB86EreSjDtDdXJ+tikg3EaQfzgqQx8fPKjQJ4P/Tt2GFjeGA79u2bbN8//wO2rd6Gz/cF1r12XfI5LGIBN0fw6QuuG6rgBcgUXj4ehwz19mGTmU0/8pMYWcKuqHgAbRyzQMvmT/4T6n1GSeZ56TOufMgX1nLSZxDBWP855yU2Pv77v44XCThSw30G+XlN00k9XXhWYEBXejfWEj38oE0+vsee+bu/Sl4YznwGh/FMgdFK9jM/m/wMTuNzdwL3De9JrkvhuVL8vhxA4MrvVVQ4p+98n4XtUX6m/bCdP9wHP4ZRxX/71+QMQerLSr5t8qXn9eUzdPod35Xn/+77Z3YvmylziGR1j7FItBB3YjNo2Ff87e9GEMT7KemrtXwZPHsfZPkp6St+Xzb7aurpJ7Fb8WxfDWI6Ku/3YrOveMjxzPcl1hbzty0535E7tmFjJd9XyWesaXFW/TMNAjL52B58VkatsGadlc5sHEwc+iQtT5r6J5wV5fUL9zpo1zB2LTyAQHsas6J4nALX4pLH81E2zEvf8xkuWwDUs30HvlH50h5v4+Fk4roJCIXTeR5nnm+B8hiC9p2Q3KjNjlZH+HLREnn8yPZfcCFOSX5pckowv6yrx8cwGoC3AijL9a3Hm0js8IYbu//yl+Dwwe3Jlwq3dPa2SCdhcoPhg5Lfvh27fF2JL6wpK+/GgaOYGmYYbeDoRBeekTmnOj84ZAXYz53e+jAVg8HDzIM1fREk6s9j2ko3PoQ1fABKGOJmfbRFD97k8Zf8kbQXZSiE37AG6pIrsW032ob6+WWX6EFwxkCihAX+hQ2bgK+ZczMnbYMir18myh8M/rrxo9t98SuS9RuFzWc13txTDgFS6QXXWv4CfEkDT2yhTSxzdieEJo242kCeJKHN3PWk+9IrLf/0GY2HEZbRfnyhlV6ELVgzUrIAHv3DkcPCWlzYvry0eVMSeJbwxUib4NCTpAubtsCQonXjfilgW98ZWxwnfSAfOfJM21RW2oIfckyhKezHOU9NXdInP3j5lYbTRvU3bQvz/PLn2Rz8webmIpyrXB4fRXCzH3IIovHDx10Y83iBUeVbcDyAckesCqZk8kejq1TEznLbMM3oMrgcI6FBf4R575/uLVuTfuUDqnwq/hLuxeJTWDc2hgXjKSm5u3SPpZSLJL3KZ8EcNkvpQzu4S1WWTEgP86FutUX0hB8Pm3xb37sDU0Hx+Us2eBEDYCud7KMejDjncEp8Dn7nORTcxW36CDZ94Ugq+mQaa96SXTPRVzX11dFDM33FtTCDL7rECsGoD01Is1c09hUP70v6Cry0pR8bnKSN/lBXWjv0mWKZLvK2mzhSxZH5PkyjDVOavp4ztySjkWm2eHlfrvb6cuK9uB/LOEOLO1V5/pCvnTxfJvVw5zycS8P1ATwrq4yR7eljWLTM78vjJ9A/fVbuw+h3sx+5/pY7W7K/YQQe4NCPCMpKCJRg0El9N58dJ7UB7eI0ywK+b3P5Ih7aD5phETo3bChgx6s67GSflzF9lp+VGu3BNMgkEEIQxI2B8qtWWS921xyAXd34PaJdPtG33r+ygZD0AkYjGaAX8WJSZV6eeEgP854/rIu8/O3l7xlHzRjYFfGSJ/l9awq20kcWBn99O87D2lP8jmOHRo6E1o7ic4d7o46ZE5VjmC0C/fwu5HmE/AxyA41pPANwjSS/Tzndrd3vS9rDdvBZg3Lcipv+Fz2XL+AhfXtyJASfDUKfN5vVht/4mRT3/JB+YL3J9yVsk9/kc+W9pjSayiXHPPl4Je3mc5/6CtPPfV+JVzpCqL7i9tBWxWwF7LKX9BW/L/F0ONtXpeS3Lemr5m8b7+ekr8LftuAePqlOBG38PaRf9F3Brfv70GfJTJRQoJmXb9T2JX9X4vm4Hy/2+Izlk+oRLcyL/nyG+Gyil5aQKC4VeoNJqItlXCzGPKEu8TLP5PWoY+VwdjBxRrfCw06nDtGkK4GsF8HKOHb5mtizB29m+hEArMdBmBhZwLoGjo6QT/aEuGyg/hCvYpvvyoFn8aU1kkzBgpJkHmURow8cceDwp0+yizTV4/3kebNwtZ+2eFz81Eufqi5CJkHxCXq62ifoecRHSP3yF3lI40UaU9YbW+rVJT71WSKIP6pHfhF9Pki98od0Kq/2SDd1CZfNnqa6xCNIunR53LfJ4xplox289HaGUPeyaJQTTXarDl8naZ1KbJdvm/KiKc/61N8qS2yAPH+sR277dvJglrzBxGehiocy/qAUcbgjP2sDL0DgjIN/e7GtvG/LHF1QqPo8XbjKWK9wlSW2tPijOulXJuaFK0+a+BKmjD/z1cly6RL0dak+r97r1Peh7n+V+c80ZdUfXp/q87r9vcSzwUbvuM2m8eM+PXIYb+U5WoC+wvcUp7exr3rPOgsPbecvqq/0WZLNtIO4Lm+Xx2U3IZP85ekqE/Tywn29pIV58YU6WuVDHfPlW9XBesK6xO+h6iAU7suTHfnuw3lRGN2pHMO5adi8YRpTr9WPOZxXx1G+gYsuSUZawzrTdPq60sp9/SfhTTtPYMR+4jGMHmLDC26rO81gGiMb3FGNhzlyFJBb7yZv2zEtUymtvtCeNB7Jh+0jnTTd+8R1qUyygtJPqM+Wh+RTXrzKs0w2+HpE1/2MzrQavh/5GeQa5PLRg1bB7qk8TFt9V1yD70ucQdWDF3M8z0t6qUv1EmdiXleDMmujLxdOSJt9kn7q8bYTz/LfTHugSPJeZ2inL/O4+FSvh+JrpZ/y6gPhap+nU5fyxKVT9ZHGpHxSrr7CeVDcUn+mr3A/J79t/L7EyCx/2/rwsp/BpvRSl9rmYYiH+TQ50rxe5dU3yst29U0oQz6fVHcrmnRIp6DqEqQO4ZLxelcy3rEAiA7VxZtNF2l6YCbUpRuSeSbfIXIm6epo0ojz8g+K5GFKc7zqkC2sSzYKsoxJPKQLJ122hPpFF4/sVD7kJ51J9YX1K0+eNFnR9MDs+VRGmvQTV1ukm9Dzik5e0nUxHyavy/vH00MZ6VOdPk9c/aly6mKifo9Lr2jKE4omfWEdyqfJSJ46pMfzZeHSKUi+EPc03bPiYR+qH3Uvs8z7g7jXkWSW4Y/a7aH8kUbz95fMEZ/sFX2hMKxX8l6/eFgmXOX0oU+eLt+Lx/uXMir38mm4dKaViSZdHrJMdQuKX+1gXve+/Ky8LxO/bAn1qV7KCBePh/IB+RaaQhsoL3uEKy/Itqh+8ggn9LjKSKONaeXkCZPqIRQe8oT5sN6wPMxLr2BYHubbtT2UY963I60+T1M70vS0Q5MuwSyZrHLVLyj5MC96K6g6QthKhmW+LuK8dP+oXPRQF+vyV9rnjjL+GYJ52ejrJt3XI1w8gt42yiw0eXslKxrzso24bw/zWUm2spy4viM8XTTxeF2+Tk+fDw/rkm7Sw6Q2Cvq2edw/W4pXer1O3zbSfb+ofk/zsvPh8oevP8SpQzTxh3plh2z1kLzMy0aVhTp8XvWoXl/mcekljTiT+t/XI1w8CePz4M+yTYFr1XbvJOLsBE+TrGh0uDpXD44qI69wQXUu855GHf4DonpUv3hVl+jMK4lHeV9Gmq9TPB6y3NvH9jAvmnR4GeGqS3UQiiYe0nwbVe71i5dQdMoxCSaZ4I/08ouFemU3cZbxorwu6VNekPweD6qZsZ/6yackW33e06ST5R5XnlA6JRfykScryRYvIxplPM58eK+ynG3nxeT5s/CE8RT+oR3eN6pafpOd4mG5l/F0lUlHK0i5UFb8Xn+aTpbLLpZLj2iC0ucheVkeynge4ioP6T4f1hPmyduKxjp4b8gmfp6Y1+dO8rKXfLKLNOkW9LZJ1kPJii9LTuWCvl7RBL3OUB/bEtIo52nEwyvt86L6BFmv9BB6O4QL+jol42nSmQal28uRT7pDOstCWpgnj5L0MC8+0oj7MvELhmWSVXkWXKic9IZy1K8yX5fnSysXr+cTrRX0urJwf7/Ndw+l6aBN4WeQfOJluS5Pp93iycJVHrZb9FZtl4xgFi91iYftJ658KEM6+XWF5cyLx//OZ+lLk8+ipdWZRpM8y5Q8ntZX5CMP7dRFmu4HlRMyeX3CBcO2it6QzP4bynlO6mA5oXCWi0Y8rEd5yagtzAtPkyONKdTt7fM4eX1dPk9cSTzKP59gxwIgOiF03mIdQV26wg4lnTRfTtwn2iFbCMUrWdH0gRE/9Xo58Une1+Fx1R/a6nmIe33M6w2F1y9dguRjUj58qG6Uzv6lDWyXEutUPaJ5qPZKP8s8Ll7xqZx51iPofSd5QcqwnHkPpcvzqR7SiCuvNonGvJcjHl5ev3gJqUO85GkneXnxqy0qE50w1M/pcKJJTlB0L3+qcG+7fC175GvPQ5vFRxuFi0d52R/mRU+D1EF+6UrjEU18khGdcCHy5Pc2Si/pC0lhnWl50QRD/aTrPicuPvqc9ND3Kk/T42lel6eHuPdDWBbmqTPNV7JJujyPyrwu6WHbeHkenxedtKxEH6le8ZNXdXiadKTRVJYF02TSaGny5PO8xGWz+H1e/J4mPE02TYdoIZTukN5OnrI+ySZPC/F2eLxMWAfLRBP0/GG5eLJgKCt5/9vC+412E+ozSD61RbpDXSGd+ZAWyni9aWUhjfpoh9crmnT5PGmeV/q8jrRy8RGq3cLFLyg6oZIvEy2E4iEMP+MqS5PxfSU+31feXpWn6fE08mXxej6v29OzcOqUr4nTdiZfl+dJK0sE8Idt9H4i7vXwOTEr0QbVTR4v5/FQnmUqFwx5nm/5jgVAYcNDBylPqIsy6kR1iPIsEx9puiTDMs9LupLkpJN08fvRC8rzZki7yK/k65Fu3cji8dDLenqIa42Ip4eyyntIe5gXzcuzzaLTRibye194/hDP0isfUY/8Jp2Ewr0+6fJQviQtrR2qJ4TkZxJdNvj6hKs+1eXpxKUrxMUX0qWvFV2y0i3obSBNX0yiZ+mWvlMJaQv9K6j2kkZ71ceymXQmwSSzxD/UnZZCOuvUpbLQjjAvvjT9pIX8WXykt9LFMpUL9/k0vSxn/eIjTp8T+u8syrIfPB9pyhNX8rQsXLyLgV4n5ZX37ZBe0nh5PvELipd5fT7Er3zIKxnqFg9p9JHqkw7xnmpIm73dHg9tU5n8pTZIh/KCy9EW2SDdYT6sO8xLrlMwrF96RRcUnVA03hPCPd3zCicf2xLyk+Y/g63a62V9fVl01b1YGOpVnWpHK1sXUqf0ScbrTbNBfFnQy7SDh3oo420izr4mDPvK2+r1+HpJ9/ks3Mu3i3tdXobPArJNUOWhjPKEIa48ZXW/e5p0ErIeluk5hDT9roc2sIyJ/LqUTwq+C/4sWwDkfcNO8Teld6b4fIewnImQsrqYJ5/ohLzSEjtTN1gFO9FRhx4cKMNydbj/sRRN0OtvVZ+3wct4unR6mnAvI1zQ85DGtqSVUT/phKpLkDJMykunh9IpqDKvT36UL8lDfumXjOjS5W0WP6EuyYUfRvWN7Pa2CFeZ6pLOMK860qB4VSYdPk9cfIJZNNHF59svPKsOyq6EJNvpX2+r/E0bSQ/zaba3w5Mml0bz9ni9Ie5tU1tCfVl08UlHyBfmPb8vIx7mxRtCtYt0yjDPi/eLygj1vUZcvB4mxOCPt2E+Xumdjy+oomVW7UnTKdsI/SVeldMPaUm+YZlsF6/ygmny89FUfxaf153Gm0bL0iV6KBPWoXzIJ3mVK5/Fp3JB8s3HO1+5dIUwtMmXL0TnfDb6cq/X033dHqeNkiHU71H4GaQMeXV5Ga/P4+IhzeOeh3jop1a8oWyYp6zXp/aIj2VZ+kN6mKeOdmmqT/yCnk6a6B4XTwi97eRX205lX9Em71/ZH9o6Xz6UC9vm5eUbD1melvdy4pG9gt5f5BFdsvouVZ4wtNeXPZ/wZQmA5Bw6TjclacoTD3/EQ6fJ6ZLzkLi/JEua7zzhvl7ioksuzRbxUCeT6pPMckNfn2xgnbTV5z0um+RzQrWDkFcav+gsSyv3esUrnypPyIvJ6xAuu30dxNXPqsPrJU39Jf1pbZIsoerz0NcpXpUrnybry1SepkttCHWGea/D45L3NOKnMtFW9R/rle2kqcxD8bA/PG+nbZZu6pV9ntaKzrKQl7RWKeRXXjBN1pcRV396OuV83uMsC/0sGnXp8ywelvnkdXk8i8fTlwPPssHXFfIwz7Z6OnHlBanD48rr3lAdyoe8oosvLBc9hJ3mo/40nd6+tHLSyOPLvExodzt5r0u47uFW8qy307Zk1Se7WE5cVxa/+NKgp3l5tSWErCv8DIpH8qF9ogv6ctGWE/r6iNNeJk/3eZUnTM0/Ia8vk+x8PF6GvCG/v898WRYuffK/oLcn7CvJCM6n25dLplNwIbo9b4jLb6ITelz2iqa8/CVIusfFlwW9Po9n8a90esd2gWND6Uhdugk58kOcdNGmsW86814mybg/dK5+EPnwzKS8h07kJFT1sS7aoTo5IiScQsR1naQEBNqizhaUXBr/Qmlep+oSlC7xZEHZo3aFUOXS5yF5Q72+XDj55EfvW9JVn3gF1Q5C9Zun+Xq9DurnJZrq8FB1iId56VOZ6kor8zQv53HxyHbpFd3nPZ6mw9vi9WXhqiPU5evpNC7/er2iyc8eelwyaTSVeZjWrpAW5qWbeoj7vNedVR7qC/OhjrS8lyHu8+QXzdPTaKFutcW3i7j/rFHGl4c6mPf1ppWn0VR3WhlpaTrTaFnyoX4vG+LMi+ah8NCeULfyguT3eJaNy0X3drOOMK96QxuVDyH5Q1qYl840qPpD6HlblbWqS2XUJVzQ60/DVSfLPC5eT/N4Gr/KCYWn8Um3IG3V5WnP18+g973HfduIp5WJpx3/eR7JeahyQZUpz99AJuZFUz4pSPmjfvK2E/d9pTLBFDVz6ksrT6O10kd+34Y0+VY0rzvLH56uukRTXnUo7/WqzNOEC4pHUPqZl05flkZX+UqFSw6A2DA6TE4j1IOrcPKQpkt0Ql5hknP9h0IPiR5KTnzKS6eg6vV2qSwLSpc6XTaJLih55eeD5A91Ka+6qEM0j4flnod81O3tEc52h0llooe6RPdQeijrcfKQJp1el3BC9Z2nUVZ56fHQ1+Nx1SVImTBRr3QLtuJhWRqf7i+VCWbx+/K0+qRP/hAP5VRGvJUeyXQayp+C0s+8rlY0X5aGkxa2K8xLLo2XtDTbvIx4Qr6QJ8xn2ZFGb0VjmcpDPKwzzHsfy/40GuVULh2qU/l2YajH50OdYb7dOtL4vC7iaXlPow7lBb2tLA/zookuSLpP0udpaXjIt1h9oR7V5fUR93nyeFpamfSIV/mwvlZ5lQlKRxr09oR1hvnQXq/P1+XxNB5f7nHPS5xlusKyVnnZ6dsW4pIXL/OtbBF/FvR6PB7qXUod1OXbIVvC+kRvBb0dHvcyafSQxrxoWdDrDHHZ7tsV4pIRL/OqS2ULgV6Px1vpXUp9sk06CLPwkNfbFNraKh+W+fpUh9cd4p5nJePLEgDReWkXH2B10SniSXOQ72Q9KOrhUHnP43V4vcSZWC/xsP5QzueJq+ND3POpDk9bKO7bovZ5HSr39rBc+dAG5Qk97nWGuHSFdJ/XCBBpoV7m03R4Wlofev1eb1pfhXWSJy2pzhCGvCon3ePKk6ZLNEKlUKZdeqhTejwULp2nCoY+Vr2eLpxlxJUXlMxCoG+vx6nD530dWThlfBnz7SZf13wy5A35lfdQOPV5XPpDW5UnFE5e4YKipemU7jTo5dPK56Ol1ZdG83pYZxpPSGNel+Q9j8dV7tvj8fnK03RJJoQL4Q1lF5NXO0JIXSFN+YXUo/YIUtbjaXnpD+tTPoTiXwgMbfB2tCpTHZ7H42nlohHKdo+LFsI0nrS6yJeVpDOrvBU9rCvMe1nVI+jLhKtMUHTBLP1ZdMkReh7hguJjXpdogiEv6d7OEFde0POLlqZT9aVByaWVtUtbaJ3UG8r4vHBC4aGMp7MsbEeYJw+Tp4c6GhytbRPPSocdD4DYYAUbxOlIPaQS5wM0k6clhJQ/PhBgJ/i8x1NEE5K3gwTmVa9kaJMu0QTV8XpoFz0Lej3Es5L0EgoXr/KqU3mVE0ouLGtVvy/zuoizTDqZD/WSxkQ+71PmRReeENwf6ZVOnxfNsc9BVZd0E+oiY0ifI4yMfOjpYZ3Mp/FJRvam8YS6JDMflC4vr3ooK7rgfPqWo1y+pe4QD/O+fpaFnzFfHuK+jcIFQ95W+bBOb2MruaWU0U5dXo+3Pyz3ZV5GeGi3b1dYRhmW636SjjToZT1O3jCfJk+at124YJZMO/Q0Hb5Nvtzjoe60doQ05j3N1xPqWyn50GZvP21UeUjPsl8+JBTuedNovjzEw3qVl10h/3x59UmWHVl06WV5Gk8aTTIeyn7Swjb4Msm08xkM5Xze49LZCqodIWwlozL/fULaQuuWnoVA2qkrTU7tUL97HpV5msdD+337wjLKtdNX5POyWTj55kvefuGC88lmlXt54mGecp6Wpse3ieVhPk3G00L9Yd7zrmR8WQIgNpg3mpxKqBszxMWT5iQ6Nesif9oHRnqoV7p93aKRT3Tins48k+oWnhDdn1DG5z3uRBLU3yyqw9PI5PNpeFbbfZuoR3YIkhYmlqkOwTQe0qSHUDjpYb2kUZf0yV5PEw+hT16vr0d1CEomzIsuqLqV9zAsC/PkDWlqE8s8znyYfFvEK0he4j6fRQv1nqq897+vM/S52inoeUNa2F7PSzzNJyGPz2fZ6Ov1uJfNwkMbw7yXy7I3vG8ok8Ur+wS9fuKkp5WxH9LqkYz0pMmqzMOQr1W7KadyQa9rIXiWXxZTh2+Dxxdiz0rkZVvC9qTRZLvnzeofTw9xn5dOD9PqTqOFMj5PPKseT/e4lwnpoW6fF6+gLyMufwmG5eF3nsrb+Qxm6ZQOD0PeLHslw/L5eMSb1QZfp8cllwUXUrdsFPQ6s77DsvTLRkGvi3hWO9vpK8pn6WWZTyFfWts8P3HP4/GQr1V+of7K0iX7BbP4Qrq32+Mh30rPdywAUkPlSEJdLPM4b8KsG1R6BOlcdbYcrbygeD309XmcPBqFIs6yVsnXn8bn2zGfrjR5r1/t83yiZUHPSzxsq2wSDPnT8qorLAt1KE/o/SA56vGX6IRZdJZRn9ctGiHrUZmnexrpTGqHYIM696/KCFvdT2nlkp2rcW7O25XGH9KUF5yr7dTnZL+gt8DT0vrfl3s54VltFF1Q/FnQ15OFU9aXZeny9LT602iUIT0sy8qHdMp72zzOMqY0mqen6fTlIc68T1n6xZOln/SsMsm2A7N0eLrHW+lMa0sarZWOtLJ260+TXSgty15PJ+7zrCPMp9UbtoP5NFqabEgL61usTdQb2qC60uxrxS+5LJ6senxbPC59aTSWkd6OTvFKXwiz9Isvqw7RBcWfBllHWj2iCabJptFa1ZlWRloWXfrD8jBPPm+nx6Ujjebl5tPpeaXTwyz94knTn1bWik/8aTBNTjTBNLmQltaONJrk0nSn0cS/0mFHAiA1sl7D7mrVCWUbNyniCzoUj8iAzRs3yYONef7JSHIsYYJjR2pgCfcMzcmSNqfzkg+76uAHP6jfybZEWX8Wg9qSVh60L2lDCt/ctrCtaUyNtmfp8BJzfaD2e46l4fRjorWBNHqwiXvNSTOajWm0kaWgJv8bjUxrj+xP7o2Zuhp9p7KknsS/7r7ylTfxOfpdvSz2ZUkPs3zG3oSjoaUpp7IGsVmU2lmzHHPsbZLT9NApXlU6z6zeBWO5EqooLliMAr4NHvdlnu7xdisM26u8YJYeX5fHvW1Zskulh7YpL+j1iyboyzzebhtCPq8jC0+TSaNlyYsetmG+vOQWAr1Ojy9EB3nD9oX5UN98dc1XHupTXvXOJy++UE55QvEIeprnmw/3tggXnE82LE+zxdNC/lZ5b0MW3kqeZV4uLd9KPrQ7zEs2i67yNJgmk0ZLk/U03z6PkyfMh/rny/t6OoXLJkHpXWhecoLttiXkk3wrmCaTRmulQ2XztVN8IQzlwnLmPY/H03izaAtt12Lryar/uaJ3NACy4/dbbdcvPldtifVGD0QPZHig68z3WNemH8kobY+sL0nBUMrTPR7y+Xz4RRrmPW+7eFj3fPn59KbZ5Gke97pCepj3vGl4aDd50mhpslm0NPk0Wpp8aH+YT5Npl5amK43Wrr40vnbbGcp22o5Qf1Y+tDfMS050QdFbQd8mj0smjaYyD7PqFF3QyxAnPa0OT/N4KN+qTLzt8Ig3C4b2h/ksuVb0UEeYbyXLMt8uj88nF5b7ej0uvjSayjyczwZf7vFWOrL4vEyIh/aG+ZC/nXyajjRalq6wHWE+S64VPU1HGq2VjvnK0trY6Trms+FUlC/LQainwvBYR/RA9MCp9YC+AAn1BSlIS1Qu3JelWer508qlJ6tM9LCeUK+3t12d0p0Fwzo8ny/zuOdpB/eyaqOntaNDcuJNkyct5BO/YJqcyjxsl8/LCF+KrHS0gsutv1Xdiynz9rJ/lA/7SnTCsCytXvHPV9aKT/V4HtGoV3RCT1edKlfey3iaxxcj4+UXg/s62Q6fb1df2P5Qh/IhX6hffCFd+fnKyefr8PzCs8pVx0KgdGbJhOVhPksui+7l2Q6fz5JJo8/nA+r1PGk6FlL3QnhV12JkJNsOXG797dhwKnhiAHQqvBzriB74LvNA1hek/2HI4mnlijSZNForHSpbqi3SMx9Msy+NNp+eVuWL0cf2Z8l537DeLL6F2rQYPa3qiGUND7Tyq+/LVnxpvkzjT6OFsiGPv9e8PZQLeUNdafk0mTRamuxy0RZTv/dLaNep9lOWLd6OxbQxbFerfJr+NForHe2ULUan/JAmqzLVncajsiyYJZNFz9IT6Z3zQAyAOufLqCl64LTzgP/yDn8kFuMMr69d+SyZTtizVBvalV8OvuX2S5b+5WhL1DnrgdDvS73PQ32zNbWPhTqWahNrDnW2b83K4cxqQyf8s1AfLbct7Xg9y4Z2ZJebJ8u256KvlrutUX/DAzEAindC9ED0QMc8kPUj0rEKFqCoHVva+XFrR88CzFoRrN+NbVoRjn0OjFhpfdmOPfzctcP3HLjzlFW5Utrfjh3tfE/Sce3oOmUO7mBF363t6qCLnpeqYgD0vOy2aHT0wMrzwEr7kWjHnnZ4Vp6nl2bR6djmpXlsZUuvxP6cz6b5yle2x5du3Upqfzu2tMOzdK+sTA2nc9tXZo90zqpc51RFTdED0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAdiANRBZ0ZV0QPRA9ED0QPRA9ED0QPRA9ED0QMr2wMxAFrZ/ROtix6IHogeiB6IHogeiB6IHogeiB7ooAcKHdT1/FRVh9ldrU2vV+tWLtesWjOrVMFLmVyXFUtd1l2qA11AHFmr2lS5y8rTqHaeeltbFZbmrNhbt+58Z5TWa3Wrs53zphrckbMu+AP/W6SaTU+aTcOX1VpXZ9re7Ls6Kh7sa1l5C7uez0XwPfqprVTDzdteh7alLjJFD0QPRA9ED0QPRA9ED3gPdHX2wdar7jh+2gZADGqqCELKU/BpPmc9/QxkTvZvdbpmh58at3vvq9m+Q3XbewQPkmUEB/09dsHlfXblRXlbP1yzHngyTT7UWD501O68r2B378pZoTelwlCgjXytgrpR+SVvXmsvPWPKFh0D4Vm6hiivPFW3o0cBq11JrJdtQs1qCGYqZbOBM0u2qb/aIrCp2cN3nLBdj3fZs2N5KxTbfHDPrhzRaN1quZzl1w7Yu240K7XiXYFl9TruJZfq9QXeDwho2vViFwKlLgZBMUUPRA9ED0QPRA9ED0QPLIMHFhMAhTJhfhnMTFSetgHQkUeP2d03jdtHP9uDN+M99t6/HLYL1lasN+cfKWv2na88bX/9tz02MoqHbYz+1PSQ2oWH+a+M2We29Nm1bxy062/I2bmrEInMk6ZPjNuTD/Tat7/g65lHqI3i3jVFG3p5l125sQsB0OJ0Txwbt0fvH7dP/0vFHnmk0PbDdc9w3q7/tU329gtqVsysu2YH7irbA7chEDq8gBGz+dreW7S+8+r2Qzd2rfwACN2CuyhpUSPYaQQ87K0kGGp2W1bv1ZcwgpMEQFUOX8YUPRA9ED0QPRA9ED0QPXBqPJAV0Hg6ceX5rCOcFnq8kxaftgEQR4AqGOkYP84H0moS2PgHz+pUxQ7c96z9v3/bbYcO4k37zMvzWa4qRoJsz7jd8tdVe/hLffbz7++2raV5HjLRsQykOGrSyTQ9XbepCkZsZs1bkPrywUP27/+as89/zmz8RJdNV2YaPL+e3vYCmvJYzspj1c62HTFEZWR+E59LDo30JF3TDKCJs69maey75rTDhEgGjsA1A6ZmAxY8StSU68Lcza7K/AF6kz2C6IHogeiB6IHogeiB6IEleUDBSwillHReesGrvC/3ZaJ3Ap62AdCs85JHUWT9A3/FJo9P2Zc/XLRjSfCDp+xVRRveVLQrry/a5r6KPbsTgc8tNZscN5sanbJ9T9fsc7f1289d2zoA6t2wzq56bc42XIigYdFz1WatF5bPm52xuWKFOSNYKp0P1mz37dP22P1dNnKMwUzKVKxilxVWF23LGWWMYHGq3KxONuPMtTXcxHpyny2bxQr2gjcN2vBVdTs2jWlrswVLwzD1r6unaL22Mh/uGfz4oEUBKj/QNQU88AB5OKGN5cn6K/QB8/zPNONZKWiQ5+huklJB1zQCoGnM+YwpeiB6IHogeiB6IHogemAZPKBAJ1Tt6QpyQkgZ0nJY2qDEZ6VQVmVLhTEASvMgHD49WbXHn8CDPta4WLFgZ57XY5t3FOyFl+Rs00Ddhos5e/ppDAA9iiBoAqMQWCv05O6aVa41a+XUXG+3rT+rbj1rUXE7i4bS7AtpeHhm8NHbcg1OKDQ3P3K4htEwBj7Y0AARzbodPTbcVban91ZtfAwu6MvZxgt77QVbUQ8ex/c9UbHRE1hHhXVCTLO3a5JN+ZOzNVvz1nMGAkbYm5t9pE/hbZ/EwKDeVW2j/vZ1LhdnEgxReRLsADSjGk2r5L3GD3vyD/F40rYmTxPghmz4WzbqzYjyWZDrf7riFLgs90R69ED0QPRA9ED0QPTAEj3ggxWvSnTC8GLAw2cZQf9cIzmvq1N4q2f1TtXxvNNTx1ShiZET9lg9n4wLdZ81aO94d69deF7VVicjLHnbdlaPbd38jH34g0V7FEFQZbJm+78+YUfeVbR1CEYyA4JCwVYNY0AJV8uEkYOpSew+h5f2lTJuDu7Kxodf3DxDGxBk8TmYowtNJVj5gzI/itVSe1CIIG6sYNNTkEdQVhzstre8b4NdU9tlf/L+Ptv5UM2GNpbshh8ftjdv67apY8ftk/9rym76Vs6OYfpZtZazJw902UvWwqi8LAqqQHZguGADJ5NPpqBdSeB5cklAAV+dnq6h9XMDg4DxOcn60R8FP42RHgbW8BMCoSqmYnKaG4MhoEjIV3PJ6FCSSwIiUN1IkqbFLaRRHP3pKnd43uVCDIi80QPRA9ED0QPRA9EDp5UHwmBHAQ2DHeF5TGEiXsOLWuJVvKxl3o8EMa/ASHJLdWQMgFI8WJ/GNtWYCjbefNt+8Q/0IdhR8DMrsPmS1Xbl1hM2faBue0bwEHto0vZP9Nrq3unFD+7w4R/rb8YOlu3O2yft7oeq9tQjXchjV7YxPOT399mvfWzIzu2u2DRGZiansF4HozDckntgqL7oWXWckpYEbX0FK75wyK7fOmHdYyVbi5GufoywjI3X7dE9eELfZtY9PGg/+DNj9sTTBdv5QAXbelft3gfr9r0X1K24hLltfMivoD1TJ6btyHhhJgiY9fhcrIaIoYqZb5VCzs47p/XI21zJU5tjXMPAp9bVg5inlHyIeWuRXkPAyMCW0+EUzlaSsLtRjsFffCk07GWoxEBJyU+tEy0TVvAFEwOgTPfEguiB6IHogeiB6IHogaV7wAcoxHVRs3BCBT4MbEQXD4MfBkQaFfIB09ItbGiIAVDTk0U8iGrUhsf6lLq5yKVBWTeYs1LBLXqZ8X7RBldjC2xsoW3NhfhLeP5PtE6PlW33baP2u783UwkQPfXinB/cKJPJ9tTTdsv/OmZf/3bFdh0q2OCGXnv3B9falcOL2wabrUuesznSNF6xMUzkK3Xh9mgOrEyMVG33t6ds/FVmfTRtoGRr4J41MA3V25lb5jsHiEItUn3aRvZN2Nc+NW4f+6eG31twzxaVsAvcWavtTz6MUbVZ6nOOacSGkFPc+AEvbPkxXP/hObctGhA9ED0QPRA9ED0QPRA9cKo9MDmJgYL9+5PAhkENgyBC4RXMwCLORMggiMGRgiHZS9pS0wKeNJda1UqWr9n995ftngfK9p2Hce3C9R0eENRIRw5h9AWjQu2ktDCpHTnylI8ctV33jNn//LPsuljCIItT3l7w8optvoBdyKlyZbvt/tzMmhwQF5RmRoAmKlbZM2K3PdFr1e5+O/vMiq1fjShnDAHKvUfs//mXvB0YrdgdXxm33Ucqth8P99xcbN8B7qS3oCodc80evXXcPvcXJ+wzn1vgLUnDGYCu0KRRGo7c8IopeiB6IHogeiB6IHogeuB09ABfBjMImpqasjJmpRBOY4o+L+Y5/Y3BDiEv8vNiEuyU3+IIUOLJit3yN6N2e5Fra/i2vmrl48k4R1L62KNVO/FirNfAEMOcEZ7apB3ENLBRBALJUAlkezCSlB2+tO62vfeO2xP3Ype0YzrSs9uufWefDR8btd0PVm3Xow35hn7sJLe9aBtw7k9/DtPQMB1sP6bJcSrVwlPOzkf7dj9btAefqdn0RM0+/4kpu+YXeu3ci0dsz7N1e+yI2fTRadv18cP2gZvMJo5he/ADuEnRWsySs+GhAqb90Q8LT+Ujh+zBnXm75e68jWFaX1rKd5ttvKRgJ+6ctuOYMlZfhXayum68OdhSsn5bWTucaa0Pe4PrffyOb2nti7TogeiB6IHogeiB6IHoge9mDzC4YaDD0Z0C1sRzBIg0wmKxmARCDHQ0PY5BkB8R8kHQUkeBTtsAKFlzMTNkUbejT4YP0LMjEccwGnTsDT02hmBjldtmenp00p4d6bJjHCzCrgRdG7ttqIA5i4u6e2t28EnD1QhgCqVuu/odw/byVyDqfWjKjjxNrXM1Fwdy1tvThV3ZsBYIYrinFplytnZHt217Yc3OOWB2HPXUj07Z6HTJ1l9YsLN3m+1+uGqHxrE2al/ZHt2nahCK5XPWPdRjV2KDiHyyq13DfnG0A6snynZitNeOcY0Tttvu29Zr111VsGe+dcwe3dtl49iMondbn73xrVgfdFGv7X1yLFkbNXKYYScPX8WbAlQ0Jzhtp+Ll4FHzuWkB9CcjQECSDSyWo76oM3ogeiB6IHogeiB6IHrgeeABBjscAWKAw+CGQQ9pvBjcMM+Ah8ENy8lHur/YzKUGP9Rx2gZAOSyc70YAsWYz5h/iuXsmFgKSPLjCOY2HVoxyYPrXZKXbcOTPnHUm4wcn7Wih16YHEIR0d9maF5RsVR7zFenZBadpGxsp4mIghjN3ukv2hv+Qt7Ox2cHTT/OmSNGKNvAMnoIeuhdc56xAvh/nG+2o2mXTeRvHTgYczKnhBhzcMmDnXVy2Q8+U7d7HODqFjQowHTCH0bLuVQXrxflI2y4ZsMu2TC86AKnxANfGFmiWx2YOW64Zsrf+0LTdOzpt+w8XbXwqb92r++2aa7D+6OXYFOL+MRsbzdtD2HhijIfRHpy2o7WCbUBwmuKl2UaeAmzODm2YHoi7KKkVn198gE+BAbGK6IHogeiB6IHogeiB6IEV6AEFQBz9YVDDfKlUSiDNZWCj4MbjGgVSkygrftEWCk/bAKh3dY9tuTRn1w0X4XysoUlGT7CrGHYCQH8kD6vTfLjG2MLYVMGGhxGEBN49frxg687GIq1+nG+Dc3LOuQ6wuYNXwNpGNo+Hfwz7NWe/cY3PUDEcTZr7eF/F2UPcAU4DP0t5vj5xAHuP4SY86zJMezvbbLAHi/ax8UM+12MXXZuzzefVbcOXynbL1/N29BCCnzV5O+vKftt2XtFee13OhpMxmDaamcaCoFGDW6XenF328m5bhZG0jdtQz+1oM4Ku6uNl21fpsXOKdTvrRevs9S/HIrqJut36QNUmHpywA5OrbX0ftnpO0/8c0dgf/Izynqryg978wD5H5sRqoweiB6IHogeiB6IHogeeMw8w4JmYmEiCHo7wMPhhMKMpbxr9YfAjnOUKhoR3ogGnbQDUv77XLuD14nbdeHJ4seWKM+znr/Dy4TQ6X7YQvI6NBUbtC3evsrddjF3dOK1uZuodHvGTs3ZqtvMbZXtoV92OYIoYJ8dh+VhzvGEhdTV4Dz9y1G7+QtFuuQNzMksFu/Qdg3bdDSU7f0vdhnpKtnpzyb7nxyy5Tta+lK0f5mpjjDAxxqFQNLMHw1B5hp1Vm6octzv2DNk5F3Aczmxofdn6MPqktCKmv8kYGK+7hVPgatwJjuuWRBRfhNED0QPRA9ED0QPRA9EDp4kHGPQwAOKmBwx+mOelESE/sqNRHz8Njm7qVBB02gZAK+9ew1qbF2AaHEedHsaGAzhY9d/+7722+8YBG3qix57dg2EEPFZXqxP20IMFu/fLR+y2O3N28HBjzKOEKXKXnIvgJcdgZDFP2rwVGmuMqtMVu/cTI/bAv3IbwrydeQlGgV5RsCsvLtm2jRgZ6rDzMMVzJsCbPFGzmz85ZW863+yMrV3W3cvQpm4TR6r2xf9y2M56/4CdY0fsC//YZ9/ZORt4zWIdNm6B6pLNDxgAIfDhhzRZawYd3AhBH+wFqozs0QPRA9ED0QPRA9ED0QPPew9wBGgMu10x+OGW13wu4sUgiAGPv0jTyA/lePlRITqD5YtNnX6WXawdUQ4e2Iy1NGXcCOd+umyPYMSAu7E9/kUMFWKHg3JzV+5KuWZf/eC4VY912fFRjI1gCpx1F6znrFV2w4VlK8yMFC3Mpb2r89aHqXylHHboQN1V1FNtTgt86r4xO/Jk3u4dwhS/DUW75OUluwSbI2xZh3OJOnAHda9fbWdtqNj5Q5P28HFs6LBzxO7Yu96u2dRvm3rydqxr2rATuY0fG7eP/+G09XZhw4inqjaeDLghaOsq2qqelRICzfodXYkPdiMQmqVGLHogeiB6IHogeiB6IHrg9PMAgxjuAkfIpFEeBkEcBeLFMgY/OhPIjwB18kVyBx5fT78OXK4Wdw/1Ya1NxW743rxNfmvM9u7L2xQW+Ddin0aUix267dAePvk3d4TD9tPD5/Tb9a/rs7MGsLXgIo0bOnOVXfFKrP3BgaYjo1V7dm/ZHru/YhPTdZs6zquGnehQL9bijB2r2tP3FW0deAdX52zrOXnbviVn/cnUvIUb0NXdY2fumLBLXoZg5xEcwFqq2r7DeCuwZZVd/OIT+EDk7Kt3YzQFH4hnds0NdLoRuG29ps/WYuRrsW1fuMXzS8yMwWH6Gwfkqs1d4eaXjBzRA9ED0QPRA9ED0QPRA999HmBww13gOAKk0R2t/2HAw8BHl4Ih0smjxCBoKSM/0hMDIHliJcBcyQY35e2aH6jY0S7sfPYAzr3BlLBxLPYvIxCp8twb7paGLbe7+ws2uCpv/Wf32LYreuyV12Mx2RLa0Le+zy5Zb/bCq6bt2MEue/jBmq0qFuwI6j8xjjmb44AIgqaQf+qucVyoDKNBAxvydvnL+qz4ppKdt2o62VFv4WYUbOOOvF2CyH9sS3cyCjXYzaHObnvRNSesf53ZnpG8HToMO0YwnQwV5Ptz1ofg78zze+2lb83bwFI2YVi4wfNKMADiLoLJCBBitnqcAjevzyJD9ED0QPRA9ED0QPTAd68HGLzw8FMmjv4wsGGgw6RpccyTj8ESL/Ix769EYIl/YgC0RAd2XBxrbno3rLJ3/NygXf/UCbv/gbo98mTNDuMg0nGekzOJp+m+om26EMHBZd12wVmIQ3goaIcCgEIJIztn8uqxa15bQzBUtr0Y9Xl4Z8XuuaNuux9wLT4wbSdw3f5sxVZfNmDbBypWWuQoUO+aPjuP1+XSz2jPrHfHWuvfPG3Dm8fsC1+q2+P35GyilrPBC4rYwKLHLsP6pEvP0j54kl05MAmEGLJhKlxyrRzToiXRA9ED0QPRA9ED0QPRA6fMAwxoOAWOIzgMfnjp7B/SdS4QR4HIy6CHScFPJw2NAVAnvdlBXV04nGj91kGpZg1gAABAAElEQVR75VYzzEzLSI0bI6OwA2Rsb72+xwaw9ueMM6asH9ti70ZAFiauQcvzDB7A5Uil3qKdc+mw/fylado7tfNemu6l0RofWH5wuRMc3l4sTV2Ujh6IHogeiB6IHogeiB543nrAB0Ac2eFoD3eEY0Dkd4VT8EMovNNB0OkbACVOxZbLZRw6Oju1cNE3FR9vsV+F9eNA1Od9wnqVkSNT9p27J+3uW6ft8UcNZ//gvKMKH+G50qaxeK3RTuzVjhOS1g7i8KoONLyGs4327R6zb95btgd21+0opuOVT2AotFKwi358o733NRw6xRuESWzUwIEVfIBKPLOoA3Uvlwp6rZZshrBcNUS90QPRA9ED0QPRA9ED0QMr2wMMYjQCpOBHI0Aa9fFQ0+Eo1+m0kp8bO93WOfqO7D5u9359zD7x5e6OPLhjCMR6tqyx3/yDOtajYGOyObXNZqZGxuzJZ+v21EHOfezMsn0sL7EuDCOe/YI+27bIdTjlsbI9/VTZdj44bd+5a9qeegQbMCAYKU/hTCLEHIzAG4mwaOe/sc+ufHHRzljXZVs3YjOENZPYgW62nQvHynYYGy986e9P2E13FmwSu9DxIFoGOYa1NLm+qh3GrndM408/bX/x5wO2Z0/NiutKtvGGdfa+tzfmlDY4VsZfflwZGC/HB3dltDBaET0QPRA9ED0QPRA9ED3Qngf4PMQRH059I2Swo00OtAkCefTMSTy82qtpfq7TNgCqYEeBCSzuP7wfa2o6kYp161vDB97WqTpy1B78Vo995ZZc56aModLuwYJd9QuDdtZgBRsRzGfFyTYe3HnYvn1zzr51V5eNjmCzg8Z5o2BkKNdlPWtwTtFVJbvshb22dXPO1m7AAamrsBkDdl7AOamZAd/JNaVRavbMgxN219fG7aZv5ewoNltopLlhJAM9pp41/bYWh6U+drBi+4922dj4uO1/W8E2cBpeg+U5/8sPrBJRfJyTYEi0CKMHogeiB6IHogeiB6IHTicPMLBh4MORHQY/frRHgY9oWVPfFBAtdSe40zYAyqHl2HTtpJTrIR0jDtxtrc0RDe50zDlYPavr84rUp6s2drRuB55oLPI/yYBFEnrWmh2f4q5ji1NQPlG2YweKdvBZ3hKNhnevwxbbq7DbWnfOhjbiENRL8/bCF+Zt2yYEXG36pi1rcODQoWertmcXptodRwgD3aU1RdswXLcRbLAwOcZJb7Mph22z162fsFUYajs0ig/TIWzNXSthOhwnIa6cxK7QNW9kvHLMjpZED0QPRA9ED0QPRA9EDyyLBxjYKLgRZEUeZ37ui+TZkSCWdSKdtgFQz2ARD/XYSnoQgQMO31Tqxw5oa7ZiShc3Futp73G6gqli3ORr3eU4kNQqLR/CuzDtrbuPU8ZC3QheEBxVsc5mYsKVccvrXqxTKjbDEjxRT2N6GEdofLDDDQj6uhe/EUEO89dyJaynGYB9WMdUQn7ra3vtxZf12Hlnd9mG1Qx6Zh7n5a6OwProUdvzSMnufhCRD/53I/jZ8ZYB+96XnrAvfSBvj+3CtuC+plyf7XjpUXv0aM723IUFXDgcaawMQWzSsJJS0j9wWTL6wxuE7ospeiB6IHogeiB6IHogeuA09IBGbzT6E8K0IEgydJcPipbqvtM2ABrYtMouua5oP1XbZx/8yz6bwmYIfEBdv33Arr2x39544WK2Vp5/VKe0Ya299A1mZ12JB3e3ZXQXdmIY2bnX9j5i9m9f7k/mlBUQgBXPwTk3sHMHtrse6qvY1GjFHt81aV//fN4mTjBg4g5jePbHrnFbN2IEahHT33gTFftKtg5ba1+OQ1WvvrpkF5+LgGrGvuV9ch8/UsYW31j3g7U+Bew4d+FPbrJffvWk9SB/G0bjUgbqrBfnBJWKCHqShO0Um1gE0QPRA9ED0QPRA9ED0QPRAyvTA5riJqgAR1BBkPLL1YrTNgCiQ/vXYoTjLVvsPUeftA9/YgCHM3XZni9PWeFQj137x2YYHOp4KvT12VnbEADhmptqdut3+sxGGkEUg59rf2Oz/egVZRuY2VmuOxG57tohe+cPjtgnP1S1b91WtScPYTEZpuw9+GjOLruUe6svPGDZfMVGe8cVsmjh8pJcFOTuCQjgGIHmAAfWc30U8/QF4cmpWsGudNVmGXiLi2jzyVqXj9JYB7R8+qPm6IHogeiB6IHogeiB6IGV7AEGNT7Aoa0KdAjTUhY9jXchtNM6AKKj8sWivfgHNtuNRw/bl27txTS2HnvFjXgIX4gXO8E7edy+c1/Bdt4PZZyKdtEau/GKaesr8YZICQL6Bux1P1S2MubGHfjMdLJj2gO7cXDUxeBf6nAIVIxipKmMEZj021ENxjxOBCGVaWySMIypg721NEvF3BYs46DXB28aswMXddmZJdyeuebqH7igqzniU8FGEl/792578H5OeYOFmAI3pWCorVqWh6mOxWDchsH7jGcAxRQ9ED0QPRA9ED0QPRA9ED0wG/DQF2Hwo2BH0PvL07zcYjdDOO0DID6xdw922yt+ZI1d8IZe6x7iDmfPwWJ6PMSXMQJV5m7O3FWtlLchrunJ2lYhl7e+YazbwfogBircUXvd6qXtLDc1Oml790zaTV+p2eNP5JOpdf7mS8URnxSxbuil71lnr9mGU3yTdUKpnJnE3rUlG+pHe7uqNoL2j3zrmP3F8X57xXVVe2S0bocQRNQxwjV5eMIeuOuYffkTZjsfqNlxnAWEoR/rWt1ra3qegz7LbFEsiB6IHogeiB6IHogeiB6IHmjlAQU1gq14O10WA6DEozlbvbnHVm3iYZ5cR9NpN7ehDxFMD/Y6wyZ0mPmFs3f2jdt3nhm0SzZOWymfZlDFnnxk2g7tR6ACEcYdkwgeMkYQ5zWgemLMHryrZt+8uY5RKJzJc1jra+YVtZ61BbtwCTvQ5foGbet503bJpTm75R4Mjx6Ztj13jllhrG4HD+PQLJjQNV23I3eP2RefrNn991UMO18nIy29q/N23vW9tjqHk4TnNzVyRA9ED0QPRA9ED0QPRA9ED5zmHogB0MwNgINJwyfoZC6TNmBuBgQhz4z8EhHsiT7QW7bBHlQ6gQNAnzlht98/aBsxnW3NYN0K+VqyPobbzVUqNZvEWTk776zbs09ynUw+CXzGJ2TrQm2p2fihMXvgzpx9/aYknDpZAduNyLBYwrbTHHlx87y4XAczCRd/rhF2dTv7/BG79Jqa3ftYDucQQfmJaXv4jlkz6jgU9cQDY3brLMm4TmrNloJdcn3Oeh09otED0QPRA9ED0QPRA9ED0QPRA1keiAGQPINn7iq2U6vjqmJKWQ1xRR1XhbusgYeT0bowzJLDmpwiIqU8cBxki6tDERGCgPMuO24VTAPb9e2SVSbrdvN/e8Zuv7zPrr6qaNtx+OgwhofqlWl79rFx+/JHanZkIp9sE8Chj+6+vF19GTdAoD0uOlH75oEPfqNse3cxyMMtwYCmN2eFLmy3PYm92bHUpgsH//Sd3W3nb5203bd32RR2oKtg3Q1HnLgD3Za1CNAWuQMdTVu1eciueE23lbpH7M//EgEdR8FwsT9m1tWgri7UlYeJeYyYnXPtKnvZm/vstedw3mBM0QPRA9ED0QPRA9ED0QPRA9ED83sgBkBNH02NTdienWXb+RACkIer9tQjdTt64GQH5rAR27qLi7bthT324it77JJz8PCO4Yf2J4ydrLNBydnlb+m1QWx3fdutU7a/uXh+4u5x+8rdWTJN+pqSDbx6nb3p/CnDQMwiUs3GjhdtqjmCVOwt2tv/ZLO92h6yP/4f/bZrV83Wbe2xt/z6envdlgmbOjxiH/kf09i1LmfHx7qSgPGZg112+RCCkyUEQb1DPfaSN5fsileU7c57puzO+6ft6Uctme42heBnagJB4La8XXrVgF31kqKduaZu/fnpRbQ3ikQPRA9ED0QPRA9ED0QPRA+crh44zQOgmlXKk/bVjx2zT3yqG9tg41wdjHbUmiNAaTdFDQtSDt5TsSP3Hbd7Pz5mXWd129WvwdlBr+i2F65bzNlBrpbeVbb98or96gfq9tEPjWEKXNoJOI4f6LpL++3S1w7Y219dTT0vZy53do4bxyVB3EARO9CtxqjKpPWP4Wwg7Ei3F6NS45iW98hjhgCIB5UO2jt/adIO/teC7dpZwdqjqt1+n9nrt2N0bKmRYBemIq5CcHlNt112VQ4jQNVkPAvxDwa2OAqHbSEKtWRKYLJTdnaTYkn0QPRA9ED0QPRA9ED0QPRA9MBJHjiNA6Cajeybsts+c8w+85UC1p3gQXtmCU3yuH2SsxICipLpWchUyhB4HCMV/2K2756qvfN9vba9bwkjEnz47y7Y+h399gPv7bdrnqrY3r0Ve/ZA3cYwFW0awRkX2vQOFmzDGXnbfEbRNgJuwAGow/PHSuntaVLZ9KT5ah8CmXq+mARFnFQ3fhwHsN47ZZPXmfXAzhI2H/j/2XsP8Liu61p43ekz6L0QJAH23ilKVGER1btkSe6R/T99TpT3/vgltj/bieLYsWU7vx0p8ZOfS9wtyYp6sSRKpAqrZPYikiDYQBIgegemz/3XvoMBB8DMYFAGbe75OMTMLeecu++59+x19t5rZ3D0MDwJLTw2K1sLEYrZxmB2Gk3i6ib3IRKiMsDb5ULlSReOHFFwsjYL//MrATB9rF50CegS0CWgS0CXgC4BXQK6BHQJxJRA0gIgDymfq0+5sGOHgrrabhlRoy8oMaOkxIg8frcQVARzdEociliGGJdCfNPR6kH1RTdO0zXM5w6grdoFd2cAW3el4KFNWhRNTKHH3ElwYbJaUDITyCkEpswwoZWkAC4PXc00ijcSEdhNyMwkOQJBSApd8swjcBcF5MgHHlrBajtxtikbi1MtyMpiIlbmZ+3o9KPpeAfePZyKa+d40XLOj5YuI5w8RWTjIUub/B1MCbhcOEEL0tlyIzy8bpUECybGMKUWWlDG656W7WesldarnmoDHg/OnqSr4hFiz4oALlQDDcw/NNi2eyrUv+gS0CWgS0CXgC4BXQK6BHQJJJUERkB1npjycja6UHvKiZMXglEzhiwCn8WM6VlhxsL5JkzNV+Cwq6SgZsA9k3FqxAgEQB66grU0BHDiYy+MdMk6c5qMbNzmdnnx4TYvPk0AJO5kvdX2IciIFdgJQKYyI+vUqKePlNpvQHqWCnsKG63mtTa46H5nwvy1dkyd6sLpsypqLgTgrOzE5s1WpJKBrvawgqpmPzooAyO74RbDV7zdoVubt8OHE6Sz3rnNhQO76WJHiQUYS2Wl5SdzTgpWrnDAu9qE6bl+WM1MuMr6WxsZE3Q2gAMfOrF7F2O0mthmihkp80dA3lFlrO/QJaBLQJeALgFdAroEdAnoEphMEkhSABRARwvQXHMZpuSuz8ZD9ymYUxTQAExvbZ6uafTEEmuEOY06d5oDU8ocWFxWjZ/91IxTtER4yRgXqHKjTbXASiIAAUETpxgwh/E2p2oVHK+mlYsMdzv+3Il7VtMSs8yDUxdNqOB2D809dW814v++Fboyyo//TExGOr2YsTmatWYgFERmuXYvKve24bHHwuqRr8zt4ySKctZ24PXtHTh2fyE+fTOtYBl+OOu82L61Ay8xCWpPkXtCQTskZitu9NVztv5Fl4AuAV0CugR0CegS0CXQRwKix3R/YiVX1AKRQ3pkJHf9PtXqP8eVBJIWADU3GFBdGVLWDbjlDjOKcn2DAi75C3OwZnYbvI0BnKqnC1eDB+0eO4kDiIZCz8S4ut3RO5NamoaFV7jRQetMlcoH2elGozcF05dkYe5ZN85/7Mbxhgiwjv53KVPScMcKDxnoQvKM3g5tRag958PzP5CIo9gvjDPP1eCPNWYh5kYDabpbCHR6lSy6LC5z4K5PGpEWJATvtVv/oUtAl4AuAV0CugR0CegSiEsCEggu+U8CkmmdpFYqXU8CHfzbV7fhb4UxEgbmJlEkCSI/BqED1lLZx9WUftDYSyBJAZCo3uFWGrp0NTIOJY8sA4PhkQ640XTRgM7my4q8V3LjjP19HUIP7JhPWu85y/m8d59ttvopJzuuuM2EsiUmvP+2G9t30vWsnq5qOYzRWUWANMeMm9aRLY4ApA88idgHT7Mb9dUeHAtcltnqz+dh8UJgVr4bLSe78KcfeHGRrnXSjwu7+TJiEWa+npJrw/r707BmpRGzilXYzMIOoRddAroEdAnoEtAloEtAl8BAEqCWFiCzlPsCA5hP8e85Yp1L3NbOTys/dBES4CMJIQNUeAQU9S0KAY8xIwiEtO9ZVCz5MRUQG03j33zAUhL8GBnLoJdxJ4EkBUAG5BT5UTKHD8HJ4D15/7FGZHw5DVcsM6A4NQQBYtwvpxPvP9eBfVVG1DFZKsykaJ5uR6GdVqQwXT1GDeNoVwBn97TiwEnGNjUwxifFhvs+b0UxBFjQ/c9mRn6ZGXd+PgU3PkBgQpCnkKHNZFHo/kZWOlt84EcuuL2eZAqVXtYcRJrTP1OEB24H8tJ8TDDLOKzcNPwt78W//KsBzi4mpWUy1GCh+6HNhpu+nI6rF5Aggu8ZGwGaJKXViy4BXQK6BHQJ6BLQJaBLIKIEVOoyfvrwO48Drv1Q3QQ9XoIfXwO3E+D4aelRhdKJx8mx9FSB5DQMfUekFCe0AInlRzxmND8VqtNiFRJfGCMtQWIRMqbzQzYrSxkUxyoqLcv5PY/Hkb3KkKTqNyU0XkqS3gED0sigll182Qrhanbh4DsGNF80oqhIQWG+SiCg0LpARZ9Kts8fVMbdZENrbiQ9dYUBJ/ca0cxFAnlcFEoyY7YZqcyZc7nW8XKbB+5H4xkfzh8OoJIJTR2pJrhUm2bJCsILg/asOhj/JJ9gGRrwEEvOZVADFJYakZnqhZVgim8KzYKcV2bC7Bw/jvMdJBY1G+9V6Uq66JWasWihgqICEiNowGdofQhdgf5Xl4AuAV0CugR0CegSmIQS8FOBECuOn1YdVzktPacJfAh6vJUEPlXcV81PMz+NQRAjQEYJW/wOrb1GFY24yPUBRuLZInX4+QlQKfTTQmRgO74aWpgItgjAFOt0qjrMG2ItI1YiODLxmLj8Z6J2RN8xRAkkKQAiw1q2BXkzgOmlflSek0HvQ/mONpw+bkJ6iQmzqJgLzXS6gHjSnPloAfV5VLQ3e1FTRRrm/WRLE8uPFCvz4uRasZAuWRYNDgU3J+Z/kgjQMuIS1MUH1kzgoH1IXDD0EkALn9EWyqGtwQ93ihetsiAiixkJxhj5uQRX4X0nkYKJvNtz8ptJymAiADIgNduKNXfbcf18sRvJvUpwp4YuSP1MXQK6BHQJ6BLQJaBLYKwkIPE7PlLEikubt5bA5xLUrh0kWdpMUMLfmsUmvHPdS9bh4Cd892C+h+qQNrTEkgRYfn68FQRhH2jgSLVcR+BD1zj7SlqF6M5ioSIqrnSmHO5PWpV8MFIesWOTVtqKPQXTSHf9/zzcgMcft6KLlh2Pm5YeWnea+PnLoYFkTCWcyrqVViJrWQoKFqXgwbV9VgMGqqLP/gCp5Lysor3DyISoKtIymBMopOuLNZYEBW2knj5b7kN1m0QxkTI6h+QNU0woosXKPpj4pV5tG2Al5be4tLEVxtv4cOqUETPn+JFiYS4eUuBp3Qj1pde5w/vhpYub5FfyE2CGSsBvgoHXH2yUJAsOC2bNUGEQK1y/YER2iv+MuitcSHwT968EnEYrzBPFuxxtr75dl4AuAV0CugSSWgJUIvxtBDrHoXZsBTo/JPg5yW1nw6TSDXbCtozqVwFGboIxGqfQ/t9cZKYFyHYdFPuVQPomAqNi6pXiHqeTKYzGfUlaACTCtaZaMeuKYnz3+y145ukAyo8r6JAYOA1siGIevAUqA/K1Ij6hLOISJ+DHmGfBqttTcOVqI+aVBEgXMLzSWFGL44cU/Pz3FhQsT8XffCsVZWSUExAU8JFiu86FP/5bO3YeFdPM5ZI9w4ob/1cubl/M3ETdXb28N55vBsy91oOKJjM+piXI6/TipX+og/frGVg6y4C89G5wJdYZzTGud52KbLfREhVuyel9SNRfZyvcOJcWgI3nipshybRhpLmtkQBP7gOvnHmWSJt9ktfs8GvH9KqMirHBYsCM6UEv3F779B/jRALB50bAdXBVjOZLCS4Va54WXCoPGre5KvlbTJt9C/eb6TIgbgOyQqaBIU4k2neifu23DPzQ4A/97VuP/luXgC4BXQK6BCaPBGROkfmkk/MHgU/TswQ+r1OJucjtruBlavPDOLxisRZ5qXB5niZge5qA6EbmWFlLq9AKIHUd5zshThhjwDYOxTaSXUpqACSCFOU9qzQT/+MrKrpaPaiv96GmhqxwdQE0taro9Crw0PVNDA8GogtbmgWlUy2YNtOA6QW0TpD0wEQXOWOP8jXU2xPAxXIDP34m/WSy1RNMFsqq2CxLAOcPduDItnZ8dLw/zGo+58E7jzdjyuM5WJ7hHhII8naRmMAtD1toSLix+Yl6bOE1a6pljOfQnmnGLf9YiBtnugYNgk79rgE/fkpU1+CVBr/R0uMywqsxv/lQd9aHP/yjs/tVEDpOEwzNx2bYi7Pw/f9UwXBDvYw3CQjAkVW5AANMvXRL8AnrzgX6Yp/gd7oo+CQAlduFkUdGfJ/b23M52iRGC5AhhRMDGTDMUzhUpwb9qS3z+JuBpTJhKA5+z+RpOgjqkZ3+RZeALgFdApNRAjKn0NKjOo8CbX/gFFLHOYSr2EJaMF6BT9/7IP2Uec/5EUHcEajNXOhLvQZK9pcIiBbxOobs2tO3Jf13HwmEtN0+m5Prp4AgKy0YFosV6aR3nj6bTGeit8kCNUXRy+uKxzL1DcxkPzMZeMAIPmStDQpaGScnjHKG2Q6U0P1MrD+u2nrs22fEm+/ZaQEJKnYF19Ii8rEPHXSJ62Q32lrd2LJHweIN1AOHcFd9bhOJUHorjV6XSpU0mkZ6eYyoZGPrCpnLLm+O8o2dDavT72YslZiDe0qovct9kQUet1xkpEIzkaJ7RkWSzBht4/3z0wdbgk19lRy85ZycjvF7LeckrnYFZGIi2NEAD1ftND9p/o3IshPpEjjuQRDkoo+qkgFV85kWUMTtGu1oIRRh2rHOJzgu5N9pPE53J4gkSX2bLgFdAroEJqYEqKC17YUqoKdjP+ccAh8hNYh7HhmPV03gJuBNYoba2mjAOsgp7pNA2ibOY6XBBb7x2O0J3KchqMoT+GoH6LoAISOpCTUAQTfM0S1U8AXcyIdfVeqQVs3lzoNDWwyo2E+g46Q1xkyXtNty8aXb/bA0d2LnW35se88DF89paQlaqobUb167uPVJEUxnzQ5+j11XgNYqAkFSOk7JYoxOt4tgrHNMVhMcuSbkzR4J1EI3RcYtWQoCI2CBi9VrfV9sCRD0uC9y9Y2gx32SL26uxnkq+WnlWObLXJUPQU6Ak9SwCwGUTHKCk1Wy94SKAHAvrUCuNLoTEByZsriQwMBS8wxaiWZyQM+hr/UC/uZ23ToUkpr+V5eALgFdAhNHAhInSg8CtLxCrPABv5PW2s/FNYjVZ7IUmd+qtOtUm7j627UHStp1XPe7lsQJXNjT568Ru9E6ABqmKIXS2c8x6hd3LQIIuwTvD6lQgRNWOS00gop9oxcXmqyw17Vh/2EVF2qClZrMTAJ6gxmzptMSVaTi1EG2yV3iveZw8AurGErJnJqOVRuNyJ1jgkIgY0qN5zrYT7K0mZgErCzdF8JPMZu3Z9tQtsyM23NGBgCpBlJnp5hGgX0v5mUl4U6OV82tjQPT/THxDSciYd3xnOcYpsXHT0DkF8sOywhaSYMVRvhfY/YROlN+/GfYBz4QHj4Zxtm0QE0j8ClloOkMgiC6FNgJhEwSTySuBTxOL7oEdAnoEtAlML4l4OOCmpvv9o53aPl5i4tdtPxMKuDTR/wyp3n3cp69yDAn0nl7GqH4uJiYspLTlu7V0EdaQ/qpAyCKTfUF4KQJxec1aCxjiiKJPrlobGXMj8aMFl22rnafWCvRwZgVCcafVkpda4ggpKcV0S3b3DhWYYG93IOTF0xo6mSfyMaWkpOCtfMYdyRL4IzPkRto4Vd2GVYCoKE2nVGSilUlwMpuwgexhsUsXHF3eei+RgCk0g2NoThxtW3LsGEqF+anzotZ+yB3EoHqZZQkwMGmxfXQRCkUo84DnIxe5irVdg5axvNopAbdXRkN4BPpqkPtCkALHGY/+XHxiXHmcPL4BMcpVxlsXEkT6lGDPDS6j3UkMerbJp4EPB6xkHJYG7gwZdKn94l3B/UeR5SA5POhV4HasYvWn1/x+6mIh026jTKXieeE83XOY1UMx3Bzuirm/DWVl6o/38O938ktQcYf+Ek4UHeuAx984MWpcwa0MceOamEOoCk2LL/KjtXzGFzvUGGOSK8WwOkdtdiyRcGeo2bYmL/mK89kYY7dOwQQZEH+7AAauxj/c0aFx+nEM9+kAhca5AQkNsYnbfyqDQUahyJ3EShJfBL/aFaoS9RHg8xpgx8WXgLALieJIDwEWsQ+mXm8nhisbr52stHtUFB1iTKjG9yae7OwIt8zJAKGwfdWP2NMJCDuB/4WgolzBDz0v25/iX+3jklXBt2oADMBbC1PErD9hEDor4KZuR2raRFaSDBkZ5UjYZUcdM/0E3QJjIgEVE4GR48ehcvlQkpKCubOncu4VosGhkakAb0SXQJjIQFheGsiZXT7uyQ8eIpKT5Ja7X0HKIdTzL36MZT8f6LLD1eRGX4Q39LzWNy48d9mUgMgF4kDTu2qwfd+zCBqrQiUkOLHxb0eHH6lDb8rsONzX83CNUzCmW4j2uhVAqg7ZUVbDZUrFtk7HFvEgrU2WFJUbH/bg9oQ9bZWM/8rdSCN1Nh3LbzMGOBp60KD04QaHitkCRm8jAHsNqHa+v298GEV3nrLjO17TTA7DLj536bj/rld0VndPB3Y/pYV5ccYf5NuRH2JAYtvpgqpL6b3k+2k2CDWlOaXOQn9WbP6wHeCA57PS8jaMpEuUrJ1t/2O1/IHri+UEQyth5L1MINNV/EqdBA0kW6l3tfLEmhqasI3v/lNVFRUwGaz4d5778UnPvEJLF68WAdBl8Wkf5tIEvC3Q730XaD1Wa7uXmDPkxT89Nwzxjq1v0AQdJIg6NsEQcvp+lPas1f/MjgJJC0ACjDhz+nDTvzoyRD4iSI45t7573+uwYF7sjFvsQV3rRb3s8vFbCcAsAR/C/gYlvqUmo6ylX58/T+78OKrLuw9IjWaMHV5Ctass2HFUrq7XW4aPlprAhI3xGKhq97SBcyho1mq+gK1sJOifLXQpdQU5rsnLm2xiinbglwSMtQrfpAtnA/k4NuMVb++b5xIgCZ3dBxmfoX/wxfvbt5omuNDftcTEfyExBrqu+8sJ9cWxjC9TwD0GSg5n6V7QSmB3QAPQKge/a8ugXEigTfeeAMHDhxAQ4NQiQI//vGP8dvf/hYPPPAAPvvZz2L27Nmw2+2cI4Y1S42Tq9W7MaklIBZ7Xx3Umn/jYtXzBD9hhDeT+sLjuDiZuzwVUGu/wjnr02SKu5e02QRCehm0BMJ1+UGfPJFPaKnx49JJL9yukKJjwoJbUzGrTEUak46eOurGRztFs1fhplvc6bdbcemIGReqUvHQnQoy6B4WhB69pRBpW+8jYvziwDYSiOTOsOOezzpwfYfUJrmHDMjIDCC1TzySLTcHmz4BLN/A8whecqa4Sc0dBxDhy8Xd6cWurcx55DXRV9yPqp0pOHcmaL/yEcx88Nsm+FZIjqP+/fXS5c3bAVTU+tFO6xPdzZGRHnSd63+0vmVCSsBPiw8prOE8SJexF/mdxAYqwcKkLM2cbPmhdUsldbeScStXFGZzdW0JH78ID8CklIF+URNZAu10SX777bfR0dHBBN5BTwYn3airq6vxpz/9SQNGN910E+bMmYNVq1Zh6lSJIdCLLoFxKAHxNnCRTbTxt3wnb+4GP8HYtnHY2zHqEuXhu8jFyc1UUV2cpriQb58zRn2ZuM0mKQAKaPl2aisv37i5N2Xi6o0GzCz2wepnotNpCgoLVRzY6URVPfXAei+cHT500eLyBpMxbiBjWkGKP8jGe7ma4X8jCDLZLCgqAYpYW8CvwuX0w8Pwi9YmggxuMzJGyWGn2xsppfN5nHyCJeTCF/od5S+THHk6XTiwVcVFr48rglxkuUgiCA1wUc9lmw1Hu7CHtNoGCQjqU/xcnPETJDXT9ONlj2QQkUdCk0WfQ/WfE1ECHrK5Ofcw4JQsO84jnIxe481NAtcD8bHuquGEwgFumQVF4p2EcceYPhHvot7nJJGAnzSk5eXlzBW3T4v/Cb9sAUMCglpaWtDa2oopU6bg0KFDuO6667By5Uqkp6cz5rP/Oz68Dv27LoFRk4DkiWNSU7WNwKfjbSoWdLUWi4de+ktAi2s9xLgoElEZc/kcP0jvhWk8TpdXf2FF3pK0AKiznfHQQU8BbcCsvMuB5aVeZElMGVX6wkIz5s1xwsbB9Jf9KqqqhZiAz2Z5Fza3BJCSnoWrVpI1TuaOkR5vjK0IeHyoq2XMW6OKFrI/uty0uhCYSLHYScyQYURGjgHZWbSCppJ5Lh7Lj3Y2/wv44SOJV+UxL+r6xhrJMdJMuxfVx+VHrEJARsuTlULLTgtQDCKMOCxQsarU942hBIhivUT7nTuhttDtQGhGvRXJNQH5Cf46niHomUVrUA201FapK7pB0ORUFEMWg0QPPGEm08vISkCID8TSs2XLFpw5c6bH+tO3la6uLuzfv18DPwKUTp06RfbSNs0aVFBQwMTeIU+IvmdOvt8iM/kkumhssjq4HISY6YHirqTu8R5XZF/QwU88ktNAEBfu2rhCLonATbfxk8czJ+dcFY9IBnNMkgIgGR4hFzYZKBYU5/hhNYdZUJhfxpKdirsfsWD6W3V4/kULqqr4fLoIhKqd+NO/+qB+l5noRdoSmDNS462bma7xfCde/pMLH31koAUocuXTrkvHlRusWLPMhII0f/wMbLKiYpZcP0YwhEkrAa4i+oTkSxAd/5lstOyQeS5yy8FztGqyzJi6PhX3r/UgeabQ4PVPrv85kv1tNDO+znif/6CPMd3f5OWarKtv/lOcVGqhug8TBH2LqwxrCYK40hDziZh4I0IUQVGER0MhdDBRmdWqrTBNPEGN0x57vV7OS1X41a9+BfkeXkKAMxzgirVILEJPP/00tm7diu9+97u46667kJubG37qpP0ushB3wXCZJOJiBfzIWBcyCt3CFqeEfU2cf8j21kbLj/tg8s49cYqr5zCZpz3HoDZ8n+lb6AqXQRBELyW9DCyBpAVAJgIAi020f4Ewfrg5hiJTSFuw/OYSlMyqxTFaG3/20xAk8OLZfxITEn8zRgd5rItWleEWX5cHZ/a14FvfltXS2PEH57e14fw2E3YuSMVnv5OKZVk0H8dTTHZkFtnw6H/50EmXPiFxOPV2NXZsM+JQuVkDP9d8sxB3zXJr1i2RUPjarY9JJo0cOVargSuHClL7sePF0wn9mHEjAZUrbx66fjX+kibHX/CRoOlRL5QAzcTuj5iU+z4ohU9yYrmdKwM5k0YyAnokZuQ73/mO5jqVaBB0//334+qrr9ZB0AiOoLq6Orz00kuaRSe82rS0NI0Gu7OzU3OP66vwy72Wc/Py8pLmfogM5Jp/+ctfaiBQZJAIcCL1ikVt06ZNuPHGGzXiifB7o3+PIIGAl4QHj3PR6XVafo7o4CeCiGJvou7nO82p+2sEQSV03V5Opc0e+xR9rxa+kYRiMCG3EJg2m6o9cyTSzwdv7zaiZJ0fqdmi7vcvuTPysbbIi2nFHXjiUS8a6DrWYy+S2Bn5DBd0OwloPg7gv/4tHG5IX0zInGJEVokfZr7EL+7zwxkQG5YUH6rPduL3P7Riyg8U5PZYtrSdUf9TyBaXmWNGRvcRLlpNM1K725XVqwwrsnICsMRwrQta9yPLK2rD+o7xJQHJru0io0wDJ5+O9xIPfgx8aiJZlYRSW+ipx2NhUK5a+49c4DhEgoS7yLizhpML2UomQRH3KVEIQwk0E3lJy5Ytw5o1a5JG4U6kLKVuiek5ePAgfvOb3/RqSixtEt/z2GOPISMjA//wD/+Ad999t9c9lvxAsl0AqYClZCgCTERmL7/8Mo4fP05vhyDpTyKuXaw/hYWF2LBhgw6ABhKwMI02PcsB/RzngIuR54eB6tD3ByUgyWLrvkuK7G8wHmgBPX0mz4JdIm5x0lqAMgqNyJ91WYk5/fsmnC1LQ2aGgnRjf6VeoTuY2WHC9BXp+MZPuvDM/9eFg1UKPEJD3f/wId2ryv1dOHlIRbUzZPmx4ra/z8AVCxQtxsZsou8yYZffpaDycDOeeRq4eCEA1eVF89lmvH6kEJ9Z4IYlQv8jdohd5z+tFCzNw80kfVh2l5H2MANKS1mPMN2FDohYwWA2BnC+gvmNmumCIBakwZwa9VgqzbwvJkcq1izxJyuajyqdAXc4mVSt+XcMbKNps2sXD28e8JQhHSCghyVAgNPcaMTRMwFcqiWBBn87+AhmpQewdK4ZOZl04ZGBIXrJeCNdkNggsuGp3gYowoiX87lulzi5soldZBV8NACQKKB6GZoExL3t448/xnvvvYdbbrmFJD3TtN/C/Hb69OlelZaVlWkkB0uXLkVzczPOnz8Pn48uDt1FXOOKiorw4IMPaiQIoe2T/W9o/Mn1u93uhLrByTOVCOvSpLtHkly7Yx8X4H4YBD+I04tl0glihC5IFhedO+jG/hSUlNVA9uepI+nBCdGkm7QAyOiwIj03gLmFLpTXGOFjEFlzu4JOjxHp9suTRS/BcXAZ6C6WN92Ea+5JhX9LB46foe7YFUIJAk+GWgJoItFCUzUBDrVAI3PsLL4tA0sXGVBSHICdrmbBiBxZJWfuoYAN69d78OFuuq+dCjB+x48L1NEC84emZFjSLMjntaUWqPDTumTli6mDLn2KFgUe/ZpU+g0G/GSuY/LUlJjPmQ/1J5w4dhKo6jD2cqmLXnsce8xGWGmpWrFE7GR6iVsCPjKcdWwh4cHeINFBosCPwvHMx6mTBCInzgKbd6g4WWlBWzu304pqoSuqg6yH88oCuGEtsGgO2TwJigw8b9yBIEnExyzcapcJSuqGYCbuuAU+Pg8UJU3ywsjfkIKYqJ7qCuHQJCv3xeVyYc+ePXjllVc0960rrrhCIz0QUBRuyRDlvrS0FGJtk/M++ugjLS9Q+L0V96xFixahpKQkqXIC6eNvaOMvYWeJ5YcLSmr723Rk4aLSyGkFCevyhKhY7aRXB5n0GJyu2KlwpSycEN0ei04mrc6o0AUgh25w11xF39PT5HojSrY7qHNR+Y9ZCIKMdDFYfYebQMEAn8mA6hqCblqCrKlU6GK4jMWsl6CmrdHATxBCmSxWrP+kFXOyPbD2M5cYkFmcinWb6tDebMT5U3x/8LTmJmG3id1KtL1GNmLnSr1ChrjaWgUX+Nx4BpIFKxOabkImFCy1YHaWTwwyUUtTuQ9nPvLjZNMIujrZzHDMUOkIqJf4JMABInkWCHzUVjLtuPZw0NMNLpJbWnwVxjxKVUyorgvgXJURL21V8NRrHtS3cuILK4riRS6ZpuubLXjQ78GCOcyzlSLWx3EIgmSkqVwZ8POjF10CoyABsVbU19dj8+bN+OCDDzQmt6NHj0Lie4TNLbwIzbVYfhYvXqzFu0h8kFiBQgBIQEBmZiY2btyIrKwsznsj+C4O74j+XZdATAlwHvLWUXFivE8bXd/Gm8U/Zt8nwE4PV8YltreTK4q2qfRW4ASrl34SSFoAJKsNGcUWbHokB1e4zbT6CPAYjBptxZV35aKwtBPHzwZQSSBiybQj38a8Ov3EPNgNtDQZHJiX547JrJbK/udmMQGqQspsNiEGmBj4I3Yn6A/dcsmJjw+48darJGI4F/9V2HJMuPHbaSjL8Mdwv5NkrQRZqUw022elR/rsdgWYcLZ3F83MdWQmG52AKjnGT7Dl6aK1S25TiL6bVislT3IRDRH59W5y8v9i0jR0HqCf8LcJfjj5SKB/gsAP0TQpegN4cYsJO/YpeGGrJ6J8BbTXE4P95GkPzlcb8JUv0hVzPheu7Hw9SWzQeCmkxkbqLVDSbiTxybLx0quE9mOwCrIo2iFlO6EdS6LKhbVt9+7deO2117Srlpw+b731Vj8JCLi5++67teD7nJwcvPnmm3j99dd7ub/Z7XbMmzcPt956qw5++kmQWsEgAaE+3iMIMZ5NAU72Xbvpgk3wQwazhM1B8fRlsh7j2890FszUaJsLpG/iVYoWpZdwCSQxABIxcPWL/4LgJ1ws8X6nu8HSNH7iPT72cQG6m102uqhMxUOGNcb9RBu3foIGD4/pvZ4eu41oe7suNeKtF42cZLlqEAnCybPDCdZIK5FGlR2GN7gZZsYdyd/oxYCFd9uRt5HXxRig8IFnM7iwczOwfbNHwzUSb2V1KJh9cwqWzBdrAN3bqAg3VnlwYIeTFi8jumjlJR8E/aUIFmdZmK9pJKQQvfeTYo+An65ygp/HuPK2n/eTvxNZaP05eNyH379iwKGTkcFP3+ZfeT+AJXOtyEzzYOHsvnvH8LehiMFKj5AEgeDHQXQ2yYso06IsS6yIuMjFU0QZbGpq0j46CIpHYgMfI7FZH374IZ566qkB47Tkft10002YOXMmKisr8eyzz2oJUEOtyD3Nz8/XQNLcuVSK9NJLAiK/qVO5Wh5nkTEulNq1taTLl1UcvcQpAcqqky5arbRSdLzIeUi3QsYpuMEdJvTY7nNkd/0FFMcqKlEZPF+XdbgQw/XQ8O3691GXAAPCaR1hPD+LAJsWPLN1Cr60zk2AFqkzPhx+34PjHzOhK83HMbFHpNN7bQvg2C4vLtJFLWokDWOSTHkmzJzqRsVeAjUhf+guki9oWp5KS02sScCA/Kk28LB+thpvbSsqSDBhpfugi8qWdW4Wvvw1C2YyN5PN7Oe1yUNLsodlNmy6KR3n9taQ+ciC85VEQB0EZAddaPi0IW4GvFC/k+qvvAydpMmsZ7Bp5/uJBz8ckxJ4/dq7Cmoa/VEo5iPfgc07vJherGBGiU+LBxoP7hFK/jeBzLv5eBRE7vQk25qSkoJPfepT+OY3v6kFyovyPFCRQP3nn38eX/nKV7TknAMdr+8fWALC8iZEB5KzZ6AiyU5/8pOfYMGCBVpM144dO3qdIrl+xDXugQce0Pb32pnkPwT83HHHHXjyySfjBvzCoPj+++/j4YcfZhxwH/eFJJdnzMunbqO2v0oPhG0xD9N3joQESGzUSZKjzl30WthI/BNRmRyJhiZkHToAGke3bdo8PzrFkLGP7l7uAI78vBo/rEjFxussmFEo+XZIfsCI8uYGF3a82klfcAMamYpIDCEOq4IrV9PNjPTW/SHGQBcZQEeLEa7OIIAx2824+dFCrEUlfvlfJgbbBpA91YIb/lceNkztRGeNEy/+VwcOlhvQSQIIIU2obSItOBn0jDFAkFh2IqlRF8q70FRjh5sxVbZMAzZ8LhVzClwQD6jL1iiuQvOfiX5+s64owJ0X6+gPDxw5ZUDgdBfqnZnIsdPcO9ClJuN+zRd4D83hrxAwUpFKtOVHZEz3Ny/H8paPjGhsFmAdfzl4UiW5iA2tHW5aITi6Y+Hq+Ksd2pG0/CgF/0LwcxcHXw7rSI4VNAE8ksRR4kXkE08Ra4VQMOtlZCQgSrW4sO3du3dA60+oRVHId+2issMiOZ7CiwCfdevWafTM4dv173xdcbwLNXh2dnbcbnDyfCQLhfiIjpHWl+l5vTPo+jaiFeuVRZSAekHz+tDyAznmcbBbIx6WjBt1ADRu7jotGPMyMMPgw+pdTuw5a4K3zY/z73fi1cNODeCYxBOFpnYvwVFLgwEd7RIXQ/tIlhmZ12ZhfYkLJlpRhlTE907M+EQdptlp2LDEiwLGb+QzDucSQQ1J5tDkZNxUpgnpKTbc91cuND2pkILVz8nZjyMnFNwwjQnghqAf+ugd5ffTwkPlUqzhtjTG9MSox0TChpx05myy8SAT+51moqVIYKBeIkqg8zCza79DjehN3uPGiIckYqPckVbqYN5B3hqPV0Vbh4qWtgAK8xLRszjrlJif7C8lHfgJl048lp/Q8XJs6BPapv8dugSE4W3btm04e/Zsr0qEAluIDi5cuIAjR47w3cmXc3cRwgT59C0zZszA2rVrsXz58rgV/L516L91CQxPAtQvPFW0/nAu8p1iVfG5RQ+vTf1sTc7uI5z/twCWfMYr0J1bL5oEdAA0jgaCOYUkCtM9uPpmPxpf9+LMBdJzt5DgoCVSJ4O2Diu5qwuXpGDdBhOyrYNbaY9UqzAOGAgw0rjyblBNBDS06vBAVycTsJ70w3sFnx/SqBbNUpHlMDL3q1/C6LkwPkgtN6xxExckDN2Ix+tWceawF62lTLXC7ZEsOu4WZjc/ZcOlerZJGm5BZ8KCp5cIEvA10fy9jZ/dlNPRCAckcBNvjRanxb+DLRJ2wmE2dsW4mMGBt0JJv5kgeyxR2NiJQG957CQg7lXiwiaxPPI9vKxfv17LBSSxJ2LtEUa4iooKiAtitCLWJMkXJMxvkhxVSBIGG/AfrW59uy6BuCSgEvB0fsi4lOOcGEZvIS6uvk32g0iNrXbtYPqG6+hJw1ggkmzphVO7LoTxJAETHFnA4g1enKt0o9lp5moeXYm4Iu4n2YF4Mgn5mYFWD2FHM1sUZM21YcGVNmxYODzwI/hB01Mlr0+XH21eM1IYxC4uZ0YaWrxdKmpPulDfYUCBg7TTASPE6GLhSWK1cZACPI4wgYjCtqSYYOS1SPERAJ3c40TlSjOMXKywcYQaaNUS1zoydGvyaDzjxEHGPlXV8gRxuaMFys9cRLQjSRV66ZEAZeM6wxcfXWK8BECjXGQ8OGhBlPExGDI3IWKyW5lXigQXQQfPUe64YQYH9hyyvd3AC1gwyo3rzSW7BCSgvrW1VWN+E8a38AB7iVURN7brr79es/SIZeeNN97Q3N2EKlvyBYUfH5JlY2OjBpYkaF/qEEuQACG96BIYNQn4OTY7OBdJDjrd+jNqYu9pyP2RRooAcwnnNx0AiVx0ANQzOsbJF4IOR3YGHvhyKq493YG/7Ang+AkfGdAUOLmY7zYYkVVmRNkKK5byM5PWzByHD6qHsTgCViKZTOK4NCtHgklOdvrgO9uCnRXTcfc8J8qmtePixQBa62iVOdSEf382F4/c7EPlLhdONJhRS0RmIO6oqydA0RBUHI31OSS/zITMAhN9sH10pyN18r4m/OhhA5bem4rFTASbSWIIh5GgrN6Dgx924cBHzOTtDF6oQvc3O5n4pjD+R9RlvYRJwNfGjND/l/f0ILGhZqcL25n4rwKer1zsQ02DgoaW+AfH9EIDphS4kapR0ye+n71aUKbQ5e2vmEV7BZCxodcu/YcugdGQgFhyxLIj8TwCgEJF2PhuvPFG3HDDDT0WHElmKttuv/12/OEPf9DIEtra2jQCkoBmfg2eLXUKdfY777wDyQ30xBNP4LbbbgtVrf/VJZBYCWiMZBVkIX2Pq2FMnKiX0ZeAl2yF7VugmHIJgArYvq4x6QBo9Idh1Bb9DJYQd24nLT5i2cifk4G75wB3RznDz9W8E+V+vHfcgFaXGavvycSyHPcQQJAJS9arONtkwtELtDjRUv3Sb7pww78yZ8SqepytNaGijjo0Gdeqnq7DPz4tHaJ2210EOBVTaTVoJqD4Fd2e83OLcM11DbAxiPqPL9HvTSsBHHqxjZ/QUaG/4pAXKgoKp1hwz8MWpOsrSiGhBP+qdIdpfZ1J5t7hhFPVe98o/bJYDPjcXQH85aiFACh+f+97N5mwfrUPqcKISGKMUSvmAig5/0y6ayE80N3eRk3uekM9EhDQInl/vv/97/cCP3KA1WrFl7/8ZeTl5fVyX5PtAmauueYaHDhwAO+++65GniDf+5aQdWgwsV1969B/6xIYtAQkeXTHNhp+LvHU+OeCQbejnxBbAl1v0q2GRAj2hVTh6GKT5EUHQFEGQIBgpPG8E7sPenDiDKmmG5iEs5P6mM+EeZ/Kx0NXu2Axka7abSQLGiuhQcJsU4dlUru4pwYVxwN4eYsDJrr/rP9mMW6c3gXHZazRu7c+J8oPmfDOa7R+OPyoK2aunZtoBRrCXU2dnoaFV/jo+sYVey0rM7OPe+yYsjQT8875cOGEG6eaIyijVHIdxRm4fYUHZslZNMSSOzMDV6XaYEh14fd/EIEOUDJtWLIuFetvtGJ5rgT9Bi1CA5yVHLsF/Lgv0vrzU4Kf+rG7Zvq9LZ0L3LvJi/xsExnhBnbTvP1aA+6kC+icUhlLMpDjGAsjcYVGK9neniChxg1sVncNGgmR6nUMXgISq/Pqq6+ivLy8V0yPuK1J8tJly5ZpbGWRak5PT8dVV12F+fPn44orrsBjjz2mudGFHyssZxs3btTc6MK36991CSRMAtp8RPKDtmfZBDNe62XsJOC9BNV5FoqznAqrLPIlt940BFV57O7d6LTsQUuNBztfcRH8GNDSSmpqxr9IHI7E4CgEOZnNVMuon7kYhPrUUylk46ExkYxkBRty8KUbRRkfWlHYgJ8xMI11PpgdBngk4CdGMaSQNppWFwstMx1UFDuFxnqIGEQx2zF3hR/FsxRo6TEZ45PvCMBqdGDZBh+yikzYucuNg4fI0NWkwpJhRMECB4pLLbhmrRVTbL5hGVSNjHjPLDRi7W1mTGPYRXWVD+drfGhpJvBkziFJO2QhxVxWrgn5RRaUFLP9IoW0pT7Yhur3F0O2E3qXj6Cn7WWCIDK/jOVqG603qakBPHgLmNxURVqKGZt3etEV4REh8zpuWGvE//tZFYt4rBb/I24TwxpVcd5F83xafv6G4GcDwU8mT4r93MVZq36YLoFBSUDyZl26dElzUQvPKyNkBRKvc88992g5maKRF4hVR6xB8hFLj8T9hBeheZZEn/fddx8kz5NedAmMigQCXDl2HuN8dIrN6dafUZF5tEaYngIe5gVyMg4odQ2nV0u0I5Niuw6Aet3mAJovunFijwu7dvpxpirc4hFUiow2xvD5gyjDwMB91zkvqo/50GE2oo4Pd9smBWkM2h9YhaKrmdOPU0eZ18dvhMGoomqPDReZc0dKgLrfCVJg5y/wwC5MA32Kj2As4CYN9QWCM+4LBpz3P67PaTF+0pKTLp/wQ6Q+I9ILVMyi8mpKN2LafMYidZAZjgAts8SErBwjZs/whznEhZ8/uO/CBJeRa0Z6lg+F082Y3kqq706CH1J9q3QJNJKNISWN7TJXUBYX6a20OA0s58H1YcIfLbE+LiY8FcpLMr+MdSGJIEo5TjLTSW1u9GBakQPnL/m0mCCfj4l/SeaRlqJgOsHsxjVurFhEHELdTJEXtWaJTOAVMN4O5qVs8J5uy08OG9NHVAIlrlcdQwKSt2f//v0Q+uvw+J2CggIsWbIEa9as6eX6FqkqAT41NTU4duwYhCUuvEgSVLEQSV160SUwahLwMxa1i+xvasuoNak3FEMCvnO0ApVD8VTTHa40xoGTf5cOgMLvMZOMXij3Ys/7PoKfYKyJhQp5fiZZeai0ucQFLux4S0Y6SgudqKYFqL1NRefxLjQEUuFQ/Fp6mrBD+3+le5Cb7g6736Slw2sis5sfDUdVdHW/I/zkdT7+Tgt856mjmfsrZT666HmZp6e5iufQUiSHWAjItDCc/q0NbwsVRTvJBuYzLlw+vctwQFfvmrRfpAxTDMw1lE0WYrpNRS5skxO9l8QPKuUo+YOsTATbX0qRz568WykXbSUviQAAQABJREFUL+N9uvZzheeD8XGZtAJZCeALclXcci2wYLYTpysVgiAuRNHamZ6qIifLgLllwDTGkRlNvOdi+RnhYdVPGBr4WQ6krIOSSQBkY7CdXnQJjJEEJHePWH/ee+89CJtbqIhVZ/bs2di0aRNKS0tDm6P+7ezs1Gixt2/frjHJhQ4U68+1116L6667Tk+EGhKK/jfxEggw9sdL0oOu7Ylvq28LsoiGbguH5k3Q94Ax/i1zkFjEEr3Q1/cy/RfZLD8upsXQAVBf6STx784WnDltxIFjtPxQmzYwvqXkxhR84qpOvPukEefKaa0JFw+51Gde0YzTjI05s5/n0IWt02OAaqd5ZqBCxd3LRI9Ht/nIpOYPA1ZsWIo8u40eVOzSfsX+T06hdcQpz1IsxVHa9LF/MQ+K3VTEvZykJe5ouJ5oAmZ8tGq5O7xo6jLRzTDWxVBEtMT5eT0My6IVKhgxErF/ybJRXvLOo2R6eYOMFUTrwj89Hko3G5Xk9pkxTcWMEt43eUR4e6WLBpmoeA81FnMxfY5GMU6lC8DNBD/3k2KQQaF60SUwhhIQa41YfjZv3tyrFxL7s2LFCtxxxx20gAcX5Xod0OeH5PoRprc332Swc1gpKirSwI9YkfSiS2DUJOA+R0Wb8SbefaPTpEoXHcVOZYRuBJp7lzwznGz8TioMdO5XW7lflKuxKALGrOwX2X0Ufiejr1YCVNwC9OMJsI8MZhiV/vlrqCds5/x3G9vs1jmDvUmq/0Xt0Eu3BLrIVNXVYYUrQHcdunvN+GIxvnGzGzYymOyjdaV7LaGXvOwczxKbEizBpKG9DojxQzXSCsSxN4CeH6OG4C5TNt3FbsrCl+9wy+MVtXgaWvDG+ybU0UvKGOliop4ZfUeA7mm02WDpzdlYnu8ZOghioGRrjRPvv9KFZ58LyTN6uz17LGY4pmbh8V/QYtSzMUm/uM7S1YCrOu53+U4bhAxHS1yy0tWNb4yhxLmyTXCu+HGOVjGmkfDg2wQ+V3AFbPZotaq3o0sgqgS2bNmCDz74AOfOnet1jMTrCMX1rFmzem2P9uPZZ5/Fvn37ernQybFf/OIXsWrVKt36E01w+vbESMB5iHMSPRLCKNkT0xBrVejCnLKS7/RVxEBMZG3M4kYqOqJg+avp9vUxwdgufk6wP6S1He1iY3CzbS3jyOdzwY99NRaxbwLGqJC5Kti/g/zLPnr5N9FFrEDO7cGcTEkc96oDoPCBJitsErQgTlU0Z6TlG6lH8jdd46KhZNkllgit0BJiZiyP1DBg4epEBtnTHv0vkhfQimGkm9Cpd2tw9oSKd/9ig4mxEVf+fQFuKPXC1M2uFq7S+sgKYGRbJpIH2CSOIo2EBex3rLa97R04vM2BilMjuwJiJwDLuIogKI99ksSkgy4BnNzZgV1/7sJ7BxgNP5giI5huVNHuz2CqmtDHCtNO126+QI8Ex+t4BEDhAh5ts3+obROprot+xpifjZyAHKGt+l9dAmMmAYnX+fWvf409e/b06oPQXd90001YtGhRXNafHTt2QADQxYtUbsKKuNDdcsstyM/PHzCGKOw0/asugeFJgBYX1UXyA1eCFXozLfjWxcQ/D5HemW7NGosnFQNNGerWiAg0lKx76frVwP4coCGIltbOFwkAaod3jQOdLdYm80Io2Y9wzrme/SzhGbL6zH5RX9SKALT0G2n4oQXITRd2dzkZXLmi28k+Jmoel3gsH10ThZo8g1YgzR0v2J1k+l8HQFHutsflx8fvtaNumRFTLBRTaMVaxm23xcfX2oz337bi2NFufx66srklYD9KnX03G+k3VkB3IIEj8igEpnDs8/nUCh8OR6GNeW4CSDEHa+x+XLTdPSo/AYeifbrPi/WHD5oANh8triNZhCHPK9cd74X3adxdX4OjxyzYRkpvTxRLgJFW7SmrjGjbSapuWugCjMvSrAaM/TFMtyBtVE0IfS5gPPz0NpLzgCs6ku05US/N8XCdQ+4DnzLTTCiFP+Zkw4nIQBcJvegSGGMJCPPbc889p1l+PMyDFl7E7U3c33Jzc3s2CzmCuMvt3bsXJ0+e1MBOU1OTxg538OBB7Xffeu6++27MmDFDY4frqUj/oksg0RJg4k14Kqlw0AUuEYVpSOC4FUre3xJTzOWCFhUoRXxgwjWl7oYVLm4LVZO1mH9yeRitMV1XQW34DwIiLjyM9JwpwMfC+Sb1GiD7r/md7D4MmeB/3R0K+6N1lzqmuOU46B5nK2X/5kOt+z6NQ3Rn7x14EXbiML8KOUXnfigZN7Gi5IQCyXnVUcaNJcUEh5VMaCQx6PKS4a28C2+/koJVC/2ocZL+meep5L/2drhx4VwXKnYbUM4cOe3ixyaWolQz/3GlIUr9/TbzQIWWJnk0pWRMTcV0PjjrQG2frAbzcmjV4d84XL+DFQzwvyUjFSuvtaOECybxd3KASolDzMxZVJYRGKL1h8CPZA5uytcpcuT1OkoduHaNEZd2t+DURYUkD0bYpzmYAd0A9wyg6kIn9p/wo7WR4I+WMzMDSkR1kFdf0haa0CETTqA+aUUQ9cI1wgNOQCl80Tu4QqhNRFGP1nfoEhg1CZw9e1YDM21tMrsEixAfCO316tWrkZOT02O1EWpsYYmTGJ/jx49rbG8tLS2Q7RIrJOxvAqhCReiyhUHu6quv1mmvQ0LR/46eBLgoB2ElDVwe2yPZeIczHZ2BlVyQzqUOYkdaqjEiYVTvNglADDYCkkJuFgbQOwnS6BI3koyp1OEkN2Sncw6c/gX0JspGSqrCZzAC+OnVOdEcZbGdH+tUApO7obovcF6nW5xKWY504YI9fJW8R242K9qTtJ9cRQdAYffblOpAQaEP0/k5fomaPROhbvlvFR3XKKhqYq4dsq0pnF/aTzuxz+nCttd8aJXnm3UIJXbOPAeyzf4eQBNWdVxf7VlWZNF+NDNg0mimZ2V5YSaldrSier1anpzmJiOBGamGS5kXh7l7og1jcyaTjd4geXVYY8j8Gq3yeLeLTGiBcmQyGetAz3eUOgN051NpQRLXQyPlWLI2HXd80otDbV7UNJqZN8YIa1YK1q6l/nq1HxeOdqCjzYATrXQf9FA+9ZQDrz8/LvrxKJ2Y0Js5Ap1cxRK2nfHIdjOWstXADyc6x9WcUO7hxDJtLHujt61LoEcCfi7c7N69G4cPH2YOt86e7QKAFixYoCUzFSAkpDUCcg4dOsS8c0/h+eefh1h9wqmye04O+2Kme7QkRRUgJbmB9KJLYFQlIC5WPo5rUbCjKSVD7JCPC9FHT5pR3spwBfvHSE2rQllpKYqLizVXT3mGYhbxALDOgpJ+G1NGvE8r0E4e3tsCG/P8WDvZdE29ERV1ZpxrdcGSvg9FhVW0wpZByEiEkXHA/hlpCUrngp3E9LZ3UY6tCZjbSbjgPcP7Q4AqpBFJ6AanA6DwgWxKwcI1rZxYmJPnKQPa+HCh2YUPX7t8kOoKoOH9VrxyeZMWr5NWZMaGzzCHDfiwD6kE0HSuHeXHVTy7lQlG59kwY5VCQERwFaU+b2sLPtpiwpY3+Xx4TLjyH/Nw30K3FocU8RRSDNOtPK4ilq74XNqEhlpipWLHH8VslGQQoYu00Jq07Gor0mneLijlO2ov3yYtZIc758FFjxVzaKGbuigXN19TC6NLxYd0P3Qec6LOlYU8h3ek37Mxuz0+dnKM8uWodn7Av5Xjo0vjphd0KTAvIPC5j+bVu+gfLqZPvegSGHsJCHgR680LL7ygubSFgxlJUnrvvfdq9NcCXATsnDp1Ct/73vfwxhviEhNfEQA0c+ZMzToU3xn6UboERkgCEpPqoXIdEN5cWXGNpsUMsj1aV2RJuKFFwf/5gxNvbKdLM/3jMzPTtUUDiZl78MEHqefk9VhOo7ag0BJkn8P4nC9AreHcGbjIQ4cJgsT6Q8PKS1sD+PO2D7D9wAdwOJjcfdo0bNiwAZ/85Ce1RQmx2EZLaNzTX4ISJfevuDjMuKDOOorxfM+uEfnCvsJzmPUSqJqzdQA0IkKd4JWkk5hgxfU2unM14z+ejOehNWDamnQsuyUFt80YKvgJCq3mvA/VJCjorHLhPAF/mz9Fe9ijidTiMMLPxYH2Gg86UgLYfUzFXfPpEhbyqYt24kDb+YZpa/XFEc/E+CUSQHj5zrDnmJEbw/o0UJOh/QK6nJ18yfGv0cYXp4F+u6Sx9PjacfBcBubM5QWzpOcyQWya7AuW4V5yqJ6J95cvsa5DfJHx5Z0IM/nEE8jlHtO9VMn5n0HCA+v0y9v1b7oExlgCXlrvhfZa8v5IDqBQEdAipAeixAkQEmAksT2vvPLKoMCP1CdWo5deekkjQBASBJuNCp9edAmMhgSYhkF103qhEgCNZHwN10M9ASMOHzfgtW0utHdw/oOTiwlNWhzd1q1bIW6l3/jGNzQQNKClRdyhM+kG1/I0q2lif4cJgNib1jYTfvVcABVU4rpYHR9DNDQ0aO6rR44cwaOPPqo945mZmQPfCc5bCskTVC+tNN5zIytLISLyUtH00m3eFiX4euAeTugjdAtQhNtnzzBj9e15+NU1Xuw/4MaBEx5Un1Xg5ED2MADf7TYgvUTBktVpWLnChBJaVVJt8uDw6RxyCaC90cgPKyDJgqEsBcUOX2x3OhOTTHIMpxAsiANFN7fIkHvgbO7C6aNdeO0lH1ccTTHBV3gjtkwj1n2jCPfOpfUphste+Dnh3zXyve7zXHyhbXvZjVvnAIXTFVjtAm0YH9TkxzuPNmLqj1IxA014678dOHJcyCeC5fK30JYk+cuVNrVjS9CMnSSXHNdlalTXXB3MuIX+zflxnaIfpEtgNCQgoKaurg4/+clP4HK5ejWZnp6Ov/7rv+5ZwRaGOLES/fa3v+11nPwQBWrq1Kna6rLUI8lPwwkQpJ3GxkaNYU7c4KZMmTKw602/VvQNugSGIAFxq3KfplWFlouRLLJAyqTzOw5yUTQCVpHFhJ/+9Kea2+ett96qPSOxm6fOJnNF6o1krGN/hR1tOIVxALsP+XGpwaCBn75VCUAT65QkJRZqelnwGLBYGb9q5SKnpAni9Y948ZzifVpGOcQByEa88bGtUAdAkeTPFQuNkIO0zqvXWbBsrcrgUsapiFsYj1cZ9yJxahaiD6uFwf+y0jws8BPshNSruZ3xmTQwoM/O1mJCKu6U/aFjQn8jXdJA2zz1DXj7VQPefIMrFh0KE6bKykqchW5rwym2oiyUFfmwKMuJo3z/OA81Yce5YmycmoESO4EhA69q2Z3O5g785qtOhgkG0NXmh5dEFWJaV5hULMvu65HDcPoysc7laPQyCM25n4OSKzl6oQTE7W0G2d6+z1WJ6wh+0rlteONTF6sugZGUQHNzM95++238+c9/5jvs8sprWloa4xzXatTXEicgRXIDiQVIrDnhRY4TdrdNmzZpRAcCfHbu3Ikf/vCH2kp4ezvfCywSPyTASFaeBTClpjK2QC+6BBItAR+tKR6OwREmF/D5LWhoDuAIk9JLDsJIRZ4FWTSQOLqFCxfGBzJsywkAGAcjeXmGk6KBbmV7j5KsyRcZqUjc37Zt27Tn+brrrtPc4SJdQ69tkqfHlMX+TaW7WlWvXcP6IS5w1HVV90nGthOwMkUEWbmGVeVEO1kHQLHuGAeHlV4D8oleIj+E0Y+PvkfUNE1V48PjP+tiXEsqplp9MEVpwt3oRFOHCQ0ETsMrNNfu8eLsUQWtLdKDCPWRnc2UZUZJoQfnP+aCQZjJhfgPU8hYJ2QIQyrMx1K2tANXuU3oOGKCjaOygcQGamkGrr2lEbnFCp5/S95NKtob6BanlWAfU4pNWHRPKgoUT6ReD6k7E+YkYXER5jcvGeDUoMIzYfqeiI4KC4dpNv2mv0a3t/Xayl7EsZyItvU6dQnEIQFRzs6dO4eXX34ZTqcs6QaLuOrIyrC4qgnttfyW1Wxx56mvp4tKWBFLzkMPPYTrr78eJSUlWlC1WHuEMEHihaTud999t+cMYZiT3EBiJdIBUI9Y9C+JlIDMSxIHNJKFU36Ac16H04/zl+j0oK0WR25g165dGivinDlz4gNAtAJx8ohc2SC3XrwU6F6cjXyi0NjLO6CysjI+ACQWKiZOVY3FnOsvaKAlcs1D3OolC16AhAharJYOgIYoxYlyWoAxJsKERqsO9fUIqv6QL0RhXp9MPkdDq9MAG60dNjs7RUU/0ObD6UsKCgn6yV3Qv/DlUn/BgKYGXgv3CkhKEZr5IZbWRlpV2qXntKgQ0eTOtCGToKLqIinB6V9ndpBSdZ4d86ermmWqppL5eDoI1LpXYTTgNsS2pc20XBOmkm58vsEKC3MucTFUCxIsmmmAi5yS008a0NBIwgMaOrhuwcUa0pVnmDBljg1zF7N/Q257Ip/IseIXgUigaZIXYbAxiqsAP7al/C6WH73oEhhfEhAwIopPRQUXLcKKABOhrBaFzdid90BWiwW0hFuJ5BRJaCrHhRilZJsEVGdlZWHJkiX4y1/+Ipt6iliBpN1wiuyenfoXXQKJkIDMScoIAyD2kxoHfFz3c0nKjBj+YLIQIAsIsjAQV+Fi90gVp4d9iwHO5DmUvvW16kZvn3ObxEIrCdJy/FxgURmHKH0WsSZRiaRaT/rLv3iiC+dqFDQzlmdk8K4MHAXmDCtu2egfojJuQNFMxuLR/QyHCPS9Lrz8qh/T7gWKc6nXcewbu5nWvB6CkmY33n3ViOOHxRTDthk3NGcGr0fyEcV4MUS+uQG4Ok3wuvmy4PnmNCtu/3o+1gbK8fiPHDh+gquLBRas/6tM3FZqhbulHS//0o0PmAephfq3P2DA+Tq6C+awbSNlMYRiz3ZgtnyWh04OWnrsM3OQUuxFZnEn3tqi4txBA5xsL22uGXNX2rBsiQ1Lp0ZwBg5VM5n/ygqb7yI/jRwCI/cCn3gio7uQiUFj6XfQl/t6rgQQEetFl8A4k4AoY0ePHsXrr7+O8vLyXr1bvnw5rrnmGi12IbRDjhfw0reIa4+AH2GS6luWLVumxfr03S5B2GJ9kvoGDAzve7L+W5fAoCTAUAHXGaohly2cgzo9joONA3ibyDiP9OxErzpOoBS9gp49Boln1mi4+z+7ctDg+8Z6xNtDPoko4kEiVOWJqj8RfR6hOpMQAAVQSfaQnR/6UN4wMvBHuxckJHCUObB+Y9CQOhQgXTTPhBbGtVj/7OcKAQNYX63Bv5xMwU232rB4Nlf+0uhm5vXjYnknXvgPP2r5fhHHL4Wrfw7mMFo+g6QJQwQgIglNhXaYyBycgXXTnbB2WpBDYJXCxLCdXSpOn+GDWEowRjPXg1/qRGWVCcc/5moGAdkhYaCbOwIMdBEGtsVuxoylmXiEC/v9y8ivMvVvY5xuCVChcTGAMdmLpYzZwL9O4HMdB+eUZJfGCF8/FQNZHQy+HWLXrR0nk37kiT/2yZNrryg5YsGRTwjICO21xOmEu6fJVUu8zwMPPACJCRAShIGK1BNa3e5LpSuxP32JFaQ+YYAT4CP90gHQQBLW9w9LAhxj8J/vfm8Mq6beJ7NaI8dwOomRphX7cbwy+ntm3rx5mkXUFNF9pne12i9fyAUswr5BbiotYT8lLiDKe1CsvZLgWCy5cZWArDIzpipAt8JELHRq4EfiteQ9zzioJCpJCIC4YO5U4Bcz5UgWIgiFpAnxc6f1b9ySm4eZC7vwhXvr8bNngqt76glaPuTT//CeLWnTLVj1SDrmOWQAD63I2oK2BkL3O7XLR1Y5EyziVtQtJmerHxUf0mxLgKd52qVakE3ElM13UAMPm0JWPM34NLTm9bMGLQHeLT9f2uK/m8zFXAwl/zFafzZw1slIZkmM7LXLZOhksF/TsxxjEgSpLY/EbsPPPFwduzmRJmilMnbr42avWFok5kasPGLxEX9/cckR8CHU1+ICF17uuusubNy4EXPnzg3frMUuiALXF+Ts27cP8hElShI/hhchTZCcQX3Lli1bsHLlSq0PkpNEL7oEEicBKgU+usDBNbJNkJyA68zIzfFh8VwTtu7xUY+L3MSdd96JsrKy+BMAe45RASLRyHAIEKQrPH9eaYDkWMH8pZF6N2PGDCxdulT7RNrfbxsJClQvAZD/DHfF8R7uV0EcG7T6Getgyo7j4MlzSBICIAMW3GlHxlq6wHn5QIXdS4vBi307yOKxrTeQKNuUggVzjcig5i8MZE3Vbny8h7l6zhrg15jIWIlQV8+1MD7GHcIMYTXH/zUlx4rld+Xhc+TP/8OfBvb5LFqdjpU3p+LuRVHeBHE23WMBcvrgO9OKv1SWYFNJCqZNaedkrqKjxYtWsrM98VIu/sf1bpz/SxcqmiyoFeY6eqvV1HGlM/qCDHsRwPkKD2rJ4NLuGynXQ4IAoi6TIxVrlvh73cs4L3viHiZKpsT/uA4lZlVoIkjGRMtPwQ8IftYT/Ay8cj4RLmnc9DHAh9r5IVBfTU+WnrdDzO6pjNVDWwMfdZ6bpEXY1p555hmN6UmAiFhqQpYgEUnfeB7ZJgkShfigL9ARy5DE+hQWFuLMGVF+gkUotJ988kmNSluofiV2SOqVwO8f/OAH/QCWnCVxQd/5znc0peuRRx6BuNzpRZdAYiTA94DnNMFAAoh5yFxmTzNg5bwg+y4b6XUJ8gzJM3PDDTf0kIn0OqDfD54fcHHRdzv/0pV8uIUscqsZhpqeSv2SxGrySgwvDocD99xzj+buGh8hCfvn5oKGu4qVsaYRXrfv6Zsq4K+33tuzbxJ/Cdf/J/Flhl+aAYWzrMgp5SIFlffw8aS2dqGWi56H6cPp4YOEojR84WE7ZkzzIytVhUn0ABav24irr0vB2f2teOVVoPYSB6mXGYBPeUAWZ8g69FBxusIA2LRsC9bemYPCuX6cOOHH6bNeNDarcNHlTdwXUrTgfytmz7JgWpmRq4B+pFh6vwikn/EXvjRWKqi4ZMaxajKYOAN48wU31v6tHbMWt+IMr+8sFyC8zV6UP9+I//yAulGLFQ11vGZKkNgPmeyTgXTV0YsPF3Z1Ys+hAM62GnvJPfo5cewxmWEv9GPpErIex3H45DmEb0O+uOHlizHZikJaUJIdKLmPkO1tQ7flJ/xJTjaBJOh6ZVL008Loj/NtJrO9NuEn370QoPPaa6/h5z//OSR3j1Bdh7O8xbpDb775pkZ8IBagFStWkAAmTTtc3vUSFySgSj4hamtxqRNLkrDDCZW2rHRLQLVYm06fPh0RZIlVSvZfuHABwkL11a9+VctFEqtf+j5dAkOTAJ//kWaAC+uIxRjAssUGXLVYwfYDxFreoO4jMXECfD73uc9pZCCRYuTCqgl+lTm07V3m2Dg6MoCN8cnTigP44t1GvLHNiF2HLy9MCyX3Zz7zGY2+Pu6cXAQ+asdWAqA97K+o630QVb8LGtoGlclQFcndlGQlCQEQfa7Js0wLZb/SfNENb6eRbgK0KtgMmLE+DctW+JHL773du4ygtxoyHTZUVTqx36/iUiOZ2/i92ZuCNJO/z/H9moq5QWOTKyC9c5oH2cUGlNWRHlpy84i1if9sDiOyCwl8ipiQlS6bNtNwwI90xYCcmVaULghgRh1Nt/ytkmShzWtBHuOSpjFGruKkHw1dCjw1HpyuCXWfnTGSKjzDhlWz/QMSMHTWqmiq9KOuZbj9DbXPvw4FjhT2o89KUNgRk/OrZgHiC2u4idsmmnQMRUHwk3E33ZWv6TbZy/2fuEWPyxjavRO5hcpYxrWI9UUAyq9//Wt8+OGHfFdLPEH8Ze/evRq4Edc0sfRcddVVmDlzpuYCN336dFx55ZWaVUeAUuiaBVyJK92lS5c0RjkBOCE3u2gtyzkC1MRS9Lvf/U5Loio02nHHSUSreJDbx3K8yzgZrbEyWu1EEv/YyZjPpIAKzVxxWfmP1MchbaOLmZFWoIK8AO66XgiblsKjZjHGzYHp06dp1PASSyeU8APLn4uIvhqoba+zzxfYnZHpr9Vqwg1rGZ9LDwV7VjoCxnwU5Odg1apVEIutLFhITN6ARVxrOmmZchKc+U9S90sM+NH6oYbu2YC9mlQHJCUAinYH25hjpoNZhr2qCXabgrlrmGDT2hUVzGQWp2HJ3HbUXVBwqZ6rpO0BJsAieCAAGolitJDmebp8otXGB4LvGy/jmcT9zEBTjFkYSIZQLNk2zFzshZcWqPoATV3kFghwskgrScXsxR40VHtw6KyKlpYAfARiwspoTaec0s0oXZKKZSXeARj1SKaQbULuVD7TOb0tQAauarTSwtXW1PsBt5MaO5XgRuIYhfTF6/ajvYWkC4zhUgPdSi/7oeQPL/ZqCOIa+1NkhU0CI5OpGOjmJpaf1I30MbiNKxkTk/BAaFA7Ozs1Vi75Kyv6Qn0sAfDiIiHZwfu6QyXTbR7oWkWRF1pnkZ0UkZWs9qakpIx6nhtRNMUy884772Dz5s29aHelX3JPJQGp9E/Ah1hqpN8CkkJgRkCMfMQlRtzm5Pv69es1ECTniuIkAEfc2ITNLbzIdjk+3iJjLZQrSKxNn/jEJyK638VbXzzHyXiX65aPyEB+h8a73LPRHO8ic5HBaJTQ/R2NtgSEi2zlI+NR3C4F2MqYkneKuFOG6NUT2x/KVlyzwxYnRrw9gqAUWwC3XGNG9pSFCKRcidSMYrq+zUVpaan2HhiwTQEXfrq8deynQvIWlR3OpSNFMECgsmAm14btBZgxdyF8trWYOXsuZs+ePYhnjf1zVRCcsW+aOyF/J7TEaeVPaB9Gv3IdAIXJnPo+H4KgYi3Pr9BCx4xr4YvURGuRps6LiSjTDIdFnMKGV1S+vNwE5M2Ml/Ewz05sSMM+Egz4PHwpFJtRnOoLXcIgO2FF2QL5hJ8mQM6GhdcYUDxbRf4WD7bvMKKZc7A124ipq1JQOtuMG641IFNb8Qk/t+93A2bdYEU6QaXEAIUPPJuBrHybge2buWpC4SmUpZWWnVkb7FgyX0EGrVwm+tY2VnlwYIcX508ZtNxE2jwm1rlpZpCcu2+Dk/u3AKCAOFwmSeGkB8sCKOm308f0Hg7AiQl+RPkS1yWxGIjiKvlgRGkRRVBcJITGWGI+5LcOgnqPbZGdgB+RmYABsZaIoierqWLJEPlJoH9cri+9qx7yL1Hmq6urtczz4Yq13DtheVqzZg3Wrl0Lse7I/RaAI+5r+/fv1wCB9D9UBBSJdeajjz7CFVdcgYceekhzU5MYn40bN2rXJiBroCJti/IrK+CiGIf3S84VxVxA0Le+9S2umk/X2hC3u4FXzAdquf9+aVvaOnz4sHbtIisBQqKQCwCTeyZEDqKoJ1JBl2uWeyUMeTKGRqNIO9JmoovIWOLCJGnu+fPn6TZ/QrtGeYcIZboo3lOnTkV2dnbi3ymcp+GTeSmx87GBrmYzp3kwY04TyaeY9sA+D4qFbjlxBR/wmfMR8HTuh9r0M34/P3LgR242q0+xG7BibiNWLOe8lb2Ki3ZUrIRUasAi2h4rYCJZtf4/CNBonUo2L48BZTRyB8RzR0autXFekyT7NFmD8MXVEcDmp9pxzb9YUOpQaXbt3/nWC7V45W0zTtA9jLMMB6wTrW4HipnQdKjF5/TiwvFW/PYXHpysiP/22HJMWPfoFHx6gR+WIVJhR+2zkZawYgvu/Dy0T//jeP0DFiZSnW5HQYTjvDXNOJ1igZXWKxdXwu0Ls/C1R62YlcGVwnC5r3bg9rszcW5PNX7+MzPZlfiyoNXNt8+J+k8bkUeoGH54hKYmzyYCIFWybSdLsc7lRPcvdHlcRCBUNCGvWhQVUX7//d//XcsF03c1Xy7qlltuwX333YdNmzZpyumEvNAEdFqAgsSvvPDCC3j88cc10BG+wi7KuwCfb3/721oMQF5eXuKVPV6nrLYLmBFWtvBy7bXXav24//77e1FbCyCpqanRLEavvvqqNg7CQZDUIb93796tfSSmYfXq1Rog7kufHd5e6LuAHyE4EDcgUXpffPFFDVRFAkEy/r73ve9pH2kjvqDsUEsD/5U2BaQ+8cQTeO655zQlve9Z69atw7333quNe1HUE1VaW1s1YPDss89qf/vKY6Tblfv83nvvaUA25JI10m2E6hPA86Mf/Qhbt27VAFBoe+jvokWLcPvtt+Phhx+GMJBNmsJFMcXJBYF6gi37MiDri5wfFsa+PFk47DxIfoY3GfvDAG4Pg4gSVXynCWDIhuclwPL9DeNV13Mll14MsbQUL61S7tNQG3/J/v0mUT3T6+2WQPwadhKILG+aCWkEEhoC9xDQHG7Gdz9jxPJ7HVi0kJm2yezhMPhJdMSA0r1O7NluRluL5Hmg2m2hb+rCNEx1DOQKFl2Qntp6nKC75+NP8JlxDe7WiOHKTODTbcCK3gh8qKv0ouqcDzU+M5MLM9ZolRkFdubwGQR6aKvuwImLClo66fJHf7ilV1pRYB2a9evCUZeQTcFN1ztblgHXP5SK0jRXb/ATdkXTVhTh3luq8e57Cg6Ws/0zXajrykIuZT+ISwircQJ+lRigRLDsjDdRaIQHc6AUPk6WC05yinW89TCu/oirkii1f/d3f4eTJ09GzNUiFQldsayWi7L7T//0T5g/f35c9U/mg2QVXWT3pz/9Cb/5zW802YWDH7l2+S2WhX/+53/WlO6///u/15S9RFrR5J7KyrvE/YQXIS4Q640A2RChQWi/uHuJtUqCoUUpFUuWKOUS39PYSOWnT5FxINTWIWtO+G4BOmJhEuAi1yljpaysTLOoiBVRLCq33XYbvv71r+Ott96KaPmQ9n/xi19oLnYCtkZKXgIABBh+6Utf0ix20awuO3bs0ACJgIVHH31UswqFX+NIfJexIwQVL730kjY2Eg1+pM/ShrT7+c9/Hp/+9KchQFhiueKK/YjzokNA+Wtf+5pmUZbxH6kIKYfQsh86dAg/+9nPNGCcCGtfpLZHZZuTiw+u4yQLeJcOKyuhpKylhwCBkDCDam5tXJD20G3FfYhsb9s01zL4SB40GvOnuNaRTVOtKic4W8K+rWPf+E43ZgU/IiCJvxHQ0/UR/x6j8lfBT0+g9aiIMFkbGZyWPcmlZMzIxvKV9C1v8OOd7YyD8dEi0e7D0TedOLtdAIYYWGlKl0UEMjy20kUtGIvC1cdUE26+ny5eDKQzDElOAVTs8+EkWdJcXQxsiVSk/SwyvxV7cJ5sdYEww4tYSqbkCAASE2qM4unCiX0K3nuDQbNinjfYMGWeGXn2GOdE2NV4shnvv+VAdZ0CSxr5+EsduGFqYEgxSHIdAfoaSs8FwJkssXMKGXixaQRsdkFsJn4yxPVw6Fa3CJc3QTYNbaRNkIvjYMjkZMFJI/+rnDzEhUDAD+/3BCuinIsbkASeC0tXNGVQLitkIRA3qN///veaRUPchZK5iGuPsJ2JNSOW7ERGsv+VV17B4sWLNYUzkXTPooCKS1Vf4CKKrqy6iwtSpCLKp9Vq1eIBBCyVlpZqVNgyNgTwhAMqaUM+fUsZgc7NN9+sgSyJE5I6BWyJFUzGiwAt2VbKuv/3//7f2vjbs2ePBhLD65K6xXIgrnDykQSSwy2i/Euy1j/+8Y89YL8vYA21Ie2LJerAgQOalUjal5iVkShSt8jzxz/+sdYPcb8T0BqpSP+i7Yt0fGhbLDAl+8TyJONW3B8FgHzhC1/oZREM1TPYv6F3ioDX48ePa3Fl0WQs/ZCYOZGxEHUIA2C0sTnYfoyP4yWJJz9iPfF3BZODS044RQKEZY6kbqDS7dHbwv0EPpJQdIQID+K7/u7+0btH89owsG8GvtOVkNJFhdLHeEZfHftJoKbWs9rEu07G1/fJfZQOgMLur8JJY8psG64gqUCrW+XqXHDiaa/zop1js3fpVsQcjLuZZSNRgBVr5pAJrfdBg/gVQDNZ0pprg4q8kYQG827KxHSlFR/t9qORz4WZfqULb87AVWVdqJmv4vh+J6pIW93eKRm+ydAm73YtiCY6CPJ20tpSa6L7GMkEuGpoZ9xPKmNujAMBpz5XYrV50VLvR20ljV/UU09XKbh+Cg8agk5u4rvAIBnOWLyU+5lDrLuMCc/kHaFt7f2fu6UTJ05ZSTxBWUmQlkeUBB6pj+begprIvwT8WJbQreETdKhew9WyNF5NpNEw/i9SlGSJ/djF+I5oq7ThVyGKmyhM27Zt05i+hBFspFbmw9uZKN9FcZSPuI7FU0R2ouyLIr1kyZKExZaIwinKZd84D4n9EVAy0D2T/XKcABeJzxBrkrgoifteKGGqjIVIpYwASECWWH1CMU+RVvUFDEnSRck9IkDt3Llz/VjqJCZNXPgEAIXY5yK1Ge82GeNVVVUasBoIsEqdco3SB3k+RAYSLzWQ7AbqiywkHDx4EL/61a+0mCoBANHAirQlgECoiQdTQqBTLHryfEeqX8aIjNudO3dqQE/cEgW4yj2LdL/ibV+uTyzJYh2Ua4sGfkL1Sd9kEUYsbZ/61Kcwa9ashD0XoTZH/a9GbHCKA4ofjTEtfOGIypHEkY5lCZCsxMNPD5tbqH/joG9jKZcxbFtXGfsIPyWXuW9WmogjOtDmssLVqcLp8WngImilCNJoWqykf7bT8pNnw6KrONHSjWxaCn1Rh1Ekv5AAAKGdM2VZse6BVCz11zLo34qWBhIuMOC/7EoHriMxgGdFF/K4wLidlqnyCplEFFTy2QoUx+6At4sEC24DXARKilhSlluRYfMNGjtkldDqQqY8M+02ftKAN9TTgsOX/VCKPZPsdQR3UnyuAE7saMeh6QSV0wJMKBbMvyQD1ev1o6MVuFTuYj4hBVW1VIjlNHmhDK1paVIv41EChlRaf0rp9raJwDZnPPYw7j6JQih++qJ8RlKSIlUkoEksArK6K8rucBXCSG1MhG2iHItLoFA+x1vkPSQKaVFRkWZRS1RwvSiw8ul7b6TP8d5nuSbpnxABSH8FgAgAEkVVlGa5brGm9LVOCLucACcBOAMp0nKsuMKVl5drLlhCu923yPgUN7k777xz0ECgb11i9ZCxLu3FW2S8y7UKcBKQMJwSsqKKy+TLL7+skYxEqy8EViUHk1juBlOEaEJAk7gOCoAS8CYgIxLok30SL/b0009rJCdimQwB18G0GTpWxoM8F+LaFu9YE6Au91nissQymKjnItTHMf2rgZ1wK8oYg59wYfQAsVD/xlHfwvuZBN91ANTvJhtgS7Vi8bVmLL7Si7P/P3vvASDXWV4Nn+ll+65WWvVd9S5Zsiz3XnADYxtswBCCCQkQSEL+BDAfX/Il+SAhCYSQUD8giTEdTDHghiU3yUWyimXJkqzeVmV7mT73P+fujjU7O7M7O7va+r721c7cueV9z70z9znv8zznOcBEzuMuzt7QRR5zIk5PiZfy1FWTXZgx24vaqRaCviTt8MGRH3VDXwP7q8CwLvfcUqydHoaP4XAV9I4EHQkSMXpHDpBoLObkeGkQ17wthLZOFw7vjyEcZ9HU/SQjF5AJ5OmG4rMbXspMk28NuAWqAqhk3lOZI4Ym7m3FCzhI91mrKI6gukbFRZQhpyc48lorvv1AO5beXowli1woL2K4G2sdtZ2NMPeqE9sZwhelFLaaq4TywauKUUMSZ35GugEdN38Y0plkeICtMJjnTT0Kxy7jTuE3UnvLt8mokeErQ14G9XDXasm3n+d7O0lGCwN5CAbSZIhqHymrDWXeRXofRHxEQDLDiTQzL8NUxFWhaPk2ERmRmttvv90WMZAX6Ac/+IHtCRQZTvceChOp4Um8QPk+/TXN+H/oQx+yVcFETGSMpzf1V/fps5xRu/fee9M/GvBrFYHV8QYyIab7XeOTt0SvCzXO9V2RB1BhkBLLyNUHXTfVipEMuJQXRWLkyckks30NXt9JEScJbyjfSdgph08Kj9lqQYkYiZAJ+3/+53+2ww3Vj0KaSJ5ye4RVvk3b6jshcioypDBM0wwCExkBQ4ByXX3FjnopC82QaC25W+GGf+YxFexgBzyQw1gh1k6gX8Yr6cTuU8TpHXrjBcp43sqUCO3MgqhFzIMpp7LJWW42jR78gZAZOWwiDI1VFNmAm0vFZJNcBt/clZNx8aVn4e6M4nsPp36UqZj161YumcdPpzkOTJ7qxdvf50XJsMb0ZvbJvB9yBBLHqKDzJHPsonBM+0d6gzQrPHTftSHvbz8HHIihkjqUjLd8wltS24/HvzLKZazlMmRzjVmGcCH75TpetvUpIzpTWUv5SvLoiHQonGugTURIoXGXXXaZHeamBP6f/vSntlGfOtbOnTttg1sy0vJi5GO4KxxQggna9xvf+EbqUG/+TXkopMpWqGH+5sEKeKHvyGDvdxGoxx9/HJ/5zGdy3jPCSjLjEg+QRLmI0GAmGKqqqmwCpQK28rR99atftfP3skGg+1L9Ezn+y7/8S9vjl8+1yzyWvg/6bgy0ab/UMtB9zfYGgfGGQLo1Od7GNubGozlue547zrjyN5qx8UAAUU8AdTPjmFxJlkJlutC2s/jHHzlQ3xLD1mc6sYPhYPUMZ6ONgGMn+6lblIGIPEA+Mik+Dwbc4q0hNDD0rXGIbNLJCypw+Tur8MEP5snGKvxY/Y4qvOf/q8Alk5X8ZNq4Q0Ax0+1Pwzr5aaBzt9yMY3KIMnAK8ULICF2wYEHBs+FjEqyMTsu4VEjYQBPjhXeqAGTGIYfsrYiKjGd5ENL7p1l2kZZvfetbdkjXYE6o8DV5hP72b/8WN910U49DKTxyw4YNWb0NPTbsfqP7UGF2UiTT38wmr4I8GQq9E3kstMnrJe/CQEmrSIiIYyGEQH1V6J1w/9rXvtbLw5Uai67Tfffdh6985Ss2adH9NRjykzqu/soTqKK18u5IXlyeuVxjeeihh+zCuarbU0hTnwdKrnW/avwi14V62Arpq9nHIDBaEaDfwLTRgYATyy5nvSGGdD29l/kuYQu/eDCMNX8WwMLVjTh02oX9FDlJhhiS9/0z+LtfOJGIeagYR9LDAXiYz1Mz2U0PkHxIuUmEiy6iFOGRB6iFoX22gEAf+2TDp7M5ik6eP0IJ8AL4U69DOpwMZWP+1eVv9WL5JUkcPhRj6CE9W2cZ7sYoKAlc+/0uhh7yITnLh1p6uyqpJBkIRCgEN0QsrFevRvuK/MMfRvtIcvePMqJtj8FKnIaj6q+71OC8vPhjqMlI1uywCloqFyAfw1AGpGaJZVxPZGNFY1dxU4WDqQ5Qvk2hSfKODHVtm8zzy+hVPscdd9xh53foc11fkRMRIRGK97///XZdJ5GZgV5LGa3aTzVyVMdFuUGpfCDlckjGWqFV2iafJgNYCnlSI/vc5z7XYxd5YKTIJklu3a+FEgORGBU5VUiZQuHyaSL7EmHQPZ+LNPR3nEceecQOMZOHK1tTvs4HPvABG0cRwELHl+3YWqdrpesrwv4nf/IntnfngQcesHOb5PlJbwqRk0qevucipCIlA2ki+PIQisAp5DAfD7PGK3z1fRoJD99Axme2NQgMBwJDYbsORz8nwDmoCDQ3iNkUJbj4UhdmX+hEtSOCljj/rizGgsUezKugwUvSkmCR1qbTcbQ2MS8pQuPf40JwcjFuWR3ny9zkRyB6yxguRuW6SuYyWZT5bl/fgJ1nXOjgefJvHXj+F340UrFOZ3MzDE95q86BxN9lOZmD+/uKWEF9pgvL1vpw/VuCuPOdQdzz7iDe8+4A7r7Lj5uu9+LClcDM6RYFEjge6X9PxGaHRg7soTk2YZJ3j1lmnS+zavdXyNh/y7jN/A3h0TBmJTvLk6PQonxzQmREaea/tra2YINwNIx9KPogQ08J6jKs82kyvK+55ho7vGmghCOf46dvI2Nd10r1XkS4UtdX3pRTp07ZYWqqTaRwJxUDVf5NtiT59GNmvpZhnSLEMtxTBEHnUNiaDOB8m44lQq7QL5FDvU9v8vyIbMqbkmm0p2/X12uRQpEZeVrybZMmTcJ111034Dyc1PEllf7b3/7WVn5LEcTUZ/orw1/haaq/JCI01OQn/VzCtKKiwvbYibTmUpdTrpA8eJlFdNOPleu17jPdbyqcnK93Wdflnnvusftzvr8Xufpt1hsERhMCA7F6R1O/x2VfXAEfSqp9WLzSw4V/57LGDn10vlIfamo9WLDUjeoaCiR4STv43HKSePiooFY504u5lLOeURbnA61vaBxeD8UGLFSW8BhM/kmeiWLfGxaaOx1d+Ud9785PWdvgZIQKVQ50hrrIlojPpEpHv+fu99D2BrwlOYsWKKLQRJWXoRqUGZ9GeXIu06a67POUUD7fzXP2M9T8Tjdmt2IVbKedCTZmRzCgjluU/4u8yNy4Hfz7umYBBrT7SG4sg0gz9KlZ8ZQBm6tPSoRXXslglaJyHX+srZfnTPVhRCL7m7lOhQ0q/yZbmNf5GLuMUXmclFciQz51fTUrL4Ii0rOREs+SNZfHRiIJErjIZ9Y+vb8iQVrSSYu8TQMNV5Pxq/AseR3Sj6Vz6XgibhKfGGj/Un3V+FOesXwkrXW/i6BIrjtfYz51rlSf5WlKKealf6bXmoDQ8fP9/mXuX8h74Sp8dU/oXtQYM5tEH0TcdH+IzA6k6fgisiqEK4zz+V7U1tba3p9CMB5I38y2BoGxgoAJgRtVV8qH8mrgRpY+OdcU5uTH0svdmLeKD64nInh2o4s1eEiOypyomufDwjV+XH0xZ53yCWNz+zBtdhtWro7hjQ0SHEji999vx/TiIJxLeLxiChtkuysshtoxLLyjPYFnfxLBtmNOdLJeEpkIAlSkWzCZyj0DrCV0bozshcgYc4qSqmPUR1OhV9U8OtfkhaIkuTd93blPx+0rFXnzVI7b4fUamERJ4iyG1f5wVzgcvxMoWcuJAP4dA02hR5IYlqGmgqiqyaKZ6nRlOBlqMhwVfnTXXXfhtttu62WgjoGhDnkXZUimaqcodEgKaDLQU0ajjEGREOEnGekPf/jDtqE30LCiQjsuQiEj9LOf/axNIKQEplDHlCdCpEJGrhZ5KWS0qi6PrrMIk+6NTCKSrS9Ketei46Wazj1Qg1b7yEsmD4LC9NLvQZEe9VP3qcQVUh6t1Pny/as+XXvttfjIRz5i1+KROIH6nrpmOo7GrWsmJbu3ve1ttocmRR7zPY+2U/9VzFX5NOljSR1D5FneH3lg9f0aziYM1C9dX6nEpe6JVB8UrifRDN3fmWIaqW1y/RXGf/AHf2DngCmnSAQw/TdF59Q2Is36XijsUXlkuv6mGQQMAjRfDQhjBAGXG74yN264u4hLtj7nmw/ixZzlNBaKXXhkk8UHBonD0Vb8z2fD2H5jCa56qxtLZyXh453hcPJBS7JhkZzEmHtUf6ADv32oDS/v9CCuwqP6gZ3qw5x7S7C0dDBCBPQqnYnjNEUcmmMiMrnJjIshfgkNlV1L8GGdoKa+0x/AulWsk5QNlvG6TpWk3ZPH6+hyjytBYYSO3zF88xgc1v8BSq/g7SIiP7qbjBEZlJ/85CftWeEnnnjCrsmhhHMZffpcxpIMYxnItbW1BRufoxuJwnonj4UIpPJXRCJ+/OMf2/VMZPDJqJUHRviJOOr1+QxxyjYCXcM6ehm+8IUv4MEHH7RzURTaJIM8PZRMRqoWJetfddVVdkiSjF8VQpVhms04FeFR2Jzq9ygPKkWAZNjKC6BlIE33msihwuBefPHFXqRBJFMEaDA5VDqHyN0nPvEJ+35XXpEIgHKjUp6lW265xTb85SWRga7xDLTpWOqrMBfJymzyjCjv5+qrr7ZDFTM/H473Il7CVNLsW7du7XFKeQglZ63wSP02DLTJs/Rnf/ZnNsbyMOoe0V81fabfEoWQahHOhRDMgfbJbG8QGCsITCibcaxclPPdT1dxKSbX+vCHd9bj6z9gPJndYti5volFSF3wsODq/GtdmEL72hmJoeFgAsf3JTlr7UAsSvJD4QO7lRdh6pwA7rlqYO77rp3T/o22Y/vjDjz24zBo3uZs9lm7T/3mJKjHi+B01m1iekh+acA5Dz+2PlAOkJOGj10Elt6RidQsFosKvwLrzD+QOHyeT/oLiUP+9VZGEirNeKvmiAwTGbWpCvUyTGSUKndAhqAxVHpfJWGn2XwRDdVvkRdIZECkQd4EkQiRoZHETkb//fffb9fxEbl9+OGHbcM/ZfSnRqVrLxK8adMmXHHFFTYREnFbsmRJDy+FxicvjYiDVOVS5EfHUUjg5Zdfbo89ddx8/wojnSsX6Uh5bPI9Xq7t5EHS+CTBLW+Qwr6EhQiSrpfu+cHc7yKXCi9Uf9O9S6n+iGTKk5orDye13fn8KyIiDBSqmEmAdF6FQ2oMwkb38UCbvhdXXnmlHeInopX6TdEkgM6t8FsddyS/FwMdk9neIDAcCBgC1C/KjONuYX0CphzEGAKWoHfCwUKlJfTGVAUT/FHptsj7Pc4o2oBd9hZ7sPbuyVRXO4sf/crHAqT0rMS0JO3aQDt/68Auesod3aFpCYa7Jfiaa7oGMr8U73l/ERbPA6a6eyrcDHikCSnKudEU5rlT5Crfg3gZepd/fcl8jzoGtuPFcUkFYg1jQHrOKo6Bzg9BF+lxDO0kCfob3pH/CygmDs7hDW8pdBAyCmX8qaXnqchAkWFoWm4EhJEMPoWcpZMB4TYaDDz1Qwan8llEUCRkIY+VPD4yfhX6mCJDMt4lNiAi9MILL9geExnKClOS4IO2k7dInhMRJXkKUk1jFYGRgV+I0SzSqP6lCGOqT6nj67wyptXHbF6p1Hb5/JUhrvtd5D79mg3F/S4Pm/DNRn7UNxV1lUhFoaF8+Yyvv210T4i0iwDJgynxg/Qm4iOCq/WS0S4Eb2EsMilvoPlNSUfXvDYI5EbAEKAc2MSpvXxoZzse/akLDe1UW6NimrwOogDiAG6vE256HtZeGcSK+RZmVOYbgpbjhMO9mg/QYJkH695ajYq5UWx8KsLkXMmgcnAcZKzTHml3r7qNMoUOl5M4vaUUl13swsLaJIJMwRh0RLHXh1nLHLj8Tidak04+ALKBwRwkPoxP7Izg0EHWPbJD5bhdkCFw81iNfaIVQnUQJCd9Xr6l9IZs4T05wbxA9i3SRBK0BdbZL5Go3897gSTI27u+Sba7aaTXyShSK8TYGem+j4bzjwaykwsHXVsZ3FqktPbOd77TVkWTGpwIUGaTEa9Fam7y9ojwpDwz8hRpvYhSupEvVbzrr7/eLpSaupcyj9vXe+0jQ1lkMtv+ytdJD93r61j5fKZzZDtPPvvm2kakTWFlIo+ZQhC6P2bX1lE98JIB50jlOt9g1us+UN7Vuosv7UWAdF3lwVLIpIRPBvObIIwHs/9gxmj2NQiMNQQMAep1xeLobE5g1wudeOFFC9u3htHByeZ0OvDmLscSiLYmceaCAOYsceGyRfQIvfnhGHjBMKoS1tVZQhLjCzgwf4XTDnNr60igg/WFYrY3hjOrFDrw+TWz6ULRJIbHrfJg0cwk/G4r5Q8a3GCdfkyfw7yjMgcizDlyKfcoS7P4wGta4MbB3TFsfC6BpgZux3VWNI4Qt6c/ZAI1GtAuhku4a7tvTt55CoebaM1qJgl6AlbLZN6L+qIyHM43a6KhYMY7ShGQIa7cL83yy9BN94BkdlmEQwQpG0lK31beoRtvvNEWehho/k/qODKUFR6VK1dKYVkiZSIZo9WgFl7KicpWW8vF8ghrV9ViSkUczjgDq5WzOoJNkSJFvnYsXVgNr8fJ2nbnfqt1Twjr/fv320SuP0W3ERyGObVBYFwhYAhQxuVM8CHVcCKMlx5rx/M7ziVlSnJaogB8niGpUDH9oDaxWOfGGE43WzjcUYwVdZSm9GU33jNOM6reBkr9WHaxH4tXk/h0UIyggUSoKYlwTHSOs5kkP0GSn5pqNyaVWRQbOKSsLNkAAEAASURBVPfjPSQDYf5GxSTYS7/HW+THonlncOww7V565sK8FsnTUTRbHhRRIW5kH3P99n4IN+BInR44vDXSqZiY5CeFZoI5QZ2/gOWkRDD4nfVOIR7nvrupzcxfg8BIICChBiWny5OTToBEjkRCUupomWFomX3V9gpZUz6NQuWkGjYYciIPlY6pJdPbo76mCFBmP0bLe3l9jh8/bvczs09OesRXLSpFAHvgCHOiyP6RHMFnMzF2x6KYUxNh1ISLRIcRDWnd0X0hIpfu5csck3lvEDAIDC0ChgD1wDOJk7vCePmxTjzbTX6cnK2hkAzK5roRrKAXJMCcoBNxnDrIMLEIvSQMxWrf1Y4DJ8P48dwafPDS6Jg1wl1eF0q1VADzeuCSepP2i51aNQJ/q+qqcdfNJ/EYZ9WefyUB6zDDREIBTAvGxiz2BcFoS2HX0diXFPRgVPgKOvvo2Sklkd32fViRVzhRwQKxpRezf1ljKUdPv01Pxj0CIjWS7f7Vr37F8GLKuHc3kQ6FREnGWHWBFMalcC6RJRnDKaKUCmmSp0aJ/FIJ/NCHPmTvm8t7kzpHf3/7IlwiQOrLaG4iQPIAZRuHyxXHsqm/hKeBsvlnR0FchgiQlcCichYNZ8mI1zs5kZqWOqsxKPxRwh7KIRvqcMHRfB1N3wwCI4WAIUDpyIfb8NpmB9Y/fg6WmrdW4E/u9qB2kgVPKjSLNXEiLR145Dut+P3zTN5vZugWPSabvhDC235BLwkD5kbBT276yMbda6+LstdOGbhE2uFFsS/taTLuRptjQCJAvlrWA5pDNn6cG7Xl2HCCrE505wTVf5RE+N+oDkcSNEbqBE2QKzThhinDVoVFpcyVnqciz899992HBx54wJ71V/iTDGD93bFjh53zo32VpyPBB5GfxYsX2zk/wwHi7Nmzbe+UiNpobfJaCbPMxug++L0OTKeKqUP9Hw2PBituT8fUTLZQwdRNpXCm90uEV/dJSiVvMJ69TDzMe4OAQSA7Aucs/eyfT6i1nY1hNLY70Sh3OaWgHeuq8Vf3sX5HSRI9xN444+wrK8JbP8q/nlZsegE4UM96OVYIpzsrUBGI9dx+QqF4ngebYNjDvib87GEfdu/Vk41eKSuG9ggzgIJDHJp3nocy+MPzKeqd1k2ATg3+cOPiCJy1juyBVf8JpkT9DUnQ1XQElY2LkZlBjD0EZMhKEU6LvDwSM5DwgN5/8IMfZHSB107SlzqYjGCFtskLkPK+qJClFnl7htooTnmZsqEq1Tb1bTQTIBFEeaoymwhQkKHoPi5dtblHAYljvTrlaDJqGdT86RWpoGuhELiUtHvmmMx7g4BBYOgRMAQoHVN6dizLxQwXC36qi115qw8VRZHsZIYkyOMLYP7iZhw84iIB6goP42/v4Bv7keyM4vVdEew+6MCpY8x34e98PESSFQjiPf/bixmeBJJUpksknHZGjpMFQr1j9WrG27DlCRdeeDKOhl6Phgw4+aCIdLhwimGIoVTRVHpCSimHPSGbCqIGLqAS3OuMqehtDExITBQOGH0DVuM3OQPM8MAA1eE8TDIzzSAwzAgolElCBZ/61Kewfv1628iVXPE111xje3VSBCNFbkR0RDxkEGvR5zrGUIdE6dgpZTkRicym/qT6lvnZaHkvD1C24qd6BnN4I5/3kwmUinaTBM2dDry4g1Ej0S6bIbWZPIS6LqYZBAwCw4PAWDWZzw86Uj3r/v1RWkEgSAW0PhmNE35fknKn52aY+tw8j14nKL/deCyEp37vwomjLEB6mjWIGinDzYT/ZIQKacVOtMf9sDwRHHyRyxEHGkJu+Is8uPBtHkz3x/ujEHn0Ypg3SXLMJ5PYtz2MU3ayav7nD05yYdEVQVQ5ObuW/27jaEs3HJR/tlp+SQI0joY12KHYxVKfJy7zOfHKL3XRWpKgqsEe1exvEBgwAiITa9assWvhqLaOPEB1dXU20cl2sOEgHjK0lZMkme1sRrdC9ETEhpp4ZRvvYNZlw8p+hI+06EGuQbFz4jh2HzO2ERHNdi0yNjNvDQIGgSFCwBCgNCAdYj3dLR6hstuOBNrnsPRNFpe1NrNIVk6d9KGFKnBD0Swq0LWfjWHzMzH84ofhLIdk1XP+dNLxY7eGfZ3cNo4dh92Up/YheGk1aqYnmBszNP3J0oHztkox0VTlZi5LHqegIp+fqnQlJU7MXBzA5Xc4UewcDYHeefR9qDcRcP6VNO5Z/yZxkDclFdFM60IgwZyo9l/yG6MZdN5cxSRBJhzO3B19ICADVDPx8o4oHEmqXHqfnr/Tx+59fiRjXQnuaseOHbOXPncY5IciL/IoKYROhEYKcqlQOhnbyjmR0ls2ozsVAjeaCZDwzCUDLqdWtnENEtJB7y7y00Dl/mSi9zNatZ9SnsBBn8gcwCBgEOgXAUOA0iDyUi3T62NoG6fSY21JbPtWA7Ytq8AFtQlq+LPGD91BDjtMzoFYNIHGgy146ikn9uyn8a3AY+07CCnmzlNN2Lsd+J8HU52i/HQ53eZ09cfoLo/QA6RGk5fNjXnr4th9woWdh+kh4oN6624HrppKmepzPM7ectT/wxC2suoEZsyjPGhTHp2vcmHmCsbRX+DH8kUOTCvKhzWNehQK7KDuu1kkQSyIGj1MErS3wOOM093iR6gN8SDTxPbzu/shyjnewO+qkcgep1e74GGJECjvpq2tzQ6rUr7Ovn377CR7kSF5bsZaE0FQuF1KQEHy2ZMmTUJ1dbVdpPXQoUO2BHc2oqBaQyJOo5kAiSzU1NT0uix8RDO8jD+HcYYSOuK9Ph/JFbE4w7cbEojbNfbOkSDhLMELFUzN5tUayT6bcxsExisChgClXVlXZQA1xUnMdsTwhn6bKGrwzY/Hce1HS7FulROV/MzPXJvO9igObG/FQ/9FCewWHYBGKGvluC4owexAnNSksHZwSwyHtsuTIVljkR0/bvxoCSadPY1tm4DNO3oet2qGD9VMbSh2xtDBH/0GhspphmnMNU8J1t4CexlY3zlo03irME+g+EY6f15lohhzgdI8mQYeIiB1uM4NsOLH6GVkjaDi1VzZNY1g8DEICAGRHNXqefTRR23J6gMHDmSVVx6raMmoFvGZO3euLb19yy234NVXX81aQ0djrKqqyhmiN1owEGkQSctsegSG+RhtbFbhWT2NR0F0APFP2F43B5rpmLbSiwCxhxqLyI/CDk0zCBgEhgeBQm314endsJ+lCBfc0ApHAPiPr6dOHsOz/68RG930/nSvIs2AxUKojB7obgzBKvHhDz/ggrfgH9sIzhz2cNEhWc6xOIiPf6sCiyoiOL0xin0sntbLaKPHyccrWMRffBP41H0pJuof5bgEZvNZTwM/0VsadqLC8ua4FRoY2Q3r5J/DUfPFLhIkGXHTJjwCr7/+Or7xjW/giSeesL0+CnfLJgwwloHSeKQyJtnoXbt24ZFHHkHKA5Q+LhnikydPthcVSh3NTf2bP3++7THJvF4Jhpht22Ph8gticPM5OeKN4gdxkrEDR6L0APEnOmPuTgRV3izjARrxK2U6MIEQMASox8V2IjilBCuv9uKjjnb859e6PowxH0hL9ubFsutLcdFtPqypHkwoFlV3PFT96X7mOFnbppbH8/OB5JASQ7ZZfa7W3NZgztprTKzOluiIYsfWMDYzpO7UkSQ6WL8v1umCr6oIH/yCD7O9VKDjSWMkgWpSoPPl86xknaWXn47hmScTONrgwbx3TsKHro9TvS6CI5S03rc3ibMkf/kcqqvffIq4qJrE2PYbr0ySfE7g5inr8gLFaOh3/CD7/TKB4ekaOuNiwq/BOvVXcCQeoFbuMsa8zpjwqExUAKQitmXLFnziE5/A7t27bS+Q1o3XplA3LfJ2Pf744zbJU45TehMBWrRoEaZMmTLqvRHylixcuNDOa0rJhqfGEmei7OPPAe97K8D0WHpY+KyQFPVINYr0RBMxbGOEckMrc4AyzAnhrtpL2TxaI9Vlc16DwHhHwBCgjCvsYHHNQJkHC1YFcNe7XUxUDeP48STd6cyzCTFBltoE3hIXiiqcmDLTi+nTfFiw0o05s0kCBis+ID5hcwoqviUj2H+SeS5TWFOIx3XYBQ26f8Dt83BG72CMM3oO2/uj31PSkqzqMhlDzPk22h5B/eE4Nm0EFegsHK2nCITG3Z5EIpJEEWvwhBN0jyGCvRvC2HfShRBjmqVAt5YKdNP6UaBrq4/g2IEki/1ZaO6IIcljnLyMkt7BKE4e4ozds5TBTrJids4eZn7AUXNjPytrX3slr0vmxxPqPT2E3rougz5Uwoe98Qlmv/yMP4nugtX2OL9qJERy9xp1uOxQjeO18hhIBe1Xv/oV9uzZg+bm5nHn9cl1+USCJH6QrSmvRrkoEk0Y7Qn58poop0n5SkeOHOlx/UQw9hxy4EyDA5VlSY4l22iHaR3JTyLuYH6ZG3sP8CmtJKWMJjI3c+ZMk/+TgYt5axA4nwjkb2uez16MsmO7vB5MnuvC3TOieHWXC3t3u3HsJGvxdFD8gLmwfibhV8xwYs5iP5Yu4A8sc4M8mmEaVKOkdlGCS9fUUCIewqbnSlG8zolQo4vJqmJGXTk+nZ1xKvhEsXMTsP9gAiFKfjJCj7Ld3fypgH5Iga7+YASbNlCB7heZs6Bd55bOckqB7tRrrXjqWSdON5MMcoqt9PJJmDKV/eiDBIYaI2g87UJTi4ichTMvt6MhzAeYN4qzx4nzKzG02smhAxgAWU9wJlNfBrDLuN3UVweHvw5W51wa+RkJY+N20AUMTDlB7Q9xNjzGiQV+aUouoRuzqIADmV3GKgLyGCgH5qc//SkaGxt7GM/pY/LScHZzoaN5zDXyHAoBcOnp5OlzHPJEKE9IUt16PZqbCFBFRQUk7nD06NEeXdXYj5yysHOfD3WzYgjYDGiEnhKM3gh1knCfSTAsrzemIppSB5Q3S2MyzSBgEBgeBMbgz/r5BIbqb1Rbi4bpro4zsdztw2J6gpav7iIlvc/M7egVCrdYaKPh7vS4UMbJ994/cb337L3GiekLKVhFouPdxocWQ+42faMex46UovSEGw2sCaQjJxIh7NziwZanm7Btp5MJlTwb//cyR2glSZvLqR/5XP3tfdbUGinQPcvaQ4/8OkV+qEBHL5cznrD7Eo12jYq2AJsbS69O4KnXPDgrDxHJ0449Tlw2pW8FOj8V7UoqSZjKFANNsuTzozjA+j0M8fOx5lIpiaVjgHWAJHkXKFN+1sDHnBr7uPkrT4afYV2By3kDUQxBHg7TsiMQZ1xn+8NMRj5DQ48sWhLZTnk3TRvvCCjsq6GhAT/60Y9s70+28XoptV9axLyMSoseBIoHcpIrM2wp236jaZ1IwGmqah6td6CpnUqiJEJa11cLBoNYu3atHVbW13aj5TOFjN188812/pZqGmW2Hz0axaUXWKip5rOp6+GVucn5f8/Qu/rTwNZdbmzf1/s3WZiL/IjIjXav2/kHy5zBIDB8CBgC1APrGA5s7cBLT0ex7bSPoVVFuPe9QcyvjsOfFakkdq0/i42bHdh12ouyRRX4zJ/S/uQxCyFBMy4s5Qx+Eqt+E8YrnQy3Y47N0d8xYNhuXTND8bCFx/5R0nPdv+YkD84SLyoo133T0vAA8me6D9v9Z//LrGn0hsgTC2tyxspXFMAdnyxG8aF6vMKQuEwFuslzfKiigXCahEsKdI1NXd6pnkft+a50TiUuuy2CyfOSONTsw5x1xZgbjJO0lWPtjTHMvdCPUHdeUc89+3jHWUoXc6eM6dqNUXAF81vCFDB8mvzntT6AMx8hQbeuSFDsIDH7FK3ctxgSNAFuC4W7Sfjg4YcfzjpaBgDg8lUW/vidFpYvSKI46GGOoyqwDcCVkvXIw7iSDyAr6UNnOIbdBy18+btOvLybRbU76cfPEawgUYEFCxbg0ksvHTOGuPp89dVX2/WAFNaXKYbwy6eTuOVKL65YG8eCObyw8WG+howM6aT3Z8PLLG/xy3hWAirFvZtuuskWnhjGO8ScyiAw4RHIatZPWFRiIRx53Y0t6+M4w4RFOFvwxeejeO/nK3HRvBiKvRnTZ9FWvLjehx2vMnSLhTgjASdDsXI8XfIB1RnEtEUxvPefSCa+SsGAnXlktTAHadbFRfjAu+hGL/jcEXqYPGhjfQIOmqICAXyMCnRLK5mb0xnD69nYn4+eHD5kB6ZA58PU2V7mTlm4VB4zd4LkR8CwQGC5B6X05GQgnA9q9jYmcKAbKhX6DC6Go+w+WGc+nTd+E3ZDi6Q/vIPqcH9J4k8USg0JOl/3QrZ6M+frXH0dV0poyvtR6FtmC/qA5XOBL5IPL+REjcd+QjJUstAfpswTDOt7FjnlPT2DIcI1kxz4/Dec2ErH8AHmtGZr8qZcccUVdl7NaA9/S/VfIWOzZs3Cvffea3v0Tp7kpEZaE9n7/m/icLiSmFYTIZnlh4zuGJamsHjOUz692YnfPePBph29867UfwlO3HjjjcPSJXMSg4BB4BwChgCdw8J+5aA+pTNGEQI9OSilGSYp+sHf1uPg+6qwYIkHV8xJn0HitkxudDAxRuUGkoyRGBygDLvj9GPVXA/u/99FuPmNEF59jaIBRygO0MD6Q53sUydJCkUHaph/tHyVHwvrWAh0MiN4BlUMtFuBznYqkZh0K9B5eTop0GWlJbQIKM8w4DnRRJhy36fjePUAxRMYvlY6M4ilMxNUguNDSefLuB5Z3yajeIOqcQ1NJJ2UMvZNCmLdvFToXtY9JtZKTzVQ/nZ6Nx5h4hqnHk0oXD/Xn2EpicOw6v+Bhi7vo9LrabiU97PP+P9YZmJe38c0KBTOmquNhhonUnk7deoU3njjDVsRLb2vIsAza1y4/x0JLFnogZs5YkgMk7Gc3pEhfK2r4aQhvnyRhQ/cDTyz2YN/+nbvMCydUqFYt99++6jP/cmER/lKCoN75pln7Gub6QV6fkeXF6+8KIm33yBBIRKT4VCE4/N0607g6z9wYOO2WC/pa41j6dKluO2227BkyZLMYZn3BgGDwHlGYHD2+nnu3EgcXg+Mno9wC+0Ncbz0o2bsm+XDyduK8fZL4m+GmvXefrC9Vu4Ro3GqKMkd9GPKHOAShjbHYsz/0cRdV5QaQ9QcKCl1oIh14LxDcRXfHAhlsBPteHlvDa6bH2UoBB8Ytg3QjQrfSwxhzwtRnGh2o4VEUWvi1KDLZ5K09WQH9m4M4TdPBvlgBhb9YRHmT2PekzufvbuxjXZg46+c2L2HqnTcLzDdj2X/m7yw++MJ/0c5LZR3dlR+jJ6Nv+LlOjrhIckLgNg2es2+xnA4xgn5l3JWYU1eu43HjVRH5eQZfq8HMK9gkSw0tVCJMksenzwKqi8z0jkOqvHT2tpq5wBlXjc/I6RmkQC95XIqUbIYNqhIOS4ajX2J9FzEW1o5ruXMt2xmiHV6q6ystMPfxqIhrntrzZo1uPbaa9He3o69e/emDw3Uu8CzW6loGuKDkkXD334dn7FUZjuf19ci+Tl2AvjHb3rp+YmhqaMn3uqg6v4ofE/kzeej69E0g4BBYFgRGArTeVg7PGwnYxKsZ6YHU5KUaj7mQOuJCDrb4ogRMQ+loK++iJPstOAT/PEVLzkfzRPwoJLJLZXn4+A9jkk1neoEikiowB/teCyO53/eDudNbiT2ehkqohFaJEYJem+iiB5sxwtPuplgywcqP/HQTqimuIHTIXbWV0ui5YwLx/dSnvSYtnXiolIKLdjCDX3tl/GZ2w1PLIxwYwL1Hcy5onx3YyyAoCeRQV4z9pswb3kdnWTGRRcTHC4hPo2ThybM6Ac10MgGWK2TeGMfh0OiEr7aQR1utO+cCsERKUgPUYvRC75jrxMtFFkpK2N9sr4G0j2jHuMMzd7DtuO819YyUsvLy0eFypV+xzLr36jDEgoLUpRlShV/m8a456fXBSAJKmG8conilrModRaxlpokpfV3LDbdW9ddd50thy1FuExBhOa2JMP/4njo13ymT4pi3TKSXM4TMVFKjzYufd7h+UGi7wFnLxPMYz10LIYf/dqF57bG0dimsha9DyGxicsuu8xW3ev9qVljEDAInG8EDAHKgbC8MIGFPixxdyDU7kIzjf14WwInKN38a07vzJruwyLOFiYoq9N7bifHQbWav4QxhsxJ4GAorXUGrvEHvW8Z6ty9cqJyZpfXSc+EKI2ffU82IRIsRclhB+tlaE/2OR7Bwde9iDzdgRe3OrukuTkMD/OB6qbyuUojp+tpou2zNSaEsgxLs308fe7GLIbvuV397ZdxLKrzTa9pt9WZ6luJf3sUbbEiWIYApQFFTL3TadGRqUeP8b5j+XEQfNP6R6DzxzSA6f4ILOTNzRuUuXnjtckjoxwKhYSltxgNtr0sgnyywcVaZyRA8vz2YSTqN7CjE3j9oJMGYG9rz81Ji9FQ5V5ETKRPS2ZTr5PMTQzTY9CV+5O5xRh+T+NcctgRjk3prZlN+T9lZSymbP+GZ346+t/rPl61apWtpPbSSy/h0KFDvTotEvTkC3EsnuNG7VSLHskEPWO9NitshU1+dP8k0dxuYfM2Nx76TYKThNnJj8L2LrroIixfvtzGvbCTTuS9ZKnIayYTNuU9k7taE6ucFR2LYd8OTj5YGpdaakzMG7MTEPmlNbX9uqAZwn8NAcoBppNujXKqlr3rdjcWzT6DX/7ajZP1/FqxIGjo+Wb8y0Yf3ve//JTM7rB/RPP9HY00t2HvISf2HSdhsQ3/HB0YwGpNYjmo8TlvbQkWUbigjzD8nEeVAt2K/Umc2RbGa1SaE0E78queCnTh5mRPBTr231ncpUB37aLIm2GBOU/CD5wkUpxoZRNilLBm2ElXkVd7ZZ7/sHjqnCSq9vJILNhqWg4EGLvomPQBTnIy2buNlk90S44NzeoeCMjQj6yHdaqla46i7HbepLxRx1mTsau8nNWrV+Ppp5+2PbzpQ5Ts808edWBerYVJZbyX0j9Me21xtijE0LLnt7vw5Iu9Y+ZS6mIqsDnSIXAas4xPFfrMbKGwBAKAx5934c6b6U0ermT5zI6ch/dJ/lbvfMPC9j00D/lTkNkUnrho0SLoWo3VppCyO+64wyYhn//853t5gTSuNiqy/ct/W2hsceEDdzqwYC6fQXSWexy8b/sg+P1hEmcB9WgkgeMnkvjFeje++O04TlOsNZvsuMi3VN9uueUWzJs3b8ySzv4wGfrPRQ4o8uMqJu+hl96jWVfmajp4AdWUs6dnXYyGWpwTfgmp5WrJcsNr+1HR9DtE4uPhJJt7FsfD8WnCTTmoEuhJNnPhxGWcE3LxUxyTCJ7EW0bzmEYFsHl1whCgXDBpwjOqOUEPLnn7NMyc24Dd2y1857+0Th+G8T9/zyemvQUfqpRizqfFm5rx6oYgfv2b/LbP55jaxl/lxlXTyzGvnEaNnaeT757d2zmLsfbOMKYtj+Nn3+nEpu2pmYjcx3EsKUbtcj/++N0UMxhwIKDGz9kxYVlAc1EuXHWXTOsHAXc5SdAf80e1FFYTPUH6ETWtfwRkDEWZE3Ti43AwDBblbyOGfFCNsyYCdMMNN+ArX/kKcyV6P1S/+ZM4FtWRELwlgUmsC/ZmyFAKB7cHp1ngcSfrgH323/Tb2LsprOod73iHXexxpD0MMvCnT59uJ59n9lTG6uETMfzb/zDvcpUDU6clmQ/GrQr7ico8/Mi9Z2TAvv0W/vP7Tmx+jTqlWcYjAjR//vwxU/8nF5iLFy/G+973PnscDzzwQNbNFOHwdd7X619y4M7rk1i9xMKtV/AZWsL7N/16ZyNE8vSkNz2CSJRfYo7R868Aj7E4+FMvy0jN3kR+JDP+2c9+1r4HR4MwSPaejrK1LnpEfDfCUXQJoxq4eGfRNKsgUShlR1NTM7yxE/T+qMaboh5Cr9Bp8jxVPp/kOhKJ0dYcDLEuugqO0rdzbPO4zOQzhoRIObzObvtLz54kk8BF6KInODG3B1bLg0bcaIiupSFAeQI5bWklqqkAVzevHV/5bAxnmeib+ilUREGcoRMjWYtGkQseEp9BRTB4/Zi22IMP/X0Z3rq/HZu3Wjh4jG78s1SgkzNIhJAum+nLAlh3OVXo5lAwi5MVXm/uH/xMeGlS2M+Y1Hp5hAbekmg4QdluhheYlgcCCoUreyvvDR+T/P+cBh0NWdPyQ4C1gqz6v+Zdy5nx0hs4S8eZuXHU5JFR4rvkj9evX9+LBHWSEz3w5SQ9I05cuCyJy1dzsoNqWvraKkxuB9UYf/EE8ATtjNePZP8+igBptnu0GHuSHdaY9VeKcOmtnbbGy7uA+z9j4Y/uceOyVXGwKgBD5jjk7MNL331UvVbkjK7Rlt0WvvhdYCMn8FqzJOMrNLG2tnZcKJGJYMyYMQMf/OAHoVygb3/7273u6dRF2sfogX99kJEexQ58e7GFW66ycBNt6xo6F/y0P11uFelObd31V9EWivBUOGFzixsvU6X1kaeTWP+iE420sdsYPZGr6bsm1bfPfe5zNtZG+CAXUmnrRThL3gNHxR+RIMzm7281L4w8PiI9GRdH6+QdcnGiSmSiaA0c5XfxYh2B1fDfvDjfGB3PPu8K9m8R+/YOkrlLabiRCDnEpDUmtdRfvlQur5Pkz03PkL+W/V9HwnQzx/I4JzS/xi/4Qd6QTdrJtAIQMAQoAzRNAInQZDYnQwh8QeasLCvCh/8uhid/2YLNr7oRiXTdrBI+cvhz//iljudlWfEVl7vhnUbo05JRHS4nOo+exRm60F/ekor/5F5TmYe0yoMZNUxi9ScQ7YjjxOEItj1PUQJKcKeam8xn1mTG6tvxoqm1A/yrMfBH2s/fj+nzgyipAdZxAoKaCDwXf2yoDKWQWynQldHTVEwvjGuA8XZ6qHjerKeURHvUxRlJoj6gfsdx9rQDbS3n8NZ1My0XArx2eniUXM3ZsI8ArV/PtaFZnw0BkaCG/8fHEu+yIj6wfLOybTUm18kjo+T3u+++G5s3b86qjqachod+46ShR/n9SicWz43YYz12yo3jp504cYYTEi30LNBWyWxSF7v22mvtRO9seTeZ2w/H+9LSUsyePRtKQn/kkUd6nVLG7Qs7GQLMsU2t8tIgjjPfUOp2vTYdxSuUiwUc5zU6cspBz1aURVCz56OsWLHCzp2ZNm3aKB5P/l0T0dB997GPfYzP5wh++MMfsoQEE9Qymu7XKCf1zpK4bNruoIAH83Z+7cSyuVHM4Vd8xhQKELE23bmnrELoLNTTwXDgiBOv7XegvsHN/eO2+mGcx8t1j0ikoa6uDn/9139t5yoZ8pNxMTLfKgnbXceJu/eTKND7TlVTmwxofY8rkrmj3uuKkVA4OXPhoRGjKAj3X3DydjmsRpKG+BFeKOUJDXMTmQu+g+qs93I8c7q8WKrbZ5Ofvvqi8Wjhc1zj93JMZbfRUTSb+c8bWe7iUXqGXujrAOazHAjobjLtTQSYlxNMIFBBaWWGDRR1eyHPfcwiocWslr2GRCRZBE9RFK/Q7d3KEE3NiFr8jeUt3mdzFQcwYz4JxHTdzOc2ldT0gQ0kNd1eDSezM2deUYrlS92YO89CVRn7xFo5sagbTVRSq5thYfdLYRw9nuCDzUkSYaGtg5LUlTxoDjKRCEVw4qySfCUDOoCnuQ7p4cg4Ca4WjVg4cyoKRqXa42aGNKqmeFEeYME5rcvZnChimEF5VercSWzbaWE1Z9x8mtTJs3XWt9Iz5cQZeaVIHHWhStU/03IjoIeBr44FUm+HleATvOMxbqsb17S8EIhsgNU8ieFwdIkkL+LDdFFeu42FjRQWJjWqdevWYfv27Th+/HiPbitk6vhp5jdweeMwsJ/eILVGkp6OMOHI8dVTXZkFCxbYtWWUczPS4W+pQckTVV1dbfdLCfMqjJqugKftWkj6Wiiusv8oyw3Qy11cxDGnfrZSBxrFf/U7LE9FU3MUFMnM2WSYX3XVVXYy/lhVgMs2OJEg3Xvvfve7bcW/LVu22MVvpQCY2XT/dl3vOA7y1j9W70D1LpIokp9iSoantzBlxJnGi7NUID12Jm4LBqV/nu218nz03dIirLPln2Xbb8Kuc1L31rOMz6rbOGl3U5cYTS9vT57oiFxIXMA/nzvQ7mFejdVKwhB9lT9cJ/M8yBBsJvJT/Icc01tpr1xMu4VjTIW5DfTwIkES53FcSO5EAuVmeHszn+/MWzVtYAgYApSGl9zbXj7siqZw9owen/JglpAyMhWnL0gvjh9BXxPiLsXA8yD0lfunarao76ek0+NDOUNXtfRoNKxeb/GhjT+q+q67KrzMPSrGDfNjlHfusSXqZvsYt9yOZ/0OPPO0A7ve4KQGf9f3H2FY3nRu22Wf9NyJ7+JtndjGQnhnG6WE1POHvdfGea7QjJeLnqml1/mxkiSGsPXR6MWq4IzztFQHE/RkhXFsmQczq1msztc3djqwRRmj11+MY98RKvOR8DlomHhn+lBBBbjUUfvowMT+SPHSJZfSiG9gfht//GM7iIchQXndFEpIDX2f326S/CSZt1sPaT6ExkmbO3euTQhkOEoSu60t+30R5e/M4ZP8oeyniWTI8Lv66qvt8DqpwI2WJiImY1+5T48++qi9hMPhXiRI/VW+SEMLuPT/2zRaxpdvP3SNVD9H8tG6Vrr246lpPFdeeaWdDyTvlt5LHS7Xva2x63l2/IzFhd/3QTZ5PKWw+Ja3vMUOAb3wwgtt4j3Iw47v3UUUPJxcUrSCQsSGzNtO60AkyPlOkiB+19vo5g0zr2ZYxASY1+NZ0OXJUhj1UKmKKizOuVLGImc7OBMVP8q/R4ZpTOPjNhw9T6VRgGcyErdzeRx+F4K8t4qUj5azX06qrlUxJI41JRgaZkejcWPONRTWIizg9rqLRdzEwmjUzyvHDUtiufOKgsW44tYIGtq8eOMAa/NQWvsAZWsTF+d+UMfbWrH58aKucxTWy6x7SYDBfUE5lk1y8CGT+/zauajSg/IZSRY+pSwrQQtvPIvfXjANl65wYc1sFpgl2cuKOdlpnMZI6+EG/PQHbpziQ0rNU+bC5HVuijBkC1y0NzH/pCMgEqS46Eg9p4cb+YO5n5/Sq2Fa/wioMCYlsq3ILkYiVDE+5l397zNGtpAxfNddd9nGYlNTE+QZySaKkM9wZGhKaOD222/He9/7XrvgYz77Dec26qOM07/4i7/Azp077foxGm+mJ2g4+zSc59L4Z86ciY9//ON2KKDCAsdjk3dTXpfa2losW7YM3/3ud7Fp0yY7NE6S1eer6fuk0NIPf/jDuPPOO22sTdhbHmg7OYNbfAM9Je8cQvKTdl7vVIaP8fknphs/zmVv2ofn6aWTRcnL7mYO6Y0kLPTUDGVz0mDyM7Kj6j6K4HEsrb/m2ETsTMsHAUOA0lCKNHfixAEfdjH5X2IcLQxVSzDapa/mDbhwLlKub+O/r+Nk+0wXJysZSG1M5bkYbbIwBRh8bgfmzHTSA6M9hrYfqdPl+qtTuhhSZ58610bd670VTLhd5MHb157CjzbR3ca2+T9P4MCqIuy4oQh3XOXEFBYj7NFIfqKdEbzyZCu+/O+apUyNz42aqgDe85YeW5s3/SHAxErHlI/wGcA46Oaf8iHwKm803kim5YkA789kZ57bjp3NFBZ2zz332InaX/va1/Dggw8W1PlLLrnEzr+4/PLLMZrzSkQCJP7wne98B//6r/+KjRs34vTp0wWNeSztJFKg+jNf/vKXbfIzEQxz5XxJHOGaa67BQw89hO9973vYtWtXL+n3wV5HeX30Pbr11ltx//33Q14fkSHT8kSg/EMkC7czV4ZeoPPVApQex9ttMnLeRYFcdfRmXQFM/tOhJz9v4sNnN4mdY8pnODl3gAbhVn7S9uan5kVuBAwB6oEN2bRNOZgsSo9Kw+GY7RE6Z3D32Hho3/jcKHPEpXKPs0zMjO5oxE9emYI7lsWY4pIy+NNPGcILj0fxxg4RHpddXPXAUXqANLORo/mmVOKO+91oYehYugCD8mg69p/Ctpdd2PmaMOhudT6svdRnJ4SW+eMItyZwZF8Iz/3OSW9MaiN6YRhON0/FEnPkHp3bUq+cqGD+03V/FMDTL1g43a2m1/RqJ57b3YmXv+NE1RIP5i10odiVRNPZGJpOJbGf3+mkisemtZlXFOOStxVjQbCPIPe07c3LNAQ4E+WY/DFevGnMXXuFM0ffSPvQvMyKgEINShnHXXorH2qXZd1krK+UIpjEAebMmWN7cH7yk5/gN7/5TdYk8vSxpoxqyV1rUc0f1dsZC+3iiy/Gl770JeZzvoINGzbgySefxO7du8dC1wfUR3m86urq7Fo5CsuS7LVI4ERpGqs8k/J6yTup6/373//ezg0S+R1Mk7qbFhU3lcy1hCVUXHYi4TsY/Gx5/bJ3M0zsrcz5WTyoQ+W1s38eTb2bSRZ2cab7m+dnApClJxBgnk6VyE/XZG9efStoI5GgmXymkwSd/Kvu8PaCDjShdjIEKO1yB6YWoa4iicWuTuxmSGXi2dP4t+py3HGNGzOpsOajMIKkpt1DlD+Tdmp+AYOYu/w0xRUS2P+qD/EOKs19vh7bVlNyeq0XtTUWSgLMMIpFcepwCE//mGo0VKBpD3cRHvVt9VJHd9+ykyB3sAhLV1r2b03PcwNbD3ng6uYRLuYWXfTRqbj7wpidBOqRHCgLQVr0NMVJOu6+PYSff7UdL++hElunww4B3H/UieUL+w+B03kdnIEsnl6FT3+lGf/xSUrs0hGRUBgh8wviTDIIvZTAqW3M7+G2FsMUCAli4Z7kZ8U7qnHlVR5cMC9icn96XMwBvJGkc8Xddm0FS2o5jX9DwI0nKCuCXs4alvNBVnotQw7m6ibOutlYX6n8GOXrqC7MbbfdZhdJve+++7Bt2zacPHkSBw4csEPjtF3KoFT+iAiTarDotfJrRoviWz7XQ+NVOJhkseW9UuL8q6++ahvGEkhQSKDyRkaLiEM+Y9I26q/U0GT0K/xL10ZhWfKGSKBiohrnIiYif8JBHkBd33379tmkV/e5lvr6ejtMLjMkUpjp3pZ4xMqVK205a+VR6Xjy/AhfHd94ffK9S7u342PHUcacHyqbgeUaznuTOAILqUphzmr/DmdXM6JOBtsBJZT7r+2SrLYFGAZ7wDz21zOpeC3Pu4KGFMPgkkeJpXme94WcIUBp6Og7EaOdrZAyO8oqlMSRl0NY3+JBJWsFuJnh72SoF3//ejd+5p3mx83XUOa596f9r6Gyx6yVHoSpM11MZbR2ekbCjXGc2kXJ67Y4jrASu59hbhbZQFujhcNUfwvTC6O6Ogg64ZtbhJUzEnYoWs6TseNML+rd4iHUH/cwJYRMgxu4pwZx0QoLU5TTY2/fc6dirxsXXePEgTPsY4jEhd6yoyfYlwXZiVfvE1KNhYp2k2b7cd27XKh+vRNHDls4dSwJpvkgSSIWodJcVztHfBzEuGSuH0uW+nDBJS7MnZ7oJRDR+1xmTW4EiK2LsZ4+xiiXXEtyfZbqcL/kjycvppJRTesihExgRcm9TGC7lA9NxqinKo+PY3xkPMuDoxA2hUjV1NSgpaXFDhGTkpY+11JRUWGTpaqqKtv4G6sKVzJsNV4ZrjJgZeAuXLjQFoQIhULQovGOtSaPnsai66hrpLFp3URvIr1aRHp1D4soihClamI1NDSgvb3dJkEprESG9F3QfSJMFVIncinyrP21Xp+PxfskNcYR+atJNy+9Ph56ZVT3ZriazuWZxYV5DuGXhvaZJ+Lhnspj13FMBVmEhaGgYt3ehXyuM6zdOl7YMSbQXoYApV9s1qOh4wftaeva94awiUu/jcShaLUX113D+54bF/KonLYkCMubxJLNVDo7Hqe8Nr0rrN+wn/bo/hwd8JQwVKw2gEVXFGHxpFhh3pBYCCdOODkTRgJU7OL3tptM5TinNKtXXtaC3z3h4n5xW261laD1EX2X9UhOCjlcdU8U1Vuc2L2NAhAs2NfO8D+WbuAx6amycSTpJPHhswrBIhemrCvCVVd6UFeVhL8fwYWsJzUreyIg1i8pTc4cOYS5xaIYHZvIQo9xu2jPbSfcO5JDz0ySn2s4U3gnwxnm8Ys9DLOTowhnGXUpQ08GoBLH9Tdl5OmvZsRT70dR1wvqioiQDGItklHWWFPLWBuj+p26NmPJI1fQhStwJxEWLSLuIjKrV6+284JEeEWA9DfVhGdqW3nQhGnKI5TaxvwtBAEvJ+FIgCRQoKKfw9VsOenqLo9J5DWedQjzZtxTOB4+O1h6ojBrsEAQOCZHYAm9WhxXgmRoJOodFdj1kdhNtrppKQToUXExFMvm62IwJPGOvPJauK2McbqPEm8m6KcOOoC/rEA6bVEcH/h0Aj//rxg273QzLIxCB3SLJFWMg80ODGMInpt1gjz8Aa5eWYTl1/hx2yVUUBvAqTI3dbLfNmnjxL9FEhKK0ONEWersRC7JWkJUBWZOTpTeMi8JSnVlyihKeW4yz5DjPbXwlzDEb8laen8Y/tZAdbf6xqRdW0lHctFT5CG5rJxEwYPJ9ADZ+VAkaqYNLQIy7MsuY12BYlhSiuvYQk/QYd4Mp4b2PGPiaHwgO5jv4ybhKb2eMdwf4IOMD2cV15ugTcZ/iuxMFAgMaZgoV/rcOEVotMgTWFamjFzTzjsCzjIa7fTCuOWZpNE1bI3WjauI517ZVRvIGkICRG+Ww8toATeLHA538y/h82oyJzFZqiHWMdxnH1PnMwQo/XIpv8dHw7/YiSCNelRx0jc7A0jfi685S+hhfaAa7p/xyUDfOujqKJtRjvd/Jom3nY7YEtdHWPSzpcNClGTIQYZfVE4J09n0gsxyYRJD44roNRpUkwAD6+jQwYJW5h5Fd57Fz16ahndewBpEPub/kHB1wcB8HBKeWDSCp34eReMpURQKIrBfJyiepGKshbcuolPD3wwt2dtgjp/9iGZtOgJ8+BRfwAiv/8sb4Qk+FH5H2ecnOZPEiztRvEEqmueu4wNkJYnPHxGPdbzFSYhMMwgYBAwCBoGhR8DFyTf/Gk46DdZ6KqBrOqePhMEdJFnQ7/wQRT2olpHqxLkCBXRqkLv45/DcDO2L0gMVOzrIg43v3UfgjhvFgHpKcdk7HVh3RwmUBiSrv8vwz6fPzM8hUWAQWz4b97uNgzGkFZN9WDPJjwvWqLxq2nHtsBOprtE2G4pcDWcx5i47iSMskHryIL1OzL955p9OYvu6IC650I25U50o5fc4wSKkp46E8OSDVG9j/aFwtAsdCTBcsDQlDpHWz35HaTYYlQiwsjQqbufM2DLGRt/IsgJfo7vv2VHZ1SHrlJJWNflYzHFX/gEfivMYwsCHyEg8lIdsUOZABgGDgEFgNCNA0qG8FR+N9QFYW0M2IgkHsI4OXBQEiin8bogIkLw/qqUyEk3PLNc0LrU8+8aR6MGYOachQD0uFQUA+H3UUlgbWuNfJIjeeHvp/eOQPzXrfyxOrLolSFLDKu+HomiiAEOcAhCNm9rx+61OPM27xEnSRcUFensY/tZqUW67+/wVHhRdUYkb5kUpEtH/mcwWYwEBXluFxAXm88FEgQTfMliqF9T6PT4kDtDhyRtBSZ7jpvFBRelVR9l9LBL7Vs6eMX7aVnkzN/S4ucRmIAYBg8DwIKDngy0kxb/9NmZdK7zfxXCbkSBAdv/4LLNiXBguZj/b+u10vxs4XMwBkgz2CDWH080JeZI7jSefpvEzgWOiNUOAcl1x3TjUZW4KMTsmZezn2NZiCBiFkRBnQvkUhnyORbPJW8maOrfFUF7jxIbHOvDafn6BKEYQiuT+AtVcUoZZi7y48Xp6iBhCN5SULAfUZvWwIsA7md5BBBbQEXI/vSMXw2rjjFLnC5woe54PrtCw9mbIT+aaTYK3jAp4N3GMq7jM4+wHyc+wxqEP+ajMAQ0CBgGDwMggIFEdFeWs+TtYCXlTctsPXR2UIqzCjpVvNRIWBMkPc14d1Z8iB+IMcL/97ep1X/86nMSgiCF9lNkesVZ0CScu62AFr8irCw6VdpAE+QRrhgD1uuBJhoAl0XI2idMnQQIk1aO+v5hJEiDlxlgBSjpPohR1r2OOgRWcLahkDtOClQnWQPAiwrygzk4LkXDCLgar9B6h4KD4gp91gooClO1e4cWs+W7MqzHkZwxc4cK7KG+Idwb3d1EpLsZgTN4JKuwWPcxJoze6Zs4KP/rw7+lkcqh7KR9Q01l+i/HfLFaHAGO27Yfw8HfHnNEgYBAwCIwPBLqfDQHmklpxDomGQ59N2zPaQMRpRBrPr2gH/3KKFnDGt9/+5tFJWwJbHiA+I0eqqVwDw/ocrjxJmIeiPxI/mmDNEKAeF5xKZKEYzhyOYP1vwnjktz0+7PsN1cqCdVVYfSkV2rglv1Zjrjl8Xkye58VdrCl03dko3tgfxYlTbhY7pa1LxTcHVeeCpaymPZN5QbVuTKJzwOOaeG7TMXdhh6rDkin13AJHMWeVwvspkvA4XYQbWLTpBInQaZ5FIvKaRRttTTGtfMiBP/D6offOZbgbZa350IOK1LlG8EE12qAy/TEIGAQMAgUjQMtHv6dBTiiNlSaRG4V7j6fmUUghFz32TMuJgCFA6dAwFnXvxk4888sOPPOajKYsTRMWVIhT2JstepZiOvzrGKGctyy9HNQqW4Ch2o+1XHK3/mZ2cu9pPhnDCNizW6obtJpE6AIy4/eR8zzFugPr+fogc4QOkQyRMY8GMiRFN4vJrVLiEXnzrWBl7hsYnnA5vT1cPyanKcbwvWO6bhAwCBgEDAIGgVGCgCFAaRci2nAGr+525yY/3NZNW2r2FU40b2B+ED2mSda/sYVD6Ahx1Pk4xzxEKiJp/TIvDQKjEwGyfi/VZqruY9kcelRiZ+kNOkLus4O5Qg8zV+hldnuEPEKKKw+8HY6iS0l8lnCp5cKwAJPfMzpvJdMrg4BBwCBgEDAIDCMChgClgZ0IO5Hs5i8OvxOBNRX4q/st7Pj2GWzY5kQTWBxtVTn+/E9YG4cT3/u2NODHP3PgxFGSHzqMfG0RmnsOMDLMzC2n4WpeTgAEnPKykGB4GftczBo6ZTeREDWREO2BFdrC18c5UfAaZwxOcmnlkpYcm69STTqM8kRJAl7nlVCDs5bhbXWcoZhFz9Q6fhkXd+X0KK7ZruPj4d7cxzSDgEHAIGAQMAgYBCY8AoYApd0ClkNunC4jyRt04qK3FKN2Ric6FyXx4j4SoEaKHZxKIlrswdTSOJZfUYqO+lY8t9HC7iMWQjtDqA+Xos4XhzsVGpd2fPMyTwRoHIeiTiSSyi9i4j2vicuThN/crXkCOBKbKQZUiaxclFTqYxy4CBHVZeycIUkKJttJhDhbEKmHFa+nbGIj1zV3rddnVj+qcrasKGcaVDfCoyTTShZtnU2iQ+lFqbdpvc4tMQP7tW4Y80UcibvBnNMgYBAwCBgEDAKjGQFjUqZfHdlK3faSiowWlzlozjnhJ9lxuQkVZbFjrREcaghi8qQkBQH8mDW7CVWvc+NDJEetSUSkBpd+zEJf8yChtgTaQjwuO2XzMgfzjuwKrb0P6lQR1hIPin0iDWOokey0tsTQ0mzhzBkq751yooN2cTROb5ztGaCSDGsQuZwWvB4nymuByVMoNz7ZhZIiy5CiUXupRYS4uJlH5qbwgN3osYmTsPha4EiQ+FjMFUpyseh21dKnrDa/Y/L2SJFOi4rMOaTCQUU3F1+75Hc1Hp5uoM0fg4BBwCBgEDAIGAT6QMAQoDRw5GlItUTcwumjSSQWWgiUMOSNthytNMQiIezYXIEFzKMu80TR0e5ChJPbqdbNn1JvB/zXohBDpCOOE0dAGe4kGtqSJED0gpAAUISN9Yayn8HtszDzQh+WUIZb5G10NxrCFJFoaY7h9DE36k/EcbI+gcNHYji8N4EGOgeyNScrrU5d6UHtPB/m1DkwZYoDkyZZqKh0gFzUtFGPAG9gNwmLlmwtFX+a7TOts0PZcn1o1hsEDAIGAYOAQcAgYBDIDwFDgNJwcmnCmohQ5A1Rel5efiyE+yh4UDHdBT9r/NAngUhLEpu+2oBZ1aVYHAzhmcdc2LePXoru2edBeX/o8Yh2xnBgWzv++6sxHDl9jpCldTPrS3+VG1fPKMeCyji8rkH1Iuvxh2qlxTEmogwXbI7gpeda8dPvOunlErXsvyXpgTu+RUsYz3PzwAwfZq8J4PobfVhdx2grksBRz/36H+bE3cIQnIl77c3IDQIGAYOAQcAgMIwIGAKUBrZ3SjnmTg9jZVUnXjlLo3wHxQ/2z8atC0swI2ChjTlCJ2ipRzs78eAnJfWbal1mt4P5B1XBeMGBOImms9i73YHP/YPoQP7kR72Q16dIEUKjnAE0HW/H1mcj+P53kuhMDmyMKbRTf0PHInidy57fOlF1UwX+4n4fZhQn4KW3zDSDgEHAIGAQMAgYBAwCBgGDQDYEDAHqgYoP8y+KIhFwo/MlL7yOGNqb4sxFqcDN7z6F2qVJfPv7dixcj730xlfhwiWfKEINZbAL4yBJ7Hgmht3bpY7FRO7uNvPKYsydZ6HEbym9PGtj1Bw8Hh8uqpH4wtAZ//FIFE0tDnSEGfrHnBwH2ZUv6EAlvU1BFzOTBjLQRDue/1k7nnsO2LXfiViPXCYPpiz2EnsPlix0YVq1k/k9zL2SR4eDS1IMIRxJouUMQ+RYpPa1F5N4fVcSHd0Ky1acoYKPNeHvN3hw40crcPFaB+oqhKNpBgGDgEHAIGAQMAgYBAwCBoGeCBgC1BMPlNQEcUFlAAsvocHPwCynN4YiXxKBFZUomZ1ACVXhHnsijiOvWeiMulC80IOFq4NYsjyAK1bFCiQ/XZ1oOeOikd9FYLzBIO77QjlWktQEvOwHyUZuviEy4oLXz/Pn3ihjpNnfWvE4RQg68MjPInjhBTdznkhA0jiVSJAEF+bcUIwbb/JhOsW3KqjQ1l87sP4MnnwqiP0HKQQmXQPK5FWuK8GtN/qxpNZCMUXDRHg8FDpwM4TP6UxwvPIQ6eROW/yhZrIbcxb6cdlVxL41juOHItj5cgKbHqWIQiyJcCyCJ34YgTsewJRbKFLRX6fM5wYBg4BBwCBgEDAIGAQMAhMOAUOAMi65g4lAHoaSlXE51yjD7HWiqNyJecsCiNHgb1zlQZxeDJU9mTyDHowaqsbRgC+8SRiA7EULk5CcU71YMBsgF6NXpz9Wk8s3NLDexDrCqD8UwzMbgNe2U5XtJL1fuUTlXgpjfZsDM+d4sO46J6YG+iZB0Q6GvHWSTBV5UcXcnaVLKGawzI2lC4GaKnqwSKr0X1fT39TrrjA5CYopR8tFATA/MSkqojeKwgeBQAKVBOnAoU5sfoHy2e3MowoPkRJfd2/MH4OAQcAgYBAwCBgEDAIGgfGDgCFAA7iWLo8LVdMDuFwF5Xs1CSEMUSMZcBZ5UOFP2IIMQ3TUvg+TjOHMkSi2bIjhkZ+L9aQIiINKxhYX0hMqt0UYdiaq07A3hI1745hUF4BvegkmXZAEuUnO5vR6UDnDTy9VAHNW+3D1ZQpTSxHG1Lly7t7rA12LCkphV0xOYhE9b3u3AR0hDxrj9MoVSzjcNIOAQcAgYBAwCBgEDAIGAYNAbwQMAeqNybk1VCxL9shVOfdRr1fdFrfCwwprDP1SyRQSDcQsJA50Ys/ZUiytYAgcw8X6dQIVdtI394q3tGHrBgcef1hErmsMwUo3fB4PSR/D3KaRrEQTqN+ZRLvycZqUmxPD2eMWfvUdL5b8ixszGSqYS9agdHYRrppVxvo9btRVi2ClyM+bXTj3Im/ceX0sntHhxaK1VXhgaTu2vM76QFUSDjfNIGAQMAgYBAwCBgEmdSJJAABAAElEQVSDgEHAINAbAUOAemPStYZGOCjXfJYhVVYftvqbu5MzOBifNbk8n43f3CvthROLL+I5fQ48tYOelnAnvvSfHvzpfX4sn22hSHlAaVsP9csj20I4fMiFJhEKu/lwx6crcMkiC5XB1Lnl+0niwMtn8c9fcKG5UaQojlB9Mx57bSrevzKaU4K7ZkkVBSLUcsXU2R+SFxHvSBxnO5j30w+USdZqimthkaaZ00geg8VYs1rH6WfH7lOZPwYBg4BBwCBgEDAIGAQMAhMPAUOAel1zejgao9j8VAse/J5L9nh+ze1kXZoqfP7fAdalLygEK9rRgSgNf2YT2YVCrRda8M2trXClOEkfPQmUe3D9p6fi1vkh5tMMlABQUOANJxrru/bzBj14x79OxvVzovC502vrqCNO1K6uxmc/dRL/8XUfDh6gQhw9VocPO5BYzv0Ldb1YFDI4Hcazv+3Ew78cAO4eN/zTK/CP/26htA98zEcGAYOAQcAgYBAwCBgEDAIGASFgCFDGfVD/ejO2PB3CL3/nQWdbvuyHB2ECjBL1B9NiEZ+tumYfQ1yE3o0Il3ya5UsglBxAfzMOmkxIaU37uyg2UIyL5kRIfrITOSfVCGooBjGbPK3TQW8N93JSKq7Q4D95lfa/2IkXf9eBp7ZSgpyCCXk31mdyUJI7e0/zPorZ0CBgEDAIGAQMAgYBg4BBYIIgYAhQ+oUOt2HPDgeee8qNtu4aM/J41CyVxDRf5bTwSVKc9ADNSsI7CBqgkC/LynmS9J5mvKZQAYuwzqhkDk6BdYBEIbpoh87vhJN5R32FkinXSelRKapSSK9Tg4g2nsWu3S48u9UFOsGyNhdLI01Z4Ub7lhjaeGKrlGApXcnHvs7wogixrPuZlQYBg4BBwCBgEDAIGAQMAgaBdAQMAUpDI8nCny1NTpxp5EpFe5V5MG+mBzNWOOD30seQk1yIAFESu5Jy2cw/KZQM+Mr8qKDgwOJVZFsDag4Ey/2YHCxc/cxp197RSVX3hyFxDV5UVOZSoUui9TRlrSMOln0dfEuGImhvC6C5g8gRd3eFF7XTHWg9FmYhVmpCcKWH6xavcqGdKm+nW6I4wdysSDu35zVxeoi/aQYBg4BBwCBgEDAIGAQMAgaBPBAwBCgNpHBLCO0dPnTItRF0wn9ZJf70I6zzw/o++ZGawRniNSuqUbMCWPf2tE4N6GWhUtxOFJeT5BWp/wnm9LTh4UeLMOVmC2VFjO4TObJl6Ki6Rg2DUGcCGx+J4fAZJ1rosZKzyE8PTaEtEWb4XXfXnX7WFLq2Ah/7wwS2faUVj2z04EzcjeL5FXjvPUn47mW43JazeOi/XDjQkrTzj9wNUTRbLlSSDOV3nQrtqdnPIGAQMAgYBAwCBgGDgEFgrCNgCFD6FaScclcuiQUPQ6uWXOxHuTs8MkY183FicQoLMLKL6TXnGi18FQN1exxDWCPIiVlLEpi83w33G1RVo8z1nu+cwN8fKsX1l9ELRq9UKWsSOSh20NTQgQ0/68QrO9yI0gMkj42/2IV1a9inQu8mNwPp5HFj85F4XnJDABWeEKbP57G38Rwnk4jvi+B43A/WXcXcNZNx1/FTeIKE58XX4ujc1okToQpUBGMjc626um7+NQgYBAwCBgGDgEHAIGAQGAMIFGqyjoGhDbyLPno7XKrDwxYPkwRsiCBMWWXfIMUNBtoTK55Ew7F2/I6iAC88Rrnp7uKjOo7L68Si20tx8+1BLJqSsOWxB3r8bNtXL63CmhMdaD8cwnN7yTLYGp9qxY+fyrZ11+f6xDnJi6rbqnHd1Ei2DQe8TnlQIYog6K/LT7eQ2B69UpF4GzYfKMOchZ32McuqowiWnuvHMF+iAY/L7GAQMAgYBAwCBgGDgEHAIDA6EDAEKO06uJhHUxMEaqlsdogEqPP50/iXinK84xYP6qZQ4ID2dt+GNouZDliCOq0DlBToYDjXK08240c/pwpdyIVI6JzQgLZMxJLY+2gLjjzdjjm3lePqyz1YW8dcnfTDFPTag4WXBBCsJAH8QTue29p/TFvVpeWYs8yLd91WaOhdV0cl853Kr4qQ/Dz/2yhuXcDQw5kkn36NzEK4KYGn/m8jaj9XhDo04fcPF2EXvT+p1k91odRm5q9BwCBgEDAIGAQMAgYBg8AER8AQoPQbwBnEyqtD9Dd48K0H47BCSRx6shUP7qDCGz0vUj7L1Ry04n21pfjzjyYg6pBrS4WNUUUaLtbXyWynXzuLA7sT+Dnr4DSczWHSc7dYB2vvdMSx5zctiLWVovX6IG5cMFgPDIUGinyYudiNOz/sx7JdcezYEcWxo0m0nLEQauU5WXC0dKoLUxf5sGyFHwsWuFBVQXU2O3coczT5v/dNrsCsKXEsKAtjL71dHdub8fKxalw6vRhTA/SAOWIQHG31HfjR56IIOBI4c5Shb2GdQ+zJY4fo5X9Gs6VBwCBgEDAIGAQMAgYBg8BERcAQoB5Xnsn2VD6rnHGOfMSb4jjW1GOj7G88TgSTxV3KzNm34FqG1T3BsLpKH5P6qWpWfc6DgWgYr250YverFupP5TxAjw/CZyhEsDmC4oAXF811oJxiBYNqDpIg5uBMneNAURlQOZ1ErMFCZwvV3kJOJCT1XeHgeidmznShuoxeMVcuqpd/Txw+P6bPC2HFJSQ7+9gHbxyneF5rZimWr26Hm+Ry/Taq0yUSOLHn3LXRGXwVLsy+rAiVzngqjSj/E5stDQIGAYOAQcAgYBAwCBgEJhwChgClX3IriVCbA22NMuoHSCa4iwqhpuripB/23Os49j7dgtNTSlHGuj2zykg0vF3nscKt2LXTjd27ug18Hs9XSiU6Eis3PU8OR9eRLSrURWMJdLRIrprekiMR1G/34FSUgg2BnuTg3HkH+MrhRukkN5ZP6ms/9Xvw5KfrDG5Uz3Zg0WVOHC/2MucqCTeTgKhLhyUXtcBTnMQrh90IhahQF2YNIO7kpF6Fm0IVk2o9WHqTCyU29eyrv+Yzg4BBwCBgEDAIGAQMAgYBgwBtSANCGgKJDmx+woHfPUQiIdlnejd8PoasdSuUpW3Z+yWVEgI1Vr+ABirjOLOtBdt2xxB3VuPeC2P0olhoPxXGmUgQTSqEyv8DZW5c9P5SXLPGhelVgJchcxQ9Q1tLBG9sa8UPv+HE2WYqxVEmrj0cxq5jJVg4f4gIEEeXTFANjg6qJFmWSJdNd7r5joie6gZ5CIytjt0bjYGtIfH0lRdj7upizFtNsueRZ6mrsGlw0WSUzIph0uw2/Op3SRzY7ESYvp7ixR4sviiItat9WD17sOF/A+uu2dogYBAwCBgEDAIGAYOAQWDsImAIUNq1i5wN4VSrE0dVB4jeBcfSMnziL+mFmBy3vTBpmxb4kh6MTheStO1bT0aw/l/qkfjkVLzngihOHbAYZiYC40Cg0o2b/s803LPYTnLpPlcX+6isCuCi6wJYMvM4/vlLfuzdm0CCZCVEz8jQNNX6iWPf1jY88wLwxkHm2xxzIELPmL9KXigXahZ6seLiIC5e48AkhsoVDUr4gYp7rU3Y+LQLz21MIsp6RPOvmYJ3XBh5M7zOG6QU95pKfIJS271bWhhh7w/NGoOAQcAgYBAwCBgEDAIGAYNADwQMAUqDIxF1INltT7sDTiy4uRTzqiJDRH50ogAW39CE40za33O2W9nsbxtw0ffLwFqr3QFlDnp7KEIwu29vTnFdEaYHkjhFt1CUhOo0hQoG2xLtIRzaGsKPv5jAXuKQYN2fBDmPvEAKCQzV6wwJHDoTxtFNYTzm8mHKggBu/0QxLp1WuBcmwtpCJw4EsWsrvVysKRRbyPpHIqESgDPNIGAQMAgYBAwCBgGDgEHAIDCECOQT3DWEpxvdh3I5k2+GdDmYg+KiZ8XVnXszVD2ftaoSt9/jx33v8qCSGUNx5bXwXOfoC0PPEszraerb+m+vb8dpFiztYMicQvSK/IPsYbwDrz4dw6//y6ISWxLhTqq+kVglxcO6+A9D4fhShIjEKBYmIepgcdI9bfjdf7ZjX7unZ8HWgXTHoleMx03EOfZoEo0n6dUSATLNIGAQMAiMYwRi/JGNRqNvLnpvmkHAIGAQMAicfwSMBygNY3epj7LOSco6M+yL5KL+mTa8Ns+HpbMobT0Eamc6lb/Uj2lzKW7gczPHxoPN25mIxWMXs/6Oy9Nl9Ec7E3jp4Q5U3uxG3VSgJCAixp2tOCIRC6ePh1krx4/6syRQXO0mVyopPUehdJ6BtpZjIex/3YHXD8cRVh4SW8WSAObM8qCqlL6r7pqjsXACp45SsW5HXMJ1DOmL4+ieDjy3sxiz19J7VYASnbeCuAfdmOKM4BTJVedrrVi/JYA1C4FyntvD8bno6XJSpc40g4BBYGwjEIlEKGgS4m9Zb6+xJfETJha6WCtg0qQ+VVjGHAgab2dnJzo6OtDW1oaWlhY0NTXZ5EfjdlJl0+v1oqKiAiUlJfZSWlqKQOD/Z+88wOOqzrz/TpNGo2q5d7nbgI2xMaYYU2xsWmgBQiAFUtgkELL7JXmyIZtsNpuwge8jS7KQDgsJJdQQeu8GA6bYNFfce5Wsrinf+zvytcejuXeKxrZkn/M8oxnde+p7zp35/89bTom5nu2A47qbBJGijag6ciLP5OTImDaoO/V+cl77ef9KgDnj2WAO082Ls0YqK9X23CYrASuBTknAEqAk8QXKAxIp9Ul5UH1y9Kydza/XymujVE9zmGpYInH9gXInGQn9kfErSxg5RPMl1ZnuYyBcJL1HRGV274SU9PJLZSghlf3U7YiAC6puaWuMy0d6xk9RuEKOGqUR0pTccMAqP1yN9TFZvrBFnnhCf+Raqd0nIY0UV61EIf8Ul60rlHxsDkhtQn2fNOpcxdBiOWqGBhmY4NcgDH4pD7drx5rrW2T5hxoSu03N+BZFpalRpLUlKu+8F5eLjtJgDd6Kq7RdDFUVKcnTMN76Ow0BalvaIM8+6Zfo9pAM6KmkSslXSMePhq5D0hXsLw3IqBoFEB1u2gtWAt1fAmvXrjUguaysTAA+gGSvVF9fL5s3b5bS0lIDogG5XSkB+pcuXWpeqSDPAec9e/aUs88+uyt1O+++AGq3bdsmGzdulHXr1sn69evN/xs2bJBNmzYZIugQoHA4LH369JHq6mrp3bu3DBkyRPr37y9VVVWCTHjPlGJ6XADtvf3223qMwVYDpJPl7LR13HHHybBhwyQYtDAgk0z31/0VK1bo+XsLDIFNnjPaZ974DujXr59MmzZtf3XJtmMlcNBKwH7zJU+tfsFsa/TJOnX4b09xeeOOLfKG/lOs59/4laikT0pOgkpexvSR3/wbnj6OP0/63OaqhpoOa6S3WRfynwL7HmXSV8/V2aYhnzfUqw9Ma1Tm3bNN5nlUwS1/OCTlVWEZ0dvbZyhDNbJV/Xt27mgfX0CJ2NRv9pHLJhKIgGu82mVSXB2WidP1ENSajfLrGwMmCEOzWm00LY1KvQ6jdHfOTC0m34/LTiVeW3fxm4Sawm1+vU7uez05j8vnspCUju8hv/m5SMQli71sJdBdJcBO8N133y1r1qyRKVOmyKmnnioDBgxwHQ7g98MPP5S77rpLjjnmGAHkjhw50jX/gbixfPlyuffee+XWW281mp7kPjBetD9HHXVUtyZAgFVM2yCjc+fOleeff97My+LFi81cMk/ZpDFjxsjw4cMNETrppJNkxowZglaouLg4rYaAOml30aJFcsMNN8i7776bVsaQ6N/97ndmLVkClM1M7J88L7zwglx//fVGO4i2JzmxZiCsJ554oiVAyYKxn60E8pSAJUDJgmtNSKmC7yrF+6rY2Cu1bG8nB3td3P2PkgMOQu3jU5M0r3y7C3T8UF4ts89YLUMU29zx9+KO912u9JgckZFnl8qIko7mJC5F0lxuk9r1RdKkh76S8CkaPVqBiIfGKzKkpxw/bqv0UKL28nLUPvyg56H+oUE1Nwxqce99bTKmSUqaEk2dkHuaKu0lK4GuIgEA9AMPPCCffvqpoB2YOXOmZ9cweWLn/8477zRaBIhEV0v0sVlD92Pqky5BgDAP684Jrc8nn3xi5u6vf/2r0fRAinJNEBleaAPuv/9+mTVrlnz961+XyZMnGyKUqiVw6gcsO+ZUzrXUd4iSTV1LAs5zgalkusScYkJpk5WAlUDnJWAJUIoMiSatCph2pUfKvWz+7YxABx/XV8r0TJvG5nq5/8nMZGLArGqZMSskJ03oDPlhVCGpGhiVSLX+QG9B1a4EsE6N8dQc0Bw+lG7grY2ybGlIln2qN5FXvuTHFFUW4/j36LB9vRJSrD/4plruuyY9DFYj4fl6Zj5/ybUKe8NKoItKAG0IZlOYM2EGNWLECGMe5dVdgO/HH3+sofFjpgz+JF0tAdpTd7dT+9hdtRKQHAgoGq6HH37YaHvwx8mH/CTLhPKsgwcffFCefPJJueKKK+SCCy4wWkGIcboEkfRKbuTJq4y9t28lkM1z0V2fjX0rOVu7lUDuEugMXs+9ta5eorhUTjzfLxNPVeitUQcCgV02WVn226cqjKzM31zq86stdvVAv8z+SrGMPaFJnnqqVea/o2fjqIbDSX41tesztUxmnVEm40fG9ByehIS9f+ecoh7vfqk5QqS3EhpZ3B7h7d7/s11CPyvVQ0ZjonEb9kotdY3ywr07ZcHqoGyJqo9OpU8mnl4sVaHmLEjLXlW1/xOqlhMuEpl0ppr+cUXN7hQjZZXwvfKpTEry1bxl1YrNZCWw/yUA6MWHA38ezNnwCckEkNCuoHnAVwTyg6mUTftHAmhU0NLcfPPN8tFHH5mdekhsIRNkCu0Y5oMQ3c9+9rPyhS98QSIRawBcSDnbuqwErAQOfglYApQ8x+qXU14VlzINsOIDUDtaieQ8np8VuHvez3RTAxCo/VmpRqIbdWSJamVK5KwL/NIS9RutDJUTKa5E/WB7qpakXIkJ5mqFSBH1PyqK0Hv1Z9Jzfxq21MvDN7bIC/1C0ktJWa/ecSkJqq/OOj0HaHFcNq8NCi5DMQ3QkNDDglZvqJPHnmqTkP7ex0siMmqUX8bUJFS3lDnFGhtk8QKffPCRRpVTrdPAyZVyyqiYRrfTBrJK2ebLqjKbyUqgS0gAAoSTPKAXPx6cn70SYHvLli2GMOFIz6srAmP6iYbKK3U38ywivGGq+Ktf/cqQn3QR7rzGm+s9TKEwk2KNhEJ7f8tyDRmzbrxSocmZV1v2XnYSyOa56G7PRnYjt7msBPa/BCwBSpG5T0lPttqHlKJZ/ZvQH6X6Bp/s1GALfk+A7xe/bt5W9lGNjP6Y6W8arEwCOmMofJp3xvSV1KQGESitDkh5UX5koM0cAptcVs1vlhEZTsnOJr/07KMBDpTd1K2NyqpP9Qc2pp3ZFXqboAXbljfL4tUaiU3PToopiaysDmpkNm+Q4/Q+3tQsm9aE5OP3Nax3pRK+wX6ZPjIqdnE6ErLvh6IEALKOLwzaHKK6eSUA7Y4dO4zjPdoi8qeCY6/y++seplmYbRGGOV2iz0S76i4J0EqkvldeeUWDwixOG9670GNBs0eYcEhxqlYQ0zbMpJwogOna5p41pUonmQN7jeAUPBduRIjnoqtFdTywErOtWwnkLwGLMfOXXV4lW7fVyYL3g/LOx34JFCg6bVxJR1BBxYRzquXY/i3tZwbl2Lsdq/VQ1a0EQUixp6trkx11IjuWpKmwDo1Ru7tUw8t6NpCTZVCbDBseElxsszHAaa1t1LONIvLpIiVQZep7pH7biuVsshI4pCWAOdvq1asNGALsuhEGR0js+BNeGi2Q4yTfFQkQ5nnjxo2T0047zen67ndIHwSppqZm97Wu/IH+Qjr/9re/yZ///Gejecmmv5AWh6Am++pQH/PILj8O8fyfLuEPRjSw448/vkOUN+ojZDYRAIkYmM7Xh3UBeUpuO1079tr+lQBhz6dPn260e6nzxlrge+Dwww/fv52yrVkJHKQSsARoP09sVKM6rfwoIm88nv6HLd/ulPQKSsV0nxzTT32X9NDQXJPGYWs3rysthE2dX4Jx6smSxfhD5pDTgHoAxVSbtH2Fasma9VBA1ZAFPLVkuY7S5rcS6B4SYAeYCHBEfyMNHjw448GglMFkDqA0dOhQo2XpiqN1Qjt/8YtfdO1eqlbDNeMBvsEcvf7663LjjTdmRX4gHJglQvAggOPHjzfE1gG7kJ9ly5aZ8NUvv/yyieTGtWRzNbQEF198scyePdv4haWKAO3QYYcdJj//+c9dNQmUQQuX6Uyp1Lrt//tWApx9RaQ/t8RzYUmrm3TsdSuB3CRgCVBu8uqyudkojKpZmsuGYcZ+D5pcLReOEZmtARdaMW/rTAoGpLpHm5Rn6RFVOrhcatTvaWygTT7SgHaNr26Vm9QM4KLTQjK0v2qR1O+pSP2PgnpAq01WAoeCBCAzaBbee+89cwYMu/WZTF8AyoRMpiwAe1/4/wDE0Uw5CTAGKHMAvHPd6x3TK16ZxuNVR2fuMQbnRT2MIR9QiYZm1apV8o9//EM43DVTog20Nuedd545z4nIfmj1ksmeowEi+AXavMcff1yee+45c4aQQ4IAyGeddZbr+U7MhSPjTH3q7H36xHpzNFWMxXl1tu58yjvz6sgq37nNpW1HBpRx5EC7uT4XlIeUukX1434hEvPFy0msF6e/zjX7biVwKEjAEqD9PMuRAb3k5PODMmaagvlCAfpEuz9RjyGtShJy1/4gglAkKFUlPtGgcgWJp+Yz/ciSsGjenUqWtsQ1v7Yfb4rKyidq5Xcv+fV4JY3y5lSTTrNVGpLImAr56XcTJgLffp5O25yVQKck4AC11EogM/j/cKgpmgLMpQBXbvm5h+O9owHq27evAcGp+R2ABuhJBt6p7Tv/04d169aZyHKA8vXr1wsHmZIATQRawMyK91GjRsnAgQONVsKLEFEnhMHtrBPKYqKF1itdFDvKOaaBTj+T3+kXpkIQLIcEcnYK2jQI4ooVK2TDhg3GVJC8yKqmpsYQCt4hJtmQM8jPm2++Kffdd99u4Jvcj+TPmP1985vfNIe7ovWhftpOJye0MtynXxMnTjSEidDat99+u5H95Zdfbvrqpr2BoDJe5ip1/p0+0S59wlcsF18g6kN2RCZkDpAn6wFNGGuL+iDr9B1NH5rIbKIX0i/KUw/1MwZnrTp95p01S934wjjmnQSEYE4XLlxo5pj16vjOYVJGH3jnQFnWZ2cJBudX1dXVmX7SJu1BViHEEAvkSTs8E0cccYQMGjTImCTS50yyRqbMndu8UZ61Qd3pno1kWfEZU0pkSgj1lStXmheHKrN2kTHrgO8WnrVhw4aZZ5jnmWvdyQ8vddz2fyuBbCRgCVA2UipgHl+xfnkNSki1mqplqSDJqnVOzfEXxfPnVLuCPxiuoSSkqV4PK1QzNv2YMfmUpJSo6Vx4L/JlaspY1mRojYkvprvITm5tNNaoARf0lTFp1LhSPbl2z550xhI2g5XAAZcAAIozft54440OQA9QAnABsPBO3qeeekref//9tKQFUAhYhKAQAhvw9M477xjgA0hOBZKAp7FjxxrAk04Q5AdUzps3T1599VWjgcCvCFIGyXKIC/2kfoAYL7QZU6ZMMYe1TpgwwRAJgFRqgjQQLprxpEvUiw/LH//4R0OuIApOYmwQmauuump3P5x7zjsg8Tvf+Y5wCCy+MoDUZ599Vh566CED3AGwjIMXddN3QDFkCaB85plnmvDSAG364pbmzJljAh8gK69E/VdffbUxWyOaXzbkijl15Hr00UebcUAwP/jgAxMSHXDq1jf6Q9/+8z//0xVIQx4Iof2Vr3zFhEv36j/3APYAZ8z9HnvsMRP0ARIEuAb4s05Jjix5d9YD2irCuFdXV3sSAOogfPgPfvAD17mljX/7t3+TadOmmYNgmdtHH31UHnnkEaMxZW7pj6OlRNa8mF/m9txzzzXaMzffKOp3S4wVwodWlmcDUgpZYR1xzyEtzAvtIeOKigrznEF6MUvEL6umpsatCfntb39rnjnqTJcYCz5AP/nJT8zzlS4P1yCAkDI2UFgzfC9Arhz58M5zTl9Za46ceF6PPfZYPQh9tPFFoi03ou3Wtr1uJdBdJGAJ0P6eKf2yCap7THDvyKUF6kU2dMW9qUSr7jpvimo0Ng11vS6g0efc8ybfCUX8MnZ2uRzZpzWvAAz4ChkCR6W4DkU0tKt+MWeTEppXT03V8p0bezZt2TxWAoWSALvz8+fPN7v6qXUCSgCcDrBmhx0zK0ebkS4/YAbQBMjh8/PPP29AWipI5t5JJ51kCAY7vqmJOtiBf+mllwzQJaoZ4AnykykBpCBK7C6z8z116lQTjAHgmZww7VuyZInpX/J15zP1sIMOIKa/yYn/IWDvvvuuAZ3J95zPAG92vJ0zlAhQAFiFcDlA3cmb+g7pBDzSxy9/+cuGgNGf1ATwBQQDhr0SBGvmzJkGeEPGAJq5JspAKAD9EKhMWhvAP/0H+AJ00yVALWA82RQqXT7kDbhHdk888YQh1gsWLDD1u4F0px7WHuuBCHn4NQGsCX4BKUiXnLYgQcxf6txThrlgXlmj1HnbbbfJW2+9ZZ4lh4Ckq5trzC3zRnnOTmKNpZvb1PLUy5p+5plnzJzzTKxQjRP1ZZMgjvSVfiI7NLqQWtZp6vNJO6xtt3mrrKw0ayjd84i8WN/M+2uvvWbmjO8D2mezxdGKZeoz2lk2UJiHc845x6xf1l9qXzPVY+9bCXR1CVgC5DZDCbUTj8alSTdiCBGtgdb0fBwF2voe1EhllQBvkuYzb/qHENqFTJzHY1rZ1ZR73RomW5kDmpi8rer0S75hW1SWf9gsL/29ST5Ykf3SCPcMim9KpRzRC1vijJ3tOAwFCeEKv/TQM4daVYS+nj6NHgcpyiRPnaNitd9XP6E9e8Qdq7dXrAS6mgQAIw6IS9c3QCyaHxJgBzMbLwACSAOQAnzRDrA7D9BLl9CMpAO+ACjKA9LuvfdeefLJJ9MVd71GHwCGvADMjJFd/1QCBOhM1uqkqxDA5ZYo7yULdt8ZH+aAgMm//OUvu8mkW53OdUgnWjkAI5H0MKWjvtQESGSH3QsE00dIKxoQNGKd2UlnzIRC55VNIj8ydAPS1JFpDsjj+DlBfm5XEzzkko6YkDc1kQ/58KIcdQH6MY1zaxuZec092j2eBwgFAJ259Rpjcp+YW4gBz4Yzt5kIKWsaAgiBpi2eDWdjIrlur8+QOV4cXItGhvock9HUsTI+r7XNGuKVLo9DfPEZu+uuu0x79D/XxIYLL4gUdbKZAVl0TA5zrc/mtxLoqhLIHuV21RHsg35BPJob1NZ5SaO8Ok/V8ss0MtkmtadtUF1Fm1/G/9MAuWZGixQHdJe2Vs1V9FpCmUdYN7bK8jyHJ3kYCf3xbmkWtZOPm4AE3pQCh16fRNUCoXRAsQwow643ubbsPsdr65T4iDzyUKvsjLcvC18A9Xjm8gEdO75H+bRrag9VyQkXiXllbi1dDm8JpSthr1kJHEgJQEIAxVdccUWHbgAc0ZDcdNNNBsjccccdcuSRRxq7/A6Zd12ALL344ovy1a9+VS655BL58Y9/7AqWATLpwAzADqd7wjlDAjqT0HABNDNpXDrThltZxoaZHWZgAPdcASugEXJzww03GL8RCFwqCULzg2bDq27KoPU544wzPE2/3MZxoK9DLObOnWtCfGOO2JmE9gNCCrC+9tprO5DibOsG/ENGMIMkSl6uAB9izLP1P//zP1JTU2PmF9KRLlE3fcb8FLM81nO25M+tPjYybr75ZkPafvjDH5r1kS5vPtfYcIAU/uIXv3DVjuZSL5pWiBTP0/e+9z0jr3TfG7nUafNaCXQlCaR/8rtSD/d7X1pky6omefT3DfLs2x3t1AJ6dt9OJUJA7obVK+X/XV8hixep701pUAZd2E+u/1K7LXS+3Y42tcnqT2rl9j+2yuIl2U8PWpiTfjxQLj0sZsJH59r+snnqSLosqORnjy6l5PCA9KtWYtdRDLurj6tlTED0TIlyJUC7r9oPVgJWAl4SAEjwSgXWlAF4sfOKiRzOyey+svOfulucXD/aH8x72FlnxxbNS65OzAA9TO06S37oF+DyhBNOMGZWyf3cH5/RrD3wwAOmqUxmWl79gVBiSojJIP4byQmgCen0AuCYeuH7ghN+uh375Pq64ueX1AzyD3/4g1kThegfmkH8hzDjuu6661y1QF5toT258847jdy9ZO9VBxok+nHRRRcZDR/PSrqE5goCjS8VRKiQCR8kr+c5n7YYB+v0wgsvlNtVW1eIxAYG5JfvIfzF6LdNVgIHiwSyR9gHy4g9xxGX5fMaZO6TTfLSu5lFUzqwp4wtUS2QPybrG2Oy5dF6WXNZWPr743n5wrRu3CwLPxT575vU7KU5c/vJQ/Ep+wip+RnvuacWWfNJsWxb2x4aM1QSkvOv6yMzRkRN+GmvKiGCvoSatBS15R2BLvf+2hJWAgevBDAVAsTj4I3fBIDRzWQIKbCrDRhnZxugTbQrt11tN6mx24vJG/4+hUif//znZcaMGTmTsEK0DTDuDPFJ7gMkCNCXSoDQ/mRqA/M3gk10R/KD+RNaEkzGCpnQgKBh/MxnPmPIsde6dms3k9zdyqVeh9ziB5WOANFPiBZ9LST5Ybyc9YN/GdEGC5kcM0mePcz18iWI6foEocJsEBNGXjZZCRwMEsgNZR8MI/YaQ2OdLFsk8vb7GgBg11k4vaeXyylHtsn8f7TKhtV6OGFy+UCpjDpmi6xWjdD6Jbpz29omO1tLpW9YCVByvqw+x2XJO1FZPD8uzY0uKhet1N+jSIYMaJVVH2l7e0L5G8I1sCcEKB9zsIAkgupvRKdDAQn2KpXJo+JSXoJWx4v+OAPLp02nLO/qf7QzIXW1+m58rd3t7vAxisVoT0MC6xsvCRbLqKF6aCpV2WQl0M0lwC63c64MIYXR5HgBRbRFaH8A5WiVKOOVP514IFCAPt7dEoAe7RLmeGikaBcnaxy3IWy8YyKEgzcBEAj/25USMsHnA8JI39M5kqf2l/Hhv4I5mOMvwmd8OrzM+wCjAEXIaHdLyAcNCc7+rCu3RBhttHxEk4NEIFNIxSuvvLI7GmFqWdYH6xsfM8xA00UJTC2Tzf/I29GmQpAYQ6aEfxg+bxAFyjuJcRDwgHGwrjOZvaHJYZ7x6yF6IW2zPpxnwyEiEGF8yjBThfzk+ow6/fN65/knWiAbJ5gvOm1znf7V1NQYUs58cY/vGTTNmHQ6edPVz1jw6yNwCqTeJiuBg0EClgAlzWJbfYts3xaQzTv0MLdidTo9qkJOP71IjhraLOte8MsOSSFAPj07p09MSisd6K3gPG8uoF9GG9XXaGO702IgRGS1Khnqq5U334jJ1i3KTUr8cvjplXLcsEbZMC4hn7zbJGvXxdUkjwNQCZ2rg9F3E6khaVyZP6rDbJkeNIqvrzKKRIs6YLeoX1NYw1Nnw38yN+CdI66E7oOEzH8zKls0HLZX8quvkSE9+kPKD1PcH5IitWAYeoXYc4C8BGfvdRsJQELYdQYwEfHLzenZGRBAHvt/TIwgHQDTZEDn5PN6BzQC7AF/bgkAhXkN4ApSBmAiyhf+PrwwnUNzwGGf+L50lZ1i5Ec4X0CqA/yQMQAYZ3qvBEBGtskECBlBfryAMXMH6CwUwPfqYyHvMSaCZxD+nLl1A8WsMc4ouvzyy024ZNYDwJ/Q4RBl1h9rIV1CfkTQgyRAHnLVVibXSXlCTGNmCCmnv9QLeSPogFdifMwv2s9kc1EIL2sZjWomksvzSVQ3ngnIDWaPyBDfMDYECBtOP3g+kA95CRVPv/dFQu70A7NNZMy40GDyPOJziCYTk1rn+YWMEtobbReEyW1TADnwrPC9ZAnQvpg5W+eBkIAlQElSb2tp0y8AvzlTJhj2Sd/pFXLq5GYJK+LWYGNpNQxB1Ujs2TzSYABJ9eX6sa1FNU8tyqAIKtCjWE66uEyOjG2UVUuLZccWCIpfhh0bkenjlOxMapTeesSG/k7JItU+xVRjtXK98pc8TXQreyUkUq7kI6b+B3XN8tbcSul5rEiP0riawSWd0eMyqE4RpWijrFkYkLmPN8tGCFwuqSgmkcElcpklQLlIzebtwhIAlLHzDIiGdGQCiIATyqABcoIlUDaXRH7Ak1c5dtjZAWaHmZ1uAD4J8kT7aIeefvppOfnkk40WyrmfSz8KmZexoLUB+J133nlG40C/Acn09+GHH5Zbb73V05QN4gNAxiwxOXmRHycf7WeTz8nfFd6RzQol0k60Mrc+QTgwcSTAQzLJgwggM+TlRoCQCW2gVYCQZlrf6frAWmU9okW64IILDAlyCBDPDgSONpg7t8RzAwFAy5VMgCA++Hh5mb7RPuQHGVx55ZVG60l/nOeHMbLGIAsEa0B7AinC74hnmvL7KrHmTznlFKPFguxAVCdNmmRe+PKkJmTInDFf9NktIVfuMzZnnG557XUrge4ggc7g9e4wvtz66FeWo+QD8yoe8GAJp8vo/z7Vyuj/u5PzUW3QGuqC0tK06wJZ8wkDvativhLN12JQ2x5RIVMGNkuxmsP1UAIS8cWkqTWh0W9U8zFOpKgiIqec2yQ7GwOyclmbNEdjsnCZaqCOUgKlw8gt+aX/cJG+g/RAtMUJaWqOyrP/d5PE/7lKJo0ISO8yPZcn6B5O068yK9PQ1REXy72MfVFrhUSx9rtSx+lBgHTkEmvRyHgtKmhH04bA7DlAGUVsM3QfCbADz9kdmMgAWDKBDcALGg3MWWpqaszucqYyqdLAzwhywO69W4Jg4RdCJK/Zs2cbkgNwRMMCqMO3Ae0PbScDSrf69vV1+gUp+9WvfmWCESSbHAH0IXL4+LADzv/pEjviAOVkzRjjyyRfQCJlCuWvkq5v++IaWgqAMNoRPrslgD3mbxCdVHLIOoKIA/LTyRXZQC7wceNco2QC5dZe6nU0LczfL3/5S3M+UvJ95gyt0AsvvGCIR7o+kJ/r9D15jugbZ+Dw/PFcuSXah/xcf/31RqOSuh74H0Lm+DqxxtACTZ8+fZ+SH/oLoeQ5JBpcjX4fYG7naKYYMy/mNvkz+SGjfI9wPV1Cs8Z9yuZDWtPVaa9ZCRxICVgC5CL9tua4fPC8mqIcUySDw8ooHN8aSE5I/2iK1m6Xl54JqYobsxFMsjR89S7fIZMhxz/83JifHAX3iaaoNKo+qUjN7Bw3nKhqh5bObZams/SsUOqOBKRU+1KVaJMtmm3AwF38Lcd2yd5zbD85dsc2ie1okCde57C+Nnn+ps3yfBZ1lfQKyuk/6y/nj2qVkJqo5ZyKwzJyclxOrwhIbVRjyoXS1aFf3LGoLJvTJB9/FJDW5vY5kNKA+MfpqeOy9w5tzn2wBawEuoAEAB+AQwAYpIQT2ZOBe7ouAqx4AUoApgDKVECWrlzyNQAS57MQ+QrTnXSJHWz8IthdJ5QvYA4ixA4yRI06MI3qKonw1ddcc03aSHSAc8y1jj/+eGPaA8lJl5BjqiwhibxSryeXZx7RLjCP3SlBBggB7kV+GA/n4fzud78zRBfS4CRkAnGAxLsBafI669zN5Mqpz+0dgnXuued2ID/kR/PI3GL2CJnz6kfq/Drj99Ic0Qamppj/ZePnhkkar/2Z0EbxbDqJ+WRMzA1aHL4vWJ985vuG6zzfyXPplHXekQ2EkTmzBMiRin3vzhKwBChp9iK9wlJd7pNqX4tsU01DYu4O+enVETn9LD0LaGtANqGdUCefxnX1Mm9OrTx2mwY/2KjOtFwPqN+Q2qQNiERzV8Ds6gOKG6O80QNYo0t3yOufDpaZQ0pk2OCdsm6t2hVv04NZ398iv7y3t3zr9FZZ/16jLFgUkA20rxxszXolCXt+i5JGls3HuEae80tLg9FBZVOgcHn8EakZnZAhI9C4uaX2Xan47ErZtGiT/PaWgIbt1mtNupO1XH2iVHJ9tfQuWuRWib1uJdClJQAIATxilsOOLEDOC2gzGGzzeQH8sPfPRJjSCYA2AJRokditBhy5JUAS5kv33XefPPTQQ8a/AEBK9CmiakGCMvXZre5CXcf0B+0PWgqvhJYo1wR5AtBm8uNgDomqB/jMZ05y7Vdn8zOvzDv+M15AmHZYIxCldPNMWS/S4fQTsu2lZXHypb5DttFYYH7nldL1zSs//cbfi7WdqtVKLodGBT8ezP26cmIu2czgzCTmFM0WAQ8g5cnE0yG7yZqwrjwu2zcrgUJJwBKgZEkWVcpR02r1UFGf3MUxElE9EHVlozx9h0/N3BRoA6+b4rL+8R1yx7NKhGr5om+H3GE13zr56xGplpZ2M7bkerP67Jcjpmkks/KAvLyYMNgJefivzTL5OyUyZtI2WbEpIMv0YPe4tv/p3ZvlZw/7JdYW0ohxSnq0/pAeWtqvT1At+NAhudMIt65smr9F3nrDL68vzBUQ+DQCnR7AWo3ZYO7tOv3BjE5xhUfadVPN7AYe1ks+d9Y2jTgkMk+1b/FPG2VrUw/pU9JmCZCHBO2tri8BzExwwgY8Dxs2zJjXZPIXwDafl0OAMuV3kwK+Al/84hdNPbfccosniAUsojXhhZM3YJgIYNOmTZN//dd/NZooL3M6tz4U6jpO32gAMoUazgT03fqDZi6T6RZgGkd0dtshZLkCcre299V1ZAHwx8TRAcVubUFwsiE5buW5nm95CBCaTsznCpkYP6SBZ8mLDLCmaD8f8lzI/rrVBbkhpP0jjzxiDgRGw8Nzyph45St3t/bsdSuB7ioBS4CSZ87nl8p+xTJ6ksjUVXF58y0lE6pSadpJpl26BWUbsQY1b9gdHVRtfWuKZdD4sEweoeE0k+vL6bOGTR1QLH0aYjJyjE9qaS/WJg3xoFQPL5IBg0X6fRKXDfU+idVrxDh9tSfNp9qn4sqwTBqu4bfz6oBGzlkfk+2bdawaiMGvPkg10yrkcG2zSInJrpG7jMYnxXoI7FANlqAcbL8kfygoFWVRKdGgEBq/W+WkJKwTvlf7pdO2ESsBlQDgI3n3NVUokB9eABWcrEleYIz77OgC2oi6hlaC/MkaBwfkc80rMAFlIQ6zZs0yu+AQGjRSmRJgmZ18wPNbb71lziAhNDIEBC3WgUiY42FC6DXezvQLQoOzOaTGkW9qfcwDc4N2DtCcPCepebvK/4wlE/kpVF+RRz6kEB8j5ndfmGHxfEIW3OaUsbOmkgMeFEoena2HvrNxQuS5v/71r8ZMEW1WPlq2zvbFlrcS6A4SsAQoZZbClREZenhQTmvZKbXNxVJfhy23BhloAbzseQU1JHWZamsqykNSM6VERh9TLIf3MofYpNSY/b9F1RHpMzwmJ54alQ1xNYZrI8KcOhQPLJeRR7RK3aZWeXuphspWU7hom2pMlKiESn1SWl0sNRNK5eihrXmb36k7kzRC6rS9YKRIjj03IjMPj0tYiUV2vMY9fG72EsgiZ0IPOVRt3NYtAZ0XJ78exJqP75FT3L5bCewnCUAo0JikI0GAQTQGmKwAWnCix2zFC4xRBn8MTF0IPIBpEnb9yVogypOvpqYmY1AFghmgxQGcAuDxodi8eXNGUIj4aAezJsAX4JQXhyceiJ1ytDO8kuVQyClGO4epH2NzI6gQCcjsSy+9ZIICANo70x/kS3ACxgUA70xdbrKgzkymfZRFu8d660wfIPj5EFSI7b7SLvKcZBoT88rzS96uklgbaI8h23fccYcxTfXS9DBGnk/m2iHmaCypxyYrgUNFApYApZnp4jI9N+LEHnL4FD0AdUGrfLDYJ+tXizRrUJhWNXnDAb98QEAOm1QiEycEpJ/6/UYChSAAxVKlm76zLkzuFJqesBw+LSgjJ2pbz7bIq68HZMdmnxSp2V3PkcUyZnJYTj5WNVF5mL45LSUCQUmgPQoGJFBdLseNV/KjJm375SteSU2zkpkmPc9IdW7eSTVy65fVy5PPBmT5yl25NfhEa6t2PpixtHfd9q6VwD6UAMAJ86Kf/vSnBqykAiiACAAXwoHDMgEHIDaZgAyEip1fQDFRsQDlDpChDT7z/t3vftdEbvMiJOQD2M+cOdOY4P3tb38z5jT0gzYcJ2gvMQHEKEd/8GHqjoeBeo2PewRYwAQLzRug0y2hTSDUNsEWOCA2X/8o1gC+YRwgSlhvfK4gVKlryK0f2VynLtZGJr8zwDPaPfxgnMNhs6k/NQ9+PJCZXBPtZyIpudZJfsYPIXC0S+k2KcjH+kazwtzmQ+Coo9CJDRM0P//4xz/knnvu8awemePDhnaWDQ+i1THWRx991DNsuGel9qaVQDeUgCVAbpOm5nBSUixHTuXllonr+2nHxK+7NWU+OfncEjnpnHZa4g+oyZ1PTdYgLsYTiPd8Emf/aA1NOpZWDf6wtUk2NJVLjxL1SdofDKitTubc75Mn7tYDZz3CYHccmZrnqc1fUaREqov10NaOGewVK4EuJQG0OuPGjTNAIxW8AnLR+ECCACloYjD3cUuAQIgJxAngBiDH6R9g5tTtECGAGved3V63Op3r5MfPAbJ2ySWXyNtvv20cqZ966imjwULr4WUqRchsTOj69esnV1111e7+OPV393fMDTEVRO5o7Bw5p46L64Bl5Pj973/fBIkAfGY7D8gY4gnR+sMf/iD//d//bUJ6X3fddea9kOHGWTNol/BveuaZZzznl8h/3/72t80aSR2z2//Igte+IC9ubeZynfHz3KHd4xwgN9OxFXq+EGSDABeQ2mwTzzfPDSQz2/nPtm7ObSIgiRf5YXyQO9YhIbwhQIyXtUx4azZSeHk919n2x+azEugOErAEqDvMkvaxpU4PO9zcLHPni2zZoURFv0QHjQzLmOE+GdxXiUqnxhFUE764LN4QlA9X65e0qrp+9/uw/PPlxTKkMqaHwO5rkhfVIHZBSR+I1ntgPWuCMuOqEukXUNDnndXetRI4oBIA9EB+rr322rT9AOjecMMNxoQNcPLjH//Y04kfQMNhnpi9oZk5//zz5eqrr3bVGKF9yAZ4AYAAfwA1XgBitDi0cemllxqSdttttxkHa69wwfi/EHWKHXMvIpdWGN3gohNhDq0M5kNe6c033zRnxlx44YVyzjnnGJCdyYcFsAwgxaGdM21ee+01QyAwk3zggQcM+UKzxDooVEJrRzh0r3UCkH/33Xfl8ccfN6Q60zjoG6QcYs96QesAEO+KCUKJfxfE1i0xfjYeIBtowrLRgvE8EYyAyImsAQI5ZCM3tz6kXuc5g4gjZ7eEpufnP/+5eYYd81DWDs87ppoEgHAj8m512utWAt1ZAocgAdIvryWtsmGH+va0qe9IQWZPzdT0NyhYWi5TJ+ghYRnrbJWta1rlpQc14k5RqYw6qkxmHBWVUnOgZ8fCK9/dKi89L/LmPDXD0/DccTUD058UCRQ1SFHvEhk+qVQu/WJQBobzN8OLN9VJolVPF1LAk1DSs/2FbfKrt4IS6JWQIj2XR+PLdeyYXonjp6R3Z/ygj8wY2CLBvHxxglKiQRQqqtTGfXsWP+Y9gzJ4fIkciQni+KAM62/JT9rJsRe7nATwXXDzXwCMQIIAWGgJCEgAUPFK+PtgvgJwg1x5EY1sgDIAld1v/Aioj4McAYQOGaI/Q4cOldNOO82YzHAQJBHg0iUnpDBEyKtf6cp2h2uEHD/mmGPkiiuukJtuusmzy4BMSAMmkJgaEXIcEzDIgBNMgQqYe+S2bt06efrpp+Wxxx4zGiTmxQG31AWQphxyRVNXqAQox7yO9QQBoz/pEn5nEGK0B5dddpnrOmVtLlmyxGiUnnvuObNWf/azn8nUqZ5mFema3C/X0E5BaiBoaN3cCAFmqhAgnmU2HZjHdM8XpIINCsb+kvqCvffee0YD9vWvf71gJJD1ALnyIuH0DQJ08cUXm3aT+4pfIusJEuQ23/tF+LYRK4H9LIHMWH0/d2jfNxeX1a83yNvz47K8VqPQFKpB3d0t6R+TIyeIAFm86o03tcjW1a3y+qsx2eZrkJXrwjJlbEAixSbQ9l492rJkozzysGpmPoxLnYbd3pP0c4OG4q7Xg0E1ItxdGoD7qq+3t70nT/af2toi6nStyyGqPdd2Eq0J2dGkQR00OILPKxCC/j4Wqxl3nQZQSO5d9i1rzmC5HHmqngN0hPoBRdMTrb3q01DYxeV+qahUX6zSNtVQeUl7r5L2HyuBAyqBZOCR2hHMUDCXAnxhYsRuvFd+wKXjiwBhqqmp8cyf2l66/zGluf/++80LsoMfEloGztShDeecIcAvZnJe/QNMct8NRKZrvztdY/zI47zzzjPmfgSM8EoQGIAzgNMJFoFmLVkzRx5IknNAJVoT5jk1cV7Ts88+a4jKd77znYJF22PO0PhB7ObMmWP6kdo2/9NPzpb59a9/bfrLeoUYQ8roL+sDM8iFCxca2aAxwYcJYnX33Xeb9Q2p7oqJ9c54mANIQboEUeAemlDmiDKYe0IyGBeElWcTwoMcMZtjztjguP322+WUU04xz1ShZAAJ8iIvPIPMCZsVmO2h4cMclzE88cQTctddd5n76cZqr1kJHKwSOAQJkPKGjRpJbZXummzPG7J3XA+huETURycbGhBXLU5TXUy2qNVEq36RlpSrpsXfkfwQf/v1pwOyUMNfO+QnEAzJqGP80rqpRXcJ9UtNzwFq3qynd7+7U+avr5Cp/VQzlAcfiGooaXOmERt+eg7S7qRKpYSSIi9JoUerinQiYII/IGV6jlBErSJMIHGNRFes8vRKtRtbZduGuKyhr+ESmTCyMyHIvVqy96wE9o8E2MGFBLGrjpN9Jl8JdugBlZAMgKUTNjvf3qJ1mDt3rtmtZkeZxA424G3YsGGGAGG6A3iin2gBaN8tAe4YC34GB2uCpKKBQaNDMARMnbwIHyAVcIxMeUGE0CI4RBIgi0yZW69EPZR/+eWXjcbmggsu8Mqe9T36AQEnCAaaG+bZDVhDgtBuYIYJ0GdtIA8IEHJAg8IZSOQhLwnQTZ8hT4cddljGNZ51xwuYkZDlHOiLfN0IEM0hF54ZTBSRFWarECDM5yA63KOO1ANfycvGAppVAk50NjFnEM9MZIq5/Mtf/mLmhM0NiDhrFgIEWXOb5872z5a3EuiqEjgECZAabBX7JVym5+4Q6CApAftbmtUHpjHpon4MlWi46bCGx9QM5InFEtKmB5KajTnHaV+r8mk0uGxM6uJRDTqgGhYiypH6jg5JSah5b61RXJ1fNzbI3DkKNrYp/dAvOcJe9+xXIpNPS0jDJ63afkI2btB6lFC1bmmU91b2kKP75Hcmjj/kl4hqVHr1ZQR7y8V00vWPhgPvqT44FUrg8j0INRGVhlo9+0i1TW1ahz+sJm79zPFGLq1qRKS1zbJoWVRW1OoudIWCkBHKg9rF6VLGXrYS6NoSAJAAHgFS2UQLY0cXUIMmAqLRGb8KQDu79fiXYALnJDQWvNBuANQhWRAzZ4cbwO6WyI/WiLEcrAlZMF9nnHGGPPjggwZQOmA/mzHjH8Urn+QAWAJUFIoA0Q8ILgQA8ztAPCTYLTH/rBterEHAPyQHGbBGUhPECPLDOhs1apSnr01q2f31PyRu0qRJxtcNkp9uHMl9geDwgoCw5jEjhMAyP+kS91599VU59dRTjQljZ32BWINsMtC2V4KUQVYh2DyTvKMRYoyW/HhJzt47WCVwCBIgkcPPK5E+anJVp+ZWyQIo9qtZ2tNxefVpPQgNMK2MJxzxyajTS2XCOI0Qo7ZtQQ3ZvHVtqyyY2yTLFwbM2Tm6EaQsSUNzjizSgNUtexOZdCsHfmECC7Qj9pE1Wm9yR7SN1sZWeeQ3bbJRzJJkvgAAQABJREFUiUFUawxUFUvvEeXy3Z8FZZBGPJPpJTJ+9AZ59kn1DXrHJ21KqBYubJPYJCVL2bCwlH4NmtJPLtEDYC9KaBjsIj3UNOW+5786jKC/o5mGZ5nkm8118urDfnnknhap0x/fyBF95Pr/VLKnUejcOM2O5bXy4Ut+eXdhTMmsT048t0rGFUdzom7JXbCfrQQOpAQgIPjKAI4gDeymO1oBt35hUkMZdp3JT7l8E3X96U9/MoEN0plcAVx5eWl8ktsGlGESBZCkfwdzgoBiMoYfEAEuiA4GOd2XoBL5Ov5Y+GoVOuGjg28T4PzFF1/crcHxagfA7wb6k8uxxm+++WY5+eSTjRYE+XW1dOyxx5qx0Feiq6V7JlL7DOnLlvwS1OLMM880BAhNUGcT2jSeNw4iduuDo7EiaIdNVgJWAopbDz0h+KXv0BJJp3iObq6XT/Vg0WJ15G9WIC7Dq+RfrwvLyMro3mZlUyJy9nlVsuLtdfKH34dUza2kQ7Uw0XeaZPOlAemlBmO56FA2qYbHmJ/tMjSLt0Zl7dvr5ZH5Zbumxy9HzSyV6Z8rVvKzJ8rLYUcHVfXul/ff46BWDSDwVpvUfk61W1qPG3Fwm++AEriA+R3C2C3X0m61Znm9WLU3SjbLtOk6FZxPiY8quzx6oecf9REp13OQSPQ4piZ8vNtkJdAdJcCuOWZEAEgIA2Y4mRJmapgZ4UyPj05nEmY8+JRkS3AytTVo0CATJvrss8/OlPWguA9RICw2fiA33nijIQ2YFe2rNGzYMOPQTlS+zs69Wx8vuugiMx7W4u3qt1KoBBAn3DuO9wRQKAQBKFTfnHqYTzQ0aDzZiOBcq0Im/It4drMhjNm0S+CK6dOnG00U0QJtshKwEsgsgUOQALkLZcOyFtmyXk9AjyuJqPLLCV+qkCFlTXuTn6Tigyb0lbNnblKbZpEPlioAX9EkW5qqpEe4zZjLJWX1/Dj/MT3/5ii/DFMiEGhplfWLt8v/3LIn+lPPWdUybmqRTKhM0bIUByWiTKEyoQTIs4WudbNNtVubltbJg3PCUlauZm8722Tlx+qQidpNzyFqXrBF/nh3sVSrj2xHIqmncKu2a8MnRbJxpaU8XWtmbW/ylQCgEH8Bx2wskzkL7eAzRDk0P53R/lDXxIkTjSP3+++/b/wBuJZvAjT+0z/9kwn33Fm/pHz7cKDK4Q/0wx/+0BwSyqGU7PQzR4VKaH7wN4I4TJ482QRhKFTdqfVg0oVmC00TBB1HeS//ptTybv9jYnf66acb4t6V/cMw50Oz8qMf/ciMn/nMRhPkNm7nOnL95je/aTRAaG4LkZgjAivgC0RI7FyIFQSPeWBOHnnkkYwmf4Xor63DSqArSMASoKRZiLXFd2kSNHqRIm98YoIdEfjuEsHigPSsiElZWDORT4MZhNV5P5P+JFReJFU9/VLja5YVCvpbFu+Q//1vPchwlJq2tcTkUw0/vXH7Ltv6qjKZOT0oE8foeTwpIaZjTTHZ2eqX7VqHT8lC1ZFBKdfDUTO1v3sAbh+UV9TXK9FQH6VMFIOQ3DHlZcUVQakMZ6d5iqr/1NYlDTL/BUzn1JlU+9/aqPXQc20w3hiTj59uFo0KnjbF1VyoVc3Loy3tk0O2gFekurS12ItWAl1DAoBK/Aw48wXCwI54JgKE7wX2+5i71NTUmFdnRkM0sp/85CcmVDP+CUSuIhpZLglwTvSsK6+80uyeowUC7KYm+g6gdkvII5PfSSYgThu8MqVMgBa/CTeTonR1A26RJWe9IAu0Qn//+9+Nkzxmhtn0KbVeQC0AlV3+z372s4aUYO5E4As3/xHkm8l3JdPY6QdtTJgwwRyeiakdPiQA7FxkQj3IhVDREESA+llnnWXCvKeuc+SDzL3mlzzZkMpMfUQ+yMmrLWRPVLyf/vSn5nwkng1MHPGLyyVBpphDIrCxNjjkmOccf6PkRJ+9+oNs6Hfq+B2TU+aL88MwMUQD6VUX7fJ8QsIgZGgvCdfttm7om9dzmzwO+9lKoDtIwBKgpFkKFBFooB1Ut6lJ2eL3WqR2uEhP1cykw+ItOxpk0dKwrN+sO3wwhTb9Yedjx9/8pFa0LrV5rlYn/6OP88mK1/WWhpte8X5Cdq7RSjTAwtY1zo6hT8bPKJPDh/ukd8S5tqeqxu1tGgY7YA4QDWjot/Le6r/jy/yjv6eGvT9FtR/bNkTl449isnadhsns2OTeBfQ/vmAJoDD6zBKZQgS6dvF1yJd8IaE7otFm/YHeltzAHgmrC5S0bNFgFMmFOnwmv55c3qtIxp4YkT7BAhC/Dm3YC1YC+0cC+IwAiDBtIgIcgNErOSAQQAng7mw0KYDe+PHjDQGDUFEvh3fiY0QkLMA7ACgZwOO7wc4zJnu86DvnA82ePduY8LmNASBIXupMl9iRRqNF/al+UPzv9NWNJPGdBPnK5HtEXZh3YULmRgboK3nciEa6/jNu5oOgFLwTKhunf6J/ObLEBIoAFqnt0idAMU7q9J9zfijPmiAwAb4pjmzStc01QC1lmU83EuD0EeDslegPJAXyA4hnPM8//7yJJEb4Z8bDWFLHQb0ERaD/9AXCRh2QKfoFqUglx7TFeuI+snED78wt+bwS7fM8MbduoB0Z0DcvHyT6RD6eB0wC6TfnObFZgQkbRIggFqlydsbPhgYv+gzRwEzNmcPU8TMep898H6RLzAXPe7o+00/a4qBdNEBE2yOIBX1MlSdriLHTJ/y9OO8L81fk5WYGy7lklEEmNlkJHAwSsAQoaRbD5RrtraT9ByGq0eAWvVIv748Iy6ghekinOqgEldggsDYlOg11Plm3sFnemi+ylqMCzHeCgnDVmmT+etDwsL0TMunMhMxTorFqlR5u2hCVrXqWjpN8yiT6jCyRabP9MqBnXDq6icZlyyq/1ClRoHE2WntXaduZG3ea2Os90dom61e0yPw3W+WVF1tk9ZoMLC6pdFgPJg2dUCWT+mo/MuqM9Ac6pGGv+4ZlxDhllohbd/S26Ti2Mxb93x8JyaDBOhfqF2SqSx4TRFOTX+/5NXx29ZAiOfY8DRARSDEPbM9m/1oJdAsJACpwigYAuQGc1IEASAA7gLNCHDQKwAWoOiAMjQPRvQB77CazM5wMzABjAClAFAAd4ApIzxSNjvxoAeh/OjDFNYgHIDf1Pv8Tde388893DRXN7jhgm7F4JUjNlClTDKFK3VGnHADc0YCkaiq86uUe/aTMyJEjzXwC/AkHzXk4kEpeAGh29JMTwBnywxw4cmUcfB4zZkxWYaOZRwjmJZdcYgJXpMqQ9mgHs0fyZpMA3LTvrE/WAxpCIrrxOXkc1E1+wDj9APwDrCEPlHdrE0IAwULL5aYFYk44qBRtkleiLtaiVwRCiCayhVBnStTH88Ca5Z1nAg0spJa5TCUYjJ+x8Cw7a4C2kGE64uO0z3lCPFPpSBtjZ00hQ7f1yJomut7ll19u1gxrjj4SjtzZvGA9MA7WFCZ+EDL6xXxChNJpgGgbmTMWr/4747DvVgLdQQI+Xdi7IGUBurvzQ4kvuroAFR2YKmLbN8nD9wfkkb8TxtNB3X458oIyGX+E/jBpTIJIICZ1m1vlg3nNMm+OaiqaduXT0No9ju8lv/w3tYTT7julvUaCFmTVW5vk/91SrD9UcUHzwWz4VZtTHCmRi2+oluMHtIhGhU6TWuXlW+pkztsxWbxVIwJVB+XM/xwgswc1q1lZ7lPauEbH/kBATyl30SAxIP3i5LwiAg4k85ySXrTdX84d2aqkJYu2FaAkNNDD+lqNwofGrW6rPPlIQJ5+RM0RVJsUHlct3/2eSK+gapeIlpcsTCxnVB4BJUBhDU8eVvPD7KlaGjEW8FJCJxBzPt5jOpeESW+LqrmemlmwnipGf0N6jP5yAVu0VR0sEgCAA1AAj7zSgdbUsTpaIEBPNvlTy2fzPz8PBFtgR5ld7uToZhAUgBhkhd3+bIERY+VF3V79pr509ynngLl0Y+C+I0PevRL1kN8r0QenPq982dxDU0I0PQAzIJ+XQ75oh7lErsgTuUIW0snAqy3Gw8up1y0vY8okH7eyXGc9oC3AF4114YB2wD8vxgEBgRBnOwZnbXi1m+18OM+HV9vOvHrlcesLc4kWDE0kr+Q1zXMBsUJjAonO9tnIps/Zjp9+MzfOi4h2JOaGDRPnuTUX9Y+X7FlPTrudWTNOW/b90JUAhJwDlHk++I7gxTOCBpPvPV787zxDfAeyZnknj/P94nx/Oc9wPhJNC63zqehgKBPo0UemTd8iYf1iv/Pvzs5YXOY/VKev1BEmo3KNYKY+MJ//epFUGIO01Lzp/w8qsxk+fYD85uhmWbZcz/SpVRCkcL6yUiPPjVXAHPAyAlMH1S9UydhzY7K9wSfNsSIZPaQpz7B+cfnglVZZ9TFgwWVJKDEJ9dNDWIfq+TtvKADRw1GdFFQyUtNHQUe25wAB8MJFMsAxf1bNW68KNZlQ8lSHEqjBL/16aBjszhyu6nTOvlsJdAMJOF/muXQVUJUtsMql3uS8gB52snkVKuUz1uS26RNEoRBpX8svtY/Oj3cmLVlquVz+Rz4OWM2lXK55ASOYB/IqVOrs2kjux75+PpjLQo6dvhe6z5AcXtmkQso+m/ZsHiuBAy2BwvyKHOhRFLD9PqN7yLTqiIR77pQ//3kPyHdtoocemjazTI6fEZapffaEqHbNn+ZGMKJmduMSMlLBv0lKBNQCLmMqUdIVLg+IWtPpuUVaZi9VScbiSRn0dPKdenhbc/tOaKgkJJ+5rr+cJMvkf35bLEuXaKSpocVy+vf6yMxBDdKk4cL/dnOjvPuxT3Y2+lTboeaAm31yZIVqiLIlQUmtS1GVHHdOXEZMjUhtkwZUKFdtWtj69CSLyH62ErASsBKwErASsBKwErASKIwELAFKkaPPH5CKXup7c06RHHlCTJZ/GpVP16Lq1khlmDQpyQiH1cm0V0AG1YSlZqBItZ7zFy5p0bNrsiBMKe05/+LTkibms3M7/bsWMbt96e/mdNWvplt+VXNLqZovjKuS08a1SKWSmz4aim29kpom5XZr1NepeKRfigeUymXfapJt/zcgSxbF1BY/JvM+FJlVk+A82DySmhf2ULlXYrZBBD49iDWvevJo2haxErASsBKwErASsBKwErASOKQkYAlQmun2KRkpjijQx0dfCUBl/4Daarcfton7S1DReaQsIFXVPumhoF2P41FalD/5SdOF/X4J3U+7/kfHouMPhtTmNxhSjU77yFo0NPVGJYNtJ6gNsZrelPfRl7KdkoRGvtOhhzP6kcZl8+o22VqnIW7bsD0vwBA1BHfCFxC/mhKOH+NqvFeAhmwVVgJWAlYCVgJWAlYCVgJWAgeLBCwBcptJDgJSB/1qNX3nlT45lCH93e50dTcBiur5GbV6UGlTiQZ8KJKScFSKNARdfX1c1n3UJIs3qh9Qr5g012sJdfAnAAGKryIli94KMC3/caN8qAfGrtmpvgsa4KDTSeM1JJSMhfqEZNwYjdLX6QptBVYCVgJWAlYCVgJWAlYCVgIHuwQsZjzYZzir8akmRzU46tOqYe00EMOqOpm7UM8ImFCiYUJ3yEo9l2jb+qjUf7xDbnuol3xlZkLWvNUqS7eGZAumc+q7tEMDOKhCxiOpBuijqCyeq6+tBYzbpv5KkVFxaf2SmiZ6tG5vWQlYCVgJWAlYCVgJWAlYCVgJIAFLgOw6UAn45fATRT5VQvPxWohMQp68p15OH6eR5Y5ukeUbgrJ0g5oANqgW54FN8vMHENquk4kwCVRTuCH9MWvDDNCdBSXiATUfTEi4lHwFSkE1V4xhT+feboFastVYCVgJWAnsEwk4YasJJU10MSJy2dRRAsiH8NNOyGlk5XauUMfS9oqVgJWAlcAeCVgCtEcWh/Sn8ppSOeIY1fLEorIuoT++nHHQWiKDxlfLmOWEyG6RxdvS/CiH9NyK/hVy1uQ2KeLMHtdUJJM/XybDPyPSoI5UhdEBqQ+Q1pRQc7qIa7v2hpWAlYCVQNeWAGe1cBDlE088IZdddpk5WNaSoL3njHNs3njjDXn22Wflo48+MmfvXHjhhXLllVdawri3qOx/VgJWAllIwBKgLIR0SGTxR2TclISMmKCuPQxYSVBpmUZj85XIlNMDMnhsQF59oVVefzMuO7ZoNDg9eHXgUREZMqJIZkzX8yCC0YxhIKr0HKFK1S550aTcZd2uddKjIHMvaktYCVgJWAl0AQkA7levXi3/+Mc/5IwzzpDBgwd3gV51nS5wcOyf/vQnufXWW2XUqFEybNgwczbViBEjTCTUfd1TDijlxflTlpjua2nb+q0E9o8ELAHaP3LuBq3oQacayIDXngRV0Wh45UUycHSRnN67TabODkhUo7j51AKuRM/9CUd8Ul2pJ9jvKeT6yR+ApHgTlXg0LlvXNMmChRqCXH2ParcFpE3PBopHAzLi7Er53FSNRS5xaWv1qxmE1qVnJgXxXbLJSsBKwEqgm0oAEzjMuyBCfLZpjwRa9WDy9957T+666y656KKLZNasWeYAUkzfODGeoyD2ZYL4fPDBBzJnzhyZOXOm1NTUWLO7fSlwW7eVwH6SgCVA+0nQXacZDRjQHNdDT0VaDYHwSVm5T83XPAJ5a0S8oEYY6NW/WF/tI4np2T8NLQlpU3O2nXV+KVMyVKRkJP+kpEb7tXlVTJZ8EpdPFkZl+WoIUJteV8qjGqnAsVWm+nhzi6xcViQ765WIhX1S2jcgo/ppSDibrASsBKwEuqkE9jWQ76ZiEQjQ0qVLjd/PMcccIxMmTJDy8vL9NhwI6aZNm+Tdd9+VyZMnW+3cfpO8bchKYN9KwBKgfSvfrle7ntuzYXlUln2s5/rEAnrWT5EcOysgA0r1ENMcNtJq19bLe4uDshUSEgjK0bPDMrRENUE51LFHOHGJtrTK+iVN8thtTfLqgo7LMqC/dw3N7ZU3b9kk9/42IgsXKuHqVST9Tuklv/wnUXO9PTXaT1YCVgJWAlYC3VsCkA/M31555RU5++yz5YQTTtiv5Afp0YctW7YYArRt2zZjCte9pWp7byVgJYAEOiJNK5eOEohraGjVliQ03HPMUXIo2A4E1EfGrySiOwHv5p3ywZyAPHpvs9SqVsUXKpExx1VIPyVAuaQti7bKM/dEZNVav4R7BqVlbJmaycUzBEJwaUEFu3xeg8x5DPKj9mwqT7+ewRTSw1hjGpY7zumzSSkyoIeMLYtKbahNVm+JyZan6mXN1yMyWOcjG1O8pKrsRysBKwErASuBLioBor3V19fL/Pnz5dxzzz1gpmcBPW8uHA5b/58uuk5st6wE8pHAoU2AwPwcXpNBdVC3qUnmv6/R0TaLrNyiLKhVHfnLw3L45IhMOVykZ1n3YZKN21qktj4ktUrofEU+6fXZahmiZKJ4b46RcS0NHK0/CKUsHzVda0vIkqUJiY9ElhmLdsxQt0U+/qhIXp7XHlrbr2G1+32mQi6d3igv/TYmKxZHZXtyKX+FHDZzjaxRDdbq9+K6Q6dkqCUggyI6NzZZCVgJWAlYCRw0EsAEjgARFRUVB4yAEPgAE0WIkA2CcNAsLTuQQ1wChywB2ra0Vha83igPPqUngPqK5crfVMioHlEJ7+XHEpcFz2+Uu+8ukm07VBuh6p+oowLyNcjiF5vkiSGlcvzMiBw/zS/Dy038tG6zpNBchStV27LXmLPrfqRvWHoV+2WzLyZ1ynsSbTkyqKRmGre3SGNDQM9g1R+YcvXn+Xw/+casNulR1CDvFKkmKCmv87FEgzUUGZu9dt8leFf+PXBqte9WAlYCXVECmCHt2LHDOKPj+H7kkUcaMErgAK6jIXjttddk0aJF5pyYEj3ZuVevXjJ9+nQ5+eSTpbKyMitnedohEMEnn3xi6lu4cKExwQKE0+7IkSPl+OOPl4kTJxpTrH0NhtF+LFmyxPTn9ddfl40bN5rp6devn4wfP16OPvpo8855OF6Jej7++GNZs2aNCSgAoeAaUc2GaUS1qVOnmjENGTJkL4CPLGgTeYwdO9aE587WVwlZUnbevHnGb6dv375Za3CamppMPynPnPL/c889Jxs2bDDzTt30nYhwrAXmgXtr1641PkPIhvnKJu3cudOMjzZYL874tm/fLitWrDBrjjFQ//PPP29kyPpCO4XcKdO7d2/TB9YJfWDOmJsePXrsrs+rL9RFW8uWLZPjjjtOIpHIXvNAWXyQ6CNEkPEhA9oiOAMyGjBggBxxxBFy7LHHdmiKvA0NDaZf5H///ffN/7RLfePGjZNk/ypHBh0qshesBA4iCRyyBCjeFpPmOjWf2khUMb9x5k/WH8Rb9d5C9TW5N6hfeFGJRVPhdUJaG2IK3Ovltc0xWflmRL78o6AMCnUfZ3wUYHrcT15hqX1FegCdikR5SHuisjxTQuWfUPpCgGy/HmxaOTQoVRVRKVKyiU9RquRpJkEAB6dNgjR4nkGUZ8dsMSsBK4EuIQEAHI7oDz74oHFCP/zww2XVqlUGXAPoVq5caUBjVVWVFBUVSXNzswHft9xyi8ydO1e+853vmLDJXoQFQoCz/WOPPSYvvPCC9OzZ07yo0wGEEC38UQDeF1xwgRCGudAhq2mL8QJ47733XjM2IpGVlpbKwIEDjQ8KfX3ooYfMuUGXXnqpfPaznzXEIHWyqOfDDz+UX//610YejJ/xAHohhQB2QDdtAea/8Y1vyJlnnrkbfKPxgCA8/vjjhhD+6Ec/MqZgqe2k+5+6X375ZVO2f//+JnJbunzprlH2nXfeUT/PhQbcQ8QguPSVxLgwSaOvECAS6+GZZ54RzlSC1GVLgCA6Tz31lKxfv15OPPHE3XNNPZDGhx9+2Gig8ANi7iGDyIp5gghBRlgryBaCwhlFt912m/ziF78wcoaoZUoQEer9y1/+YohmOnM7zj/iGWBso0ePlldffVVuvvlmM+/0hTogQamJtbJ48WK577775M033xTIM3Pv9JlNBAjek08+KYcddph87nOfk+HDh5t8qXXZ/60EDiYJZH4yD6bRph0LKJrXXvRHWhuj8t4jflmzUjU/kJ8Sv0R6BGXEYUGpLk7INg3VvPATjYKmPiq1a5tMZLU3l/aUQeO6DwFCHPlofygX13G3xP3Swj+dTTCcXSwnHlWH01Vt0jBZNTyszl3XTRO7TBXjTbqT9UmxrF+HrNvnzlHMmXz2j5WAlcBBJwFIzbp16wwR4J2wyJs3bzZAFK3M0KFDpbq62mgGANA4rL/99tvm8Ey0FxAWgH+6BPgFHHLQJloSQDVanj59+hiwCxGAhKCRAExyaOk999xjNCLnn3++AY7p6s3nGkAWQgLBYdee3XlAqwNcuQ8pWbBggdF80Q/yQApTCZ5DHCkDuEVTAYAGAAPM2zjwWoE9oB2txR133GHuUx918UIbgdxefPFF+drXvmYIX2o7qeOkXTRzHOyKFgQykqlMch0QDLQZlIWwMS/MB2OgHuqH6ALUAf8kyAcEgXkH1GebkAHl0KYkJyLNQXBnzJhhyBhrbdKkSUYLCEEh0Qf654zNmRvIGKQt28R4mFOIvFvfmSf6yXyg8YHQMI9EpoPMQDJTCRDr+q233jKbAKxrIuiRn3VN35Edz4qzBug39bJGCDrB+G2yEjhYJWAJULqZ1UhpzfUt8vYrmL3pl2tID/08rEQGjAjKcdP90r+sTdZ/1Kr34vLpsrg0NxFWuk3mzU3IueO6tj+QT7Ulzg9GuqFne62tvknq4yXSkExQsi2cki+gvkhBtWHDiANCufadnTJ/dETGDoxLQ9Qvrbvyc0ZQ3Y4WWb+wTX+QfLJ2nd5ARRRUc4iUOu2/VgJWAgefBPjuAiCi1cEkDJM0ACpmQ4D75AQAHTNmjAH3jz76qJyspnBoUSAzyQkACFFC84MGCC3AF77wBaPlcYCtkx+givkYu+V33323MY8CSNbU1Bhg6uTrzDsgl/6gEbjwwguNeRrANlWjASGAYNxwww1G08JY6UtqAjCffvrphlAAfDENTE4QOwgdbV577bWmLuTKOTuMH1KJORfjRSMCEeOeV2KOkBPE5T/+4z8M4E6Vu1d5CAaklrlB2/H73/9eTjvtNDOHjkaFtcDnQvyepesL5AvCAxmEDDF2+oCJGf+zFmjbkVO6Ogp9jbmC4LH2MZn7l3/5F7P2IaipaxXZQX5Y1xCb2bNny1lnnZV2XUPcyMN6gnijNWQOWHdouWyyEjgYJWBxY5pZTeiXd3PdTlmeCBq9ULBvuZx/RVjGjolLT+MvE5CawWEZ3GeN/OH3xfLppxoAQM+w2TinWXZcoRoiTLnS1NsVLhG5Dq0P/SOqXe0GDWKgm2XoUXLhMju3qk2xngPEWULACX9+8a+NSMI9I3qYalB9ipplvdbZ/G69/HFlm8w6S2TpdjVFTPjEr2SzYX2jvPt6nTx4m8i27Spz7bGvOCBFA8qldziaU/9Nw/aPlYCVQLeRgAN02annYEzA3LRp0+Soo47qQGoYFMAU8Mzhmddff70xcQK8pwJxtDoPPPCA0SZx0OXVV19tdvXTCYY+4CfzpS99yRAegOitt95qCAamUJ1JAFgALmZWaKOuueYaOeWUU1z7gsbrpJNOMuZ6mJp95Stf6UCAqBP/HkC7I7/UPiIPCA+aDIgdZmSXXHLJbg0BYB/NAT48tAPZzESAIJ8QKoA1xAzimUui37QBwYHA8Q4QB5RnajuXdrzy0gdHS0K7/E9fGAvv+zvR/tatW806hiQz32eccYZrN9CS3nnnncYk8NRTT5Urr7yyA4l2ClN3jZL4K664whA75g4zPp4vNIs2WQkcjBLoqjj9gMoah/6W7T5pVHAPMTjysogMG5TYRX72dG3QpJ4ytcYnQ8uVSShAj29uknWNwT2hsvdk7TKfiqpLpKosJL196nHTpqTi0Y0yd51GhWvLZSnUypO3Fcvmte1mgyHV4Iweo6QqXxJUpDuMJ8fk7M/vMh8kMt/mZnnm9rhsWccMqMldY0I2PLxN/nCjmsgZ8tMu0h6DgzLjqmLpof/mQuDaS9u/VgJWAt1JAhCE+++/34Dxyy67zJjzpBKa5PEAlnHuZtcc8JhqXgRAh/ygrTj55JPlW9/6livhSK4XMI7fDSZhmBTdeOONRluRnCeXz2gTAKH0B0IFwWLHHlLilbgPSAUQY3JGPamJet3IT3JeNEyYCaLpoD40CCTKo137/Oc/bxzuIYxe5l2MAb8a5ApJBVin00wlt+32mfE4Y6LeA5WcfrD+nP7s774wh5gqMj9o5Zgrt0Qf8Q9iHtD+ffWrX3UlP8l1sK4vv/xys675/Nvf/rbDM5Oc3362EujOEsgF9XbncWbse0id6B1h+FRDUqR+Pk7qXa6RyNLqykJS1iOm4aDb8wLA9zaucGroQu967s+goVGZeNRuwzJ58JZG+WiFT+pV0+Kd+AGKyqt/3Smvf+qTnS3k90nIH5Yx/VQTZLRj3jW43a0cVCXHnF4t3/jaHrm75W2/rjtWJ1TJ7K9VyfmjnLF4l7B3rQSsBLqvBACAvPDZgCBg9pMJ2APe2a1He4GPBWWdBEiENNx+++2GRKD9wewp20S9+KAAMAkSgBlZKsHKti7GQX8A2Pi5zJo1KyvTI0Aq/hpEKGMsnSEJaFmoC1MoDh+lL06iHXxCuIfvEb4lbgnyhPke/iyQOMra1HkJOOsD0otm0I1UsgY+/fRTo0mE/EOQU80evXqDhgutHVpAgoGsUFO7fNe1Vzv2npXAgZZAWlh/oDu1/9uPq81rqzRUx6VUiU+iqU02fIADY3to0W1bOetGwX6a73H93dIf4T09PnB7VHv64P0pJCMmYF4QlKffbc/ZumSH3PGjsEyaVSonnBmUcQNiHXxqYhoVb/OqBnn2fiU/el5PbYOazSlXKeobkiEXaFjOqpZMxyl5dsun2qPSnkVy3Dk9ZeyUqHyoPlYfLG6V9atEIzrp0UuqjWtt9kvFIL8cNrFUjpxQJIP6JaRHeUwJmGfV9qaVgJXAQSABACBEAZM3fDPcAGC2QwUo4vjf2NhoSAembZkIVWrdaE3oD6Z2RKMjSluqr05qGbf/6Q9jwu8Hp/Zc+4J8eHkl7gNmGbOjNcIBnmsQHkiLkye5LsgR0e7QOmCi5/iHpJsDIuXhd4Jc8Kcir02dlwDrA40mwQ4gNW6JeSSqGxpPzBXxYcp1LRFcAfKEpg8yNWjQIGOG6NamvW4l0B0lYAmQmbWYfPS8mq9FVPMTVDStB3vuXL/nS3vjevVLaVafEw0gtBfWTrTJzm0BaarnRwcmpJSpE1qQ/bOAlPyU6xkZQ3wydWKLvPm+dlqDC+zc2iKL5+nQm0KyqDogvUfE1dFTx6Vmco3bNdLdRpGNGiRn0cd+3R3U3UqYXqRYKvqF5eiJPikqwLghQUURv/RRs7axymoqBxRJnZ6AyqYte5FRNdMLV/mk/0C/DByQkDIlpHpMkE1WAlYCh5AE0FKgVcgV1KWKCECJnwRaHwhHPn4dEAMnpDDakc7slDuEo6ampoOfUmrf3f53kwkhnSE3RDIj0AOmUYBb+otmDNBM+5AhtzoY65QpU+TPf/6z0RQRpAC5JSdMDQlVDWgGpKNNcKsvuZz9nJ0EINesV0zg3BLrGg0dGlLy5qOBw6yUdY2fGSaPydpAt3btdSuB7iaBQ5YAJdTcy/nBIQT2sjmNKXO3RzQbF7fIzvoiadUgQ2HlC06KNzfJxk0+qd2pFxWI+8qKpCzJlM7J19XefcVhKesdlNNmNciaTSHZsLHd9GL9kkZZv0QDDugP3ZBjAvolq2NqjUqthpvesjouO2oZ/C4jv9KgDBhbKiPHF8kxI7MPOeomi5iSsLZW3Z00ZnhKfnrxSsmtfkv0QPc59U9MWptEWpSJJfwBKY+oeUxKdvuvlYCVwMEjAb6vAdOAMi+/n2xHTH2YjgHiAYvptBmZ6qI/AEzKU1dngSL1Ya6E6V6hEqZxRM1DM0MfIUCEjMaUyiEoyIIXZ8a4JfqG5g2SRB0QvlQCxDXuQbROOOGEgo7DrV8Hy3XkmymxNojk50XWmUfmCJLE2sznWaEvaO7Q+jGXnV3XmcZl71sJHAgJ7EH5B6L1A9mmgmm/kpWScgXO+ltjNBraH8eAwLwbezbV/Cxulm1KgLYrOO+v5ZzUsL5J1sSKpS6kfjB6KmjJ4cXSUw9CLdxPl9NS4d+DYTV1O7WvfKFtg9zz97Bs0cNcW9XqTzcEJR5tkxWv62uvZvXLme9nHVy4IiBlh1fIRV8qlpFDEibq3V5Zc/0nEZXtGo1u/Rp1nm2lEfcfgoDOWbtpugadULO4aMIvgUiRTJuqp3Ln2q7NbyVgJdCtJAC4y4eouA0SnyDq7GyiDq/AANnWD/AsVJQzp08coIkzO4CWKHj4LBH1DVMqCAwAmXbRBuFgTyQ4t4SJHyGxIUocTMp5SQ5ZQ/Pw/vvvG40BPlcEh+guqRBroLNjzYZkIH9emRLrmvoYF69syJVbnQTD6AryceufvW4lkK8EDlkCFNHQy0Mm++WUniH9QY1rxJv2H0HO/YlpFDI0RG2tMKC41LeEpKo60QFg79gqUqk+KQPDapqlplujTg2pm1D3ccj3a2SHiWcPkqETd8hTD8T0bB1pP1vHbTXB7PoUyYlXVMv5J8SlKhzzoCpulaS53lYv85/xyRN360GHRgOUJo/bpaKQRAYXyeSpjseWW0Z73UrASsBKYI8EAIUAdcA8B44C9DiAM9cE2ESjUlOTv+lacpuFApsQMsJW/+hHPzKhvQmZzHjRVqVLECD8RrwSIbEJbPDUU0/Jq6++aiLDOQ72BE7AaR6tw5lnnplz6GuvdvflPcbNGnCI3L5sy61u5hzZd4aoOHVTB1oi6mMN5LueKIvGkIAL+WiRnP7YdyuBriqBQ5YAlfbSyGVKfkZOStE2KABP3Q/k/1BIT51JyTpo0gD5lh79ENcy3PIVETghJVNXnfmkflUNqJQLvyVyTqP6NNWpJmazqtC3xaTJhMbWw+ZK/FKuWp8BfTUcarVqupQwhgoZ7i6m5y5p2IV6RJcq/KR+2o9WAlYCVgKFkgCgjohrhMDGFwgShElYLgnyg4kQpl+E5S6kdiqXfqTLCyEhwh2O8JyFBPnxAtiMBQ1QJrALIGa8L774oqBdIjw2afHixUYWaIg4d+hAJAfse40zuV/IyDEL5NBPt4R2iwRJyrbubPOhqcF3irOfHG2cWz+yuU4dRHGD0LM2IXf48+SSIIX4iWHOiMkp/l82WQkcbBI4dFe1ajPUeErN4PKfUl9Anfb3Kt/9yA+jJ/hASA8QD+mfiEZV69VftWAadaD9K1/vK/Pz6ysQTGio630wRvVJGjk5IbOLIlIX9+uXbXoWFNcv5ZXvNMmSxX7Vzu3qR6lf/OOKpVwgnzZZCVgJWAlkJwHALOAOczCAP++5+t8AoDk0ErBIgIBCma9lNwL3XA4xIyABB2aiucmk4UCL9fzzz2cE+MiIwzGpGw0TkeEY90MPPSRjx4415MeLTLj3unN3AOmAf8gKAD6bBJFzztYZMWKEaxG0WpArtCJedfNb6awB5sAhZK4V641mDXNK0Ii///3vZg1lS5zc6kQGRODD3BEtHWc44Y+VS8KH6LnnnjNlIVP5aEZzac/mtRI4EBI4dAlQgaTdpuGh9XtOA8cpIFc2VamR5Lpt0iH49MszqKQumNYSZB+QH4Tli8jQUTHpM6jdpydV07Zbnhr4oGlaRNYurJP77xVZpz5DRKmLb20VNR6Qnqo+2kc93N0F+8FKwErg4JEAUbW+/OUvyx133GEGheM4gC+bRHQsfF7uu+8++cIXvmA0LIDPrpIgAoDwbAA15lIffvihPP3004YseY0BIjV+/HijNfvjH/9oQolDit544w2jaUJ+ByL0NRHPaBeNByG+Ibdeieh3mPLRb8q5kRXmdNSoUSZaHoQJsut2QC1EgXtodYjEdsQRR3iSB8gUGkjWkJtpotcY0t1jvjGB46BeDqOlT6xrwmFnk4gW+I7awz/yyCPymc98xtTVldZ1NmOweawEspGAJUAqpVgL6l4N96znzESJt6xajmCxSEWlnjuj0cW8lB6NGj5642a/bNupu08hvxx+tJqIaUhoC8SzWX678mgUCnyowpFMZVRtp5HhytX+btgbMamvFalT3634Nj3DKV4s1VbumQRo71sJWAkkScAB8+zaA/w++OADExwgExhl137RokVGe4AWCO1PV9olBwRjjke0MMgARMgtAcLXrl1rDi8lTzaECbKBMz6kAQAPmeBsIczsIADZ1OHWn3yvM2cQGbQ0Xge1Uj9jxrwL00fmEi2JWxACxgKBYK1QL+ZqNTU1acfohEUnLzL10hbRHiZq9AMyDcmCtLoRsVzkwlqcMGGCOY/J0XJxzlUmE0+0gBxii0aUNUOQi660rnORgc1rJZBJAoc0AUposIM2PfR0zZJmmaNRz5av8kkd0bD1cJkeer7N+GPCMnG0Ym4NgFCikd70ezAlxWXlW5vluedD8vZHQQmXReR79/SQ0SVtotlt2kcSqBrcQ04/ab34mn3y2rvKWNc2y85mZU8Rx2hvHzVsq7USsBI46CSANuO8884z0c9uu+0248R/0kknGTCduvMNaMW3AqJ06623GgCNz8v06dMzmpjtT8EBxAHtaCA4uPT8888344EUAc4B9Y6GCBKA6Ruvs846a7c2zKu/ECtIAMSPwAcA52HDhhkQDzk6EAnyxQsChG/SzJkzzZgZr5OYP+5D2oiMh28MRAEyBxlJl5AVGq7hw4fLe++9ZzRLjJ2y3HPkSVmINOZ/9AN5EngCUsY6Ii/JkTvE9JlnnjEhyinDmkMTWQgCRDuc08S8I4s777zTrAcON03tD+05clmwYIHcrn5j9O20006TGTNmUJVNVgIHpQQOXQKklmpN25vk45c3y4236ImaKWmtRnP78Mk6uad3WD53TZUcf0RCqsxBqckZ47JpufqtbNpjb2wheLJ89s1niKtE9cdEw2DjySU+jQRXjOrOJisBK4GDWQKFAofJMoIsXHzxxUYLcP/998vXvvY1+fGPf2zAPcDUIQ2ARDQA7JD/6le/MoBy4sSJ8s1vfrNg5kvJ/crnc7J8AOiM5Utf+pL85je/kXPPPdeAd7Qd7OpDWghccO+99xrtDWMhRDbELlMC9CObWbNmyQ9+8AMjl+uuu85cSyWNmeoq1H3GRMAHCN3//u//mjOLTjzxRHMYKOQDbQzma2g3fve73xltyBVXXGEIAaDfS1tD3d///vfNWCETmAwydsjEoEGDjNmgQ3CQOwExfvjDH8rdd99t8hFynLzMD9qy5cuXy1//+ldZs2aN8Zv69re/LW+99Za5nzyHybJxu56cJ/kz65Z+YA6HKdw111xj1iqklfN9uE9C00MgCMgd6wTTQcjYt771Lc/zhpLbsp+tBLqjBA5ZAhRvqJVlC1rTkp+9JnJzs9z7Y/1yuLCXjJtYJBceF9V4ZXtSKBxX07c9/3cdC/A9fTqoPmnEuLULt8mDDwdl8TJIDyYDGsa0JSAJqwE6qKbaDsZKIFkCAEBeEJFcE1obdt7dEmZb55xzjrBDzo75f/3XfxmgOnr0aANcAfwARcyVMPUCDEMocDQnwEBnkzMu2sgV6JKfcqkJgAvYBWj/+7//u1x11VUmmheaDEgfUe8IAHD22WfLpZdeahzlAebZ9gH/KbQnEADMAE899dQOB6Om9imf/xkfZC0buaDxYi7Rfn3jG98w/XPOOnKiorF+CAwB6WX+nDF7rQ/6jUYFgvDggw8aYnPTTTcZLRBkiiADTvADtGP437Bmrr32WqN9gXRifsYYCDAAgSJ4BL5jnJdEGQiYFwmjf9zPZf1jFoh2k3VNv+nrz3/+c0O6IGSQNjRiyIC+XX311aZfDmHLZ75sGSuB7iIBny76wnnt7/xQ4ouu7hZj37Jwu8x7oVHueNBhLyGZdHGZjBuTkIposyyc1yQvPtuusmZAIfVRCfUOyaBTKuSay/y7/E2i8vLvt8orc+Ly8bqAMYH7vprAjbImcLmtgbadMudhkRf/0SYbM61GXa6xaEIadmrwCY0Ep3Hp9DDbcvnZg2EZGNBQ5bm1XNDcCT1Nl5DovMeIz0BwDO1rq/5otWpfK0Z/Q3qM/nJB27SVWQkcKhIAsOPPAHBjlxqAmU3CxwOtDUAd8yzAv1sCZDrtEJlrxYoVhggBngH8NTU1xtQLEsH/aDuy7Ydbm1wHhKIZQCNANLJsSRWAuLa21sgFsgaQdjQRTnv0HZMvorYBvhkT7QHKCVhAOT4jV8gdwRAID874vMaGrJgPiAbR337yk58Y4uG0W4h34AnkB60NcsnGvwiCgEzQaDDvkA3kRCQ36mBsaEAgB4yP9YG/DjLhnldClvgA4bPDXGE2d/LJJ5v6UjVfrCNMJRcuXGjy8z9zwxqiHd7RFkFUuU5daGKYD8hU6jyyHiGnjAN/nlwSMmF9MU7mDHkSLILryIF1wPOBGaOzrlPbz6U9m9dKwE0CS5YskV//+tdmHbMpwIs1x3PA9x4v/ue7jLXOs4AGlnfy8JkXz67zynetuv8SuPX+oLgel60b1XVk6R60feK3+sjJx8RkYLVqeOIlMmZ0WI6Z2iJP/q1BPlmhh6I2akSdta3y6ZO18tuNZfK5r4RleA8FvCoP933Fg0JY+34QiTYlNAHZtKFNthBNL6vUnq9qUEimfr5M+vpbDyj5yarLNpOVgJVA3hLgB5FQ1fzYeQHz1AYA9oRthvhkKsd9foABhIBkNCiAZ8A+AJcfZn6U+SEuZKI+tBaAUX7cs02MCVJHnymXDghQN4QRvxQANCSHMSEXygEsGDdlASOEUKZMurqS+wUxAZRjFvjP//zPpmzy/UJ8pg/MO5omxpqpT7TJPCFLzOHQCEFsIFJcd8BWsowZP/LJZi8YuWBShlYJMkXdyDCV/NAP2sKskDVLPsgGbTh9oN3k8VAnBI820iXWIym5TLp86a7RP+pm/UKe6BdrgP4gC2TMK1ku6eqx16wEDiYJHLIECO1Bc5MDtoMyepJfBvXT3RCN5IZfSWlpXHpW4/BaJpVzGuT9BaI7KAmJbm6VxW82ytOlPjntPI0apxL0Z/971S3XTrRZTcxqo7Lu/7P3HfBxHPe53/XDoXeisRPsXZQokRQlihIlqliSZctVtmUncRzHThzn5fnnPD+n2M+O4xLHcmJbcZVsq1idorrYi1jFToIVBEmA6PVw/X3/PQywdzh0kASJGXKxs7NTv93bnW//ZS5a6CmPQ5AXTL4DY3IBtzMiVjhDDnbW4xJTLHFC0VegZ76MQieKSH4mz3RhwaKQdjrRF2b6vEbgKkdAJn6DnaD1NKnsCRKZbAsZke1yBBmbbAPtp/RNyEtf5WQ8MvmV0JuTAumDTMz7CjJxbmhoMNyAj6ckQ6QW0salCn2NL1G7alKf6Jw5TcY8kL4L3rLJvagwNddnjgvJlK0/QUhKIiKlyg723lflZS/jFMImmw4agdGOwKV7Yo1wZEV5is89BvnDr2ipYa5/0yUR4hMO9pQkXL+KonNHM2rq7ag420GC6tqx5dkQxkzly9FrRchKGdBVY/xDSVZ7GH4SmSD9ezu4kmuSi6pjdEWdKAj5aawKovxUAPuOhVDfRLycdpSU2jBnBt2DZliQnhqB3cAyUQ39SKMTg1SSzTHjbGivT9yPmFqybSiZk4S58+mpb5oFhckDtwmIqU8faAQ0AhoBjUC/ERDpgahsidcw8YInXtJ6m7z3u2KdUSOgEdAIXCYERi0BcjjDlDgI4ZGNa8qQEITEqxjXkokNdsxeUYCC8dU4ciCCX/6cRoNerj2DAJ77Vm00awon7XSVDW9syRF5FPHh8JZ27HqX6nxJyZi2OB333sS1dfiRKp7DRCiyP769Fq+vtWDbDvNofNiOVjxblIzxM9x49PNuTMnoboRrLtFr3JGKRathbL3m63ZSKx92g0QnaAQ0AhqBYUZAJD4iKZEgcbFVEa9l27ZtMzyLiVqXDhoBjYBG4GpCoB+f26+m4fS3r3bkFABjpyiyE8Cb26yobYynAF315UzMxZJVGfjWv9qQZ4lT+2phueqey3bVcuVjofpmnDgSwaZtwPF1XrzyLCU8rSIP6x7O7z6N3z0RT35M+c614vTmJvz4+yE0mZJ1VCOgEdAIaASufgTEbkVshsR5ggpiSC9ulf/whz9A3EyLfY6W/ih09F4joBG4WhAYtRKg9DEO5E0W3dzo1P/UL2txamI6MtOtSLcnlixYXE6MmZmGb/5PK377L17sPGuhh6+rg/ioG9LXSkGVj551KO2yuiyYcHsS0pJ8sXY89GJGvTf89PtpqKgXLGSMViSluXDbpy1oOdiMbVvoPUdsqLiQbMuxWrx8cAw+NM0Pp1mNUDWq9xoBjYBGQCNw1SEgxGfz5s147LHHDIcCYlezfv16QwokC8iKO3BxCqGDRkAjoBG42hAYtQTIluymFMiCJZOasPmEA2FfEBdp39LYTgKUkpgAycW10ElCWlESPvj3DqQ93YRtu4CGZkWC6P54pN8BFvaQ9j5C+2yU/02eKAag5k5zDP4gNj0RQmUj174QgudxoaDUg4ceoapbiR+hBTzOrMUb74IuRukhzx/G8ZNUCyxlrYOxhQr7cf5CBOfOcz0Lc1d6iYdC9OrjoFefFErkCqwoSFPXoJdC+pRGQCOgEdAI9BsBMZYXBwcrVqwwFk0V18+yHo54yRNPYgN1x9zvhnVGjYBGQCNwiRGImfpe4rZGVvU2JzILI1j+YCoyz9FTC4nNlLFhpDr6mkjTXajdicKpXBjtLjdsdKZy6lwY9VQjc6bTj7njyq5F0yfIfQwvRCJYf7YJ67fb4CP5oeY3ikqduG5VEmbPCiGVnmqQZcN1NwWxa68LTXX0jBeIoLosiPY76EHIKNFnL2IzBP2oOBzBlo1htEUFcrHnExyFmc9CJw7uJLr3zHIgt9SB6xfYkJ1Ct57d7LgSVKCTNAIaAY2ARqBXBMQjnLhfvvvuu421fmQtG3HrLAtlilvt/niM67UBfVIjoBHQCFwhBEYvASLgnkwHZt9hxwQ/XYS6Zebds+Sn+/VxYsp1dnhSvBhbEca5JroiTeFaDo7QoIQg3eu/9Cmi6XbuVBjtU4iFLD1Azz7N1QHs3+TH4fPRW8ORw3EucmPRkgjJTxc7KZzoRDrJh8sSoJSImnDnIqBzOaQPptshP6rLrXTO4EOTOKIYYLDYSLxm0MVryIP5c63I5fpMblNfB1idzq4R0AhoBDQCREBse2SxTpH2iK2POEDQ9j761tAIaASuBQRGNQESuxb5HyU/g7mcVhRNS+Y2mLJXpoyVAhw7xyx8xx+M4MCaFhyf6cDEXC7SVt+Gwzv8+O2THXpsdAVefHs6ZpDoTUomyzEHroHApZCQTE4kPiBshhc5IS9dJMmcvdc4vQvZKGmKX07JnkSpmlsWPeTGaoMBkjWuxRRPUyNUh2vf34w/7G/Fxb/NxbIbua5TdsCwXOq1XX1SI6AR0AhoBPqFgKx9o4NGQCOgEbhWEBjlBOhauYz9H4c7LxWF6RFMtrbiUIgvtJP1+NE3KOWZzsVOLwAXjgm96JDC5KbhniU2zJscR36YI9jchgtBF6oiUWcKWQu4cKB9kKTDnYp8hx+TrF7UmiRAxctTuMaEDbkUKyVbuRDrkTa89j9hNDBPPAmKIhDG26/4aLJkI3Fjmf7DonNqBDQCGgGNgEZAI6AR0AiMEgQ0ARolF7pzmFYPZt/chNS0EA79pOOLXjXXBKqnvU8Mq7DiY19PxbQJAXg6C3dFaspDXFA1Ku2hgAZpybSN6jo9sJi/DU3kWBcN8kN1tmQPPvvvGZhXEoCb6zVFa7Zh7gwXVq7o8MB3gpInnw1Z45y4/kMWHPl+G8pJxsInW1F31oELXgcmJ3UnbgPrmM6tEdAIaAQ0AhoBjYBGQCNwrSGgZdrX2hXtczz0YleShqm35uCLn+tQV+MuREcGYaqSifTHkeTBh75biFunBJDhimFFHbUHsfcNG5qqo+ccTgumT7ZSN3xwFKjtYiMqm+kIgQTInWnDrf+QiQXj6XCB3lUddFUn9Yreud1pQ1KuBw886kd+kdy6YYRJ4cO5GXj4z71Ul2NSKICa+hDOVg/GHV3H8PROI6AR0AhoBDQCGgGNgEbgmkVAS4Cu2Uvb88AsNAJypTkxf1U6vk432OcrQ6hvYX6SjOQ0GwqKaRNUGkQypS+JKY0Vs+7JQtp1FjTTbXjITulMsY+2RR2EquemE56J0DN3iFxK5DX0bI2kLDucVKdLGCxUtctkVw1vfRH4AhZUNdgweYEf1ieisipxVGfTd3ZC+HSiRkAjoBHQCGgENAIagdGOgJ4mjtI7QFxIe7LcmD7Xj/R8G+oMAmSnapwV+QVic5NI8qPAsiJnvAOOXDofCHCtoLAV2e6eyJIq0799mI4Z6itIbCaRDImnhm4hiNpqIMDFXCXQfwLXMeJaRnQ/roNGQCOgEdAIaAQ0AhoBjcDVgYBFJnEMan85e60J0OVEewS2ZXM7UTIeKInpW9+SHHeqHfRdMCzBQomNOBjiDr7mMLb+vhHzx7kxuSBC99wRnuPGc8FACN4mP955mYTNUL+zIJlqctMmCmmiDVNHt2WR1ACJ1OUOFi4wa1Gd6GjcYrn8/bjc49btaQQ0AhoBjYBGQCOgEegPAkJ2FOFRcfOx1KGOzfWZ0+LLmfP1N64JUAxSYQT9FlkOBxaqWNm5loxNLPyvsSBuo8NcSTREpwEiQnHKXRA3TDkvc3n6eOOCo1wONe48K4DPZ43aDWKb7FkAAEAASURBVBEjO91VD3YBUk9eOsZkcMFVpxflfkp/yhvww7+0Yu6DKZg3x44MLvHjjPhRddyHN37ONYMidlBrjgvS2pCS7MD41HYc3WGDSI/Er7mL1y7FNbLM2wS/eAivsdtKD0cjoBHQCGgENAIaAY1AjwgIcRGX+mYCY44nKijnL0XQBMiMansz1j9jxTvrQki5NRkrr3dg1mQLkgZp22KueuTEfag44ceJIyGcaLLDkp6C+2+zINNDkmN0ko4FwkGcOR5GC91kW7neT142XVFzcVFzaKuswi9/5ELZMRIpLih71//Nwx1jfYMjQc4UTFtUj5ZGH558wdXRTBgHX2nBkdei5MsQrJCUBcTTW0eOrAUsd48HE5w1eOL1VARoDwSLE9lpdhRn+83d1XGNgEZAI6AR0AhoBDQCGoErjIA4tVKbmfwIMVKbOf1SdVcTIDOylPhERM2qwofyZwI49TKlCZQyTF2dgkWL7CjIsaAwK4KrGrSAF2U7LXjzWT8ukOhYJiVhxRI70uk/QFTQKEaBv74RP/+GBfXiljozHbd/gARndTjGHXbVUR/OX7Sippluq10WtHXY5Jjh7H/cirzJ6bhJ9NmcbXjy6SjFCfpFIpe4ltJ7snHLrQ4smhaAM2jFgvucKGwlQcpMxfSFNuTZREZ0ZYPx0UI4mUjRLBxTlGFe2U7p1jUCGgGNgEZAI6AR0AhcAQQUsVEEKH6vzquuqWPZS1B7dX4o+6t6Lj+UgScsG7IgABr2c64abImguSWEZipbeV9uxqkNJENc6ya1yIEFS92YPc2C/NTwVakiF/ZxfE1UNRPJlpeMO4GZSriGYxdpC8cogpV4hbIQVdUokOmUxiSoIiHEPSVaHVakF7iw9H4rJsy34PQpH46Xc9FTrk8UYkMW2gI5PA7kFrkweRzV3ui9Ljc7jBS6vo6EUnDbAxyPuPF2WpHiCYN+Ea5oMH60vJekG6JFadgHaQZ0Ra+JblwjoBHQCGgENAIagSuHgMyNnE4nnVfZO6VASiVOSX/UsZAjYy7FMipNHct+qEETIDOCdjfGzwzhptVWnDpHCdDxINpbLGitDnBjRq5HYz8bQFtDCOV7HMgZZ8X4CTaMybMiI43um+1DpQHmzly6uDEpN1Uvx/G3UueNkeikUTaeEpkqHFSU6/04gIw8C9KzQsgpdqK4OoK2Ntr2CNMST2+060nPsiE/lwuvummfZXSa0hWKrrLzzY2OjOsQxZR/jcjI6JMZJR3XCGgENAIaAY2ARkAjcLkQEOJilvoIsVHHck4RHdlLkDTZVDDHVdpg953z3MFWcE2Vs7swcXYA6Zxg79sXpHtnehs7b4HPH0J7mywUSslJXRDHt3DjwN1TknDdTUmYMZUG/GMsyMuMwE2JhNNBr2X0CHZNhCBvPErGLlsQT2qUBuUXOrhdtlYvWUOC3GVE75KNQ1esEdAIaAQ0AhoBjYBGYCgICIFRhCfRXhGgeKIjx/FpQ+mHlNUEKA5BF9WsCifK5sGd94dRf6Ede3Z7sXVjGFXnIiRE5AMdZdrLvNgkG49t9IJWtDQZt97ioXqcDdlUHRPvaiOeBvU1Oxc3zsPlyjlCmx562AtSp06EOjYn7Yco9ZEgUp6weKdjvK8uGQU6/0QRpq+GERtkPFbBkJ7swkEuuCRR6a3xh2MXb3wdiR1JHS69aZMm+SR0RDqPo6kD+EucrhVSPoBR66waAY2ARkAjoBHQCFwZBOJJSyBAu22qwCk1OAcnb/HqcEKMlGRIEZ/4eoZjNJoA9YqiFZkFHqy424Prr29B+fth/Om7bTjEhT/jQ6g9gvK3WvAbbpQN4aF/zMYNi8IoTlF0Kb7ECDjmvNtC72+xLE0m43JbdHgfEKdsw0UuvC3Y9roPr78UxKkqB6Z/bgy+em+QJMiL04eDOHQggirSH6ea7fcJEftOvTlnajIeWBVhuZEVoj9c8WInEkGgsewXqD38C/jorrudhmZtfqpY+sKMA+10+NDWTkkjbau8vhB8gQiJIhd8DUqcpDFEW6ygeOij1z06pxAiFGE8ErfuUE8IWJJnACmlPZ3W6RoBjYBGQCOgEdAIaASGhICZsCgio0iO7GVzuVwGAXJTZUqlyd4sERICZN7M9Q6pg6bCmgCZwDBHw6EgGqrasXdnAJvfCeJ8BSepXk5ESX7c9Brg65iEmst0xX146ftNaPtEClZ/xILsfk/ou2q4LDGKWyJVAVTVk/JQOkMneCKOQHutH42csBtza07QW5uDqK4PwcVzEuyuCKrbrPAPUDWu8nATju2341SFjWsQhXH48VocWJaNOWlcx2eXDWufbkfTQJ2lOemdrsiDu1ZR9dDo3cj6I3RSHCDASo97ZEFWWfSVnNhKAyaHzYoQj4N2Om3guJ0OwSVE3IVg83qQONlo+2Sl6FfcfzupjhjgNRBVTIMA8QJFxFNfP4IliUw2iV72dNAIaAQ0AhoBjYBGQCNwiRAQsqLIi5LuCMGRuCI8QoLkWEmCVFzOm6U/EpegCNBwdlkToBg0/ags9+HYvhDe3w1cvEhPcJyRN9bJop/86i76WQxhSikiXPtm9hIPZkyj++UsINkRxMVyL955sRWnz5MceNtwrtqJUzUeZOfQ7dpIDMJwqpvx1PfsxuKhRheZFvY70Eh32AbdqWrBrhe8OLmOtjkdY5D5fFu9C7V1kkOl9j1AJ9UEZeJPYYZRLuS3ctIvNVCyQTIVpCvtYD8n9J2tsQuUqI64YKAif0h6OGLYaE8WpitsGbqQIDsxDPGcXYgQf4UhEusQgQkb0kWR7IhhIPMG6S/fGoCd5CfEBLtBgEQ1Tv6xgY57si8ALG7SQw99neugEdAIaAQ0AhoBjYBG4BIhoMiKkBczAVLHSgVOSJAiRLIXCZDkl02RILWXOlUwx1XaYPaaAJlRC3L9Hy4Quu3NIMpOhdDSqgCXvQ2uVCsKpjswrsSJHHorGz+dC24W2pCeEobbZkcJXWRbmsP4/Z9saG6mOlMgjCZKjUZUIMEQQY6hmCf8hapXFcd6WGxHOk4JUP052RKNQuGT6Fz3tOR8DybNiWBemwUNXhuySlKR7wrDSucTY+lI4qa7HWgbKAHiD8aZya3TMqt7u1ciRZCxUlJoJUERjqLU4GwUs9lo62QVaZAQIPFuR9LjFPsncpSIuB6PkPkQF1nKyE5xUYBiIpECRSgmEoIo189QfeM+3G8CRKYpHjp00AhoBDQCGgGNgEZAI3AJEBDCIkFIiiIvsjcTHEV6lCqckgJJuiqjSJAiU6o+Oa8J0CW4cGKhX1NhwclDJD8dE/GkHDsyM2xI9tiRmmvDtJsdmDuNxCc7atfR9QnegrRcJ25Y3I5nX+FksznaQZFujKjASbNN1tRJF0ulgRGYROMQIZKTC6HScVufwZWTjGkLA/Bw/Z5zTXRzPduObFeQN7wHE2ZHkD2O9i6hflQU0xJ/ZI7QsJkpxVQ9yIMYVMX5gYjMmGghG7LyfhApmKjBcY1dEhiSN+4j9BwYJokTlTaDPHFxVzsJVEi+oDCvgy7WQyRCojpoSNBIlFizMKF+9dKSpCVA/QJKZ9IIaAQ0AhoBjYBGYNAIKIJitulRhEZJeIT0COFRe4nLOWU3JERHbao+c4cSpZnP9yeuJUAxKMmkk8TAYUE7v8zbqKtUusqDmxe7MG2ixVh0k9SGoedJZ4gTU1eSDUnJEaQms0zSQCf0MR0a/gNKqjJLghi/iKSOfR1qCNOjmzXsQHZSdNHP3utzIrdQNmCBASFdwjGIuldyCtUIU8gEBhmGPpJBNhxXTCQ9EqIKasRGvoKQ2ti452cLRLhokUiGhNDIuMM06BHkIlSPYypjIa5rxB8+nSCIw4MgVQNFNS4oKnBSq6jKsQmRFIlOJml4XA8SH1o8tAFKTk58UqdqBDQCGgGNgEZAI6ARGCICQkwUOREyI3Gl2iaERpEc2SsVOCUBUvnMkiApYyZFqm7ppjk+mG5bqErT82x+oDU2H0D46BcHWmrk5A804/1dwNGTNhQtTMb8yTSbMDwDDKCLoRDqG+k4oN2OJE7q09IoHRlA8Ws9azjA9ZWoVtcSGDzZicVIfmxUp8sYvts4tv6BHUU6DMXEQ5uQYcNrGyU4ITnmXo4DdLARoIQnQGITIIEMUvLop2c4QhP19kby4zc8vpH0ML9BhLiXqoPGPjpWQ7bYXxKbuQKWzCUDG4zOrRHQCGgENAIaAY2ARmAACAgxUZsiL0J4JE2OZROSY94kTanEKWmQ7FV52UsdZqmQamMAXYvJqiVAZjgcyZi1yIIZC3jxxDMXbTQGHHiRMmiTYszH5aP/gCu4tgvUHG/A7nfb8PRrw2SQTy8KSYUZ+H8/JtkcYdDJtefvnZLEqMQmImSaccqAeIYOD4S8UPVNCBw/clA1LggHiZGN0iEHJT5hUXejBEiIT4hinyDV5eSAMiLuo4PtN+1LpsJjauoIQ0h3RyOgEdAIaAQ0AhqBawUBISUqCFmRYyX1kbiS6AihEcmPHMtejhXhUXuVV+2HSnhUv9ReEyCFhLGPet7idWDouogxWfpxYFz/wRfvRwtXbxYDFk7qva1xtlHUzrJSVOZsohvugThCoOqYNSUyYlb0NVxe8/JQ3sMfvii3iXob94bzg+hNYTcYkXjAi6q2ySKpIdoHCREKcy/OD0JUvxRpkqz5E6KQViRKYdlTbc6wASKBYsX9vxE8JEApFEnqoBHQCGgENAIaAY2ARuASIyCkRpEetZc02YTUKImOEB51rMiPOmcmPSpu3g9lCJoADQW9q7JsELXn6e6bnt3OtdLdoBIlDHIsEcMgxYbCucmYmkOHBn3NyeV8fB7aS0lahN7CyY3gyKE4JEDvZ808iONJ3bopdQ2XNl23yoeQwH6JOZB0z/jhE+cwbX9sdPIQtoQMRwg2EhhDKiTXQDy/0dtBiFIei5A6EfYwr02ID+sQb2+GxMiIi9xHpEgM/SVBLoqftRe4KGb6r0ZAI6AR0AhoBDQClxQBITUSZK82Yz7EYyFBSjJkJkQqHl9OyiviY1Q6DH80ARoGEK+qKsJ+w+31e+v8ONDARalEv2oIIULGYqXk4sbiNEzOkom9TM57Dmox0JgcYiRF8hPx0h7GSccRRTbkuCke9fMrgWmCTy7QnWAxn3s8f1x9MqWYFi/5gfxQDfkPpTYiEbRwHIaDBBtVK4lZiImEjUHOyw+b7gxIgqxkOuIeO0qOojZEIgkSUz2xBeooYeyNuAmfzsREEVkHiD73ddAIaAQ0AhoBjYBGQCNwqRBQREX2EmQvxMacLseK7Jj3SvKj8puJj7k+FR/KGDQBGgp6V2NZfwCVJyw4sCmCi5GoF7ahDiMpx4KATMSj93qv1TnpIS8lx4nsXC4W64+gjSpvoYauguIx2pORhBuWJ2HOlDCy0iJUFaNnPRIjkYCIa+juYWgkrnt9w5giIjF2WQgOf/6kaTwmCRK1OJFcOThgK9XcbDwWVTdjwVRiIDY/cl6IjxAp8fomDhFUMLzAqYN+7GUhVIteCLUfSOksGgGNgEZAI6AR0AgMFQFFUswkRuISFOmRY0V2hPxIGUlTmxyreoban/jymgDFIzIajkkoQPfcwyUPcDmjN7RM9PsKaSUZuLEwhHl3tGHPtna88isrqtvEMxoJAD2hhdqBqvVN+KNsJEqLbucaQZPtWDTLipxU0gf2XUxoRnqI2gKRmJG4GByIP2KhaYakh66sZYVUkfiE6fCAGm+08eG4SHBEEy5IIx8H95I/wgRyoA4iZOVeUqNhICTIQmcRFi0BUtDpvUZAI6AR0AhoBDQClwgBRVoUgVF7aU4IjwQz4VHnFRkSAiRpspegjlU+I3GIf7Qb7CECePUV96GK9j+V560g1xhyMIQSNFgZU+rGuNR+2ACpFsXAnwIov5+2SGVeHDkcwJ6dARza2yUNEmGJnZIfsYdxJttQsiIV997pxLTCCNyk7qacqtYRtY+qrkV7KdzQfCzqbIZUh8TP+McMIvRhLoMMqbxRC6AOAiREyMhi/JVYv4NlzCOwjHmo3/l1Ro2ARkAjoBHQCGgENAJDQUARFtlLMB+rNEV65FjFFfEx5zeXNyob4h9NgIYI4NVXnO6XOdMOizH+cHXeuGnJ6gclmSERCtDnAde+aadnuLoLAeza7sWGF0KoI0Pr7CPrtidZ4KEKnSPfhYW3JWHubDsmFUWQ7ho4IRiuofdVjyIyRj6x5WFEiI/sxaubRCQukqIoKZIxCzmSfHKi43w0F0/G0j6VJ5qz57+WAhKggg/1nEGf0QhoBDQCGgGNgEZAIzAEBBSpSVSFOqdIjZLqmMmOlFPpEld54+NyPNSgVeCGiuBVV566lZSoyDYyAvU/6QRBNjcJTmq6FRlj7Ji/2IbzZ1qxZ5cfFyixOnOCqmGtETS1UmzEhWa31ftx8DUbMosdGHdzGj66LDAyncGJUVMHjRM+I6Y/0T8cs9j2dPAZg8hIXFTmRLalyE8HwxEpkQTRnhtMsFCnzkL9Wh00AhoBjYBGQCOgEdAIXA4E4smNtGkmQnJszmM+ZyY/5nISH46gZ0TDgaKuY3gQIFmw0VlZVp6NWxh5hU5k5NtQX2NBxekQLpzxYdcOyoQCYTSd54YAqmpCaEhOxkPLhFCM0NBBcmRNIP70jb9KsmVwHnIbsQ2SzSzRMcf5iDAkR4PkP/Q4pwnQCL07dLc0AhoBjYBGQCNwTSIQT2JkkIrkqHj8saQrUiTxSxU0AbpUyOp6h4iAFWnZbszJospeMISWmjC2rqd63I5YmhP0AnVnQvCTVriH2OKlKi4yHRUi4vGAQdxiG0zIOBB1NyFGJClM7hD+dJ42CvCPeITrFhKldcvEpqifKCRIB42ARkAjoBHQCGgENAKXCwEzwTG3aU6XuPm4p3zm9KHGNQEaKoK6/KVBgPYyQa6XE2wPw9scxkk6STh4WG5XEwkwOIQFjqAQDFP6penR0Gs1+hslQwbR6fDoxmSDDPXp1U0KmYPYFMUlmU+b47L+kiZAZkR0XCOgEdAIaAQ0AhqB4USgJxLTWxvxZeKPeys7lHOaAA0FPV320iDAiX1rnQ/vbWrF63+KoOpCGO1xxv9Gw8l25MxwY9XHbEjD8KxpdGkGlLjWqKvsrnPx/KbrTE8xcZGtlOl6yhNNt4hLyQ53kr3n1Gc1AhoBjYBGYLQikFDTYLSCocc9YAQuh+ragDvVQwFNgHoARidfbgTC8LUFceqwFxvXtWH/bie8Xkp/WuixLo78FC9Pw5Jlbkwda8GYrAhcyaHL3dkR0148ieqpY4YEaOAMq6fqdLpGQCOgEdAIjEAEzATGHO9vVwdTpr9163zXPgLhcP8+ypqRiJf4xB+b8w5nXBOgAaAZbA+i5mwb9lU6YAfXo1loR64nAjow02GQCHhbvCg76MPRfVaUHQqjoYlODeqtaOE+at5CHS8ufurKd+PGO9yYO9WBnLwIcrIj8LgjcNpEB+wqUH8bJD66mEZAI6AR0AhoBHpCQBEWtVf5zMfmuDqv9r2dU3n0XiMwFAR6IjQqXd2D5mMVl3bN8aH0I76sJkDxiPRyHGoPofpYCzZvSqaBegRZU53ISgrJ/FyHfiMg6/6E0EinBmVHgzh9HKgop4e38iAuVoTB5YAYooBml7owbqID6Rk25Bc6UDoXGF9AZwc0o9HCjH4DrjNqBDQCGgGNwDWKgJo8quGpY9mruJxL9GXefF6V13uNwKVCIJ7IKHU5SZdN3Y/x8UvVn9FLgDjRjoSpXtVPZGVKHqAEqOl8AMfe8/FIpBWpCGbK2ix80HSQIBuNzXXoGYEA1dzqLviwbw+9um324djBCEJ0dqCChY7K3DlOZKcDpbe6MW+eE/lZFhSkd1ypcAjBmIsmbIhCotF7Jyvo9F4joBHQCGgERgkCarIow5V4omOVZj5vTlNQJSJH6pzeawSGgoCZ5Kh6FBFS96I5jyI/so/Pp45VPUPdj9ppo0gh2r1cWJNulPsTbHYrvE0WNHq7IGuoC6HOE4LXFkGQhMricGAMVbN06BmBhvIm7HnLi9887+rI1EV+JMHmtmDsLR7cvpgLnOYE6S46hDCv07nW2HydLZB8Wu0sUxD1rtaZriMaAY2ARkAjoBG4BhFIRGhkmCpd7YXYqLh5ryCRtPiQKC0+jz7WCPSEQDxJCYW6bLTVOdnLJsTHnCb3njon9ccfS5rKL/Ghhq7Z/FBrusrK1xyrx863WvHEy0kD7Lmy+Angqa9dxFOqNNdZ8YzPwQ9/DqQyrYfpuso9ivdCVHpGJ9gawdGnGrj1EyKnA56STAP3tH4W0dk0AhoBjYBGQCNwtSGgyIl5r6Q3kqbiMulUx7LvaZPxq3NXGxa6v1cHAorQKOJiPpa4kCAzEbLJou0d6eYRSprcqxIkPhxh1BIgGwmLSHVigxwLwN2/isTmS3AkRVMsdI4wiLIJqtNJ/UTAyR9DHoi7DhoBjYBGQCOgERgdCMhk0CzhMccVAVJ7yRsMRpeKUPkEJUV+1MRS7UcHgnqUlxIBRVJkb96kTSE5Eux2u3EPKwJkLiP3ohzLOYmrPEbBYfozaueNYdr/hLotHSPGJXZ4smwYNzeItuZYlEPtETRXBmnA30GcSpx0wxyCi2TUYuVaNPO5KCcJ0PBw09i2r5kjsZEi8RSMXLyxfYR8sJRRsLZR/VADfs3cHXogGgGNgEZAI5AAAZkEKoIie0VknE5nZ7q5mMrbV5r5vI5rBC41Aj6fD9XV1QYJEoIuxEZJfYQQyX0raRJkL/e5ECHZq3Q5p8iSxAcbRi0BSs52omh6ENPLIjh8JJayuDx2TJjnQlFyLKy+piDO7m7Bu5sk3Y7FK5MxaQzdMVuE9NBVcyEn5LFF9FEcAsnZLky+zo6HPC5iZYFohw6WAPG7AKxOG6z5dhLPbmw2rmV9qBHQCGgENAIagWsHAUVyEk0GE6VdOyPXI7laEZD7MhAIdBIaIT0SJF3uZwdt6WUvhEeCIj2X4n4evQQoNwkT51pxc0sL/CEbzp4KIhAU59acjtOlm82ahOJJEZQUWpBkj07RvbVtOMB1a96lG2wK8bDoZnopKw7DQ0P8aFD7jkO964aAJ9uDydkgCep2aggJmvwMATxdVCOgEdAIaASuEgRkcqiIj4pfisnhVQKH7uZVhoDcs0KARPojkh85VpIgIUNyL6t0NTSlMid5h/Ne79DlUs2Mor3NjrQxyVj+QB6+9JUwppQ4kEHXyw5HEPXnWvDKY9X47uMBHDhBz29tIn6LEqNQsAsys/vmUYTcoIYaDgjB5BpAMS6sB1VVz4UiXEcoAP6YNBHtGSR9RiOgEdAIaASuNgQU2ZG9fB2XSaP6Sn61jUX3d/QiIPesqMHJ5vf70d7ebhAiIUWyia2a3NvqPlf3ukoz/w6GiuKolQAp4Cy0SckrzcU/PtaGbW82YtN6Gw4cssDfHkbb5nr8YDOlRH+Tg7tvtCKNggaLrculH7mrqkbv+0Cg7kQzziEdmVzTZ0ymiDmH13QnQtLja23H0TNupGbaUFLMNvrokz59ZRCQB9iVCsP59WggY7iSY1b9vJxjv5LjvZzjVNjqvUbgUiIQ/3tSx2p/KdvWdWsEhhMBITRtbW2GlEfs10TFTe7jRFIeSZPnubrPZa/iqk9Ded6PegKkQITLg0Wr3CidSzW3LX78ntKfxrDYBnHBzv+uxtGDKcimw4OxdXpa3YnZACIXj9bh2VeCaM3zYNYKD1bfyDWTPMOjuhbh14Kzh+rw629ZcY42Qbc+xMVTi4OaAA3g+lyqrPEPq57a6W++nsr39yE41HZ6an+w6X31p7/j6k/7w91WX/X1p0/xeQZbpxmn+DrM5+Lb08cagasJAbm31SZfxGXTQSNwNSEg96zX6zU8wElcbH6EFCm1N5fLZUiC5D4XciR51DNdnuUSH65nuiZApjvH5rAiszAJi+92Y9IcHzasacLat6wItAPVG1tQSw8Hp8L0u6zDgBEQkuKjVK1qtxd1R9qx57d2zHogFSuXODE+O0Cbq1hHFH02wB9M40Ufjh/yYv07QRw/ZkVzfRDBTKrA0ZZLhyuLgHpgxfeip/T4fAM9Hmi9PT1A4+vpT75EeeLrGeh4VP7hqkfVp/aXos+Xqq+qz73te2pbxqnOJRpzb3XqcxqBkYSAuo9Vn2TSKJuk63tboaL3Ix0BuWdbW1sNAiQSILUpZwiq/3JPizpcvBRIzg/XPa8JkEK7Y2+hyM2ZEkbBZBfu+Fgmxk1rw0u/DOJ8Iw23mCeofS7HIda/w3HXZWL2flFTC+JigxX+phB2PhPGaRLM9FIXSibYMGmiHSVjeEwfEynuWDWpIO2HvG20z7oYwomTfhx+z4LqqjCamiOor43wnBgXWTBtiQvjp0Xg7l+3dK5LgID5RW2O96ep/uYf6gu/v+30J19/8vQ19vg6hjq+gbbXW/5EfYnvb2/lL8U5aT9Rv+LbUv2UvCouefpTNr4ufawRuFIIqHtX9or4yF5LgK7UFdHtDhYBuWdFBU6Ij1m6I/e2SHziN3lWSz7zXj2/pYyKD6Y/mgAlRI0XgdKg7EI7pge8KJtDqc9pP5pagPp6VcDwF6cO9L4PBFJykjB+egD1XhpunoqgpiaClsoAN64H5AWaG+3wcd2l5ipK4ZKt8JAAWZ3i/51KiFRFDHqjJKf+YpgEKIDD+ygBqgMCwpNkcuOxomScA1NmWpCfIz76dLjcCIiUL0yjxmBrS9dkkw+oCNfIslHMbU9NjelSqK0VIRpCRoJRNQ75RRkPtI6PDPIxwpbkhtWdFFNOHniSL0KDSX9TIyyMR0OH5I+LHDszs/p8MIa8bWw7yH6lxdRvHEj9HE+gqQnOrKzu5+NSwgG/eN+AxelCmGMCJZqhZhMOcflVG5LPnpLKcibJsuDIfkXCIdiTU2JLsl9yzl9Xa6w91nXS+CHQO78NDpaxmuvryhQTE/wCLc0GVjEnejsQRyNNzQj5OcaEgWuh8TpbeL0tfJnFh0BzEzEPENuOBcDUJUtOhs3ljikT4QRPxglxQMN86iobdUoS67d5PLxHkvq81vH90McagasNAeOZ1/msi/Ze0nTQCFxNCMg9K84O5D0uZMcs5REpkJngy7gS3fcqfSjkR+rQBEhQ6CVkjsvEp77Rjp1vB1F2KIKNW6iTaDxzxGjLeC/3Ulqf6kTAk4JlH6a3vYXN2LM5gDWvWii1oS4oPez5TvtwUrZ1rZ3ZJeLO4epKVk4GA8xT3zFTMudgktVphTvNiuTSVHz8rzyYmhOk2/LhsS0yN6XjvSMgxCfQ3AzfxSp4y8/woRXV27VYuOitywl7WhpSpkyHnRNWmbjKQ63lRBl81RcN0iS1q3e5kF4JVk6IkwqL4C4ogo0TZCG6EmRiLMTJX1ON5sMHhSF3/hAli8XhQvr866JtyUS8o5zaqzraysvhq61G1qLF/OARa9tnPKQ5ntotG5C/anXH+Y6OSR9UZxmXev11dQhycu8pLEbr2TMkNWloOXqwc2zSZnwQ8hUmGUhfdCM8BYWdp4XU+bhQXMTnRfqc+Z3pEjFIAUlZ1dtvwpWZ0YmJsAPpneCUNH4SSU1mlBh0GJHGVGJURGlsYwMadu1A3q0reyVM5rEKuWt4fw9CbfwalCBY2Z5n8jSSRmmf17pjjQe5uCGqPbQcO4ZgSyOvXzssBrGR37gVruKxSBpTSNxSOstIWzWbNkDqtDhkgbyuBo1LancYZVxFxZTad5WTXOZrLcdqDCpdjlVczuugEbgaEJD7VjaZJKp7elj6zTrFI5eNvykbPyBd7uDjxygftTySPUmGylOi9tV4ZexWflTreKwnypowTaQIxrMk4dnBJRrvIvZH+mTnO8Q60E711iyvSYj1Gu9Q1juQqqU/RmChYe1Tb/3t5znpm3iA6+wjy8mzWK6vqLspmyC5XkKO5JwQJTkvm5STtOF4fmsC1J+LZnXjutu55s/NIay834/KNpEv2FGUH4Kza07Un5pGeR4rxkxKx53jglh2Vztef6kZb6x1wu+jMWeQNzYFAWbX4u2UEnEa3IWZTG55KA9oejGHNcWO3Klu3PpgMlbO4ddyQ0mxK7uOXR4ERFLSdOQgyUQNJ9Iu5N6+KqbhIIlEe1UlKl97GTm3rIQ7O8d4kPlIGlz5hUidPsM4jinEgxDX6Go6fAA127ei+IMPUxJExUY+AKW+lrLDRp15K1aRKLnkCRotzvOBxnpUvvqiQYJSxk+MluNZeXiqh6a/vg5+kp/2C+fRzL6nzZob2weOKdDajMYD78NdNBZpM2YaJEHqiA+S5qupga/qApwcW9uZU8iVcRasjMlqbl+kOEIW697bBmd6Rkzb7RcusE+HOC4nUmfM5o3e9RsQrEWC4srJNtroJBjSkoyd2DTs2WGQjUwSO+mPEAw1btUhISMBEkhfzUU07t+L9LkL6OEyVm4aX8ZogpIbwbfgnvuNquLxkAlB3fYtaDldhuSS8fAQf8kj7VW+vgYZ8xbCM2kSHGlcc8AUardtIn6V8JSMQ9LYcUafRcrk4NoEqbw2ItGLDyEa0jbx+jS//QbSFy5C8rjxnVnMWJvHYU43xzsL6ohGYIQiIPerBNmrTSaJgw2qDj8/RjQ11OPwoSMomDQVYwvz4XZyMUrW7eeXek434eYzVj1ize3J791wW8y9BCEYTtPHJDknwSbruxix7n8CnAy/8/IzOFJvxUP33sG1F/O7MnGsQsx8srV7+cG0DV5fAFl5echOT+/WJ8FDJtHxIcDyZ/nBaww/tLhdXURFYSrPCBmLgQkLy4Tb/NyIr08m4SLFaKqrRsW58+xTENNmz0VWmqwROfgg9Ybk3cBr4qN76OpaviOTkuk9NxPpqfzIY6raIHQJ+hmhlL6e77YgNSucyWnITIvTIjDVcSWiMkZxgiB7wVtwVgRHyI/gKsdyHdX1lL1Ih9T1Uvuh9l8ToAEgaHfZkDsuCbkDKKOzdkdAJm0puSn44GdTcM/DXhzZ68OxsjD2U62tjFtPQchP0mQHpi9wY8EiD0rHRVDAj+D8mfRURKdfBgSaT56Av76WE9AJxoTX3KQ8qGz8Ou9J5qQ3JxeVLzyLkkce7XyQSd74h5k6tlKakTJ1Bpre34vWinKjflGv85EgBDmhzr/rvu4vKT5MHRlZKP7IJ3H+2T9SRYoSEUqR1ORe1V2/czuS+DLMpLSkiYQhRYiGKUg+q8OJNBKDhr074aKExpmdbUzMTdliojI9UQ91ox3WER9U+4379iDMl0DG/AWGpEblC4tqAKccDkrK7BkZ8JKgJYl0iC8Ec5B6ErUhaoY5N68gGa1F89FDcOcXIHnS5E6M1Uu9jVKqdhKwwvs/hMo1LxoEMFEb0qYqI3HVrhqHSpO9BBlx5g03oW7bZl4jqspRzVHWUDv/3FMofODDhoSHFXb2xyjEP1k3LIH39GmDRLeTlGUuvD7alsqQYC+qbxnM15qVg6qXnsGEL361M5f02dzH+DFIRpXHfK6zAh3RCIxgBMy/Q/N9PpAueymxPnP8GF5++QU89/yL2LH/MH7x9Bp8ICsDllAAJw7vw5+eewGpE+bj0YfvQVpK98l9xanj2LJlM46dOIV2qqrPWnADHrznTrjsfF6Fg9i0YT0CVJlZcONSZKd0t8wVCfiZI3vwyEc/g6/89Ek+p01TUj7jWhtq8ccnfoWnnl+DixcvopYfzVoCYXz0c3+H7/3fLyNZPopJYF6ftwUHDp/AvAXzYDMxBT+J0/Z1a/Hrte/hB9/6BpLcUXXjAD+w1PFZE3amYkxWKi6cK0fVxTp4/SFMKS1FbjYnFwmCPONPU7r/wp+ew4svPY9DZRWYOHMhnnzmKRKgBAX6mRQh5sep0bBrxzb88td/QGXtRc6LTqKodAG+8IW/xJ99+qNIT+rSVDh68CA8aRnIyR+DlKQuFer6C2fww8ceR9jmxBf/9qugX6gRFQQ/kQBJEKIjBFctgKriQoSE9Mi9LfmFDKl7fjgHY7rbhrPa0VOXSC/8VNEKcA5uddiQ7uk+6Rk9aAx8pC6PC9MXOTFlXgS3f4A4tgFt7bT3oec9flQxJlQy93PRvXVSsoUicrpNZNzp4iSRdy8F4QNvVJcYNgTkoSQShNzlK2j7Efv0j38xGxPWxUtQu3UTJ/7XGX0wP9Ti80sGkfrk3LEabXxRiypc+7lzhqQlky9Uc9n4SawcZ960DL7K88ZEN6m4JGbMEapbsOvGF0uRWslEXexJJE2CfEWT+kU1Lv/u+1G/daMxsXeSxCUK8X03jlVlHQUkTfol0jBpT+xk3FT7kge8Ck0H91EFjMTruusNAlaz/i0477jbyCt55Kusyp+oDckjbYgKnHyNFSmJqOYpOyfVz7DY4JCYGHY0bg+lXfTKk0bbHfnKEBdUvyVZ4jIsVY/axxWhGt4EBCkpaj5ZRvsvN1VUpxnX0oA3DhdV1lVUZKjl+c5WGGNUdUfb7CB8KrNpb6WqnbOgpLNPMn5V1pTNiMo5FSSPymtOV+f1XiMw0hAw/xYkrp4FA+mn39uK119+Hps2b8b6TVtwlOQlSJLywKc/j5tvmAd467B9yy7876/+A8obAvj9K4/y/Uspe0cIh4KUfNTgN//zM7z+7iZUVlahuqYWjXyGFBSVwJOZh9VL5+Pckb34zrf+FY2+MP7XP/0bHrjtBlWFsY+wnvqLlfjBd/8fmjIn4I7lNyE7M/oOaayvwbZN7+CxH/0Y2/YdQSrfLeIoNiK/Xz63xk8cDzvV4A5s34BX3tqAyqqLxoejiQuWYz4JkAqB9lacP30c//LP38bHv/Y9g/zIE6CFH+z2U5X3yWdexMrVq7Hx1T/htbfW0867jarTyZh7w3L8x/f/DSV5GZ0qZD4+s2svXsAffkdC9qfncepsFZq59uDi5SvxsUc+hbF5se8/1Yf+7E+SUP3xid/izXfW4zCvh5t2nHYLJVnEKCc/Hzk5WbBHAqigCvF//ux/OPGxojHowu233YrVhV3q00I6f/7jH6AhkokJE0uRn+7pT/OXNY/ct0J05JmrJD0i9ZEgLrCF+JjJj9zjspnv/eHqsCZAnOi01LRh926uJXPBitZ2/jwcFqTluVA6y4kZ4+hRzNoxK+qGehgVu2vw3nt2HDrpgJMG25/4pgfFLhpWy69Mh74RILuRZ6tsxk81gzc74Q6FrNzLxJATMmJp5dNPVJNF9zcaNMB9g3tpc4jKgL+hAQ5KeOx0VGBWx5KHlQrqwSVSGJFmNB7YizSqC5gfaipv/J7TXsNORiQwMpmXMla2Z6i9mTKb25NkOXaRrAT59Y/uZmImCq3HjsJdMhZ2SnSs/KqZNKkUIhHKXLy0cwwR3oRy/8ko7FS1cFCKJFITUV1z8YtbfJD2wtThDHOvxstIfDY6D/CjkS/elCmlRv/46SsmT4D2P05KNISwGOolVIOQvdSlJunRtqIvhERtyHkJSRMnU82tBq2nThDvrklB25nTLBaGm6pm4jQhjVKoJl6TzIU3wKK+qMb0KoqnJEk5/uW++9hi0qh+QTMwEj0vfE2VyKCdE3+8Cct1NsX7w5mba2AohNdVUGDkl3pj6u4sEI2IwwdnTl5nHsnbdGC/cTJjTlS1UWEXV1QfagSuagR6+13ED0yIS/W5cjzGCfKGnQdJeuhi2JPKec4CfOjhj2LVHbdxwp+Fl3//K2zcsAFHz1XjjocfxfzSsVRri753G6latY8S86f/+AwceePxBUoYPPz9vf/eZqxd8xLeO3ASO3bvx6rFc/D2a2tQdqIM7vQ8vt+7JBSqX+XHD+O9Tevxyrvb8fFPfxGTinPh4kv+yP6deH3NGvzu6Zdw1wMfwsN/9iUU5OeS8FjhJcmqrK7Bjbcug5Xrk/zyZ49h7aadaI/YMW/xcnz+1qUGUVJtnDi0D5vefRtnfUkkdwv4uONHIdpWbnznNY7hKew8WYmjJB9tXh8fxVTH99fjfGUlfJQyvbFhGz51/+0cux3lxw/h9VdfxbvvbsDZumY4+NFo0qx5WLXqbty87EbMnkG7R5mgDDCEOdnfv2OjQdCcuSW49Z6H8NlxxSgqKqAUy4qK0yeQUTgRU6dOQUNNFZ5+8pf47ZO/pwpxHr71ne9i1ky223FtpK4T+7fj6Vfexif/+h9w4/WLBr68yAD7P5js8g4XCZA8k0XyI2qSsimVNzlv3vp6/g+mD6pM7NtXpY6SfbDdj7ryVrzxhh0nT4Xo4S2AdiGilJ8mpZIQHQ3h6Hg7rlvqxNicEMW63YGpPh7E6f0hlLG8O8WKlnCyMWnqnlOn9AsBPuTkMRLlOYrs9KukznS5EeBE01d5gVKMAmMibW7e/GJWcZkyG97O+LATgiEh0cNN5ZfzohLmPXMSKXzZGB7B+NB0kCDIA1JCrxNbmVCLDQwfsuY6vZwEiF2J4a2MRr/ioEHUwRTRMCqWP0YX+YdtJtE2pZXqCX6qltlITkSaZQ5G/ZLfTBDiSIJIb5oPHzJU22QMVn7lM49fyKR8CbCI1zv2XYKb7badO0viWNQpQVHVRtuM4mhkjvsj4/LTLitAeyfz+H3VlYaDCGcObbH4dUGkWvU7thvkrsujXlxlHYdqnOb64nPKuXaqq4g6iz013bB1EjXIKJw991fqcZBsSo5Wqu+5xgjRjObvqb0QbQICtBWz0njanCfU3mbcG5Im94j5nPmeUeelbR00AiMdAblf1b1sjvfV7xBVzS5UnMLvHv8Zth88jdnzFyKZH2yTKfUupury0mVLMHFsCc6VHcBrb7yJ7bvf5283B/fecw9SPVE1s8qzp7Bh/bvYsm0n16nIwcrbVuDG6+bDQ/WrZKvfIAlb95ehpq4B3uYGvLNuI5ysY9K02ZgyviimiyKZeX/PTqrfvYRWazLup9pcittFlbyDJBpr8No7G5E9diruvfdeTBpbhJQUjyGJEUlBM53ApGdmo6HyJLbu3ItTpyuQP3YSli6/BeOLuuyH2ulsZeeOHVjz+ltYcNNyFFDNTRwCHDqwB+vXr8euA0dRPH0+5k6diCJ+EJMP3Xt3buO5dSinROvYyTN0QhBCFT98PfXkk9h7qAxtFjeWLZtnfJAdP2UaFl9/PcaSrKSxfwMNQlgunD6Gn/zkpyirbMCn7vkIbiGZGlc0hhKvqL1P07RSPveT4OaHquOHTmLTxo2UdlXh9mV3YeG8mSgek8fpavRjsJ+Yrn3xeYRS8jBl8iTixvfyCAxy3xp2Yxy/SHpUXO3lvCJA6h5XexmOxIcrJJjSD1fVI7wefv1oqvZjx7terHm+OwwNtCu5cKgduzPd8JGJ+xdawY8jyEmTKYMKXNCp3sG1bfipsyMM36VRNeq9RmDkIWA8kEhCvFXn6cRgdozutnpAqX233tuox0yiIC8A+Ronzg5komvUKTGRvvDFI3NfUZMI+agjzAl067EjtO/JMGxxeqrbPLmVdsXFtDmI6+cgVRnstC8Sl9USrPzCZyURCnIy7SBpEMIjv2PZOngWXFnZaKd9TUC8n52rQMrkKVK0M7D3tNzhxkKqTEwfmSie4rwV5RD1vai6nbTAdjoe6O0kZg6qoYnEyUhjP5InTaGN0i6mcdxUD4jmFayi5bqeRZ1d6YxYOCbJGGqnq/GONozx8yuqjV4ZRXXMSCfZEi9rQXpiEomUqObFB1FVUMFQD+S1U0HVLQMPU69e1OkCDeLggl8xORbq2amsfe7F858jmS9FSsIEyyB1YcXphbLhUhWIobCo64lzBSE7go85OLNzDeKj0qSPZiIUf5+o8yq/3msERjICcr92/u766Kh82GmiO/mt697G47/6DZY9+Bf49CMfiqp28TdUOnUqbWmcxrN2y7q3sGn7Lpy+WM8Pv7dj6fULjNqbqJK27p03SY7WcSmLMB79wsex+rYlnS2n8HmayWdzSnom8nIzUVlehl37DmPsdbdi4U1LMb4gVnX44rkzBjnZzLZmXHcXblxARzjhADaz/bWvv4mzDUF85etfxfWc5JuD2IZ4SNqCfI4f2r8b5ZV0ZhOyIye3ELfdujxqe9RRoK6yHO/v24/dB07gW1/+Z5IIfqCmWu5bb7yOA0coWSkaT4J3N25bvgwTxhZTnT6MTWPz0d5Yg1Ovb0ETn/UBOiPY8PbreOaFNcifNAur7rsPty+ehbomL2bPmW3g1tsz2Nz3+LgQlu2b3sVvf/8s7vnMl3H77bdhxuRxMfZL2XlRQtdUewHlp8qw78gxo5qVq+5ECaVict0kyDVuqa/Gy6+sxezF92HChLHIkgUVR2CQ+1YIjiI/Ki7HKq7ymLs/kHveXK63ePeZf2+5r6FzodYWSnh8eOLpLgjsLuok8sOr3NBhLjDD3xgX/qG3sp+248QHslE6x44HbuKkxNlFgmyMW7uq0OvPXEP3iB5KHwjwQebnwlgu2pso19aJSqgXtXqAiXezYIBSIK6dI26wVbqUNfLKw5FkRKQ/Lkop0hfzRcsJeKCpgdKa9E7JicrfObFlOVYQ2wUey+TZmEDzvHhrc4jXNSE5Ki8lFUkTJqKN6gYp02aQAHAyYNQVVfeSh7IEkRo17t2Dht07DRU6s+tsQ6IlTRsSIBHhc00g9lmNTRweNFEdQwiNldIjo8aOeo3K2Zf206eRStsfmcyrNh0ZmYbXNXH7LYTR6FeUmrHuqKqAUZ5/4if1ChdVl+ST6yXuqYX8mIOHX4G9lDQJaXF1vHTN56UOoz4hpySlQiJVMGCUvvB6+Wnf1Eyi6qFzCSd11/kJldcuOkXoxFsVNO07+y5fM41rw5Os2F9VjRbn8U4bJlUkQBfeog5rI2F15dJrFVUkVf1Sl2f8hG6ER86rdnqKq/r1XiMw0hBQ97d5r+K99TXIj0zHD+/HY//5nzjd6sQzX/w85kwuojqY+cMEnz+UmDz77LN0BHARhUUT8PDHP067lnTjubNjw9v49x/+BEVT5+EzX/g8PrDyppgmDaN2qwPzrl+Kj3zgTux4/nHUtfnwkSVLcfPSJVQP66IJsr7ZlnXvUFXufbRYPPjc5x5FbpoHVacP47nnnsOx8iosuGU17lm5LKYN84E4PHiBeZv5ASTi4BpibjrMiXumHacnzXPVjbBll2D5Yi4nwN//gffW44k/vURvtDPxlT/7S9y/sovESf0FVHWePHkybG9to4TMQynTOfzw+z9EvT0XHyHp+MzHH0Iy14gcahAM6vjue+LXv6TUPxUfe/hBet8TaU6Cmtnv01QJ3kLpz4kLjUaG9Ey+B00fpUJ0oHCemhLby87hx/+b0i56CR2p+jNyzypnB0J6FPGRdHnPqE2O5Zzs1TkVV3v1PE+AWr+STFP3fuW/ZjLVlNN+54AwHKWb6sCiT6Zi7swwMvxe7NvShldf7LqFjr9Yi+Mb7HjvYAa+8Xl+cbCJc0gdNAKjGAFONG3U/w7RTkV0eSXIgyl+b06TuOSXhVGFIIj9RvzXez71ECBpCdI1q4/SFiErqdNmRomJtMGJtllKIXWKC+U2vgB81N82hyDVv1JpbyTewmTdnbotG5B3172G9Ef1S6QeydNn4QK9xiVNmGSshWFIOTgUGU5nPlbsmTQZdhK+mjfXIpf1xIbog7qzjEQYIiQvoioo9kNid2O2lYpmiGKSaPFQaduekUVJRwtC/MoqTiGi9Xf0q6MNo52OuPmloPqu9nV0Ny1e2ly5XTYzUjZ56nRUvvgnozuJCJCqX3AJUTpTt3ljDC7y2cia5DI864259wHj2koZWatJSJtq32ggwZ/48+rYmpzE+4M2WPR2FBN474RIgnwVZxGgmp/RZyG6vFekbKJ9TPkEB6pNM34JsukkjcAVQ0DuUXWfmuO9deh8+Qls3bwBG/efwJjp1yE3h2t0xZAffvDlh4rzp45g28GTsOaMx8xFJDL33WmQn+Pvb8Wf/9WXMXfFA3j005/EPStiyY+0PXEGiVHJJHwxMwdZHju+9swfkTd5AZbftBiLZpXGdK+S7Tz+y9/gRI0X16/8AD5413Kej+DJX/w31cxOYP7Nq/H5z32OBvyJJRhBSpkP7dqM3z77GpppY0iDUET8XNSZ743OQGnS+nXvGs/5+z78EZRkpaDpYgW+9vdfRfHs2/CJT3ysG/mRsvLElk1cec8pnYJ31z6PsooaTLphDvJIKoaD/Eg7jXQiseGNl7BmywE8+vf/gluun4t0PusShfaWOqoersOz9MinQpAeongnqEO08wPbRkro8ksX4caFc+gyOzF2nQWuYETdt4r8KAKkjtV51UV1LHsJaq/OD2U/SglQELWVFuqsdkF377fHYMWMAHLpZUx8i02bkYa7727CEz9uw65j4qqPdIdi2dq1tfjG0VR8/hupmJHFiQtzR78Pd9WlYxqBaxUB88NHiEnS2Aloq6BNzWS+5DpIUKKxx5QT9TYJzC8uq8W+JuY8H3QuedhxE3fXNa+9guTJU+nSWb7yh+lFrYpr8xQZVajJqkyAxd7HXI9kqH3rNUP6Y3xVInFqosc6ISDxKlWSt/nQfmQuuyUqHZHmTS8YOS9BFhp1cfLdxn0b3X+LtzMhcvHB6Af7L1KbdtoNSbtCvMS2J76PQuhqqWYhqoB1nKhY43AMkzB6uYaFELm0WbMT9svcvtQvuAjhEmIixErSZGvlukpCppRXOHM58eYn0qnk0undFkZVOIvamY3XLGfFSnPRjjjJB9tl451jNMbKaybBiHfk7GknWASoiifuyyUI+XMXlvA+iXXm6uZYWKHhGMPPL6n1JLaZS28xykhfVVuq33Icn67SjEL6j0bgGkWgkR+SqugNUyS0Fw7uxxG6Vs5LmwEX1V67Ap8NfP7IAtYPPvgQli9fjuxUJ+rphv+rX/orWPNK8dlHP2U4Eugq0xVL5zpdafyNyjPnDL2/bTpYjkf+9rOYUFKAFLPxNInJz3/yIxw+eQ433/0gPveXXwD5Ek7SeP9Hj/8O4+ffgjvvugulhenYunE9ysrKcJ5S4KnzF2PWtMm0JSpGc2MdPdA9jhZ+WDJCxM/nLBfi9svzLhpOHNiF1zbsxLRFy/DRD96H5rqL+PpXvojtJ1soIaHK3SJKhBKESuJUduIk3KmFuGH+DDz97hMIBP04cvAQjh0/iaomLr8wxLV+fC0NOHZwL376X7/AxLlL8KXPfowqg6fw3sbTKKeX04amFto0TcYnPvwgHT8A2ze8Q499W3H8Qn1nj/0cu3rGiSvxixUn8Itf/RYf+/K3MSYnPbEkqbP0lY8osiN7GYe8n9XeLAGSNDXOS9Fr8y/gUtQ/YusMRzhBCCkZjgvjx4aQQhfWNkMGSdWKpDCcJR489CWee6sRb7wTQW0NX6x00dx0og1P/BPdRn7ZBT8FSLaoKcGIHavumEbgUiAgE0oPjUfrueaLrAEUP3FP9OASAiMSHqEXMjknezAmzGqiKv2UX6Uqa6O6nBjpB5vobY6L37VTIhS4UNFJgCS/EdgXg9io4469qNhZOZkWW5FWEpacO++Bh6TNcCkYl9c9bizaTx6nOoWbNkKJF4+TfooURhYordu4ju6XC/n75xdI+ScPa2NcHf3ncfuZ01xs9RzSF1wfJT/SJtPNQbzNBeitLvPGJeyrqKYJLvJfkJBAV+NcMDViibYRTev9r/Sl7Ww5Qpz0uKjWIQ4Ymg4dRMYtXKCVrreNRWWNKthKRzPiNS5EvfeWY4eROnNOZwNm4mD0y8C6u52QtKl6bCrML7R2g6jELFjbmSE2ItdLpHjJEyYbNkAWUZ+T9hKQTCkphNTWxusr9ksM6r4x30/GCf1HI3ANIqDu996Glj+mGJNosO/k88MfasVLr76OBdMncAFmur3vKBjwU9WfzgcsKYW4ecm8guOJAABAAElEQVRi3LRoLnxUQ37rlWew8f0y/PU3f4CZpRNpc9L9dy9VyO9NNl/Ah4N0biDOpG5YSMk721BBVGcP7dyMF9/cgDHT5mPJspuxYBrd5fMZ9fpLL6C2sRWz3HZsevNlvPrHn+N0xUW0sQ+yGOvH/zIDuZRaj8tvw8kj+7Dm3W249a4H0HhqHw4ep9Sfz1B5lagg0hDPmPGYwY9GxZkuPP7YD/HsGxuw4t6PYN6M6chJ7/58b62vwr697+NoWTlW3vsBesTLxILrb4DzD6/Q/fUZHOB6dBu37sFDq5aqZga1P0F1xL27duJIeSXmLJmLx3/wz3hv9z40NDahncRGlkG4bsX9+DgJkL+Vc8+1a1FxsQHzbliGklQrXnxjHa+bunJ0GNPciP179qIykImVy2+kq++OtZEG1bvLU0ju2562RD3oz32eqFxfaaOWAFnp8cNm75qI2El8+PvtCvw1WZxWFE6yYVHIg5AtgJPHIzTco6FWexAVh1qx/jlmv2BDNaWwSO6qq6sSHdMIXMMI8AcjzgnEtXOQxqJioBov4TA/uEQFzUtC4CZZ6klapB6KCjWRKNhoXCs2Qc58rvzNl1yEbYVlHQFpzxTiJ71+8exGd8wyeQ7zxRKouoB0qn+J97fYH3t04myjw4T6d96i0wWfIYGI8pTo1ylz3fJLF1skd1ExWkgqkunS2hgnT0SFHdFnQTu/ngZowG+lwwHDHsbUVxUVYiJqeuJkwckXvHj8SRRcxeOMZBmThYRLQrTNaFvm/hnnWK+P47Unc42cvGKDAPnozcgYP+1muqnhsZCDYxLyE6DBdE/BfD3NeXpKt4kHo0LiRK9uYkOVSPKm6pE6xOGBn+ohyTTM5mdBnoqOT+WRvWpLxmwQI0rVEmQzipjzqjoSpalzeq8RGGkIyP2q7lnVt/hjlZ5on047yqkzZuK6udOxZe9hvE13zo986H7YJzqoduXmh+AgJQin8eo7G2jDsxjTSydjTGYK6uio4PkXnkdKwRTcsvRG5HFhUPGiFh/ki73xW+QJb0sTVc/eQSZdN0+iIX4SPbtJkA9fjVx09Nmn/oBTlfX45H03Yf7c2fQw50I9pS5vvfEG51guzsnolZLPt/TMXJTS01wWbV3a6Qhl9owpVEFLRyPX79m6aQOaI8l48KEPYutzDThRXk06wOURjK5RHVo80NFd9ZSpN2ESJUYtVWexdu1rXFi0DbevWokiOmRwxKkAygPkvU3r8P6BI/yonYrVd91O73YuzJy3iI4JxmLH3kP0Hrcfr9Oj3Kqbr0eqaeFRY4D9/BPhOj379u7Cnt270MJ5ZAo97IVh5/pJYzF5KpeTYL9sdF4zbcEcQ4pz5OD72L3vENJzqaG0eBkc9cejBEiefUKCiGt9TTV2bNtCtcXFmEyJm0OehyM4yL2rJD7SzYHcy+a8Eldb/Puvv8MfpQTICplnpHSuW0VXh/UWTKHDouRu0hwrCkpTcWtyPSaURVBXZ0fFiSAodMW+15ujOMucRcp1SWD7i7/OpxG4qhGQCa1IaMQGR9QfnKKqlOhrPSfkYrhuqHItuI5CgVjyIiCYH24KFHmwictpsRsy4iQpohYnC5y6OLE2JtQdL2VVXt6DQni85aep0uU2tjC/TIqHMjvJjzGl5sMzPog9kugcCLmS8vJSTJDNKCbtyoReVNecXE8oRFIWDdEyUof3rLSfYkir1MRf9bEjs6GWIiqESSSFiUiJyuci2fJVVNCL3DnaIU1QyZ37znrlpUCsRS2MC32QyKUaC9QGZUFU9lHG31M7Mn7xHCcSqRAlUkJeJEjdg33BiLe7pJIS1K5/B+5iridCVZlE94fYCQXoJc+wD6MnOHHUIKp65tA5xo7E+GNzXpH4SRCC3p+g6hrsOPvThs6jEbgSCLj4DJg4eRo+cPcq7Dt8Aof3vIednFQn8+NI+sQiqo75cYBpe8rO45t/wbWACulBMejDiaP7sX7rTiz98F9j6kSSmbi1fMQW5/QpLqJK5wc5fAZmU6rSSvW0DVxctaj0FoMwOem+WYK0cWjvDjz7wstIzS7CMkqZJpMgiYT61LH92L7vKGYvvBHTp8/ADK55k5+XAw8dGxQV5qOlqRnFEyfBTecDZXRh/e66TZh9/RLcsWI5zm592VgYnWoFxrNabJnOsL73j1Xgzx+cgXEFeaivOm24tE7nh6CbrluAdHrajA81dHbw4gsv4Ex1PUqpbreUEjBxslI8aRoXaF2KM2fP4Sy1AzbZ1+HU+T/DnElRFez4evo6bm2owfb3duLg0eOYOnM25syehnmzZpBsebjW0RjaHskXvjC9jHMJAKoLrnvjVdRS62j53EVYfftyHNvcIelmQ/IG81HyXcH33Htce+mOT/8dsmj7k4Cj9tWtK3penr2yCSmSoJ7Fan8pOzdqCVBWfhj8SAFsE3iD4KLImJ5hRXpeSDktisE9oygTc3MDKMhrwX//qxXldSG0BYWBM5uXe5EC9e9dG1OvPtAIXO0IZF53PapeXwMHXR9HqEblEPsNcafIr1lhGqeKx5tgaxvaqOdsTaFEghKdfj/cKPKxJSUbntCkjJAevvHQxIVL06gqIG6rRRJkJSEx6uRDNEKPOL4LlYbXOIcsKMqXokgWHOKVzBQS9SFp7Hh6SqMTfH51dPLrowrd8vItI2pk4jxAHBwEqIYgDiFUEPIlNj0iKRJ7FpFgJQohelMTNbn0+YsSne5Mc9Lxgo+qf4EmYhzixIGEMEBMxROdED4VpJ/iHKBh13tI58Kmbq6lYxAirrju5sKivU3wpawQlAg99LWdKUdKaWln/s7xy/NOtv4G4mTny12cP4gbc0yfCTu/8BqSG7F14rUR8iMErWnfHmONJ1mYdUCB/e7sX0fB1pNlRix9TmJd/wHVrzNrBK5iBMRuL58fUD78sUfw6suvYBMXK33tzXeQm5WO6RMLSTDq8eKzf0JacSluXXoDMkkQLtJxwltr16CJX3Y/8bGHmcaJdScGlNTSg+dpEqTvfPvbcBbNpDvp1Vi5eC5q+JzZf+wC7rurlB+To8+mECVMlfzI8/h//RcdCtTis3//11g4ZwaXFKGXtdpqvPTMU2hLG49/p7e1BTOndK471NlcR0ScNOykpOO9Y+fxX7/9AYpIkkQtzsmF6yMReqbke0YIwe9/8yt+dJmJOSQW4lntTFMVUuhgYObN92Lq+DHwsF+dgc8OPz8MvfTU77CGNkM333EfPvtnn0NhVvTruJPk8VOf+3Ns2bEHtVt2oPL0IbyzecegCdC+7Zuwec8h+On97pvf/l5CRwzSN5GY1Z07iV89+QfMXvkwbr9zFaZRmlV1MGoLKWqBzISzp45i65ZNONUQxgfuvI1aGKN0St95QQcWGbVopeXbkTtRxDbRt/mZ39fizJwMfsmwIsMeZaLxUFqcDuRPT8XXftyMx78ewPbTdI4gJEgHjcAoRkAm4fmraWhKJwJiF2PjKtnOfL6YcgvQdqoMPnrpkkUxk8aNR8aCRcZktbeJuBlKmSjLgp1tJzihpWRDFlJ180uZnbYsIn0RyYqD6mNJxSWG1MbPF6qPhqSSL+e2VWikPrr3fIVhI5K17FajbXP95rhMopOmTEUd18vwsy1nRt8TcQ+dP9TRSDUobpnZDwlSz8WXnkXSxKkIkgS1HjtqbqYzbnhH41dUvrk703qLCK7ivlpU1Jre301VXEqdOH4VDExJJmTtnbw7Vnfa+QjJat5HJwz33B8lHqpAgr2TziTkidi4Y5tBgGQs8deKdCNByZ6T5FpkzFtoOI2ooyRIrplIzdyFY0no6tF+/hw9yzUh86ZldMM9JiqhYrt9hZh+dXw9VGUC9FSng0ZAIxBFwMqPRbnFE/GZRz6OHV//DqqpZtoiniVp+3PhdBmefuVt3P+lb6I4l94W25tRfvIYnqNdTjqJxOIFs+A2fdwJUDp+7tQxfOWv/wKvbtyLv/unZRjDDy1ePmdO8zktsteCvGyqc8mzKYxqfrh56lc/x5MvvYGgI4vkaBXyc7Np39KEyjPH8Js/Posv/t+f4oa509iOiZyYLx6dHGzfvAFvv/U2lt3zMFYtWQgRlmSTBDmdLrZC1Td+bKs6cxTf/cmv8a+/+CMdJpSg4cIJ7N+7EyerGvGV+++jFCm2fiE/eze9iX/+95/hb775bdxCydS8afJlvCsUTZmFu267BbW1tThYfhEXuZTCYEKEY3j6979DelEppvPDzL1xLrjNdYrE7KU//BrH2zPxtXvu5TWYA6uvGZl8F0poo2vzMKV0W+go4t131+O+j38G00qi58z16HjvCIxaAmSl8eyYEjtWz6rDqwdIhOj95HyjFRO8EWSk9jIhsdg5IUvH537oQPHjNFDbYENtPX+JRqDqSO9467MagWsSAZmMptGVdCo9iIlOuZdrSfirLyCFaZniUIAvQzWllbwysRZ3zGZ5vZrQqvMGUCwni5lm33JbjLqbg7/fPJIuCcEGukOmbYyVdnweqlmlz7/OIFzilCFz8RJDAiXtCJmSdvsKmUuXG1lkop55U5fBq+pffB0ZNy5jftbLNkRtIvvmW5HFtAjL9xo6+sJiRlD191RG1rZJoiRF2pnw5f+VWJVN+sAKzPZRok6Wu5quvxOpJiZoTFQac0igJMT3SZw05HecMxeVfAqX+DIqn3jMc1MdTqQ+QU6+vBcuGCqTqVNnRLHj9TK8yEUbNq575g1LDEliNCnxxybx/pd9+52dfZX2s6QcQ6K+SFp8evyxUVj/0QhcQwjYqI5WMo7PD0rmx1Byksrnak013THzQ1LAnoIP37uKkhIPju3aiD000j9Z48MNi0oNb3BqhnP+9HGsf/s1/PjHP8GOA2WYvGgl7iA5mDZpLJqqKkiAjhuInT1bgQauObbh1edw6tQZHKlsRMkYOhW45zMkGBOMBTyPcU21TbQXqrPk4ZMP3UtJTqLpKJ1O0StaxZGdeHfjDpympOO/v/x5g/xIQxZL9BkrCyNfoJRp7Su/xtRbHsA9ty9DLt1ob1u7By+/8CLsnhx6dZtN09OuZ7JIn9559QV872dP4ke//B1uvXGhYZPT/ZJbSPDykZFBaf65WhTy495gQjklZi9t2IVP/c0/4uablydcp0fWUxIpVlNNBb71nf/A//ne/3Ax2BlIo81Ri6/rudXS4sWWt17C+u3vo9aWjb/41MOD6dKoL5PojhsdoJDIZPNZ8MD/yceSZhdS3fz6m+GD29X1A+kZCH6V5kTg9s+4UDy9DQdPUO+UJMiVlYT8pOCId0HY87j0GY3A4BCQCWREJtjcizpaEr2jufmSVc4OSA9MKhTRNkRypCbNaq9aj5mQyoQ1fvLONKVyZqU0wUG1OmlbypltXIQERSJdv2lVb3x70q46ZyYP6gWr+mXOp9JUP+RY6pW+ii1NojZUGfNetdtXmpBIZUukcFVlEtWhzhnXJIHNVef5joiqw2jDRN5UumQz4nFfUVU95nwqzbyX+8KQWBEj8Zwn6osEK+Z6mSmO3DMxi80mIK/Sprm/qg/mctIHlW7kZxlzmnGg/2gErkkEaLdMyUUlPVGeOHoE3/vX7yCNa/U00xalqb4G5actWPvqa1i48h4snMnFi0lCztN7pGx+2hC2ULLd1OqD1duMzevexO79h3D46DEuC+Ljd4wwPvWpT6F0YgmSHDaIRbT6/a558mc4uXMdlqxYTcKQg1kTA/hTSwAf+fAHuUaNOM7xYgc9W76yZi0+ShWz8blUN+bvu422ey1UV77ID1pH6LL/rbfewKwld6F8x+sIO9PwwU88ipnjCzqvVHaWSICcJD9n8fPHfoRDu3fjuz//PYooYQpSwnTmFCVABw5xYZ8COleIqijXVp3Hjq1bsGXbe7SvseDffvgfWDhrKu1wYr2nic3kcXoOPVt2FP/1qz+g7HQFiVAhKqiyLJ/IFSns7EwfkVee+yMyJszF4kULMZ9e+MQFtJ+SnPq6BpxkG1u3bkZta4AaFGkYmxJA5rwVeOju2+jWOqr2Zue1SU3PhMiw3l3zLDa1XkDx1Pn42CcewcQC2lbqMGAERi8BIlRW3lAp2WEkZVFtxHAhIre0vHb7E6xIoi3d9BtSMHZOBF46QBA1nyy6mhzoD6M/rek8GoGRgICaSBoTfU4kE07yOyalMjGV80aeuMmr1KPqMI8rYX3mDAni0o4xCU5wrqckNY6ezg82XdVrHlv8mFQecxuJ0sznhxLvb9095espfdB9EgLCzUrVlZ5CIvx66oc53RxXdSdKU+f0XiNwLSIQpGrbPkpxtm3dioNHZC2dGkT4MejmBx7B/2fvPaDsOI5777pxIxY5pwUIECTBnHOmcraSFWxKfraePzkcPT/Zx+HZ78myrWdbnyWfI8nyJ9kyrWBbVGKWRFIUSTATjCAJJgQixwWw6ebv/6u5fTG43IQkYclp4G7P9HSoru6Zqf9UdfUfnne2C/JTOvL23JMr7fE1W+0DbzvfOgUAADB5rW3kx75Bq1feYx//2LU2ReuClmi944mnnWUL586xp+6708675l1adyJnB1OiTYrbpVE6QW6n58gsrWvGfLv8TW+3d7/1TVbYu8O+/PlvyzR3nsrOspy0MBtfWGWPP/G03f/kc3bGxAX2qd//HTlKKEkjtd32ymw4lWuxBVpPeuYFV9pc7c14y4Z9dvHl56q+q718GLNZWtuUl9OU3bvW2MqHH7ZL3/Jeu+qi0+VAIS/30P1yLd1rO3b22mB+k33mL/6XdU/rtC3aV2iitNwnavPW98vN9eJF87UuKAJHJYGeXXIg88jDD9kdd/zM1m3SBtbS1Zx35Zvt109YZgsWzLHZMt09GBmPNbB9Pdvs+9ffaH21Cfatr33JbhYIHJCjmR6Zh2/aulNrtObbySefbMtPWiJasnbd175un/qDP7FZUye6Zzj6m9Pa12kzZtnsSTl77omHbHb3iXbNaWfbW66+VL57DoaiwL0kfl0DIB9+FlmHzxYHPR8EgvQRk18SEg4kHBieA3EhtBkQDF/qyFyJt31kahy9loPt4y+DxtF7cWCOI0njwfLnQEpGPzuStI7eWpIj4cCxwwG8sz3zxGN2z91324r77rPN23ZZNdtqi+Wu/xyZBF9w7unWJQGcfW9K8o7Z1jXFli5eqI/AkRA9ReBgtoDFgvlztQdPxbZs2WodsnhB+J45bYpt3rfFBgoVeUo7T44IpjRM1wAic7sXy8PbRTZxdredf/75dpwAw8Y1+2xP36CddtqZNnliu2tjC4P91qs1Q3v29vt6oo0vltSGvihLq4T2fPL0CTZLTluWL19uGx5bYV3T5thcrfOcq7VF8TBJ6y6nT5tq0/jJ4uC8886TJzStlVQmPkh3SWMyc84sObbptWdXrbLMcVorKplv8tTptuT4E2zZ0sVyGx0JgCVpYzasW2NPab3kvfc+YPesuM9yHV22aMkSO/3sc+zMU0+Wp7Zp1hJbDxWnZaTjijZT3S1T7T75D3780ZXOMywVcMfN/q1dEydZtwDfTC2vKMjRTSnTameecmJ9HVVUc1r9aeuYaAvmzdHWCRU78eTT7XiN6axpEQAdqf3k2tAcSADQ0HxJUhMOJBw4AhyIC6JB6A1pxCEtNBVPC/nCtea4uWzzdc7Hkmeocs1pzbSMVm/IT75wHOpsPg/pRyoeqv6QFugO5/E2x5oWyjTnD3VzfaRrQ10PdRIPxbP49fgx7TS3Ndz1kfLFyyTHCQfGLQfkPWyf1rb8/Wf+1G594CntKZO1U+Rh8g3SxrznPW+34+bJvXI9lKTh6ZCXzPe874P2xovPaayPOeH08xxwFMo1W7u1x5adcrpddtkltnDWDHvk7p/YXXJE0J+fbp/42EelNZJHx3p9ea01PPnsi+yf//UUa2XvM1nY7N2+QW71a3biOVfYx37rk9Y9a5pb27R3TrRZAlTzZ033tUJpaYWWy/30hRdfaKcsP8mWdC+0+XNnyzvkHvvNf/hre+/Hfl/uok+wtvx+c2aanaX90d5wzZW2XJqnxaL7I+97d0M70z5xql1yxeUy9anaDXfcZxOnzLDzL73SLrroAuueP88myDNcPPRs22g3XP8d+5dvXGcbdw/K4cAc+/AH320f+dX320K540ZzdWhBnjBz7XaC+tWz6mXbvWePdYrvy5edbFdedY0A6Zm2ZOlx1iFgde8dt9jDKx+xy9/1ITk1OHCtEYCuU+sd3/P+D9vmQs4+9OEPS6M2273tHRpdSamUXjZjtfkanVv7nrbq6t8ZPV+SI+FAwoFfKAdSc3/LUrM/dMTaDI+NEMcrJi38mtM5j5eJH8fzHuzxcPUMld6cNpxgPFz6cLSFekM8XL6R0odrc7j05rpouzlv83lzmZHOm8uG8xDHyw7VdvP1+DnHQ/FqqLTmcvHzZlri5+E4xJTjuPl8pPri15LjhAO/aA5wP7BHCmtGylrsH+KiPIUNyhPkvHnztLSuLpwrb1/PTrvu376unTna7exzzrETjtcmoloT0xyol196jOZT+wRmvvB3f2/X3/hje/dv/6H979/7WHOVrzoPe7vorlM7ASrpvpejnN1ykrBHYCAj066svNTNnj3zgPuyKtOxtaseszufeMne/663WVentlcYIoQ2husHfRyQm300VGw0OlzYu2OLPfTQw77Oacb8brv8kkulbZk15Oavw9UxUrqvq9LiIdySt2gN5OSpU6wlBqoGe3vs4UdW2uoX19n7BG4mDrPZKv0drq8jtX+sXHvhhRfsi1/8orVpf78OOTPi16n92ljLNUH71PHjvF1aR/LAKzZZJyYPx/zgQfjFn+cH088EAB0Mt5K8CQfGKQeONACCDbxY4rGf1P+El2vIE782VJnh8jWXaz4/2HIj5T/Uh+hwNI3UVrxMvN34cTzP0Thubqv5PN7mSNfi+Q7neDh+DZfeTFPzeaCF9HAtxOEacUgLcfxacpxw4JfNAeb/mAHQUSO2Zj/896/at268w/pyk+0bX/lHm9F1oNOAo9E0fX+93JfhOfda7++xBIASE7ijcdcmdSYceB1xgAd2eHiHbg/1EI/nab4+VB3U1Zwv1B+vK6QRD5ce8gxXX7g+UjxU2aHaC/lCPFKdR/vaaDSE6yEeCz0Hk3ek+pp5N1y9w6WPVHe8TDgOcbxcSAtx/FpynHAg4UDEgULvXuurtNi73/N+O1kbFU+bMLwDkyPJs9fTffl66uuRnCOHU1cCgA6He0nZhAOvYw7wwA5CbHh4h3PYEr8ezuPsiucd6no8b/NxaC/Ezdc5j9cfPw55SWsuz3lzWsg/Wkx9oZ0Qj1am+Xq87XAc4ua84by5rdHyh3KjxUeqnuHaGan+5j4dSh2hTHM7zechXxInHEg4MDQHsi1tdvUb32xZmSB1ykQpredkEhIOjHcOJABovI9gQn/CgWOIAwiXceF1NGEznvdIdyPedvyYdmiXtOb0w6EhXl/oV4hHqjfQEOKR8g517VDLjVbXkax3qLZGSxuNd4G+EI9WH9cPJu9Y6kvyJBx4PXAgLc9sM2fvd6Dweuhz0sfXPgcSAPTaH+OkhwkHjhoHEChHElRHun4khdGRaBiq8wfT9kh5h2s3lCEeLk+gK+QN57+oeLh2h0sPdI12PeQbLR6JL2NpY7g8w6UPR8/B5h+uniQ94cCxyIGaPMPVtHCe+62m55E+A2i3Q3384Uhp+hzkZLtO51WKnf0JY/eW9eqcpGiLRLUvp2xyAvCqja2dguRPwoFfLAcSAPSL5XfSWsKB1xwHECDjwuxQ582dDvnHKnw219lc32jXyR/aHKrsWNKa83Aepz9ef/w4nmeoOuJpo+UN1+P1x8uPdhzKD5VvpGtD5T/ctJHao38jXaft0a7H6Rsq71Bp8TLJccKB8cyBat1r3KDW7/Tv22V92uemP523mn6lyiTLaYvPVitYS2m3g5OUPKRlACfuKS0CSNoDtH6foS2HG/yRK7N6qFUBU4ArpQOw+AfaURYi7mOPlUBJgFdra7t1Tprkm62m5aYbV91JSDjwy+BAMvN+GVxP2kw48BrjAMJkXChvPm/u7qEIn6OVCdfjdMTbDdfjaUMdjzVfc1nKhbbjx835hjofrc3m6+E8tDdUnc1poUxz+qGeH059o9F9OHXTn+HKD5d+qDxIyiUcOFY5sPaJp+3Fe++xnVtWWX95k+0WmFnZoU1BW+bLBfWV1pHK2JzKWlu65QfSygigpDNyR52zrDxF47I6o4Os3A27i22hF+6dWsyVdaVStWq54m652eunqvNKuWplaZvK5ZIVKzUrF0tW4Vy/kq4TcG88ZdYc6z7hJP+dcPa5lpOL4yQkHPhFcyABQL9ojiftJRx4jXIgLlwi4MbP6fJoQu9QbGmuI+QZqa7hyoSyRzOOtx0/Plr0xts4Uv06GnU209bcxkj8aS4bzpvrCOlDxQeTd6jySVrCgfHCgf6+Plvxox/Zput/YunSTpswv2RTFuesY/J0e2biAoGc+da/pduy2ug03dtr2Z05aYIqltKeNCh/0vqT1r5CObQzJGQFhthzRTFqIFf2VMxKKl9TvmolJeAjICT9jjCPpV0FhN5Hmerb7gj/6JQ8Jdu7u99279hha5971to7brPTL7jYrvrVj9rE6dNf9c4YLzxP6ByfHEgA0Pgct4TqhAPHNAcQOJuF2iMphI5UV3O7Y2XUSHWOtY7h2j7cuocrP1x7I9E7XF1DlTmYvEOVHyktTvvhtnO45UeiM7mWcGC8cGCwv98evOOn9sxtt9nSPQXrmt5mXXM7LH9ci7V0zbBJHQusVJ1uvaU2yxcq1prK28TOVmvJaHPNTNbX52TyWdcGpQFEgCE268zIBA7tD891mIHGR5uyanmRwE/J1xihDSpI41NVvaVS1rb39Nr6rTutd6BgA7rmRnCqolrThq7Kl1V97S15gaYVVlW913zoo9Y1eYqDr/HC74TO8c2BBACN7/FLqE84cMxyYCihNC70NhM+VP7mPEOdj1TnUPlHSjsWaBiJvqN17VD7fTj00Obhjt0vg+7D6XNSNuHA0eJAv7Q5WzdttMfvusNqO3fb3NxUmzghbZ3TBF5mtVh/W6d15rtssNhm6RaZuwmSyKu1teZz1iJJMC2TN0BOOt8iEzjWAmEGl1GaAJGOXT0k4gMAqklDJCxjVZVjvVElWxY+qllJGarViq3dut0eW7fR9hTKZi3tllM7Xq+qKg4WrVYqWZvaa5HZXf7BB2zespNs+bnn2QStD0ru66M1S5J64xxIAFCcG8lxwoGEA+OeA7/Ml+dobTcL/KPlH20wDrf8aPUn1xMOJBwYHxzYtW2rvfjkE/bS00/Z6e1TbEZGgKetZvkJMk2bAMjJWj6VtaI+POh/5AVOf7MCOxk0PEqMzN90re78IHq+SHejBBWpe5ETWBJwwdKtIps3PLq52VtVQIi6BIIqAkTPb9pqq7f0WL9s5lon561dNWBK19LSqnVI7TYwuNcy+wZt4eRB27V1sz388zts9sKF1t7Z6WuPxgfXEyrHMwcSADSeRy+hPeHAOOPA0RDYj0adB8vW4Wg4GMAzXB0j0dJc/0h5R7oW6jkUGqg3lB+pjbFcG66e4egaLv9Y2jrSeYajcSzt/CL6cTj0jaUPY83zeurrWHlyuPkqMkdb9/xqe+yeO61a6reu3CzrqmQsj2lbVmt1pKWp1cpWlsqmUtU5a3IEYKIlOgIsJWlvZAJHSKV1XRlS7soN5wgCOyoTLRCKwJNs5cxk1qaS0gLt/7EIKF1LW1H17e4rWC3fZjk5V2hTvtaSNE467po00VpmzrId23daz+aNcpBQEwDL2lP332cnnXu+TZgyxabOmOm0JH8SDhxNDiQA6GhyN6k74UDCgdc1B46m0DmUIDlU2lgHAFoPtvzB5h8rLc35flHtNLd7MOfHOo1x+n7R8/Jg+Hgk8oa+Nvez+fxItHUs1LFvT49tXPuirV39rMza8lrbI7M1OSfQDR393AObnBWkBILce5vgjZwYVOW1rSJTtLTS4ZlcH2g9TlHgRtoggZyq3FynBJ5MQErqHVcboT0COrEGCE0P3uCU0dcB1VgPpHr0JJHJm9YZ5fv9WrlUtGytxSbnM9aRabU5c5fYhAlTbItM8HLVQdcu7d2zw7VX87oXJwDoWJhUrwMaEgD0OhjkpIsJBxIOvHY4EIS70KPm86HSxyL4DVdPqG+keKiyQ6UNV8fB5KWOsfRnuLaa0w+m7bG2O5Z8w7U7XHoz3aOdx2mIH49W7khdb+7HaOeH0268f+GYuLnN0EbIE87He7y3p8f27dppxX17fI+dhic23K8BTqSVkV7HBitlK9SdFkQODOSwoFgQwBH4wasbKqGy/gB+ajkvC96p4t6N4OiHmnB+oAVA+u8braoyd4qAG2wBI1xi5+QhLqs1RLSTq8mmrlixaTMWWrGYtz0be6yYlVaoa7J1FrQPERVJ47Rtyybb07Obln6pIephRIIg4BhogSPxfHV+eUnS4+ejVwdurbP6wGqbipKPEOZz83yPwKrn8HzJnwM5kACgA/mRnCUcSDiQcOCY5ED85RY/DsSSFtJDHK6FOLwowzn5mtOaz+N5w3GIh2pnqDTyD5ce6jrceDi6R6r3SNDU3C7nY623OV/z+Ui0j3Yt0DUUPfFrzfWMhYax5Bmp3kMp31xf/Dz0h7RwTBw/5hrtkhZi0l4LoVIsWqVQsCpgplpSRwE+cj5g/CSAY/pWk4c2/XzjUl2uSUMEhikJmLi5m9YLVara98eFbz1LMtLM5OQqQV4NUjxbVFONtUIwDOxTUTtof/yCIrVZdnM4MiioraI0P0WlyVm2yuZsULTlO2doU9ayDdSkaRLQwtNcRmWhoU+aLDzZjb8QBz9Q33weetScXkcwB+QPz2SuNecP9cDvUHZ/WvORZ1EVw9fSXOL1dZ4AoNfXeCe9TTiQcGAccmCol108LRw3x6N1NeQP+YJwGM5D3JxvpPSQN8Qhb4iHSw/XQxzPFwTZcK05Ho7u5nxH4zzQORqNQ7UdynItfsx51TdP4WjsAS9bo4XReNVMR7y+ka7F8w13PFKfRro2XH2hv4EuzsNxKBPvb3yMyBc/D/nHY8xGpDXX9GgesV4HAIT0i4zMPJJqpyEEky7w4/l0DQ9uVdb9aM1QtQwoyWndj4RmOS9I4eYtXQc5qqom7VBVm6ZSr6/90aEHxU6D1vm4SZy3rfVAdRBaU4WpXMqK6YJlWtRmq1xhCwxVi4MCRxoH6hbdmNQdyjyoU3HEorFpfQ6muQb3mwoNlR7SFIfDplKcDjV3h0obomiSVOdAAoCSqZBwIOFAwoFxwoEg3BGH40B6SAvpIQ7XieMvyHA9pBE3p1EmpDUfc06IXw/nzWkhnZgw1PXoyv6/zXkCnftzREfx9Phxc76hzpvbGCrPaGmhTWJ+h1JnXOgL5UM8Wvvx65QJ9JDeDAji9MXzhTpCmyEO6SEeLj1cH0sc+hqvK348ljpCHsqFftDXUDfXAzgKeUO+eJlwbbzHjnMAHWh9fE2OgAvAR6CCZACLdDDR3MScDZCkLDUd+zoenaZRB8mDW1ZOE1Ja+yPGOlDCy5t7epM7bPbwAfh4XTKnUzEFzXkHVICpSAukauTwAADFZWl42FuoNWMFmb1lWrR2SOclue0u9+6xXGc+qteBGxL/CFI/zY0xxOdUGPsxFj2obLTDr3m+HVQlSeZfCgcSAPRLYXvSaMKBhAMJB8bGgfCCDbnDeWnvXn01dVFEHpwylm5r9yzhup9wXTb/5cGCC4qZFu3xof04/BNvvULyIyAQR2VkLjMw4MIMC6EzHZ3K/2qhpCIBhq/HLq9ISArtl/t6JRBpHYB/HY7qzrR3RMJSrB5vT+UrA5HJi9MhL1Hel9ZW0a06BgecrhTpOe0jwsYl8UAjLMbG9Ech0y5nu/IodYDAg4ACHwYHfcG3JD7Pm5Jb4LTqTKmtofrnmfhDWS0Uh07660Id6xtaW7RAXOVFU2hvKCHIeUtfMFGqt021gd9cT7HZpPooeyCnJVzzfCqD0FkRL4YLoX2uZ+RmOK1x9nbrY+ptxMY4fo2xgj8IxfAYYTeEQIcLveKf80x1hxCuh3Ovl7pEb1lzKFwPMfl8CjBGaqsWmw+hDsYdXsfLhGtR+f1zkfayE7q8r4CfwH/SAxgijfMQnMb6nA9p4z+O5jjzC01KTfvwOBhCEyRQgiKnmtaY4AlOeVjTg6amwpodeWzDAVytoHVAFYFIHfumpywFyrZYrqXNrK3V53qGe0mmb1VtbqpBktkdm6BqTx8Bpqra1Sz1elOqf1pnu7XtZA5krHPiZMsLAJX07CnlCrplB6zYs9Ns916bOHmuDfTreSMAlpXJHXsPHU5g3hR0r+3atcvXI2V0T7Vozrbr2dDW1nbAXDicdijLeqe9eg4PaK5Tf1dXl8/B+Hw73DaS8kePAwkAOnq8TWpOOJBwIOHAYXGAl3kQBBvHSsNz0/p/+6qV9/VKWqlZy+z5NvPd77e0hHkEv5C3uHuXFTZutJ0/ucnpmHLR5dZ58qkSGiccQFdccCxs3mzbbvqhCyjZtgk299c/bpnOA/NTeMN/fdMKO7ZZprXd8tNn2fR3v9fr3PzD6624bYsL/CRQdsa73mf5adPrX4wj4R9g1v/Si7br9lsdYJA3N3Watc5dYJMvv8r6162xXT+51Sr9vZaXW9z2pcts4tnn82mfrB6KWvg98MJq23P/PX4+4x3vtfZFi11Qr2eRYFewvjUv2p6H7lfe56wkmmtaM9G6eIm1LznBplzxBsux+aIE8kg6DyVFp/IVtm6xvmeftl1332GFV9YL71UsN22mTTjjXGvtXmRdZ5ztIBGhh6/phLgAxPEAffnZHVbcuW1/5fWjTEeXtcyd631vP26JZSUsOjioj72P4aZXnBevKtyUQFtd51xgk86/SF/d8w16GN+hgAD5+1562Qrbt7r5U+fxJ7qL4sack4BX1pqMwuZN1vPgfeLZYptw0imWFaBtBkuBlJLm3MCG9bbjx9GcUzcawcFtZ5e1dS+yjuNPsNzkqZYCrElIDXOWcd95281W1biPFtKtbTb/v/0/moMCsQqhj/E4DoxoI1wLfaRcfLw4H3cB0KO5V5YJW6nQZ+XcoNb2CFQMlCwlNg7sbbXe1D7bU9tuxT1mvT0CL1r7099Xsl6N7yDusmX6lhP2yApAt+ienda9zOacuNzap8+u3xuReWFKoKqq50/f7m22+blVtlPe54pau8NHgmoKGgQMlOeM7lmWlfanZ6BoVa0dauuYIHAjOvfttaLaXKQ5OWXONJvUkrMtW6UNKuojA2AtPmEOYSAY75/85Cf2rW99yzZt2iSNVtamT59u73vf++xd73qX5bjPj1DYsWOHfec737Fbb73Vli5dan/0R39k8+fP9z6M+zl1hHh0LFeTAKBjeXQS2hIOJBxIOCAOBOGQGE3C7scesVe+9iWBA0kzCm3HnWr5hYts0nkXNgQI8pb37rG+F561Ldd9yfOlOwRWtNlguqPDz8OfuNDRr00JN333OituXGPZSdMd2LRI4CXE8237wX9Y/5rVEtinWduy5Z4P4WPnbTfZwOonJcD2eJlM1wxLTZho09/xHhekyEOo7NtnO27+ge363nVaCxBpN/LdJ1r7GedYuwR4F4S/900r794sLYu+4J5ygWXmd1teICmEws6dtu/Jx2z7t77sSZ2nnmmZWbNdA0JCpb/Pdt58g23713+0cs8u/2rtfdD6ht6V97rWZev3v2Ozf+OT1ql2AULxsPW737a9d99pfcpbKw+q/wI4KiuJ3XbfdatlJkyyCedcYov/9+ccfCL0hB/1cEx7/QJO22643gZfeipefXRMdWw0mWux/NyFNus3fscmX3G1lm1EX8IBQL2rn2v08dUVHJiS0mLzToGyWh30IPDDc35x2khHaF7zlc8LQN4lBVSLLf7jv7Spb3xLY5x7HrrPtt/4fdt9503iaYdV+nqsZf5xGssPOKjN6ot3cyjs3m37tCfN5n+L5lzzdTafSclNc2bSNJv2Kx+ySZddY21Ljm+0OfDKOtt5/b/7uL+qbFNCpnOyzfrox7XPjTSgdX4Fnoc49J9z77PGg+PXUqhI4zMoLUTvnr2W1ThvLLbabbmKbVpfsMKAQMWqrO3J7bRd6a2WLXdaW+92bYDaZf3FnbZ5+w6ZqxXFk7TNPf4kO+GKN9mk2fOsKo3yk888a6vuuN+27pbWxqS1E4+FV2xyR9ZOWrrQTj3zIluoDwFbXnjG1jz+iO1Y84LvKVQuoXHO2tLJ0ihObtUnA/iNAwaNvX7VTmn/RHOp1GerVq+3ff1F27NHH2vQ0goEHWrgA8RDDz1kn/rUp+yVV17xOU9daH6OO+44e/vb335EAVC/gNxLL71kd955pz366KP20Y9+1ObqYwZapyQc+xxIANCxP0YJhQkHEg68DjmA4BwHHOG42LvPtvzoegmjO/UldtA5U9yqL+7SpHSedW5D2OVCqcAXYbxDRV/TK/LKxKaHJX2tjQcEQ34E9gapaXEyZWrFTtciIDyH9kNcUZ6a8lQLHcorb0/6cY3jalHmYvoRavt2WM8dt9jEa96kymXapjyEksBZz713OIiruccqXYZWmetBH+55KwXoUD3q58DzT9lWgb5Z/+NPvLzXoa/GpcGoPT/XF/CyymLGVZZ2aLc0CdsFfioS+NJZfdlefJplZ8xysFF4+VkrrF1lg6sFJj/35zb1fb9mU3/lg5arC/W9Tz1u27/5dStuWSO8k7OW48+0rsuuFoiSt6pHpU169jG1scH23X+nbfzGP9uc3/xkg65wAE8RtivSdtUkFMJTzOayE2ZYumuS0qRh2f5y5FK4sM/KL/TYhr/7Pza4fbtNfes7LSXBjf4wboGfCP3pCVP1qT76ku2ifFygF8h1TZSEQeJAQzzG5K2wc4dtvu5rtu/BFVbe+YplumbpK7za0TUC4HL3ip/brjtvttbjTrbjPvt52/XTm23z178kbdZPlT8CtaGvIa5ifqX+hjmX7ZomeqXVkvCMaVtl93qZYImNhb229d++Yv3PP2+T1deuCy/1ucGeMWHc4VW6c4rKTwnVg55ciCYh3dapprSJp8ynWMgfQA5f/cM883z1cQhpxK8lEJTO5q1t5lybeuJpNnHqVHuyp9fOvvoaK/btk4nWbgGLAQGfrJ0/dZK1yaStWt6j58I2eVzrs0J+mfY4zdmMGdPs/CuvtnWbt9qKu+62H91yu63duMemLFxuM5aeajMWLnCtYq80c88JpN509w+ts9pjV158nl1w9pl2ypvfa6sfe8hWP/mkzDA1b3VPD9afG1jisQmrrzlSWkU/5olvuNo20Tq4jzsm+geIDCa6hxAY090C33/9139tkydPtg9/+MO2U3N45cqV/gOshPE/hOqHLIIJHD/uM36YwDGvXmvza8jOvwYSEwD0GhjEpAsJBxIOvHY5wMs0/KoSLEsS7HfddZuEiaJlZKKG9qS8d5vte2SFFfZII8QajfpLuMxanNgXVYTbkupIARLqQjMx6QEA8SKvYxR9sY0WSfOSD8JDoCVwHDhTlYQT8lAmHmramX5g1SPWv22b5djhXcIoQGdg3VorbXhRX4L3f/GlbpZYFwR+2E2+UZfqr+xRH+++3douv8ZaT1ju62Vws8vX7xAAC6RJ4rOBF1fbrhv+Q5qm7TLDm2xTrv19a1su8y1fMyKABAC79Ue29+b/sPKOtbZXZnTpyVNcGKe+ffqiW+qRuZzozy8406b/9qesZcEiXalZ+wWX2LYvf17g6QkBUWk8HlphpWt/y8mAn4G38DXwN/A0qzUPk9/6Kzbxyje4BgZQ0PfkE26e1/vz78lET2D2v75hbaeeZjlpvEqAJBao10PbRW+0LvEgM0UgqBEioAXwy0+bpm/tGhPxgjEN48ZX6Zr4OvDyywIxX7bSts1W3LTeSrs3aQyiMXNXxtgwKRR2bpeJ4w51Ny0AtMTy0qx1nHqGwGBac3CbDagsYx5Co8+ab5V6fVybcMmbbfI1b7aMeFtVXyoI5Q+ssJ4f/auA6U7rfejnMp1KWW7ZSQI7E7y/oc7MxDnW+aZ32IRLrwpJiumrAIzitIBOha/t9FUx/YXn9Nn7qzjwnwoCCAyVBd5wHugP18ZT3NbWYkuXLbUOmZjNXbLYHnrwEZsye4bNm3C888VvaN3XWZl/lbWGZ0JXh23bKLPKbdtt5vyF0lossIG+PvvpPSvslh//1F4RCNrVW7bOaZqruj5r0VxbuHCq5Vpz0tZonV2+aoN9W23Ts1vtP354mz32xFN24bln2RWXXmyLTjvHpmqu5FAVif/wuKY5wTMC0MPzqAJo0K9aLWm9zqAN7u21V15+yfIyB51ywLwe+yjwAebxxx+3n//85w6C3vCGN9gzzzzjcxQQFB/rsdca5YyXjc8T5ho/5hrgZxKmtLH7n9KUjZc52LYPJX+glzg81w+lntd6mQQAvdZHOOlfwoGEA+OSA/GXWBDqyn39tm/1M1bcvlZCq4TLC6+xvscelhC70Upax7Fv1SprO+VkSXrRmgo2K4wDhIYAImEohPDCDsJhFW1MDMPQdgSKImGGcoEer0MvWQQdtDbQjKBD+VRODgvSea3B6XVBl3U07awlYm2KgFr/88/pmjRY7thA2ic3MRMAkgaqxHoACcuN4IK81hfs2mx7brvRUhLY0lp0HL6+hnwAhSJfk9evsYHnnhHAWu3am/xpF1jbOedbbs68yPGBhJRMRcK1wGD/w/dZedt6K655TqBnlnVcdqXWpbRqXYM2ZIyBK0zKUmiHFGel/Wi/XGuHjjve+5KdNvVVYAC+BuHD+VdnKqZumVlzrFUCP4GF62mthcnOmWOlLa/Y4KqHRPeztu+556xj0hQJrAeC2PSUKZbpPs5yM2eFbjeErjCGfGHXoDWEsyCAVcUb1vvsvf8nDtzi46wR09hp/CirUANYMI8kpFZlrojAWtKGmwizQh5asNXSyNsgRAfMN7yFhZDV+osW8Ql6AbusX6tpHgyufcEGn3pEAHWrFWQ61ffiC9am9WkIyA3gK4E9LY1dbukJobpGX0mgvxXRjCkfRkdxgS/wH96HcSAmD7/Ak0bF4/iAfrW3t9nkKTIJnDXLFnQvtB6tNxsc6NO6G5mbqb8ld1HNnKgYJq07t2/Wx5OynTh1ugBRlz3y6EqBnx/b08+vsUEh6AnT59j0Bd3WOaPLWturlpfzgpasPnS0lKyjKyVgNE1riWZqDdAae+qFlw0Ny4QJHXbN1VcLxEyxKbNmSLOEiMmc4hkRtV3RhqsVaWrRilb0Eacg072+3T26/aWtVu5DXaMDAMIMDXO3c845R4Btoa1bt64xqkdivOEj/VyzZo0/E5/TPbp169ZGG2vXrvXraCChY4LWWhJDG89HjsNcbBQa4oB2CIdLM+W5n3lO5v05O0Rjr+OkBAC9jgc/6XrCgYQDxzYHeBGGHy+ykhYQ7131lNajyKpegs0kCeHFDRukzdgks6GC9T650nLHH++eyfzFJ+E5blMPNkGgTumFSAgv2CAYhrghgOo97F9sJUQSqDPQU39HuwyNgEN6pAWKBNhUXt7jWtol9EojI61MvxZMZ08+zQUAzN8GX1qNzO3mXDVdr/VHWiaEd+rxTRW9dmVrEXDKyXxOpmz9K2639re91zJz57pQUambz0GfAz71b3DNizb48vPS3mhtQ0untZ55gaW1dghNAzvWh363nHSKpecttNSe7VpzstGKa+UQQOAsOwUBH5HaDcwE4LSWSmuNTIDEPaxJy9YqbUjLshNciExntalknafQAR8DLzlH6BSDOEQc1J8IVPq50jNz50u4zEnrc7YA0AMaX2lg1jxvLQAC8aMSAxR4xsMDYBVNXz3QFiGrNHdOILdelAumYIEW1l2wJ0u6Q/3QT2jFyns2i0+RKSVjGMY41d5pGTlkAOwMblxvg1rH1PfMKh+RzKTJ0uhM9bx1EjyCr1Ed+1PpLyCEOcc1McZaBGjaz7zQSuJ3SVqgyr490ky9YHktuo/31QHTwD4r9AiM1gOeCRkX2sKrYUaOELxepUJ7WH/hbdbpiV+nXKCT+LUQmFn0PXiBmzlzhj3x9FNW2LLZ74myNjMtCcgW5fggw9xQv9GUTp4sM0yV27Zpo/30p7fbysee0IKZKdYu88xJ0+V4ZNpkra+StkcmcwMF3GDLfbWEed2Ilp+Qta5ZUwVoB2yXgMaq51+w9p9k7fRTTrGcAECXtCGZtkgzyexkq1P/h/ZObI+0eIpFfPS80T1SjebxoYwJnt9W6QPQvHnzbObMmS7wD2pNEV7amkOYD6QfzBygXG9vrz388MNeL+t/WGtEOu2z/oi28Qg3TZpY1gPhgGHLli1ejmM0RYC8AEji7TOGAKUefWggAKDIy30cz8ezhnPu63i6F6r/gSaAF97woBlQCl20S31J0PMyYULCgYQDCQcSDhxbHAgv6BBDHYLKoMyWdt15ixPbetzp1nnuhbbn0QetpMXppS3rrOdnt1j7W97BOnN/KfMyrQgQhMCLs6h1QXrLhqTGizQI0QUEnHpAMOElije0QEtz7FnrL1uETmX0pJTAT2bGHKvNmmelZx6wwQd/bvlr3uICKp7YCo8/IDM27Tx/5sVWfuJ+Mzl0oG7A3aCE/KLMtQAKhPTS0y0N4LnzeqvKZGv3d//dOn7tN6VB0pdkfdkOAfM+NEADGzfIvGsTJdVG3nKnnWHy8muq+ACBAeGh5azzrLz+ZbO+XTLNG7DBdWu0W/0Ey8qhQurm7wuJaG3Otpds1z//tfV86yuWXSbgI1O6/AknW1Zfz7Nz5ronM3hNoM74D74ieGJe5kF0oKliLALY8H7L3XhWa7jsO1G2wQ0bLS/hjTEo60t9CINPP2Gl/kHXgJEWBCDi1pNOs/yiJZaTEAgQCICAYwcEgKwzzrIT/vMWL1fSWqO1f/YH0pYJdKkuBxwaQ+hJdXZax3kXCGzttr133mjPf+ydAnslaXNOlknaNTbhostcWAt0EdNXnwOaqyFE6z4EgFSvC+m6Rpw7/0JLaU2RbZbcq/Ee3PCKtWh8mJ/0mVDt7bH++1dYcet2P9/fV/U73yrAeJbA7dku0NEu/YR26ieEcQjnpAWARD5CqNNPxuufqCtimA7Ur6UC5gVpUjdu3Kgpr7V6gh41OdrgfqhoHuLHY440josWdlurNLXfvf56u0GezKSjkBnXVOuUuWL7tEnWs2ej9VZ2WF9puuotujvpktbo7dwhz4h8KGhJ24QZchxSLljP+po9KFOzf//3b9onPvGb1rKlzWbNm2st7pkSAqECwFknFiIYA485jGj3tIMcB8YXoPOk1h8drw9AHXLywrjG50IAC7isJgACxgIEqCP8mGPw88EHH7RHHnnEHSDsk3aU9llv9NWvftUWLFjgYMP5u2iRg5gvf/nL7pHuzDPPtDe96U1O41lnnWUTJ070ugOteK179tlnjfwEvNYtX768UWe4j59++mlrFV8BVFO15iuEQCf1AXruv/9+++IXv2jr1693rdg111xjZ5xxhmvH0EaFAP3hHoEn1BPeByHPazFOANAxOqo8C5Jw+BzQcyAJCQfGLQd4EYWXU2G3vuS98IL1r17p/em64hoXvNtOO9u/8pZuel5mXM9bn0zk8jKvwmQLoTy+fgTzpJIEb0nkDZ7wsuRlF34uwMYeQJyHr/fhBdso7AcRjQAl8pKHgBBblfe37PHLHQCVX35KQu4GS8mEpLx+nVU3vyQNkfbNOF0ey56J+kRZXzwtIQuAUEM4UqgKkKQXL9MXomvOuwAAQABJREFUu/da+dZvW+ln37WBs89zIRgzmhDob1oCSkmuq6sS0lzeYu8RmbSh+QmBPhNc8EDLIWBAqGKOI5Mek4YitVhrKn79v9vgirus9OjPtY+QHD7s22nFR273H/lTndMtf9bFNukTvyevZlror3pD3YGf3oY0OKEv8AU+QWsYW+crFXZO5K+HytYNArZ9VhP9aO1CKL+w0vgNFcqDH9Eid2mG9BWaNoIwQzvQAy0IUVXxg3NfL0bsIRrHMIbQ1CqN3SxpyaZ97L9b/6MPaS3QUstrTQj7ATnNqjceaOfVZpfSMsmc0d0k1wUt8pnmRq3O9xrr2LbKjNPnq/paf//V+ndZ6Yl7/Bdvh+NU+xSt/5E54qmnOx9DX6GLr+b0I4wFfY7GYb8w63XU5wFlQt7mdsbFuejXgIhUv+vUF7PzL5DJp7wnZthbx/fX0R5g+uCAt7y0tJv75DFumwTuxx551L5z/Q/0XEhZx/Rp1jmpU+Nblge5Z3VDlGzqvAXWOXW2tcuJgmqT4wSBV3mFm6ANg7qk5djcK+cCE/SxY+EM2/NKxW780Q121RVXqM20dUnAB/RghseYQl1EJ/OGjyWcam7oueT3gvLSi4MNlAXYoO1gz58wlj5HnS8ROO/T/fSVr3zFiM8991x7xzve0QDEtEl+QpgrxPw2a2sAND3EAK1f+7Vfs89+9rN222232XXXXWcrVqyw008/3b773e+65of5t0cA8a677rJPfvKTDn6od4OefzfccIO7yib905/+dINWgNT1AqJf+9rXXJPF/XnLLbc4gHrLW95iH/nIR+xqmRe+oHcAIAq33u9+97vtyiuvpOpGoBw0Yg74B3/wB14XF9GOfeMb37DLLrvMrr32Wu9D6B9ACdoARRdccIEDq7HeE2PN1yDwGDpIANBRGIz6PdSoOdxUjYQxHBzKQ2AM1b7usqBeP9jAQ6ERdBg7ayQnBwkHjhYHeF6EH21wzAu+V8Bm9/0/j5rVpJyor/BVfb1tO+V07elRtL03XSfNzqA7CujSGhnZOziIiGuAEApZyxFM4EIfEBCDgMwanPgzCyCiiho0QUugyW8v/QlOEKif60HOYa1H+pRTBTBEsASs4mPSNLTLccMWaWcQvCdPs7LWs0hSc1K83/qK7WBKwrBq9nTqLEmYSl/1Nqs9eJeldm+x4ne/aakTT4mE+HpHADlosGryilWT1zcP0grhCa8i04/4vR1e/g4yWNeiUJNALSmgDr5kmnbW+XKccJq1bP+AFZ960iqr5PntBbmylmc7ddRq8sRXuP92X08x+bNfcC9ZoV5o5hi+Oqio9wXe6HurtxF4SdvQXhF4awQ8nPEykbaIMWmE2cdZatYCB7+NNB14W91LTbZHDeE/ApH7HQJACyF8Sfa1GUHkhC7RzI/g4+5HqluOIzouvtyBjwo38sTnCVmpHyE3nk59AG82OCU91FvCK1e9LUnIVmvtcAAU9bXeX0wf58ht+8x5dUoCQeKrPI2ldY36AD+hr4EO+EHbYTyctti9RXqgk+PxHDR03pcAMOBrSetsMHfMapPSSgVzQWkNtUEpfKhKudorM6ut0pQ+teoZe0UmcK1d82T2Nk0aIt0v/XKfvbfHOjo7bHrXFGsrar7u3CMApftU92VXutUmz5Qb8/lzLCfwukUv2n35rOU1NzYX99mKBx+wuQvm2x59tOH5M2XaDCis81vU6jkBjW4a6rHGW3MEd/CHGhhD5jWamDDHqCuMMdcASXfccYetXr3atWNoRDql6QQQIfzH5wHlWEP09a9/3X70ox85AOK5REDLAzhBg0M5zMoweZsxY0ZDq4R5HMAI8ze0NH/7t39rs2fPti984Qv2/PPPOxD6xCc+4Y4TqBON0n333WcvvviinX/++a65oR9/+qd/6kCK4/POO8/vEdYhPfHEE94+pneYt3V3dztwoQ+AH5xBoE2Cxs985jNOG+CP+gFhgD/KEe699177/ve/73X/xV/8hWue/ELsD88wAObtt9/uZoannnqqm/ORBV7FeRcrdkwfJgDoSAyP7mceQIRws0Vn+9OjayH1wDh8GTwwNTk7WhzA9rg56JnRCH4zh7P62IabO54vZEnihANHigPMvfgzpHEsIaFfL67elQ9JGkXYNdv8/31BQrDW2MiWvyyXxqTXJNkU5aK5qDUyab2UI0CiL631gLcv1tZIQghJ/uKiHQQjfqzBcAcGysHicoSUuHDpwjzaC7l1VoPu3piF/eTxa6oLEd+ffghb2vgy1X2m1V6Wx7RntH5JX2hrvX1qQ+6zl57iLqsRxBHNvf91YdmdA0gDxK3pu9vLG5lpobe94T1m3/u61TY+L5lJ/JLpWCTWgxW07oXyeulLsjBbJzrUh/KWjRIAF0ny329Lzz3Nr6ZruP32ABCbOsNBYmX3Tm/XWHMiLVHugksse8oZlpUXs+q6tVa+93aryf14be8Oq2rPpOK6ly0r7UhadYTnBYK5jwE8qWuz/OkjukknBJ5V5Q2utF1aqxCkUaoKkMEHAFMjyCVx+sJLLS1TJcm34k/UDzzAZQRUajL/CXUj9IV+Ur4xn3TMNUFrJTZq1lhHYDuAoBB7HWh9lDXUvb/U/iOuUcYF8f3J0biKB6EscWmbvM/V1x6hgUtpvLy8aGq8E9vlVUsOLDLnX9zoB3OfPWvYPDUlZxSUCfx24Z721Vb8BynhPEbWa+eQ+aWxE/O9n35fwgN4iaaFUOEjg841T/ggUJAQvXv3Hluzdp3SO7XuR9pYzd1iaZ9/gBBTdbt12KA2OS1I+6OlPn7/VNlstV8uzHdvt87WFluy+Hg5SWi1dRvXWjtzT8+EdbqncG6wV1om7uzJMhWFJuZGVV7oqroX/J7W/RpAEK7w0eg1zx21OmRgPOPjjtkb62/QkLCGBvOweGBuAGDQMlKWcwKaEYDBVVddZQj17BfEnMJsDDBwzz33OEBiPQ9g4rHHHrNFixa5pgnwQX3cS6yvCXXSTzRG1A1daIzQ2nCM+RoxIIxnJgF6nnrqKQdcXPv4xz9uJ598sqejqaI/aJSgCw0X7QDOvve979mNN97o5nBobv78z//cXYDj/Y4fZnIf/OAHXVsESKMMQAcgA+0h0D68Ic3vQdH/YznEABhiMgcveZah8fr85z/vdEHjG9/4RjvhhBNCNeMuTgDQ4QxZ/cVBVD/02vxYf/zlwrVgxhEyxV+EoYQmYBKONgd4c/r//Q3VwZC/VOupBwAkXrRKD6NzAHbiQhISDhwFDvBC4hfCoEy6Bl9ZI6FxXUiy/pVaN8PEVahJy+FB8mx1m4TzDestoxcyL7O4S2IcDKABAgAF4YE43haCJeZJhJq+5pZlS56VMK63rtenzFbcvElrY/Q1FBL15T4IorTntCOU6xpdqAkcpbReprb2GattXqt6BEL4Oq30mkzNhAUU+FMvixBOPaI1ABvqxDsdX7RTJ59utfuWWHqTPLxtFz966poeagCQSWNSnTLNav7VWTWjAVr1uMzCZovW6Cuv91114g68LM2aSaAzaY3kpk5aqcnez+KPb7SqvO6luqTFWrDYcudcICFdi/8pp7oxias8r0XkMomrDfbJhGuLpeXdDecU0IuQAj+II01HHcToGmMS9SkSWBGYyhJyik89BjM8pGbNdQ0fbrjd81q4MEE0aoG6TZOAx9gpHfDDsZumKaY++hh+QTCjinDN2wdAhnoVkxZ+5AuBtFCH866eN1wnjqcreyNwGAHYKJF6+RUee1TgMVrsjbOMlPaxIf2AvgLSJHTW5FaZPlJD6Kv3V9dDfdDHMTF8RyjlnLg5hD4Gmpuvj7dz57G4E41m/YyxZJ5lALmaH+KFaa8kDbDvsVUU6O8TmN+6fZdlWycIxHQI4EhbJG1PTTdvTqaXNc2h4r5eKW9l4pafZPKyLfAkByW9/Vpj0mM7pUGYmtZ6M92pCO4VmdZVZWLXu1Ue6PSBZFCgPq960ALxHQHK/K+0TJi9AcjwPMgGw4wJtB1KYMwBIKeddpp9+9vfdpABGPL5VK+TsQasMDc4Zl4AKgAEaHNonz4sXrzY8wFU0KLg5e2d73yna2UAAjg6ABTgoCAAKtoHYIT5BJDAXA7AAV2Aq6AdwksfGiG0UazTQXNEPS+//LKbrkH3RRdd5OXgBVoatFQAEGjmxzHmcNCPlgfwNH/+fGcdfVy7du0BbaN5InR3d7vGCRM51jKFEO4h6OdHeczlyHfttdc6MIRmtD+0B70AOLztjeeQAKDDGL1wq3rMg0Z1xUGPXpNee00qaL+367c/J42y9QN3HXsYtCRFR+eA39z1MdE97iHEnDjUUbpkLM/lQEgCFVcYM/LyQiDUi/tx8ifhwNHiQBDU+p5/1vfNqcptdEre0Fq6BSjqjbK4nnzpwRlW3hi5li6tftZqsyVQYtqlZ1MjaLF5VR639LZW0v5ZnMnqa7q+FtaUXpUAnw7gQS+6wRees7zMPNLStJjyVfsHrPD045HWBMAhMze9xZ0GXqSBMFpFAKtKOEgt0749t0sQ1RoaJUY32ZQFVpP5GwJQXESlL/5V2O897j8VqfcRl8fQlpKDgtoOrSca2KM1RXUhmnzqLyCvJiEC4TqlNUZW1uabchRhWkOUmi032OonQnRqUJu1rnnZKtoMVa7fBG4EXubI1Er9gfaSnDbU2AR1wnSBrnMtzbogaRwIAKG0nDvUtPGiU6iPWlV32hBpSIIwHgSK2Ai4IForaB2Uvqx7X3HkoOPS2pes9Jjo5AHUpq/xC7qd1nKf1h45L7xp0aoNVXv1Zd01Tcqu/NCQ0dfzsjRceEbTp18XZKAj4mcEiDiHJtL8FwarXrU46OmN09gB+SkfAvUMG2IdxtU5c66WkyAs4O2b5soJRunBe3yTXMtJq4c2a+58bzvy6heNu88VCYoVeQ3k2Rv6iic4pwWNngRRXHZDXwihf+GceRloj+cL14lJH7FP8czH3HHoe31MdOr99HFmVH1kgRt+r1UETvDmVhgo2D7twZPR2GT0QYJ5xvTjeZAxrdvRx4RSWc+MfNFaU9oMGL9ZfGspYCbXZzs2b9Bmp/oQov2B2qQtsg7NPY3Jzm0yDVVZQFapiHa4JKeKKst9rLGoyiQvjBHnAKAIoDmho3KXsmx6CgAAQKDpALywvuW//uu/5NHupw4gMPfCJC4EwEGYCwAhtDwAIIAKgAcTM66jmQEEbJeTEMAHzggAHGywiqYFTRDtAQTIy7yJrz1Cc0LZHdpHCwCDNgfgQt0AH0zY+KEh6u7udjASvMlxjokdgboBKtBNW4Ax5jFmd6wBwmkCddIPNFSAMPKzngfTOzzOAQoJ8CzQC/DChTdtQXscGHIMyLvpppucRvoLj2kH73fwjRAAmZ+M0z8JADrEgdNcih4w9fLRA4a0Otgh5poyBhexPNL9po+Vabx/qDAWDjyLXUgOD4oD9ddBvYy4qpvd0+oXiPQqVTLQNXoBRt8ZZQ6ki8pOql/3Surj5C/jqLqDoifJnHBgrBzgWUFAQNi78mF3EwwWz2pzwrl/+OeG8UQFUypMRyRgFF7ZYHv+4Q/11pSM8uSjlpJzAa0G1/zd/zQpy9bftJYlLVOpgH8ioU9ffrXYOSfgkJKWJLfoOCus0OtBbff94NsydytadsFCrS+Z7OZkg3foi+ngPtWhe0freDLzFvkLkpej072/SZlxSThdssxq2rQ1VeznhlInWqwyVesNMI1RSMeef5TnZRsHbvSBtJSueRsXXWF5rSdizVPKbXO8mggokG/OAktRxcJlln7hUbPVj1rl5g5Ln3eJgOF8dxNe094zlR98U6BstwhQPzAtO+dC1SEC+c3XeprtMo/bs9VqWvdTfOQBy+o6G27WJGSUVz9t1Ze0UByJUR7J0moT98LQ6LTqGKHHn/miKbAEc7viOgGrRx70sQUIlZ94WOuiXpFjiJclQAqALjnVUt2L9UVdgFT1QU4I1W1bLPXsKvfSJkjizymuVUVHWl/wawJx+QXd0djXC4a5RD6nx+uMVcqFIxbqD9d6fSXNuYEnpYHrYNNeObfQupDi/Xda5eWnmdxaz7RY4FLgdN5851u8r3IJZ5WN6y31hDayhLc8kBXgM3zPanF/+kw50dA8h+f8mB8IiRzH+10n57UZaa7DGWeLhpU5CG994vBxlvFWnCJNAcGaX0nmaCWBoQIfA5QnzXiId5lU1nLMaz4oKM1d5+tDrt+nJeXxNWkyy90jpyCpknVqz5/OSdO1vk8mc0WZ2Yoa5iYOV4oSqFmjmGvDcYa0uP5BRg8p1cuzLcW4oYlUWympmOpD7HQO9wcNy89+9jP3cvae97zHlixZ4mZaV8j5Aj9AEMI6IAOQQOBeBBwwLxDeOX7ggQcchJAGP5g7HDPPAFWUAcCgtUHjQzlM5EIIgIL5huODEAAYAC/AzqJFixxAUCfnbNaKtzq0K2ir3vzmNxsOEAA3gKhly5Y5uKIu6sGkb82aNbZNG0njZAEwFmgCBAJYKIeHOQAQ7QJ+qB/HDGiUCNBKu4AlTOq++c1vumYKuuMACFpwihBC4BsaH0znAF8APEzf8HRHYH6FezOUGw9xAoAOYZT82cIfBf5GXyfrD2Y9JPR4licjHr461rlubx1Hk8RtX+vneqJH6aqlXh1VJuEocSB6sOpG5Z+GBtDDF8VUKlKJM3IpmQiktVg7hfQkBBSZwylN6YwRXx7Jx0k0A6K6jhLJSbWvMw4EgS0eF/X1e6+E5cH1T1t2wkzrlBDfrj1oeFkjCIQXd01AJLv4TCu/9LhVnrvPKtveIVOtSDMT2Fh9+KdW1G+oUL7qfdZ28RVyK3yOtV7xJhu85w4rr3vWSi8+ZqUv7DfNipdNzz/RsmecI2BwvtPjglbTw4z7pAoQW362pR66S2/ifdoIU3QtP8OrQuAYNfgHJX+IRlkF4MpXvNUyjz5gmWfvO6C48w4aZCaWetcHrPa1TXKasNnssbusqt9QIXXihZZhjc9yOWyoh/x7ftUKa1eb7XjFbKs0RV//v1b5ZrsE+SnSLm2UEAg9oh1PdudfEQnwerAg0CEQIRAM1beq9t0p/vS//BfaasQyw0svOtlaPvIbrlnDCYKbMSn2544ypp+824yfAmnwl0DsnNQ4Zt6uNWCsjRIdYUyIoQeBxvPDo6YAzUGQIXZeKg/H1EUI1/2k/od8IT3tdey/OvjAbcZvqJCasciyl73BsnLoQQi0NvJqk9TMihvN+HG9fiHEJZluZf7ii5GXQPWL/oU+e37RFfoQzutVvKYiNp6NtKZRf50/mgys/0HnA7DxNxbgQz/4BODAdK2tVSC7uNf29GzTdwmtWUsVNK/0zpPGppbOSzgWiBFA2qu1bgWVKPb32oDMP4v6+JCVM4SUtEXIMiXtNYS7/EHtotqieZwTOMX0raSPJ3ykoU1oBASF46quc83X/3AvjSHwzLv77rvtYx/7mAMH3F5jnoWJGUDln/7pn+xf/uVf3FwrOERgbgIOeFbSNjFAAJCAJzXWu6DpCaCHewTwgJCPswFM5NCm4Lo6HuLAIQ6AqBewAzBhXyJAAwFAhmkcYAYwhdka85V06qINzNXCvUQ9aHMAOtQPcOEaAAjTOkANadS1aNEirwtwwo9A/fSLAN/oMyCGusJ+RPAj9IN3Cu0BGi+55BK76667vCx8ZE0RWifWHJEfbRhaMEKgN/4c8AvH+J8EAB3GAPGQ4R1SFciJjnmw1NP8OaObHQCkBw5gqMzDRznDOQ8kygetUURKHTgdBl1J0QM5EIEYBBJu1GgM/FjZADaEDMCnfp2vqNzQXCGmDEIIL3bGLl0HTl4w+ZNw4AhxIAhq8ZjjnbffZkUWx+vZkpk0zSZeeLmeGXUhhgdIPbBBZ+a8C62y5hktLpeJ1aqnLLVoSfRACplGib1e1ZmaOMkm/snnrPeH/2HFn91gNZma+Q3h5SUI60tt7uJ3We6at/rCf90kukeGFmAa/TnlLKs98YC0QACgiVY96VTvx7Akxfo2VJ7a2efLm5WENWlp0jvWNbLQnn9ZllCQWrTUap/+rNltPzJ7/D5L9e7SV210Zwp84Z6q9Qtvfq9AnEzcBBbjITV7jmV/+9NW1fqh6iMCWWgsJAhq9bi+pCunXEmnpI1LX/YWy1/5Ri8a+opQQQigwdP3D5VfC39S7TIhlBYETVru+BMtc+Wb5OJZDiLo/yg8CHXEY+9/vVygh+vDHcfLxo+DUENaOKY/4Tjkpd6QRpzyD0dAsyGChOpUh7z5zVtqGZkU5qTJS82cI4992mRziOyHkxT4EOJQVzgnfq2EKuveJLwy7/Vk0FhH2jCW/7jWBtkjDYeje8M3k9UQ5eW5bba0N9i11bQur6pNT3FSgEZ5UAAHgFns1fo2mcr19eyyvMzg8FY4oI2BLS/NdGXQpra1WlZl0mo/hcZIe2lNkFOEFt0fFe0PVCrKZk68rgr4qHKXkfAKGGlbOBcoAaDVhafRhgVgAWBBoAe8sA4Fk7EwnqzT+dSnPmW/9Vu/5W6lv/Od7/i+PYAGBHfyAUIAFd3d3faXf/mX9pOf/MQBEsAAUIHWBTO6v/u7v7M//uM/dtfUeG5D2/ShD33IAQRzJ8wl5n34sEA6eTGBA5hgLheeAwAdAAtaFsARZmuEAMwAaQGwkB6AFNcBPIA9wA0gCY0U7UIvbdM/2oE/PH/oC20HuiiHySCaL8ouXLjQy5OXOmgDugB88AVwc5+80tEP+gkoetvb3uaaIwAdP/rHOK6VuSCaLTzL0e54CQkAOsiR4ub0Sa9y/jgRwMnO+IB+b7OSHiZF3chtBb0kZCZZk+vXFF5N9EKQyavLDyygjR5R0eNej5Pogq4TSMXCkkezasHi1gNpXNNjxtPlMye6cFB/9aVFtSPaUzpd1Zcbdl5mgWSsPvqIJqSixgf9C5LKKJFXVBazA/LGy+gU+vhFlEe1UatWFvhf+sOPEGI0Y/GAKRq91GNcP3k7UcwzOyXwyBcmVSZ1e1SeW8yf51QBLTQDmNEDAc5JiW0lHdLbdhHGZnw0TNZyTnwFyCh904O/q69WG6yiMQIMAXKo1z9qqXRa/YUqXXSe0FBk5lJvCmYpzZslXxISDhwCB8KLtDnm5TT16jf7hqeVQZkDIVzqy76vc/G5pzmuFxD5qtrzo+0N79QGk5dL8JCwIVO2sDYifeK3/WXnAmpssnK3MHl5cWYkdKf1UqMuzgEEnR/6mFWlTSjt3mE1vbz1qVIe0bS3h4R1hPS0Xsp4lYrTnf3kH/o6D25ZE00hpLSnTOWP/1aCjm48CcLyses0Ubb0iU/LHEc0y0FCTV+O9fnZ7ITlVvj0X+mRoHsMsFFf1xLq05vWahdcbJUzZAJV54U2HtEaKT0dRRMBhw6+Zui9HzV7x/tlziZzt16Z7kkQymphPWZZab5iis5gvhbq585Oz+/WWp+5VrvwCpnK7dEmrAJQgC4BxNREuZDFTEY8SMEH0QB/mwPpeYG93P/5e3fQoMdFg1/wGtMu2oaPzhfV6eCnXlFKAl266wKrnfANjQ1U1Z89KsO/6Lw+huJbulPeqFiXVQ+03+CP0uJ05mSGOP9zX/Q9enjGZVnjBC2xvoQ+MSfCcaibuDmtZY5M8GTaOEEA1eemhGJMqDiu6Jj3X4U2NAdYc0b/nT7xgpDRHlbV//X/MrF5ZDdCaIc+Oy16t2Y1vhl9/deAN/JxEO9vOKd9ynEt/jugoE5CO83px/I5gMKfAQAJeBzvI3NM7zb++RofGajlZFrJeV732lI36cIxggTpFnmOFI+qfDzQGiDATDtONzRGAKJyquhmdCltgEq+rOrJOHhFiyDBe7Bme7Xu5fTZ8homhqEB4n4HcOFRMvIqqTQ9n2o+JwR+RK9rOXlbxwd8GIYjqLPBK2Zv//N//k/X0qC5YUwZXwLgAiCA5mLNmjU+pkuXLnXhPzwvARsnnniigwrSGHd+gBTWDhEwK/vSl77kXuIAA3hZQ4vy+7//+w4iAAHU0xwAA2hSCIEmjtG+ADIAIdAYwAljN1RgbRL00DfABuAIcIZmirapg75DN+eEsPktaaF+0gE/gD74Ak0BqEATPIJXgCTccbM/EcCHfGz6iqkb/AM0wSv6TP0EgCj9RUMEQBpPgTmahEPlgG5WFu9Vsx1WbptlRUnN+r5gbZoYbkElTQJeVSRFu/xOMxmVQYPgcrvyAohCQGDg9uXHdQAQ+QmkSWzwBxEvgEMZOGBF9BiMAFBKaCAFAFJ9HtSWH9GmDlJqPKeO8E/La52GbI3FkbrooKNezjNHVehV7gdc8b64FKSXDkWiLI2/0EII6ZTxl5u3B3TRuaojpgLecWwnwkNS4lEdGMXKewHPrbYBndFxBsbJXAUahFdlG8/4iPd68IKL2HfCTdu0BwGaIL1TnU9Z+qix80HQOAHE1JOoXQjzHipKQsKBQ+QAL7YQwjGxCzP1lyLCdV4vOV78fGXlBaSTA4Q4yiD0I8yjCXJhQ2nhq2pKaQRf/F+/L/y8fuzpTPz6OfU5ZQI5qbZ2y+nFW+XrqV52etM6uCIveTwv+fXzOuXOGDOw6O6Lrns6L00J3Mroefmo4nRTjwCF59FxKAcoqU2OhAtetvFfyCu/uw4Iw8u4ke616Q6tC0QpNwMR4BLoYl0Jaxvw7ub7D6nuYYOEDkke0Z47AhUpNk0V71PiAWul/GFRbyP0Zai64L//Ym05vzSWHiOk1vnh53Veel2AxRbROE1jGASlOj9CWz5+osNdQ0MPY6ngdYVMQ8XKl8WbXCxQBn7Gywbeky1+zDlz9YD8qpM5m9Mvo2vM25T6ydyNz98wx8McDXUz7j5PSIjzQaeh7TCP8XqnQfZ5TfZ4CPS/ij5lCtdCTDnqJpAWjj1hPPwRzcFRiG76pv75Xaq0er81JgjG9BEAOV0AcqbmwO4+AZiOtrrIovF3kISJmp43km1SfJjQ3anqZc2iQwHQlg4Bf72vMXOrCiyVJVwP6iPB3NOWS8jvs7zepznK6h8aID5EAnwoA70Q5f907ONEuv6NFhD80YKgQeGYvsTHkvLsw4Ngj4CPJgRzMM5phwBwIA1TMAR6tC0ABLRDeFVDowJQWbRokXuBA4CwZghX0AAn1u6gSQF48EwGWBBYt8N6GczcoAntSphTgArOQwimauQlnXri16kn5PHxEg1ogvBCF8BP0BiF/tNHaOE8aLwoi0MG+kM6POCYgPOFcI102seUkDTCWml3mC/smUTb8ArQA63Uxf0NUKMM7YynwIxOwiFwILp5o8Hmq2xFknlBNy6L/6KgF5DfaDx1eHnXk/3ejs49iXN+fqI/0X8XrT3JUU90HUCRQSCvh/1HIWX4OGoWWMDNH5XU95KINop5hnr5QJNOeXS5FqSmhbkqmxYA8rygCQiiKjrXOKVOvUDqlxr1RlmUGoWoy+SKwv4jquVMfxWpqkZAq+ZNKq2RX5miuurZOIE2pdfJcuToz1ouCdRBXbSIVrKQnuQVgSNkhlRanmpq+iqpfqLt0j7qKsFDWhezfJ3iq1hTe/VmkyjhwOFwgBdJ+PES4pgQ4pDGeTgmPpIh3tarXmQCQWnJ+6FNj+M3Z4wQyvIL9cXril8LdYXr5A/Hseq8npAeyoc45APohDwhLZyHvH4OcNFL/KADDwi9+NlbqTmEfg6VzrV4v4bL21yW84PJO1T55rQ4HWOtv5mHlIunUSe8b657tPoPGJNYnZSjPubGUHVSLox1oIMyIwXq4Ueg3tB2/Dz0gbSx1kveYyrQR/Wvof3Rm4x3mXddf0jn7QUPMvowmxGfcSIxWeDg5BOW2t0PapNfeXfLtsqxBPOd/4xFUR95JXdUVQZZAG1NVe/CfFuLvJfrwwwfVvFOKVO2fpnLsTHqwrmzbZ9M5mbMmCpFtNzU65Xs+1n5eh/RqPeum+vpxcy7GZqqqjd88B2JrwARwA9gIh7i4waQwYU1i/4R1lm7w1qcl19+uTEXAC44NAAcUR+OA9BkQAvaG5wH4GgBL2iXXnqplwNQXHfdde5kAVfVrDuiPG1QHm0NGhq0MKTBPzQv1MkxgIb80AJIAVzQD1xLcw4ogXbmK+VwRgCg8vFQZ+kjbron6SMTQATwhskf+WkP8IImBtBEm2ibiAEwaLUAS6yXIj99xByPPgca4SdtwQ9oJdAv2kDjBuCDfspCFz+AEKAL08C4xskLH+N/EgB0kAMUqWp5OemBIHUCGgRuXFT7ZU0cPTq0mZ1cqmL2yuOGB3asDfLyNOAaF1RsfwhSvT+r9Uf/3fxLOfDLT+AG4KjslUZpfmEMfzw3bagO2gYnkObN6sCVGiSIxoYqmqy6WcABkFoFDCigUveC1FXHRKR7OWWMvNDU6SZPcyCJtoYKIoxelnnoClhCJw/GtBZZpuSggFCRnRoPZGcuJEEOBIpWaKBqJ1UzvCivNFWBnGybTGMm6GtRXg91Fa1l2RhN46Z9DXAhm5H5SFX18lGxKs1YTqAHkJhRWko2jJGLUDXGGEATpHjbanOoPupyEhIODMWBIJA1x7ysQhrH4StbvA6ux3/xaxwzF/05oXy8zMhLXfEw1HwN7YZ8IU9oK6Q35wvp8Zh2m9vk5RhoIQ4v9dDn0F6IQ32chzRiyjWnkTfkCeVCHPKH8xCH/CEO6SEO6aP1N/Qj5A/lj3RM/aGNENNG/DjeZqA7xOFaGBfo5lpz+eZzysX7GL8ejomb2wnnXIv/qCvQQN2hjtDOUDRxjRDyEjfTFK6Rjzr40U7IF86Zh6THr4Uy1EG+eIjXG08/po5Dfz0WZfXzKNa9T5/46VBwRu8yaWZk7pbHRLW8w66+9DJ78pnVtlOurTtbJundp802tacPViAZXqi4tFasp5ObvbVLEG7t1Do1OU2oScNTkHv9we1aK7Snxy5Yvtwmygxz7UsbtTZnnoRmmaUK+GC2iymkXMKJDlEhwRnzN3fgIHp0pNfpgbwfisdobi688EJ3X82mpAABBPuwHgUQwRohHCEAeBDm2YgUsMAPIR5NBov4AROksaEnm4refPPNvn4HUy6AyF/91V/ZJz/5SXeBHdbg0D4AB7CxaNEiBzPMGWjBTO6GG25ogAXAA4AIkMN8u+uuu9zzGvlvvfVWPyf/o48+6pokABSusQEYgJ8VK1Z4v1iPE+Yl2qcQ6BvrgtifBy0M2hjWH0Ej7w4AFpoctEW0DWiDZtqg7jvvvNO95cETNF7QiWkc4I9z6oGfAC7AIvEpp5zi/Qe0BboAWsHVd6BtPMQJABrjKGm+NgKH0bkeB3qgtEgoz5eFAvQgqPVp0n3zDis8t9Eq/Sy4w1xNgrcKISuzKJFA5LbP3PKSxrFEI4/L1PqTQu1MiLXrF0njQQTogAgKhEDecB7KNc4joZ1k2sJlapEYqnhBCfSAaRzX6EbNqP0WnWOiBwByQOPEqI8qg3lZSXVQl+/eLJrIR37hBo+h09c+0bFYCCQd0LdwXVkxzeNaQS+qgmaogw0xrF0AqMUZJ3Ck/hf1cC4pKz/9tzaBnBY9UKEDugpaKDQoEJXX16YB2cFNO3Wxzbz8NGs7d4k0QWpHfR7AZacWCznNQlAZ2qNBxkV05EQHG8nVVMDN79R+2gcRQAS4FW+UW03CxiQkHBiVA9y34WVG5nAe0oh5WQbwQxwEtngcysYbRFjjh9BHTH7CSF/mhhLwAk1cC3RRT0jnuDmQN9RFu0HwJF/oE8eBtpAebyOUDzHlOA7n4Th+Hq+P9Di9nHM91EObBxMoF37DlYvTMlyeeHrIPxpNgW7KhuNQNtRHOiH0k/OQJ8S0Qwj9iKeHa1wP6eGYMSQtpIfjcE6+EIbrC/TE64mfB9qpgzwBmCDIIsgRhqKPfIEG6ojXE8qEvhJTd5wG7ifKEBM45no8jvcnfuwFjsE/jDDfVqOhDs8XxXVavQ/IFHofklaWZzc0Mx0T5LZaXt0WzZ9pH3jn2+zb3/+BPMsLoGTbrHP6DMtofx++5ub1sZC9gbL6UAifUvpYiDt4THOL0jb0bdtkgzu2W/eM6fbGa662taufl3lcTgIz++W01x0h6FlU1T48mMFJcNLIiGb99M6O1gaRMnpAKL/88svtgx/8oH32s5+1iy++2Lq7u11oR5Nx7733OpABoLCvD/v3fOADH/CKAQ84MjjppJPcZIuYufRHf/RHDkw4xpQLYR4wAOi55557XEvCfOF37bXX2kc+8hEHVsxF3G6jAQE8vfWtb3VAdf3117s2CEcK3/rWt+zv//7vHYgAqgBbrKUBSHzhC1+w//zP/3RHC4ATQBig5OMf/7gDE8zsoAmTPPoD0CAGpJCO84fzzz/ffvjDH9o//MM/+D1Ef9/ylre4CSDuwL/61a+6RgjN0Ec/+lHXAKEdI/1v/uZv7DOf+Yz3GUcQmAECKAE2aL3QfqH1gtaw3xKanpUrV9o//uM/ej60WdQDiBpvIQFABz1iCMO8ZKX90Y3s6ua6EOySuoTmnU+vtcoTay0rU/NsGvtUdxvgDx69ThotcrM7mFDMMVf4STZ3wZpHBBomV3roycarjpr0uK6v5lHCQQSgC/79MWujZVrBqQCtZoRUUmhVlI63Om21J/BStVY9oHhkogsBLOE2M621MgAoVulE4r9inm2gJ+WC/vAg0xJHPw5985hs3q7iIYIer+KZb8PmO0+TnR+Ww/AD0AG4ogoMUtidGqAFNW6ayDHX9WB1JZGIG6z2WwGvNCceJ49WuiYPNlwcHJSbzgG0PgJBuhvyQk68RHhh5HMyaBQdtAgFGTR+Aj9og/Qe0YuA9nQJQpKQcGAMHGBe8QshnBMjhPGCDWlBcIvHzWVDPcS8EBFOyMMxdYVz6giBtOZA/vAL1zgnhDie3kwHeaiXdoibywSaAh3x8iEt3lZzec7DL+QL5yFviON1h7TQ5/i10J+h4pAvlA/xUHlJC/WHvpM//gvlQj7OaYM8xKQThx/X4QvXEbJID+dciwfyhHZDOmkE4nAcrg0X00Y8NJcLdTWnx8vE64CmQHO83/HjeJ3hmDKAoHhd8TbCMfnhTbzvcdooH+ogpt5AU4jJzzXqiV+P1xPyxNMCDcdSDH2YqEUvJD7Qqf96l3vf9RZOSzYBJBFIz+prX5ecXkyTedNLL7xkF593jg3IjOqWO++xnl3btRfvZJs8c551Tp6kDXklcLdos1S9M/Hyp0p9T6f+Ldts+7rNclfWY4uljXjP299uu7dvtU0b1tulV10uBwoyN9WHygqbpSpg+sa+QnHg4+uo3UOc7odAoOce+g/9QWuDAwQ2+QQwINCzjw5mZAjwAAcEeAAQGhKADOUQ4n/v937Pn43wC81ISAc4kMaP+QAQ+sQnPmG//uu/3nBEQDqCPuXCvKMd6gWMrJXGBZBx9tly+a96ADqYnAEYaOdP/uRPHFyhsXq7eIUmi7mONgqHC6xJOvfcc12ThBvq3/3d3zW82GHehtbpi1/8omtkfuM3fsP7iRkfbX3uc59zzRPOCj784Q+75gZnDQAlzPgAMfCLtUOYsKHNAazRH9ZRQSc/NEPQAn30/5//+Z+dV/A0ABy0Y/QNZwloiQCRV111lfePEePaeAkJADrIkdr/igAI8ZLSs4CvKvpCEj179ODRRmHZqmxkBZKytbx+QA+EgiBKAxAknKsCHld8h5LFnMvRnLuAr1iPA19X5OZaagsBn0ZliS7Z/dVCjIqMGCgBWCBm/xvwihTgUbsCDDx7Sqp/n6DGvvKgXF4KDCmtqrjkrcvTSEpeR9RfHAQADSKqnDI6pRDBnyBuRUaBEa2BYm4PfjwQuFmIYY7+uqaJI66z7hf4BSiTosYG9AULXgEC2wRMWlUhAAe6C/pRnnYjbVXEx6ycVGQ1SJmqHt5SG6VhJgOhL1mUQANULCiPPjhmVVk5V5Xmi9uCL5C8hBnnqExZ6Ev+E9SGxrKuBQqjpeQkJBwYkQM+z+s5OOZXkcnD5h/fYsUdWjCrecocjmzs6xNaniWzk2WKsOxES0+arI8M+4VhyiO0hXprA9pd/Ke36YuqPhXoRsifd4Glp8rpgARRXtbk43474AWl8hW1XXz6KbkP0ocbfWFM6Sttetos7Sl0vOXPOleOAvC5GAU2UixrkXDx0Qc9Idu9yNJzF1haNBKo22nS5peVV9ZZVYIUi9qzp51lmSmyPd+102oSjmq6juvjzNLjLaPyVa0XqGlzz5psymkvTXr3cV5nqDfQHuivrHzIKuyLgVMDOShov/INnj/wIxQO+QsP3W+VnVrYqwXbrwqMRz3RF9gv7LbcsuVWFr2V9Wu1QekGvwpfDwh6Fqa1CWpmzmzLn3hK5ISA54tCnF6OKxs3WGH9Gu3PtM091cG7nDyeMTYl2tE4lJ6Rq23R4kFxhWM94Ejhb6Nvev6ll4hHxy1pCGKUScnLXXUzvBePt0owlbti+Jtf0G3tp5/tcwhHCZ5XNAXehPMQN9rxnGpb83TnrTf6AvaUnpPt8mrXoT2TQl31bF5fvCz1l15+wXqffcbKvXv1UG+13Nx5llN5rsVBR1ljX7jnLm0yK69XetZnTj7DnSG4l756A5Txcupfec1LXqdSnAe6IACgX07zXXMOT3T0OSMB3j381dsLtAaTqSDIIgzGaScfbZFGfCwHaOT5UanvBwTAYB55Osd82NObi2cDfGI28RWvVWt4Zs2fa5s3bbaXnn3aLpCAPGfWTHtl01Z74LFnbZvMqSq6DyfOmiMTLQEhzdWKNjPu79lhPXpe9G5Ya93TJ9mpZ19mx3UvsD5pEF564RnfQ2fOvDnWyr5WPn/5hBrN52qtJA2fjvWBMnp+RbHvEeRvcGb78CGMBSAITQcaGLQigB8++jCuaDAAPQjuwdtZKAd4GSqEfOEa+cnLD+E/lA9xyMc1wAue2QAagAfKkA/wBYgBwDAWgA9oCnVjwkbgnP5cdtllrtEBeOHE4aabbnINFOAHkPXOd77TLr/8cgcuoRztoz0C3ASAxjXq+7M/+zPX6tA263gATLRFGXhEYEyDhzfo5zz0lzabA3wFBOEUgfbgW/hgQd3jKSQAaIyjxQQKgcMKGiDdrLygeCfi7toPdJzRw6YlJftaTQb0LWkJLQjNiPWRcC/g40K1vsL4GzWqgwqYPgwKohB1Fiolm3m2NufTw6J/qwSVV7bJoA7wEU20sU63/floQy8J0a1bNKJJF3PS/hT0cCzp3ZibPFEuYmfKQZKoHxSYQ+DXv1LvoBU2aUMuoRCAhRxgOtxhfZLzhAecfnqcwREdUS4yV6B9cUjn0Y8DHojcMBFnFSutrC9BebRUNe3YLJCFY4mSeNSnl25+8Tx5zpW7yzVyz9i3TzVXlVcvLdHMeqxB5ccJBa93uA0tACbuSdYT0bcKF8XgCsOl9AGBHwBQTvXzRQyqGFm0XGnfIFUZVQEPBTzEoYECkqlo9KuPI/NjvN386kISfsEcYJ7EnyWlvl7b/sP/tN7nn9XMqwd/JriI4qYmMsjX/j9TrOPCS23CJVdbVgIkgkMkPESlanr5FyQ8D/zoOypYv6N4+ctFdEYLdclLYI6GeVrrlTnFk49b4ZbrrdYj99DscaPnjTILtLRa6YG7rfDAXdbxgWstO1Mvar7Ka38QwEDx5uu9vtpl11hentUAWuEe4KVInurDK6zy/Cp5W5tsqQXdlhYASvVI0H9qZbSvjjy4VVtE47yFVpPnqOr9d5ttXi9bV5lSyDwnc9zxDZoD7dyHoQ8FgbDq+pfl33W3XFXPscw1b/b8Q/2hTN+j91v5uaclYEfemobK52nqZ+7SN5otPVF07bDqkyut8siKKHudt42yehAASsvyCFee122t79UeIXPnC+Cgmz4wDKp/BW3cWt0mYIL74AWLbOL/+FN9WdcicQG56ksvWumm7+6fB6F4vc3G/CCd90363ZY5flmDH5UnH7PirT90mmt9GsuSNkPUeJVXaSPbtk4r3PszPUOXWtfbf8XyMm8aKoS5AZ9DqAr89D39uO349tcac2uiNsrNtnVYq4DqcIG6/LnZNckGHrrXCquf8Ycm4Hr6n38ucj+uwj43Bd4rmovFH3zTzaHSCxZbizb7zUiYlJTVaCLQV3llrZXvvd2qG9Yxqfdf54hzuVNP53O2Z8o0m/bR/2atmkstM2Y28kXZoi/94d5g/iLINQfaDPdsaL85zy/7nLmBxoc9dSJadQ/7Pa+3oOSRKubdegfyko0+u0bPgmw25wL7wkUL7Fm9U9e9tNom6FlzypJFdpy0EWul4dm8Y6/te+U527sx0sqxqWpe8sIJk1pt4bJLbIrM3KraQ2iDPhTs03Nkwfx5tlROFTokKOPxFmDmTodEIxue1viqisaHz74Cuu4VTi9W8h1sQKDnRwjjyBgd6XGK3w/NNNIWIABww3F8rjCfABMBUHAtTlv8mHoDOGJ9DeZrOG9gHROmc/Rz2bJltmjRIr+vAh3UEYBaSCOmbbQ5rNsJId5evE/Q3wwAKRPPH+ogjvM9pA+XN1w/FuNX3+3HIpXHCE28hxovIdQOBARgIv00Dz1gKpVVOsAh/HMApEwR/ADe8BiqwyIEnnrZ0ACnJS0W7FgwwyZdvNztb9te2mSbtv1cvvn1dQwpvlEoanekv9BHqwAC4v0DrxtS7eNsoaKHUkULH7OLZ1j3u850dJ/vE20CFpj7FTfssi033G3FPdrhWBSg1xJukJCmemUWhrYEUzTaon9RH6Ey6lz0t06lM4yMvCQzaltflvXjEQiwRC2+VztSFybKda1+XSdJWDhpieX6tPPxthVW7RUw0gNTiizlZv8lgBJ+2yQs6kEfAUT6BQijD/qvtiIFkF4U0KlfUeuKBmUHKIWdXiAy6tOLn4d2Rmr7tDxN8M5I6xi7ZZwuhIebV0Cl1EOkOAkJB8bCgcYcUmY2FRzcIvv5Tat9LrXMkaZHgAItkC5aGcDQs9lSG3Qqu33LtVrXu97n85B6/n/23jzK7uO687tv6dc79n0hAIo7KZKiRFKWqF2ipJHl2Fa8xx6Px2OP40n+iI9zck5yJifLmRwnJycZz9hxJslovExix45sy+OxrX2hxEXiAlLcQQAEARBrA+j97fl+br3bXXh6DQJEk2oQr7p/r/Zby+9Xt+6tW3UrYLXEzNSf3iviev9CFRovfM/KO7abVBUtTGQxSbV050Pjuaet/hVJjPY9qo9Y3/o6Ee5iVlSyiOgT1jrynLUnT1p1k9SbfuzTVhLR7GOZ1cxTB72c9tSkFJMgv06GSdXrpYOzLbQZka6ue3O0skjZBbXXJnUPz+mXxXCts4LSuQp6MV4FrSq3O+FFMSkwUrkhf4RRTkHbbtqnjquOYijESAXxGn2S53W3GKX26aPpUlfyj5+v/nkhfWvQ+977SvWmjd4OEdW2aqMVxiTtEo4Q0hMCUV9M6OVo8ag5ccxqYn5KuhwWhjD6Gri8n5oYAL+kdvasE+g2OykJ2YSVNm9xJOKqy3WXCsalzlUxMDAxEIaqrw2JkAkCXQjLVY3Tp4pvHthnjS//jTWf/67y6KJWXc1QWKsb5cVktiWFaxzbZ81zJyS9O+RSm7U/+fOJufDSLvzTVPtnH/+u1V99cSHhnL6dmetutMHrrvewJftcsWURhgNbt1v1xWetfvQFK06eEEP0bRv5wIcd97vkU/1Q/fZXrHX8JbVVhKAYrJJUjpfExPcybX03tKvF9yXcW9qhg+GaR9Rx/o21Zs5a/dhxXfQmLVxf2uF9CNOHhCDeS2w3DUKQcIho7DysV/krLkyfo78DJja1wfGHRrL4C81hfD+EMRcKZ6BOVYYdIMyVlaFBW6ttWlu0fWp230t2buKU+MeyzgiN2c4Nq2yDFBrMaxw430L/CkZZ+YaVryJGfOrMST9j0pBkdZ0WT992vQ7LS+pW1pmhZFSmT8Gqg/qfe4ricdXYVFJzr38HTKav08Q7e53ZV0Q2GB0UIHAeh/NKnO9BSxsMDu3D5gzUhcZbd0Pie7+UPN0w3qp+YfS+ufge0MDV8OfwO8Q9Y3XhCSAKc8TiKTU5CZkqRCQ4+2+VW8iIIU4oc2hugBlGpVhNDNDqrett+BZtGdBHX9CKVvtvRWDMC1kw8TkqihwXtoGstVtqLQmS6u01SOVx0N8ZELEeNe3zrexYa7s/dTeciC4+VB5uFNVZmeoLx+34Fx/SthBNyhqMMBA0grVCzucALR7huwWTSklxZAl/6heYsUQ0+b5gtavG6hAMENpqd6+2kT3bbMP977J1IuZmH3vZeQ/SUueatEE01OHzcvMuQMxpi2CCy5Y+TWcqI/VXqrTAqyLUoy6sXhdR5u9J3BRMT1mTBXcXoDIb2qMlcVFLShR472SkHGeklB9Jmny49PRNvwcurgeYjBaeThZQxfAtt9mAGA7feimiY15bfeb2TuuODTE4B5+Te7ON/chnFvMKjmtT0vai+gvPCZK+Qz5FvtFXDlhDB3nL/o0u1gvs1TomLUaPP2KNvd8QFaRhvH6HpAm3uaSJz7yx70UR1bq/YuqM1b75ZRu47S4rjq8SYa0pQ/G9DGNoyUkWfMVD5iw/W5YwnF1IZJn79JPS48OQFwLAYXTcKSb9RnyE5fUgDj/bft1gi5Es7RHRnBveifwFjf2CJAecdfD6RhoR2IWtO3Q56nUunW/DHGnV3F7Wyvix/dq+J2b1UUm9dAFoQdIuTCpXW2tPiqGEWZsT80P5wnEtMbaNo4fV99oaqC1bXK5a3H3TQr7WySNmp47qRYopKgprb93tDI0n0Htg2yFt034inTmVCuPH9C5bYjZH11px43YrXcu2SW3/0ra7xgtaXJo6ZY2XpSL3i/M29qGPW1lbYKhf3lcOWz8OF4/im9rWNPestkhiYMTUSfUTh21+//P+7bFoFKYXrKJUqI9oC2TtkLRUHXtRfTBts9/6qg3f+x5n9lvavtTUdr36U484mMLIOhu4624b0JZPn2dUhzBRr7CVQJUV3uf7lFSNs59t3UfTFPNTf/qc5q6aVR+R5E2Sr+a973UmOZigYHaizvjjGwt3xC2WFzVZYTZ9xLuE0XCb+ZB3q/euAQ2TrMOr/l6duVYcI49xh/bTIUkXNunMx6QkkQf2H7QZSZQLpdO2WVKzbRvXW0lSaP9ulcfnXn1zs5IyHj16SIf7T2sHRVHrLBtt957dtkXbugbFHKkwH0/+wah4US1eRy11Ogyf77XQ47toVM8mW+W8/iusby+iOvn3kbvJmvtzdy+wbHXjbM1zzz1nv/Vbv+UXkLLoE1v7Is9rwYl0uf168uT534ruPgN0iW9VeEMmEdsgGAZtYoj0oROnhwUXRy7yMoHK6ytLSDY0VSodyIdQByapCb6EkMiHZAUuSqdWbOLIcVt7JF2SNfHY81bTZLRaq3upHkp8kQa4Qn++RYwsTFla6/JyhXZc2uTbzTTYGhyIwWhlpnpOK7yzyjmn8zdnz1mxxmov0EBuSI0EF6TFxEPbO7Gx9uOlQFER0WXEbujsTs0lOagHh6kraZX1jIi9uZGqbf7h99rWT7/PRnZs0DabAZv48jO29/f+Pxs5OmVry0Na8BtMZ5Z0Q7WusLbhEqyPnCqL8nkPMCog4qKoK/EzzpxSDR318TrNSw12tareFyPFnmQ20YFwBqT2E9XY7HcHTlmAUI3N+/bLaz0/wPkWZOPsm34PXKAHEkHCOFl8zksuonzzz/yijWnbGhMe+7EhxF7+z37V5r/3XZ0X0qq2JDdNSWBaIjqJ80dEeF0MTf2Zb/h3WFy1WcTuSTEwT1jz5Ts1bt8p4nq1F+U4C01CT3zXGt/+9yn9Om0t/c3/3sq7djuD4/WTxGLu//1Dq33pz611WrCff1qDQFvDrk8E+nn1voGAD/kAAEAASURBVFSPxuFrGQ3ZBcKBiTueIFAZoykssKjGt8Kib3P4kXchTGO6uHGnrf/v/ueFPiQfJrcD1gKuHRy1gXs+YCWdNVrY4sa7FHMz91/+qpmkDs0DT/k5qiKLKp068o7mRPC3dc5JlVQ/ijiE0tPdKXPf/poV33a9tjWKYdEKfOWH7luow/yf/4nV/k5b2k4f0hmn9Tb4i//YiiLkw9Autrg1tWJf/+s/EiLWvSOS+lQ+/CkbvF8SO11uSX/xzH3572z2T//Qmq/qTMfEcTvzJ79vQ7/5T4W9Upujj0iL4fvDcL6qduywzT7xNfcPrN1m9bOSdEkaNPPkJp1dkgRL22x6mehL4kbffZ/VThy32ssvWl3bqeYe+HdWk6Rs4LY7JBl71ma/9kUxhCdVYNGGPvETNkQ7tdqN8Xa6K/3gTxdXd5CuGJ81/+DXFrbUkYptjqf/6W9Y/bnvqI5HrCFpYVOMFobvhDMjbDfCRD2RIPKuMNEPEUeZuLvr4olXxE/CKX4GCObacYO+Qc1rbA8vaAIsMIcVtFSJpAyjORsmv6RtcINaYF29etx279klyc6w7oWZtMNHj0ql8vM2K2aI0UHb/eoPfRuNRlUBZmukRGGLGJ+t27aIWN9q27Zv03G8UfWxGHT6jHIYI7hUp3bUTRJT31XhTI/wmGCmM0BpHJLtajPc3YPkBw1ynN1BuxphSIVQj822MyRAfbN8PdBngF5nX/qQzsaqswPyEwR6YRrxuaTDFQkXiPhG8QFsiBCP3Eg+kkaVJJqGHUHVMrcn40bl89TJM7b3X/yJr/KV5+q2sSS2iO0ibMdwqrszCch3IUO9GDowVTBh0unCDly5FEPdCBXDA5M2PKLVSIGfOXbGnv/Xf2HVZ4/Y0LRUQs9q4jk9Y8NCoGw1E0ZUak7MJAMT5O0mxMHyQ8mdyVQuartQY+8DSXx06NpXZwVvrimiQMzOnl++33b86Ae1fWJEhN+8nfjG8/bY//pHtvpEw1apYxGX1/UndkSMDwh3wM8wscpUFxxnItXXzliqHIRYvj1PNgwLTA01qdXF5CkyoWgpnVDfl8uSLEGniAFCMUJbEiGYH2fSlNcnFHFTqoVgJIIBaH3T74GleiAIqdzGDaEia8FAeKICGJs4t1lhkCmu2mBFbWdDqtnupAHG/JN7rf69vVqW12isSEPRz/+azf/+72hr2HFrHjxg1e88ZEMf/bjKSQU19oqZ2vestm/p8sIBHRT+UW2H2rFT33kaV5RV0Da8oZ/6BTE/J7WiLmJH331bjBMwAg7pcKdxkWDnccSHiXyObyLwddpLEaEXCu9VrwgLO72LxZfh4d5ni2FN4Ujwe+ShCW0R0oXt11n7BW0/EzHJeQek/UiHSQdxV//2V6117pjOKl1vxR27fetfXUxF/eEvW+NHf1patoYdmzg8L1P0ovDXQmBXmaTDNEUcNb79NR1mlCRKpnz/j1pJB/9DAkWbMMMf+XhiYoWPm0eet/mv/61Vf/mf2IAIWLY70Xc81BfiP/pyZv9+m3r0O9b2hS+z9b/2m3byX/6WmOqj1hAzfu6bX7W1n/4xLyPvk8hPhIcL9ug97/Fv6dS//K89/Zk/+N9szd//j23+iUet+q3Pa+IUs7Zmi43/Bz9pRW3dUyUuCNcjs5+8fHd32l7eskdbO9doC9fiuAkmiHMPpOWJPoh+oO9w0x8RH3ZW7Ipw8pZd65vmOjStOUOhdUxnfDTxobWVxTpM6lWfCNU+0QJS4DQ4VLFGbcTGV69y3nx81bit0ta3rWJuzmncT8/qnh8xwzAtQKpoNwoqtNdpYWXtutV+/oW8I2Oj4u+l9EQwKcjHu4aP9zGLxaqCLxgSo++b8z9N0TNsBeb8Uv69e2Wvoh9UUKN6m8tJ0dKGOa0xhja3CS00cDcPig36Zvl6oM8AvY6+ZAAzsBnUIARWXSDFIZaFK11ttctQNOAROUCGs39WaMkJczZ7FCSOThIYqWZWqIa/WArggvd1CF8sSkVMTks3M2/YI41Mwhzt05M2WpMURtux0IqW0NnFNwDNcZqqXZMZLx7JlYuhFVZh0pM0Jh1SVCPUrsaUZEIvT1hx/4SV66qdVpNWSQscmE1HZ7zeoEMmFgwMAZemAZtzNCBaFBjgUje48aSOgdOZo4JWilqcH9Kfi8Kl2u3Wn/mYrftpbVcY1cHi07pt+NlX7Mj/8Ze29UxDW5kbQq7SyEJvqf4JnbPtDaUF6mG9C0H0OjRVB70kpRFsubk8FpXiIH1utpZXCqHEBEnao5mCWrLILWkY9wnRBcqnd9hQOeKJfIKBFvUtRQ4agsEb423r//R74GJ6wIkBfVthp29UX6lWVc9+/Ss289JLIgaEHyQBmnvpOas9810RCrr74R0ftsEPfNSZIhijyF/73mN+0N3QuLTzba5xrbh9t7XmdQv4YW1/emLQmh/66ELV6qd0dkJEjRsR7GVJnBgPTp0spNKQEFE+9I/+Ux9DBaXz7W+Kh+EJ01LZVU3aVW1Xoj5h2pIatPSEibq6rfEYBvyDCUI9wgEVBGiEBWGalxNx2Hl47u6OA7e1J0/ZtJRPeH14F1TDcZXaTZ/c/ymPA2fnsKgTfQ++cLhI47S1q3XoScd3hZ23ckLYcQVEnRJba9/zOq+i8ygsXG27xsp3v0fMkLbCIVWR1Kim7WXlobud6czLyt2qnL8e38rkJasKMCwiSpuS/oUp33KHlXTehrzUkzQY/CVJ71qSOsEAsdhVk5a+4g3aBpgxPNHHkW9+/wvadvywkJ6UVWy7zka0va+y621WFR7mTNHkt79u45/8dBR/nh0wIrCsMziDb3+HDd1zv80/8gVtx3vWzvyrf26tWX2L1HVsk43+7K9YSYfGqVO0vxtOwFuwNTZmvvQ3UOWeB22IjZcPWn3fk2KqdJblUz9hpZtuW5CohqQQuKH1CmkQCw/B7JCGJ8qmLuFeKHcFOdL7Fp2huazp0hVRFJK2oGwJZUJ+r6Am4RZnx2gLhIoPw+Quq62Dw4M2WpdiEk1yZSlA4hMva0s8TE21qm2K6h9/J+o3dkcMjeiuoDE9o9IoNj6mdOP69IdsEFzBZwd8vVcsFSm4ckP3UEcRRNS1oe+ohRRTD1pW+btaDd8XkslpaUPk8lLMww8/rG2GWmxQ36N9DSaob5avB6BV++ZSeyDGqETKDFgYmYWhK0LCt7QJeyBxYOTDAqRpPqVK2YWYnARHgiLpAnXQACAFBLezRJqQW6Nl2/Txd1trZt7OPPqMzYrYGNNWrxzea1U/cBErlyVpNxNad2QuFAcrpirC0AgxucIAhZJBP2XdlDo0LQQlyZOUJ4pxEiGlktvScAdhwH1BtA1mj+1rMAaCTCn6pYakAg+SylkW+ZKhb/x8DvcDKB9osi6kOyAFDOs+8Q4dyB5hy7JV95+y+acOW0EKIMYaw6p/2Sd2RamOMD2d+4K8LPWemBukP0jSkqY91UId3iFXCNSjNnfwf01ImZ0R9DxvYUAcUlOcUqOiFggh++q2GoHUxxlfGJ54/5229K1+D1xMD0A85A/EtPsjsz7Us3/7F0krmMajlm2tqZX91py2oW7cJa1hu0VA73SijXwQuM0z2hK3b5+1X9kn8a4kobe/y9rSKla89U4/59OePKZtcCLudCM50iM32jKFemSncNjbr7MnAidz/oftPhE1Qfjhb3LoPyV2UO2ThyQN0NYl4STGexjOx5hU6WPIl84iqP1pCdjDPU5tTswcOCIM7tRXnkblRR2CQO1mmCJnpL+Qn4La2k44//k/zZJRogw/OrNS/Mgn1D/ggg7RR1xVZ7GkeawmTVm+0oVSCvWHSbV2Afe2G634qc9Yc6004ikfBgURjYe/JUZF24hEGNqW7VZAXTbquNEUp3wNncUq7LnOGc74Psjb4Q1xdkxiesNH2paIfdPWMjesuvMudZ6o80L9XZHOpTpiUkNdOdxU7fBhG9h1rc46LhL6wRyQviHpUvXAS1Z7WYoLKiJw732/FdQ3Q++4x5rz2rr84qNWV1/MCU4FwgyiOjPACOPfjPqzsn27rf7Mz1j1iW+oT0RUH3tB7dSsMSRFCTfeYSPSdCh1VP6+PU8AyGy+hfgePFhDZe4v/jjhdQUgVXCNhlIoUdxxk7YN3mBt3VfijKvi+XZCYQY25UBg4iYNfYAhnIf0eVs8coX9+HYzfTB1nXmqiVmhPXWUj2g+ZEb2LepNjXVdaupb4DTu0hk3IjVumUc1/w5q0YOt4APCC74DQufh2HZVF6PfFMPCyITeQcGBX6QqSd2IJEVsz8IPI8ldQf7m1Zd6takf6S+pv/bFTs35MDxN1bWhOjYkXaxrHDRVb6RXS713QLyVDVrkUKWN6mwuGX3xxRft937v9+zgwYN+V8/tt9/ul6++lfvgzW5bnwF6HT0eE7Vwo8+XEPuJ4Bfi9EjIadAOUgWQAawOE2wiEBKpnWJSKkKEgzyP5lQRPwWt3lRb8zYo1c/Dt2+y2llNdCelTvRxTSKAIWMnPa6LMSAvpFVc7sl5GGeANJm4NAcJiSQoMCZoPQM0DEhFK0bIdJBGEVgS5wAcYSkvPSFY/F4hrwYu2qJQMR/8MjfB1AEc+RfdJOJC3gFJnbRup3RaHR2t2Nidu628k9VkpdHlPhPPHbaZ549YpSbEqktluYenJHnbrPpH6FT9plUuWB6l5x2kPpaL+ogJBZkijeL+H+d9SAi+p1q0WXNlk9VM6cduCnG7rcnBtxC0tZ0FAo0syhcESZoY0+QOmL7p98Cl9kBM8omQX/yKSus3u7IBtDih5KM4qXtd0Aam7WqN556x+VERivd90Nrasw+x1tj3gs5OSHua7uZoawsKxDWLCUXO6kiNtZ05LCnDOW1/etYGOnc68G37gKHSGiYsXvg3DXPSMTmBmRN/qd6L9W0PabV+dI0T72SNdpnOECHdEMfkEBl2xKXtcp1CFMaITfceeeZORHJ7nZQnyqevqFeELybu7VqoSyd60U87xSSMSNue/sBdqUWd9ldGEt5izBORItUWnanQIX479ar3m6sMl1SHd4OkwbTNqrB9pxjYdLkimVuzM9Z65nE1VPht6/ViZLeYoUyCd7DtBjOdh2lpO2JDjKwzJzBJHUPZC3V2d+ZXmoV3tPDelEj9w7OQrwOLvqMZPGG4E6ZJn3o7F2Oiv+f3v2hVSYnaVTHga7bZ4F33uKSwcvNtNn/ggM7uPKzzTmdsXtoHi2s/qO2UiXEBPnVL33ZyR5lIFQfRHnfXB6363S+LUVT/qcrFtZts5L4PSfPbmkjqMLrbsRCZO2jy5u1MXAKldyZCva1vnnqbzsdVOX81Kwnb2++0thg4GBwYBOoYTBE27abOxEfdKSb6Iy9ypblhXIqao+va0l0XY9nQgxSniWRX/z4v6j2jcZWPAM2tzIPMw3xnXOoNt1LW1rYhaUEsiZmmf2CS2CZYr2vRE+ZEDScPDBCKDpACDWnBpaJvfkB5i5IMeXks4CglEl7GGEyuL4Kon+t65zBqPGiO46mL+ZmHYZUW2hLbMK5CA6N59913+9h96KGHjGdKkvrdu3f7PUNcNhp391yF3fOGNPnq/NIutyuFBXxyAo5LBEAJMEEa/PJj8zj748hHCMapZ9KlP6EirwWMEffNcEszkgvg+F5lbVGQEmhbc5susduuW4y1JXpw11qblbrXxpzSgZwEIf06qAv+kBYEpPXMVHeYIAUyZWhqdkhM/0hGnDtQUEh5VHtnM2BSSgUmaAgRpRaD4WtljuQ6raZvlNeRnlIC2hGsYLAFj/pCcDFns51sUAiZC1drIiSKw7qT4JZtIkx0OootQFJOcGbfYZs7cMzWlMaVj5t/6kqvBT5E59REFfataqo3bwBmhTL5gTUiTdqOJ2mR4tJN0+pz0qmWEGSaL8VcidjURakQBE20vglho/pb0d6gtNWtg8gJUjiPQPRNvwcuuQcg7L6PuBPxMPre99vAzj36DvX9i1CoHj9m9u0BSXGet/qTX7cml0mKuSnozA4fYOOZvSL2xGh0DHna+yUREkGRPlBFiEBvPvOElX7ovQlviFhqI31g3IpgcimCwnLjdSNeBDBjgjMqbO0qSCKUf/OFTddYQQfWi9re5OPBR5ySSHLQ0vYpO6n6ukntBS8wUhdNpx+6xpFvhwVJyIDrqA+E6Hl91jX+Ig47d0d+L5o84KHhMSvf92HvA7b8gHlpgFdDq9+R3ysQ9UWiMSYNfWNrqZSaIcQh4q0wLeUGM7pHSdvLWrrMtLR2vRCKMCNKLE7oDBUqzmnKiHCY7lpqiLHQ6WYpplinS2HVppMHpP5ZTJXyFTYkKZ3XOdUmVaHzS3huOAta0BYkrzfIjwPrSN9EtIahLeRrwowhMcLIX+xI9yD+ifcyldaJf9nzzz5pjSOHlJb0evQ9zEqVd4szYZ26wXjPPPawtrW9x5U+KMLhYPO+AiZ+N51yxz78Cas+/m1JCTX7DIop2XaNtML90HnpyYvJ30XU0yPiR0T64IekmEKSL9K2OKsyoUtlH9Z8sf8pq37xTyUV0hy7WUomrtm1wPTABIUJBQjkjyfiwiY86hRhK8UeFlONptiG2jmvbwuJTUUMkGZVtYdXp3aJ2itzE7r+S3y73r+dPlY8LqQ3afsb83kac2V9S826tnVqzlVWmcQAwRhVhBcGxLCUdfmsKw2CLmCRVN+KZvj07lSBJgyQxjPKE5r6PmF6mro7CElQfV6UzpzuGJyr2bDOHsLMXY0GxvuWW25xzW/c3fPUU0/Z/fff7/c0vetd77J7773XmfO3Wt/EmAr7zWxfnwG6xN52ZNLJk9Y2HJ8oJKGGbnAJvXSHdvyaiD2fM02L+ZmGIe+RyGy443qrrBmzCio+JQ06MzqUxPsppyOtJaD3DAa2UN9CbSmVRSIIrorq4aeU2EKg+btWbpr0z4mpqNmYbhtFcYOOOLrkCPYOdgZ4nVYslAfqAy59hVnsA1zkSfl8pbrITdE11UFElpBzRZM5ChgAABE0eeaczZ2V5juVAjJnVXxQiLssJKvjq+onaAvZSr9QbsquX8CkMt3T46cu4qchJQiu7IAyJZZC2gPRpxrJrTJ99UrwFa9/PZSIoeXyJ4+7+z/9HujVAxBPmLDDnfsL2kY2rAPsQ1qp5mwCTwkiTYTx3B9/1trcyyNNYnVdmlrett0J0dazexPxrc+8MKO4P/hdL8fh614aH3vcJfPMY77lyM9JCF57tHOYVt9/8/AhK6F1CwI/jOrbluah6r8RPF3WartvMC4mHdRh+twU9rzNJVJFXRqam9rXv2wFaZKCuGdkstDAIhDdQE94vWSzKEMf5P3gcBhsHROr85Eu0oJ7FlN9f99G/jy9h7Hys2qdjfz4TzuxD3zSQPhHGYt5s/pKwYTd91Gze98HJal+kZRr4rS1HnvEit/+K7MDe635tY1mqNDmHM7kOUl/nhCRD8aVOSLV4n/zqjW/LOkTzB2KC0RUIo1uSZInylP3Bym/TNTZPRf4Qdpkm7amFILTPH5EDNqYlXQP0XmG9kk1dEtbIR1vaeGJy2NRfKHCvLyQgLit7676tBigoy85GFRoT/zu/+RuX8mfEtOtbmzXZqRR8GGri7EqiiCGiKPuEDP0J7AwOXGDdrwRqcCekNSM91dat90vaC2r36LdYZMvz+vAun+kAGfo3fc5g04+HlRrF9ZutOq/0mJAbcqaR6XJUEx5afuOBcYsh9v9jUURUY9uf5434t4ou1cfdJe/SgTzqO7wYpfEpMbdKl1OClPCZvV2W78wPL6zRHRESTjF30uMd0Zj6jfa4Br29I7825I9oHNADRZKxGDzx24O3mtierRYKWkQ9wkhRfK+1zfNi01jW2NLY5nyuW6CM8Z1nWt2qQ+SKuG4eW2nnJ1GyULDNuhbXoX686vQ0HdsIeScz0/91E/5w5kgxhT9zTsnTfe7vxK7Kv+mwx3t6rbz9kUcYd358nQX6+4zQBfbU1k6R4qOaBnkiuB5HYY5ni1kYSDgQUVCWb49bEQIbUQaVpzV0PaWoT2KGx/SoeMpG3LRC6kv3VAiZbtCgE72CoOLcIgBSV6oSHndmO6LuN3md2vS0Ha0wsS8ndy7TyqoB21QhEtFDBz3CAi9OVPFNO9wF5vk0P1DhdBRGU2lZ6GStoJom1Ld2lIfIFmqVLW5bb8uKpzVCveYJj4xRJrbhLAl99FkyiHsshgxkPCQJDYsNgk9qB0wR2zo8xZ4mRf7g2ieC2Bb2h+tpovZAVkTlpC2i+6B6y8aCyTUge7BeF7fe7jYOvbTvTV6wPGGmhJ2r1YRB+GYE+MwGZxLccNZkldf8fj6c9/z8yfa75LisHUfTZiFrxJi+9yEtZ563Iq6j6WwQ1IbqUhuQ9tK62L97z5vJZQdcHYkjKQZjQe+bu39z0iSIeL2+ltdYhDRF7KjfWGTFnc8LiLOAERbF+rLuOJPeWLCi7y5nYFwJ3GYSOMe/QAj4iIMO9J125Hm+/IAZ1Tng3THTxsGSLbt2KX7eXZYe++3kiRo39OSyE07RmhzUesj31zEDrPndK+anl7m6ccc9xYkScFEu3sljTBPI2anfMNNVvtiCm18Q3c2qUR/v53+IKalg9XNvd+xFprqREwV1+hul61igCB0OwCjvdhzTz6mi0/FTEmRhht9W43DkmR1G+H11hmd03z0YZ3f+YA1xZBRLx5npDpMUMCOdoXt4IS/446myEv6yBM2aSNf2N9XnU4+5priddpi6IS+3vWkzsqdUHsUz/dGfuoXfux4QiIWRCdlELcSTfTDiO502rZnj506fdxefOgBG0W6p/Yxn1ek0actqWarIUamrEUVtmtqEYAFTPo9wdC3HQ2krczJ2gpPKrbRlehHzY2k8ZSiP9hypyj5YbIULb7H983LzYIqijZ8bKu/kf7Qrw3t9KiL0fFtepJSsfVtZnLWjp88ZWs2bbNd116nYaVxdRWaeJd500NVe4T1ShNxV4pNG2JsRXuw4+nVjkjXK+5ywvoM0OX03jLkTXi1g1awOgYJ0Lqbr9PhUm2LkIpKYRndBC4ENFQWMorXlvJFnouxsyKcWQGBwUvxlIX0OEdbHErbJ4a3r7Xbf+nv6S4IKSg4V7WJh/bbk0+8oO1oihe2Q6c/mti4BK2BlEQwnAmSDYODQescf2wNVtLz0uADxWK0xmG1c9N25OHnbMNP3icGSKuJWnnafOtum5rTauQDz+tAsVaftEraFBNUoZ4aNNqULiYo3W+UthA6uIv+QdrDwUy2HXK/j+Zz9YtsGB21ye94UpiC9OS9d9FF9BP2e+D7eiCIrfO+KZ0TQUNbAa0/nM/Q6mhVZ0Oqf/U5a+viSUy7ou1rWyT9EUHR0uH6gs4HSUhptl2LBj/2CzqHIYK2M5mwDa754NfNvvMF0SXaeiJ34ZbbrShJTlsXcLaPvGx2WIfQH/mSVbWPv3zfR/wyzra2UTUfe0jSjH+fFBloJbmsC1pLN9+aiCXGXccwtkFOlHleWyJBZnfHM5oWhhRjziHpR21vH37F6o9KOYDgxsOCiRCADWzZmrYABmzGpqQx84886HVwCQUrMeAXWSycDN3+jkitca3A2WmriWj38jXo0Ui1UD/aJ01kxd1iPF/LUD9tDWzv0Zmrp7Sla1oSFla6dQaqpUsNC4efcwitd37ESlIegJICDG3CtL75JbPHH7DCqUM6DyQFBtryWNisc0LdRsnJE0R75Ody2rbgFm6Q8ot9uvfp8a+ZxObOJJff+W6dC1tnrYMvWf3P/9hauqOorTvT0LY29BO/6P1CMbQ74IV/5utf0tmy0+pv7abb83Zb/fd/3Zkl0vqDhFIKEGb+73+h91W12Qe+aoOqRwmJVAdm9GcOP8oJ2xPrB3+0LQ/DHXDyPIuEuxJIitmSIgjOxSFpRPte89xp3Y305zoPNOfgCqvWa5vmNh83eTkQ5RhvU6dtHtAJi7jczusRaVeCvVPMw6C+xf17n7IjL+t7ksRnXLtHCOOMTlmMT1kSBiQ2fkcVY1eMDcNKbyC5ZTNylDn9Yvn3wQKmB6Uf5kQtO6be8ySMNjlghvQ+kCzD+Kh/6VvOmzV4T3o3VS2u1OeF27TtbX62Jh0eJ+3kmbP2sz/zS7Zpuy5kZnGhb97SPYBUK56cGcIdD+MsnjeqM/pf2mX2rCPODrJ4/aBgA4QsOn9IHxq6sKy+WZcXrtW+5gHFC+HwMcAUQKCDr16PSWhtMWcCQ/la6VEwKE0oEtwpXCYtU7PS+jStlRtJfxontG9daWqaRMfEBFV0Ozm01yK7455Ut4WCVGcF61MGY7pkhXaqOTIwXNoGoQmU6KIuJa2/LJW6ew/a8Puv157uom24U1tsFH7w28/aiKQ+wqTKS219h7L6RFnFEAGA+l/qB53UgCsjDBxIXXVMDy0936TwhYadH9n39XvgInsgCLru5BzePv3b/0yEKWpBZPTBMQbb0gJn2sZWGFtnBakgLt9xl5/nsKce9PD2zltEAN8mzW+3aTykEekTB/nFQLWPihg6IkbnyQd0l88vWmH9OivefpePudbn/tDs7KvWevALVntM8Dy/Sq+KcKxKWiFn5eM/bwM3vV0Xa24Sca8zGwy6zMQkFe2KeKTbFzNaIt8CyJq23D38BRHzD3SCUpvwFLVNsP3RT9rAZ35uITmFtM4dt7P/y3/rYd1lFoa1cfd/+J00sJUCXGq6I2n+d3+rk572JIzkAcJJhZulifKXfs29vX5oY9QbYrK9Lm1dKyDellar9sH92na4V2AT3NJ7P2wFXXiKFjVM9FGbg+Wk01kam5zQO/qOFe//kYX4vOzo58gbdlnqcYd/4Vds/nf+RzECB62pcy/NI9Le9jd/QYcJv+pMkLZHorShML7JKvd+2Ibf+/4ctLtpj/eEzgrVHnlAqtJ1nmnTtVa5/R6raGsmhK33NYQtyFBShvIDt1rjkJQ47H1AF6z+sqSEY0LC6r9O/0Qd88IIy8PDnzMm0bfky905nAW3iOtz/81v+LfrM4twuTgfjRt9vyK4CxuusdItt1r51rd7FuDFEzCijLAjfKXZ0VfUK3fjRxPbNkl3P/Vzv2Cf/6N/bQf27bf1G9brbh9p8BuRogLO67BAMiCFBUh0Ou+hgGIE9yITygzx8voo9s84jSynP1KojyWuniDG+7Rjuxp/cBfb5vS9+Nla4Te0vaFSe1ZabSe5X2hqxianZ+yj2o562113SZNcR9KdVaPvfGv1QHy3wQB12xEfrQ4/NibsiL8c+1Lpxcsp64rN64NbtU/DPzUjd196w3iRi6gmfFEOJYFvWsN6PdLnjJt3X5B4pqhn8RTPIoyLqUNeZ3JCVmADH4kTaqk1VQo5CvEpcv7MrB3+8uO6uXvSSlMNqx2Y0KWjMD5sN2OlqFNP5dMxWpcoKXtSNiCb8oDvde/4CXNcKtvLV4C3T76SlpgKQown975kO+7c6aqwBzbpcOe2dTpYPGqFs1JRKuqlrcohbWe6Tn+LZSn4kkza0saEmGqRSACBcD81TCYpQQhfKi/vT9w8l/ZGFuH1Xf0e4ANqnXs16wh9f/ovjKyVxrA9VpBEonjz7dIcopXuA/s0QGfSR7flGmtvvUYDF0lx5wuMyUJnQdo7dzsDxCH99isHfRsXygxK10lq9NEftdZ3vymJwX5nCtJ3ryqIQKLc4tvvseKdd0s712pfNUY6kxsf2yoyJqnzCcjF8UO9ek9cKfy81WXG3ryYIJ4u0ypL2qKV43zsOQZhdfm8vssy1tcpSaxVEy74LPCICeppxGTZXKdvuwY07XVCPWsPaoULcW5BFWPrm58POnJQHaM+QEuetpsVuNwzVrc7+VFmgWYym1G6eZ2ZemmfE4xcTnohE31JXXCXt0tZzsd/3BoPfd2aJ7XVS32RK8cojKy20p536sLbXWKA3uda+wJGXg7Eak1KGlowD3KjlbC8a4/UYHOOpMP4yBbCdG2FRTHkpvt82lIRXj90wEpShgET1A0bfzzklfc8E+nDJjK+pTwsMi2GURdVFW2HYehznUcpjGjBYPctfjFs6UYtDtD/Mot53es/UdZiyMp15fXP3XQqEp5tu/fYXe//sO178lGbmp2y2epJaWrTfT76zlBoUJamQaRAvoOCvpJxldhy6y1l74aBTSzzYxpx/utb4XDp0cB1hkhjNqVQkL4PZ3j4XlwChERIazVihlCCMCdlBzMaX+waKUqifes9d9gtd97lyg/Oaw9F981brgd4xygdgfHBHTiMhuLPH+J6hXvgMvxcGMsuQwFvCRAxspexMQmkkLfQhiOdjssnByZovfjiiCZiLc5wRsaRld5WCfG173m5+MpQFngslSbQcvNwFhgb5gWyhpMEdTStqUwy1E9N2atf+K7NP3PUhuvadqatcGOS+gwy6QrxNZxJcDTYYUiS23GmQKRPd9EGRaZ202Kaxi+1klG5vsNltmEnH3zW1t13i42t2mnljauscs0GqcbeaMWzR1wNN9rgmuoD9YrwryRMApqTNwngpf2meqU8CdknxvOSoERHX1KmfuKrrQdA8GFQHTyiyyuLUkrgBCZjRMQGDDnDq426QhHXhWuus4LONBTEzPj3qTMdhWvv1CDVqv5Nt0sytCdAnm9v1gH52yTtmTjjo41LIjnsVpC2JdN2k7JUYzd0PqD5/EYrTOq8ByvmwjecBypsEPF7/yetct3NksYKF2EgknTgunRzOqtS2qqFChGWMZHRBkxprZiO3ddqdMsv7WdoKkM6BXHc2rFDUqd7JQ0Z0kF1bfHV/tjimLZy7blBzIKk3iofGW+3cTypiRNtXpjirt0+kbandp2XPoi1yI/qZbSilXarj9giJUawg4hSX5JQTQ7shNSkqH5GslNSPxXENLTPvltbkKmvpGAsEOkdRjkc/m+LEWjfqDQy9FV7Vu9Y52xs+G5J8UWIc16oi6kBRklnsZo33WGFk51tb2JuHYbiUIjQul7SvUn1F9IW6qJwnoU0HQYI9dHlT/ywzWurU+PQfmuxxVHb/LhnyERkFjeus4F36nLpnWKArtd31IHhgDo/HgbRqpX5gRvfqbw1G5S0cfD6G/NkC26Y6IE779EF3ZIuyaAdDoI3h40793tChRVFhA/dfq+Y2TlJmfSd6RyVM5YdQjvyRB97vuxnQP1WueHtYsKkSa8zDzkxHjMB51z0nRYlGa3crW9NdaX/oz4BP0B2+yN8JdnddYy25HUkbK2kPu/+yMecGXrlxWeljX7C5tG4pq3kOgIkGkLbveO9yNYXm96R3D6FKagT6qCZt5NJuCl5GTBpxARj7Kk8WAui+o6QArkESOnYaVHX2ONerYaknjYwYmu0PXOD1Jff88EP2Z7rpISlb66KHuAbDQYobJgh3MSBB4IpCj82T5huf4Rfqq0rADoY51Jz9ko/9T1rPf9PesVc0WH0UDoXwsoGt0drJUMDvCqGoCb36PW/bKtu+DkR9FpZmSzaE7/42zb0wgkbkHaxpCRAkhX2lAlzQPQrVC5eJpu5EgOExjEJ7TvIvGFzlYZt+seftK0//37t4x50qUrz5LR97zc+a8MPa6WtoMnYYSx+FK/VyWweA2VpWtd9OukB1c2rbvOtOZtqzdrc5jFb9SPvtHf95/+hnf3WIXvpn/2RtV981YaLiKYlpVF6+CNsEB61h+ShJQltkopHMSJk6DfUXHN/EEoXqjBOnfTazKceU1oQpNIjSEcSNVWu2bofu9uu+fUftsFN4zZ79Iwd/IOvWOOPv2VjQuAtXctaRB23BgTlsmXQ68KZJMFLdwWJSRLBFZfKnmhM2tofutG2febdtvqTIhwpWPX6r379fbom5ZANabvd0GDJxoaLNjZSsvERqSSWOu5RnbkaHizYcKVkw0NStypb1x9osKazTwOoDZXbL3/zQSq4K9AUtv+KVqF/dgXW7OqoEkRC/qCCFz9nEHjQ9oPWt3SBYdIAF+GRNs8f7m70faGJodcEwsQTpn0OyYUkH6pXQZKjog5WB7w8b6TPbepBnTC4u+sVaWlLnjbCsaOMKDOfBCMdYbFlIvJ0p6MeUT52wMXd/ZCWfs7Do6ywictN+MOO+uZpcOcwow5hEx/u6DfCwkQ78Qf8SJ+HkY4HEzZutKC1zkxYU9KosjTSwQTC0GEiTw4vwrEJz2ERRluinnl/Rfq8jgE3ysHO48NP3jB5X0VY2NHP4ceOMOoU75DwfKwETMLDRLuC4EKVM2HYrtZZzCuEWE6YEU/6qHfYAfPNsKON9D3u0BJZFdO5ZcsWr1+vekzoTOEpaf47deKYTZ3T3UiMBxJq7mOWdsP37X58cp+3wKox3fn+yRH97unk59JUziq60gOPJwYY+mUcKowQ8T6qt5YstXgwNr5aekN22dad10jr2ya/aNWT9X+uih44ePCgffazn9V60pBv2xzRFl7uN0LhAzYP2zl5uBuJh7EZNu6YA3rhqkvpxL4E6FJ66w1Km1gHiAdHTc5gFLWCVRrWKqzEG8Q4DpKjIITje9gX6ZaLrhXoDoSUGJRkw5bBkDSRqugh3s8RiNEYmJy3NRwO1oTIqQRW2tgvLLzGkRmvF3VLrF2qPbCRLFE9WoNUyV3yJDyaEDAl8fGRhgtREwwxE6rdSL1oRz//oI2/52Zb/96bbVia8HZ/8G579t89qIsddR4JkMqJFIr8jsbF/MBA4U9Q3dH/6ffAiuyBnCCkgrk/CC6IHdw8EB7Y3SYn8nIY3enwE5/bAS/C/SJOJDcy3bAiTcR5Iv1E+cQzKYWfeNy5gXCDsKRdObw8DW7iom55HOF5vvDnYXn6i3GTl7KoG+ZiYEW7wo569CoPuHm6SJOXgzvSRB0inj4N+BEWabCpO+FhE4ZBhXFJyiKQroSJNBeCl8PCTb14Ipz2ACfqG3FeptKHycsIN/l4utOGP2Diz91L+UkT8HDndSMcP2V3m6hHd70Ij7CwydsLRjfMH4Q/r+NS5a+TpIznBkvnn5ZK1w/v98Cb1QN8tzA7MDLMBzlDEwsNuR3f+RsxDvsM0Jv11pcsR9KRDpJmESbQNVpTalxqmOfTCkqhDheUWIA86mLcAZspCDdTvktjmEgUgKrLATE4gygmUETrrLbNaHXHV3S8culzkWBFE1QwLXILTtQTuOlJsi2tzzlzEwwRoUHGldVu8jXFyLAND6OSbUSMmOnm6QP/19/akLbGrL5ph1X2rLeN99xu5/76UV28htQH5kcTv9KLpJKESSyU6oh8q2/6PbASe2ApRE54TpQFIZYzFKQJgi4IP9IRFibghz+3iQuTu6Ms4vLwblhLxQWhupQdZRJPe1ihj3ZFXLedl52XG3UNuztdnnYpN/XI4yg7hxN16U4T4UvZOQzKiP6gruHO8+bwl4oPIiCHHfnC7tUXUQ5w8/JxY3J4kTbCsHOYed3i+wsGlrjIF2VFGcDN65/DzNNE+bmdl0n4hfzUJUzUBTvqGvkJC0P5vZ7In9c18kRcDifi3kw7rwdu6npE2gaRCIUUeVb3d81payH2/LwuGJWUiDjc2PHQd4zHXGoW+KS7z9/MNvbLuvJ7IMZXfKPB7IRkFWkOTBBSoGCCejFCAScfk8s5BvsM0A/8W4OMhynADkZCq4ZigOaEwNhD68yDOAXEyGURPPHSgum42CZwnMCnAf3A+ODmAlHgcI5mSAUMiLEY1jkfuKNzEpnPSgKEpKXdEYuTJxgo6kVewrAx4Q6pUISnWHwphLxso4t0Wqvz3GybK3MnkERMledP2vS3npaq36qtuvcG2/Ce2+zVv3vMuPec/iIPLI+zPUVtrVEerZmrEsDqm34PrJweAGl3ExWExQSBDcEIAUI6JgUMfiYGiJQ8PWkgYJgYcpOnycNxE5fb7un6ydPk7jxflEFY3ibcQUB1gXUvcdHG7ry5v7vcHBZxMSnm9cjdxEe9Ihx/5MUdde0OpyzSdZteYZHmQnGkoYxeJvJ1x0c4eegv/EEAdMOJ95/HB7z4lvI8Oay8HNLg734CFjZ1wY58EZfnibKiXlF/7LyMSNfLDrh5XJTbKy7SRT3CTx2600ca4oIYi77DDne0MeyAuVLsaAf1YasQxCREJXgCf87wBJOTb7ElDPwR30juXilt7Nfjyu4BvlHGE2M/t/kOT5w44d8sYzCXBuEmLNLn33nuXq6eCVp6ueD14SzRA0ypvadBQhPzE1lhVJpt3ZA8IwZIRMMCicNECkMiYL1hBQQgJpOgJ3diXBLDAOMBQ4XWVtIwPaH+mk1oI0UdeFaCc1KHOsXEp1DkQGnbGueAUvqFeskPDB4MMKO9Hs5Pp0KpDomJ4m4gLh1lDRtmhj9Nr/pDElSy1Y1Zm3n6gLVGy7b6gzdZ8brtVhsd0sFZDSxVHukPOTBaC5eb+vdNvwdWZg+AwMOA4CHO4gl/IH7SQZwE88OkQFrCeDCRxz2dn5h08rLy+NxN/l7peoWRj/B4wp8TmNQLmBcy0YY8X6QnbKmyo7woP+wI77Z7wScNdYwyov9IG0/AiTT4X8uQtle7A+ZSdYkyuuMDXsR3+6M+hHc/xOXwog6E5/Dw96pzXhbuPH+4836L8oGHyf2k44mw8KeUi/XJ6xtxS9lRhzwPcIOApyz8+TjphhX1gDDrJs6irgEHO0weF2Fvpp3XhXLxgxd4oh3hxo97Vmf6ZpD6SPnJ3PyszuskqQ/b2Tmfy7kc+s6VrjAOAAxhkJlO6OIEn8UpY+esz0KqFBuw5JPTDTbdiRa6YV0oPCTlKTBt1LNv3no9EOMlxhs2YUgiWVwPpj0YoJAAYfNNkD7GKHb+/efuy+m5/pd3Ob13Xt5FRJkwRSLOIechCSDP05HARLKDEyIHKWMjC2H+KKCtS8JcLzWREtm0hbyA4WonI7OizkdXCpDJohfdHphSp/hFpIU/SBdukMbMSfKChMgvINSHy3075CYXVYIxwhd2tEGBC+kSS0MIRi0VAGCk8smRmJYomzj6ClXXSJ6a03PW0OMHi8al+GG1lDFIjaZr/lGaVBPViIx90++BK6QHAoGD5CFAcj/EXc5M4Cc+iPdIi50TgjSdsHgu1BUBg/JzE+F5WO4mPvLgzssnnDpeyJB+qXQB60J1IC/x3WnysOinXvUgXZSDnbvz9N3w87huN5NzLxOwl+qTKCPSBYzo39zO2xfpCIs03fEBEzvc5MvT4e42ATPSRd6waUu4w87hRL5uOPl7i/RhB5zuuvTyR1psHmBE/+Lu9veCQZogrKhXPJGfPLjDDrcHrIAf6kOdA29EvQmjT7AJq4nQnBMDNKtLeedmpp3wbAnXJIYHOkLvUu8z3qkreqJ9PoQXJ1T1dGr1YpD8yUNcW+eSmYehY9wQpXosgqGsThYRAFx02taWdVJLC5eVpRkSordv3no9EMxtjLH4bkPSE8xOjEfsPC09Et97uON7X47e6jNAy9CLQqci47kbJxETsDNFSXCKIuA55wKJz0uri4EgBYgBxAEKqCivFMnJpxdNPrl0xEWPOOBj0zqHo5u7V+nui3khmEmt5BRQgyY9aAIEAiHfUoZ4zvZQJu5GR3U0DIsUt6o0WA0YGWqCT2mEPGvSdEbE9NlZK6lygy2p6tW2uKLO5jSEuMjFX1vIDNjAcsZGP9wlhOKD1EakSrQFfEgvJUMbvT4tEUxKn+qQWiKv52+IuSkRr4etbVSouHrAxm/Yaq2T+yVmogR6FqOb3OVF6xuhUY5H9X/6PbCCeqAX8iYMxB/EXaTBhjjBJi4IlXAH4dfdPCYQDPnC5O4ICzviwiY8d3en6+WPukdc2N3heRsiTdh5WsrnISzC83ZFPHl71TXvm4jPYQVM8pM2T08YZUU+/Lkbf26IiycPj/LysvL4C7mB16u9eT2izLCBF/EXKjtPn9ch8hIWZUd8wOM7xeT9RVri8/ykiT4kT3eZ3X7SL9VPFwonLt4fNv4ICxvYuQkiizr0WmmOenfbOYwflDv6OO+/cIdN3WB8jh46ZJNnTun6r1lrMUFqnlf3pH72eZxptDO+6Df1HyaVkeEOn1U9KtEbPlWn+RrGhrn/fJPeQwoHvr4F/fil45q363Mt0RZn7azuLRvU3USbt++wjZs3L3wv58Pq+67kHohvMh9zuEOjW0iBQhIIQ8S44yFdjE/6IGCl73N5eqXPAC1DP0KGo1o6sENbatr8dmQ/OyPGSGrRSmz1EsIlEaseGEcxItpR4wz7wctAIQKbzGA6Jp4/YnNHz9mA7sLhgtDmqbM2deaMrWUFRWkTmZOKxZ+gJrigMuAnxiSlhXHhSQyImBdWgBxOJ6cuOS0NSl2q9mHChUwdnrBt4rdW8SEqZV2aEfRpWlsXBTZb2kMMk6dwVH0zLdIuHke1KtzLVzgMTFKF4K33MknDPUKUTN6EeqMtapngcO7I66x+JEFJTOHAulExOuRD8qSJtcNYwToCI/pAzr7p98CK64FA4hBnGBA9SJ5VWZA/8RBykY5wJoIg8nKiLgi+aGRMDN12xGNH3FLuPP5i80VbSJ+78/wRF/F5OyJdxOHP69EdTlz+RP7cJk889DEm/Dm8CM9t3AEfd5iAgz+vXy9/5Ikyw38xdsDGpszwR97w53a4I020MS8/T5O7Iw824fHk4Tk8vrtefZHDDBgRxjeMifZEfK8y8rBud7Snuz4xFsKOdN358UfZ1CnqgzvGH26eSBd5esF6s8KiLtQ3+h93Xk/SYGYnJ+3Qi8/bvO5zqoj2GB7X/VEMAcXTL77tnR8Z/DAmEArf12edOdxR1YUmVh9rMfdmcAQXBom52n9lNbWlBAVPdSlzqnMOqT5vxw6+pNnbbNO2bd4e6tU3V3YPxLeYf7fxrcLsoPqaeS8YoWCACGMcwhjFOIzvHJunG/bl9FSfAbqc3ou8Gtiumlp+hnpTiKbWeVEoG4D5SbKSDtOieDaTgXACbQSzoAAZxUvaMntMF5i9MmHj122x6sSsnTt8yhonZ2ywIISGNEdYzUEoB5AwwUgkH5Act7kXWQt+bJAS54BQHe15QYIKZ5pCCxyBlcmqDQpZlWBAuHcH5QgytaY0zrTqNlSu+Mc4pwlRJJqQGEwebaSEVCfuNkLNdaflqSy8FzCUMqD61It1kwBI2ukUoPrUdZnbxKunbFT1EZsmpkxa69SXQ9LgMKtLhuj31OILAO9H9XvgB9ADIG3Gez4hOPGREZPB7FC9PF1O1IWbNN9HsHTyEReTBO5u0yuuO6zbn8Mgrld8wmd5yvPdER/tPj92aV/kI0VebrcbP2kjPXaehvwRhztMnifCyJfnXcqdpw93bkd5YedxuIHbHZeXHe4oP+yAA0EQJuICXrcd8WFHvm6b+HgiDljx5GFLwYr8YUc9ww+MpfIG/G472kN4XpcYE2FHXKTH7i4rCKkgynK7u66XU+fuNlyOn3rkbaGe+KO+4I96rWqvvnJIi5ItXYi6WnFi5NgGIqOkmqX1HoVzmPP9HJATDEhACYl02B1Kgrm/447+VABQOsmJl5vsKRRHKot+h65QnIr0RWEiuDsIJoj6NnWmeUZb2k++esRWrVmty89XO2HsQPo/V2QP5GMNN98nT7j5jmCAYHTyhzEIIxTb42CGggkibzx0Cu7lMH0GaDl6kcHfwReAg2hPshKkLUgmxFYIkQh96cWBN8jAC5UNkpAvhSScQi4YpCFJPCYeec5W3XaNzZ6esjP7j9tgVVvkpCVhkMt2ZGA4KNofAQlYHtn1Q5xvifOslKL0nfJLYnqQ6DR1+3ehKrZFEqCB+boNICLXX1Mic61FOxLTOrUNDgwLiSUV2allaqcah6So4pVI+XRX7ELXePmU2aNeBBHOAwME0p4R97jmhl3a9rZL9RGgSSHu/adsmINJKgmNb2n6Z9ugJGnKTUzf9HtgJfYASDsnYKKOgdhB9rkhHCIhkH0QIEHokTbCIl+kDTvCw+4VfrFhAeNy7agz7XgtE2nzdNR3qTpH+rDJF2kjLOyAiT8Pi/RhB4zwhx35Iz735+4cNuH4e8HI8+Tx4cYOd6SNsDw8L2+pPo58kTbPH3FRRtikzZ8IDwIcf3feXnAjfR4XsF7L7i6f9jFuCAduHh/ubphRR/IFYUaa3B/hUVfiX099ybecJuqAHfgi2lOVogN2iKBBdtWqVYrXAqUWB5VU/aJ5WMONnSZ4/E9ze/Knb5LRyPzr52uVnrmU3RttaIDzJlZ5ACrjv52fNPsCJdIv2h4mOGy5UwWTJKglW8/gUEMqu+dscmJCl6SucgI42umF9H+uyB6Id4jNOOJ7DTcMEP6Q9IQdTE/YkS9s8gfc5eiUPgO0HL3YBcO3mWmcgwpAEaF+mgtFFzCGYxQwB3KY8w3J2N41Uhi0o999ybZ8cMraU1IEcHjGRkX4D5eGPAOLM5BMMAFItGFuZHXEzp7kvB+YpU4FZMN4JYkPyDApVtB2HNRp6ibe1nTNpubn7HR92oYkXYGlG9BHPCDGq6itcCU1Lt1fhOppICXIhPk2PuqiNnJiqAt7KiV53fKfzCk4bauKEZtsVG1m62rb9p4bbOyO3Y7U57/zrI2dVn3EIlVVFxggtsDVUdFdkE+rTak3c4iL5fRd/R5YCT2QI3AmAYg4EDzjBUN8EHa4g5CL+PCTNncDI0yUEXaEX66dw8vdF4Ib6ajrUgQ5+aN9OawIww44eXy487jIE3Hddnd8tz/SR3/msHN3pAu7O24puJH+teyAhx1u8uRu/FFP3GGi7Py7irjIjx3piMMfcZG2l939DvM8uTtg5vWLeOx4epXRK4y65g9pAjZ1yuPyduGOcgNulB35sXkiXdikz92R/822qUPepvBju1vtR+nBvDS3jo0M62yNmB9Jf5jbE1bR+KLSTMdYjMVOfwpwmv9l4/Z+VBrsha38MC4YLBZumfNFcBRxx7v0UHBQSJiYh6GCgEmZHUmTmB7fFi8b+I1BabusDEh1d0NnlereHiQDfaM+03vl/WLCXun9ktcz3Pn4IgwGiLBgdJgHeXjvhOXhpA84YUd/5P7X0y99Buj19Fp3Hr7PjOaG4YHAF7/rDApMSmI3UsZFlJSyZVk9AeiF/BVtgyudnbOpB1+wopBD+VUxQEVpQhPhr1tBHKmQlgeTu4GJP4cdbsdzZJAhDBSlzWbatidJSkWE2JBqXGzaurtvtGGVP9DQxKCDi4VXpq2mw4tcVIqkp8AWvE4J4EfgcEFpYoxS6cBXTfV7viFtmKgXfvoG1dtTG8Zs48feaSM3b7eilEBMHnjVjn3pOzZeF3wNHLYUpjNCIFYhapUCI5bM95fXiehb/R74gfYACDsnZKgME0FMdMQFIYY7EHwQnYTl+cMd6Xo1LuLCjjy90l5MWMAJ+0J5utNEO7rzdLerVzxh3fC60+X+Xu3sFZbnyd28h24T5YfdHb/c/ignbODn7vDnYdHGbjvqlqeNsNzu1e6IB2aefyl3pMfuhkeei8mXwwh35KMe0b6Iw47wpb6zyI8d9cIdD2Hhxg6TuyPszbapQ7QZN3XFj5v28shlQ7oqYkBbiTycVVIZnxGVFpMYHxQidGZm5fOrK2BQlCYYo7YWOltNMVGa3NtFGExy80N/pffK2SK0xFIW9IB8JDrfKCO5HB6rsMAVzNBC1xhIlyNbYZrK+Sx+tTJAvE/e4/R0R2uf3Lxn7naKczPnd+7K9qXvIn0fMbawkfhgw/QEs4Of94691ENrgUk89uWaPgN0uT3YyQ+eiddR0BatskY8axiswZS1SuLMgfygB5CBH0TUx46GNHKmzS+K4b8DbEBx44qZfuhpnXXRRzGnLWlFbT1TInaEIVHytIBwqIt18KBOKGiOtGnhhtKToS6+BU4RNSG/qvxNFdoaUtqiV74/AABAAElEQVSxgu359D1WmpOyATEdreO6VforT9mxR0/YcHnI20HVQW3A5wQQTInWbxxRwvyl8KhZKjN+YZgwjtDjQ1ZYS3WZHdNgv+d62/733m0Dcs+eOGPHv/6UTTz2vF1TUPtdHXdCtt4GlYwmvbjclbC+6ffASusBEHZOwIQ/iBjskAjhzsPztJfSLvLxXMhQzqWai4EbMKN8ymHiCtNdLv7usEiLTVzAysN7uS8E57XSRxlhR/rwhx3hYS8Vfql1WQpewA870nXb3fFLlU+6iOvO0w0z/BebLtLnhEqvvL3CIu+F7DxftAGbcGzKjfBuOKSJ/OGO7zL8kSfS4c/dEf9m21E/2gahHPXmXA9zOVvZB4cGrSRCkrTRB9hobYUCIZ+HE+aP6BTZ8mgRUdvfuXJDbpgf9lS40iH29YtGAEIiWUS8wviwci/ahKsz/KyRIr2fvCwl7jBgmtnlrggEZScb5U+owx7Q9R4Dusgcpghmqqh6QxRfjYYLbOfm5uysFpq5Lwc373j16nQ2amgo7f5ZyX3TPU7imw2b9sDohNQHP27siIsw8uDO8+JeLnN1fmXL1XsdOCxqNIUfUISAusd2vWEVbcsa5OUxmPWwNgOTAfqAUWgpcUtbvXgBSEyIAbuAYgpCQhD55KsoYvb4KRtUnhFpaStLEUFd+VA8oC9D/zAaKS8WDBeIjHIIFwgxW0KUzlShhlulKwyGq+T1aTvjIB7H2mXVa0ApxAQV1w3Y9vfdLI0HipD0p37gnJ1+4bhNfedxWyXEOIjGOG0789UidQCrPy0B5ngO+3xpJWecQMr85QYf7YUpa0gMnlaOFKa0TXXI8J5tdtM//KQNbVpl57530M587yU78m+/YJuqUnet6lQR7as8FI8PCvaAAGrtyGhD5fyi8mL77n4PrIgeAIE7AaLaBDIHySdi5HzibYFY6dQ88oXdq0EBk7jc3SstYReCtVSeC8Htjgt/lBN2L9h5XLjD7pX+jQ6j7lH/KKvbH+FvhJ2XlbvzspYKj34LO88T7sgbNuG5O9K9XjtgYYf7cmHl+aNtjB9M+HM3Yd1l5/UJd7ftAPXTnTfCV4IddYOxgNaoDFZc+lMqaSLVfLwwHUITiAaIC0+puy9CKhwco4hEJ2hub5ZhUvQUalZqaK5V1pYkQDBP8DWJp9H7VJ+XNBcXtV2F7XYLRKtSqipOgeRzv8NRXDpT1LSylyuWa0AacLXDhQXMsuoN83M1SoB4D0h+Tp48aVXdwbhmzRq/MJRzoHzD9MvatWu9n9VVK97Et0lFcyaGtvAQFt9MuGkj+cKPjT+HtZwN7zNAy9CbDOwGL1SYoSBmYHBY7IoQhnaRWUUMywAa3Zq6vFMoAaRDWrSjsZWr6cstIBwqkhimgjSu6dNwZmZI4RUhF0dlQkpobQMRSYW+NaTbvy111EIpjmzKpFO0cI8+GFgu8BpMiNQXCCbMAwyKMy3KwzY2pExlsSOUVtJKTPPVSZt94EVrSgNcrTknBkyaOOq6q+jElJ3af0jnj6SlY2BQXE5NefX5qG0wOVLSrXM60kKjUmGAgtEaRoWbynSNM15T/cj4dEVd4cb07+1X5UlXqoqxOiZVnn/5oB3/6sPWPnnGdko8RdlzEp3Nq53gzmFvo9rHnkNpk6FdztqBffum3wMrsAdA5D4mO99o7o7qBrKPOOzcdPvzONyRvzv8Uv1LlfNa8Lvjc3/ADLtXnbrjuv2Rpzs8yukOj/SXYgessCNvtz/CsZeKu9z6BNyw8zJfy32pZUcZYfeCHzAvlKY7X3fabn93+tfyRx1IF7DysHCHnafL3ZE3wvBHWNgRh/2DNHl9qAfEIUSzh6veRRgHnaWpVER/lLXECc8SeEZO9mmASUAnMCY+B2uupo+Yd8siDuolba6XemrO6HBLIff+sUDr2txIC0g9wHXiVPN7SWWhbW5hRd8lQkqleRlttWRKOSlc/15eIuq1DKwt9lrYHEChkmZvSTiQYLFF6moz9Xpd6sHrzvxcd911zuyMj4/b4cOHPQymCHOl9E3+veIOP++fbwfDN0N4MDrYvcJIG2lyWIRfjukzQJfTewt5GbpsX9FL1r63upiSOamJBomgWW2OS3WKFSfQuTPHxbwa+A0d9B8UgwRiSsMfnCXmSMjIsZdsLh+F/XHMobiamCzxxFbWQEGKQ0ySMumDklY2/SgVWEbp+LBUoYGypEZiTmabOiTJx6dM2iGsM0ZSIS0mwi9eFSM2qLjGSYle/+yrdvpzdeRQXhYa7Zpc4qrVobUwWar3gFZqGl6eziYpbBBd10KWfJxIgjB84mXKozrUCaN4dykcKRiniZpwM0iL9PFzRWvt4DF7+b/4rFVrszZcm1eI9jWr31DCMCMk3RCjhgSoIeRL3RAKjyqurP6i51JfuaP/0++BFdcDjJEgzMIdSD0RB2msRFzegMiXh+Vu8iyXuVBZF1NOrzQXgkm9e8X3CsvbSHyU9Vpp83wXcgc80uTuXv4LwVmuuO46XCzcS+2P7nK6/Rdbbp5uOWDk8HAHzO72hT/s7ny5P2AsZefl5PlWipt6QxTS1rIISSeMNQfCBBVYmNR5Xkxn5k0OpU1/imA1Vj4WLJEyIOURH8JUrPlVMynRIg7q7NLQ9oq2MzTMsBCzmqu1Y4S5nwfmC6mTb2XSvMxcrn9Pyy/Gy0V8BH2jegCfujcrbIODdtEheNEqFW2PuholQPQFW9xgetjyxrmfjRs32pTuc5rRxbaoiMZcaX3DdxpjzBugn2DcIzyYHvzh5tvGRP5I64HL9NNngJahI/2lCSk0WTkRYphrVcUIsQJTsDn2uGpfbhuNJxrxAy7xAclw/ocPQxVwpoZtce7sSDJgPpIhCXnj4aUhtUmsBAyREI7KAXOhVhKpDKYuRNNo6xZoSU1EImjLm84UqS4qyZEPUpqq0ldlS/ajFDAgQG6adHQIAn6Spi16dZVRGVC86n6mPsuXqRj9oQ5bsGkL+QmjRFixOUXAxBEDRJArMEmB2wVAQrzkTVIjaXOTNAdpFAih7lImbXsTgm9KvefwwLjaqK1zageAaipl2qVREtenEhy6fvqm3wMrtgd6IXO+90D2uDH4wx1+j7jIn17l9MqalxHxF5v3YtMBt1favOxe8VGfsPP0hIWfvOGOtK/XjnqEfTFwLiXtxcBbjjSXU6fLyZvXfbng5DDjPeewCQs/dqTJ8+GONBfr7s7/g/TndT+vvUhhNEeyhQhpTFHMCJMrcywsC7O40xPeL4wZBYmhYcmwIAaIhdmG5tc2arO5p4cs+mlwWNmlTAQwwcNwMXsrWJKbupidouCwyMm8XxJTRD3YGsfuDub6MOShYJQXAYD6U4OizhdBzbR0kLcg5qfcOR8S+a4WGwYWBoiHvoERGJVG3rGxMfcTz/snfCWb/Bulnrk/3DkDRFgwO7kdabF7uZejD/oM0DL0oh8+1AfLFjNeVF0aEGaFeZBCFyQ54VLUWr2qW5mFoIQ8ECdD+JdF3EO060owIQDYBSECIQYkQBwORAtcWxIkEAcICRXPfsZGPkTWjt0UlhAJyB9YSiemBmh+AalWgwbGR3zLWGm2Km1y0vfmzJjyC0mWR8XqKL5dEWOj+39ak3PW0D5UGCUYJtglJFYUV9SZn2ltiyuOjlljSFeRwuRRvs48taQyuynV2YXmjNIlBKkKWnFo1JErCBIgBTE3Xhm5B2m/9hkPgCjF1KDHDXXWjrQVP92q2TQemTEh4lVCnMNCxoPqF9RvOkOodGiw4xAnSR3hqvzchA873Hl8393vgR9kDwRypw6MZUwelruJ65WG8Msx3WXksKI8wi6ULs9zKe6lYObl5vCWSp+neSPdP+jy38i29YJ9ue293PxL1Sm+j7C7y+n294ITYaS9lPSR7wdlU9e83SxVQjz6uRzN6ygn8LO1mhR97qWincnPMYx+yM+yJIuzRLVgTJg7/VGACJhBzmRov0iYhJ3waf5VfmAQhkIDX1hVapgf3xaXw6KEjsRJSSm8k1e2wluiXVqDqo8kQCFJopSryfBOkf5gGlpMx8D0oP0NP4xPPB65gn/ysRTusKl2MDqERXi4u+28mZE2D7scd58Bupze6+SFASqIMEcrCqsh49duE40/ZCU0I5Sl7k+cUenslNmZWavNVV3GwvkbJDeJ4dFBQBZF2IsGd8+qigh7/fs2M5cECkEUFN5WGTVtsYMpAcnI4YwALBSSH5ieqrbiNQWrLeZnaNWYDW9ZL+mJVnVOnbOWLhxrSNc+Z5CKEqkObtlgw1vXaw/ZkDUmpentyCmrvvSqzR6TumvlgS3hrh39W0ttqa4etuG37bCRLeusMIieOzF+c/NWm5jSOaGzWsWZd8aJehVgoiTKxe1IToySickSNyiMqWdK8hvVh8tWBd77r6w6Dw+Pi7nSilBBtRQzCZKdk0RoNSoPpnUfkTqrVRfLqH5AyqWu6TBNjll1uFLwQPxwRILc1CDzhz7W0zf9HliJPbAUcg9CJ+q8VDriLxQX+S/WjnJ7wewVdrFwl0oX5UX8G1FGwF5u+0qq66W0fSW362LrFt/VhdJfKO5S+uvNTBt1pn24i6IPylqULIgu4HyxAvXPpMfsiknzYbhgXZiXm0rD3X4FbYMjCXQGtEwJZkS2T7A+Qy9CcI1yystKPguuqY9Z+NS8KwaorDoUtMCpKig/j36U3iHIjj/Kg85p6uwRW/GgaQa0ywRJ1tVouMCWLW4oQ4DpQRrEVjjOBvGO6ZcrrW/iO13qffq3y/faMZG+24745bSvzq9sOXsQWCANBi+EvpDHrb/ww9Y8pw/WRTCKk2i38exxe/nPv2STR87q3E/JhqRKel6Ig9FfF7NSXjNulQ1rJJERg7F61D/2uXNimua0tUsffmlYqqdHxIAMJYnRoPzj42M2oAODaGBpiUFAclRDhL1uzIrrdWWq7PKoLjbVxWignvqMmB+p0nb1k0pH3hHKFZOENoT2fM2qUj5w+pH9duCf/5kVp3VhlRiyqhAsmueqwyO25TMfsU0fu8UG16wSA4XOOW2jq85bXRe11vQ0q5xNQmqkR3mpc1LXLWZG/dCeF7KcFRM0VbezjzxjJ144aFPTs44jB0cHbf32Lbbmxj3WWr3KVq8TU4Z6TDFsrbMzNj6lerx0ympHJ2xefVMXs1XTXuWWmM652Vlr6KnUWjYiMVlJSB89cc64qT9bwzprtXm1NcXoLRg6pW/6PbCCeiCQfl6lXmF5/BvlfrPLfbPLe6P6rQ/3ze2B1/puXiv+za3t8pWWt8uZFra9sRDLzgoWUjHiO+BhsH26gyFyI58YD7bHw/g0RA8gKfKzRNKwBGwWWxtatGzA5GgxFCDAAJxmd5Uh2dCQmBzoHtJwBCCYIZ1tLkMDOANFgcpFlURLJD4IygEDE6WyoZUkARL3JgI/qUj26KvsB4YHqQ/nfTj743SU+jHO/8D8LLzbK6hv8m+VavdalCBNnm4p93I2u88ALUdvaltXG8ZCA3h+qGKjt24ymxHDcVoE+qlpq56dtblXDtnxV/bZgKQxhQ3rzDatscpYxerzVRvducmuef87bGjnBisMSaoiXMD+WZCKxD1aHtGHIWTDgUTUVEtkIqQmLSngJKmGbs8L8cyL4WKP6JgOQA4rnDfbwYFcOAYeGm6uXQiLZoOEAFNUWYURSV/G19uW8UE78dcbrf3kYSEnEJwYMKRFu1TPT73LiteLYeqgQoGVdraKDduqBeSooBQNcPF4Xg8S8og5ac3qzqETc9baMGRjH7vD1m7bLEZJ5QxTSTEuQoDC4ipX6XN8Le1w3LHUlr0BFdyKhvFrivGafOGwHXl6n809/aq1XzpipZOTUowwon4Ysc2/9FG74aO3aKuf4A5SCVVPcJBs9U2/B/o90O+Bfg/0e+BK7QEIRZgX33ouxifO3kAzaJbzeVmUpZrHRrlkmJo16StYzIdm0rZ2VLSVd0TzfE20QEM0TU0Log3Nkb4lTYudMCe+1UJMDIwWSpDqojsqokkGJbWoSFLBtRYwTRWdJyqUtTirM0Fp4l8s2a/fYO4VHM4TsdulKeatJEbM7xVi4VRE/6WYIKhDGpYTz5cCZyWkjW1u2Cg/yKU/tA+p26VIgaJv3qw+eT3ldOfp9r9R76XPAC1Dz6I9paELe+qSRqDjYP6Vc/bK5x+yc9/dZ9MHjtqZiZO2ZtcG2/nLn7Qd73uXJD2rrTg25Nu8WAcBURVHpGoaBge8IITEi0GttngbZwg4i8OZnBJCo3nxPc8esOOPP29zB09Y89SMM2AVSYQq12+1LR+40yrbVcY6cUJiXlrS69+SVjrnJ1qShIizYM8tSDChJdUbETh9IQlWQXUpjQ0mNdcKJRycV5OygVmd8RkrjIqv0Z5UkBixrpRA55zIrmdAiTnnBOptilFhRaqtC1Wb2vJ2+tF9dvwbe21CfdN89YyNjOmQ353X2pp3XG/r773Zhm/crI2vAqkzUPQDUiQvQtvdmsOCKa6nspqtdxUrwQGpXsVNYza6Z71t+vDt1j4xY3NPvmIT33jajnz1IatVp+3Y333FNs2dtvU37bB1N2+3ge2rxEgpK6tOdELf9Hug3wP9Huj3QL8HrtQe0DxZEBMBi+M7L7QrxHkIn+KC8eksKqqNmp5lRBuIYWGmRmnCsBYe65Li1KpifFgQ1Rb2IW1HQzEBBCk7OZiL2Vnu8pumdneICWqJ2amJeWFWHhQTxOWFKCzSzCzyQ/mVT9k6hpycbXYgHpYUL6BzNl2wHlKPyHEhm8tCedBix5Yx4JIfKQpbyZCcXAqzsFRZMB1hupkz3wao8me1A4V6cGaHcmk3deIyU1RYkw+lBqHMAHg5c4Kbi1BJi01+zgRhE0Y52LSLrXJh8nyExTki6gIDBawIp2zqQZ5oE4xWqOCmvpRHPSOdZ9YP4WHo85wxQ3IVJk8XYSvV7jNAy/BmmlrlqOnsCkhkSKran/idz9n8N582k+SHVZFdd9xqe/7RJ238pu1WXivGJ/uQWpzn0b7dpi4NavNhgpT0sJJSRDQsBIQopN2RdMw8ctAOfvG7Nv3Ei5IuHbchHaUZ19kYsQNiQNo2+eDTdvLB52ztPTfapg/cZuO37NC+YA00P6+jxoppQfKBQGnBOGcE67KIlJrac1oWE1IStlNqMR5aEdJ5ndmZKRttb1QYaQVEljwOryJbR3Y6YWnlqa49vW1dclaaL9jLn3/ATn3pUWs+fcQ2SqV2EYQ1MWOnxKicfPQpO/SlrbZRdd7zqQ9Yeb2kTNruh4gejMteZs4KNbXUhdKIpPRA/aLzQAxmmMhyRWVtHLex+26wyi1bbeD2bbb33/y1zT/9vE28+JLtfO+dYurus3XbbnXG0DVKLHRC39HvgX4P9Hug3wP9HrjyeoDpnF0eGMgLHmdYWPbM6A1NlW587VIe/GxBY/s+TE+VsyaiYwY0nzKn+hkiUSTM8w7e7U5BgEYbqxZNIaZRitAQsT0kmgcmrCUCXHqtBYMKQWRgRN0Aw7moVD7Q2pwbIowFWNUlp5E8W/bDfI9hixgMAQwOTAEPcRDmEOjE8UD0o0kNQz2Jg9CHwOd8DQwA4d0MFGEwL8DLTeSjXOpJPhgN4GJIz4WlGMoHBnUAHkxSSHiIIx/wqB9wgrEgDMYl0kbbQitc9A8wSceZIdpOPsrDBLxgTugv1GsDk7KpC3AomzoTFmXCxMFABVzaGkwR+eKMEvmJo1zaeKWZPgO0DG+MtQH0Hbj65jmd79k/YW1pU7Mta2zknpvtmh//gI2JIG+PaqDpPAsian2FzvBYS2HCLn7ZmBARQ5tdY84MyT8ghqogJuHow0/b0QefspnHDoiZqNvAprU2tnrcyif14Z/SWSENnmEpKWjM1uzUcwfs3ORZm5g6Y7es/qiNvW2TbxUrIo7Wh7pgEh5Rmazu8Ati0i9MixAWqjEVwnqNDigKcUkc1VTZmJS1A8DXnQTaYxQnGDBxTcHUxkC/vwdM29AAm9fgnJufslltQRsbX2WVazZrxWLE7xqozU3by5/7qp17cr9d+6n329r332ZN7WJDcUFJTCJ1TGWojoKHpjwufHUDRpckDulRW+d9SuNrbePw7XbXcMWe+z8/b3OHTtjgzLyVdabKK698BURqfdPvgX4P9Hug3wP9HriCeyDmbs7ccAcQ06Fv8SaiM1u7k/m9EyTyws/jQLyyTb6uhUrczK0Con9mW7ljmiRYIb60CRwvSzZaWaFnmJNFJ0CUo8razwQBS08qFkBpYZQqODTmb0Vqf4u24GlOxt2pYkrz/b+kCWI9zsxQb6ddlBzCHUIeZgI3aWEgSBt+mAMYAYh2CHjSkg4DLNLRnmBeggEJpoI2hqSFsmAggAeTEMwE+UkPPBgK6gfjQDm4SUcaYEd7gAucYEqoF2Gkp56kJT4M+YnnoQzKAlbUn7QweeQnDWVGfYFBnxDGQzz5eYAbafOyCCc/NnCpE7Apk77EfSWZPgO0DG9LqMKHNYLmgiQW3GFT1odV3rXVxu+41sZu2Co9zrrwU4M97X/VB6ZyIegh7ov6mEAG7OMNbKNPUR+Z4uaaNr//uE3v3W+TT+yz+eNnbOP1gnnXtTp7I9HOK2et8eIRaW87roOE+sC1gjKny0Nb8zNWEafe1kB2qAKWWBz3qjQZLy/5k7Pz8YLYtLKjoZDSeU4xH0oUnzfpHclGQALjv8TBlvDgpneE32x40zobvWarzgBp4EvyNaBLvkZu2GWVtautpUE1e/KU1Z950c699LKdfvwFK+9cb5XdG7Q9UO3sbA8EJSe0DFIVMhUT4zwQBWFUDoc3UUZRXj9u69++x9Zcv9NqJ894NO8nOfQLoB71Twn6v/0e6PdAvwf6PdDvgZXfA9CdTnyKeMV2P9XG7XanDUTIpDDP5AQvZ348XPGuQS75/Dd+Us6OD7gOS6HQCwqGKPa5XzZ+ziR5noW0ASnZvugKAUQ+JUz1Pz9NLx/lQKxjYAiCCE/1UbnqAwzMBw/psTG4cxN+4oEJDMJgIDDAAj4P8VFu2KTlIR9pQwpC/pwJiTrCkERe4slDG4KpAA5pCcMdzFLAJ32UR/2i/ICDTZ4Ij7oH3GgDduShbEyUgY2JcgIWNoa8pAnmkTAYtUiP/0oxfQZoGd4U28l8+5fEuBwCmtWZm8FbdtnGT95j6+6/U+d9tMKgjVs1IYoRHRhMaIFTNPqYxQSV9WGVdF9QcAxs7+J8TUvMT+2l03b4337NZp560UYlwVj19pvs+l/9tK155x4R+0WrHzplEw89by/82Tds8vBRG5Q4sybGaPzma2zjO2+wgQ2rXBTdViW5p0hVSIwWHzOKABhQKjoNdwa8BrL4jYJE10UxQWiyc0SlfkoaYhQp09IAWDgDJJhgPmfg5OYcE+hGw8QRoLNe2p6240PvcmZk6tVTFGQjUr+96podVkT5gcZgfWLWTj/xrL34//yNvfj5r9opMUQ3/UfaOnjtFiuu7ZyRElz6GwbHjdpRFgdUVFsouI30SiWDghu6vmDg2k2266c/bEcPHNTdRdRJLSWp8i9IjxKk/m+/B/o90O+Bfg/0e+DK6wHRHuxoYPcFZAhSGU2TyShswY2r44EWwM0VEa6JDRialxeNJkqZlFwwOvkIy4ldz+OwNP+6WKkjsRARj2puiOVEVCveZ+YE1X3kg3ZgzvY7KlT+wnY50vU2lM85mzhrk6cK4pwwmIGcEYLo54ERwQYOD8wIzEKcGYIpIE34SQPhjw1zAvFPfqQklBdMC+HkQ9KDIU2E4UfiglQpZyKiDdQBWMAHBg91py6kx098pMNPeMRRB8KAh4m6EoYhPCRKUa9ICwzSY4ijHJ7Iix3lkibaS10x1JN48l5Jps8ALcPbQoIjNfa64mbeVU7PbRi2a953jw7136h7cPQxMniEXCC+GeN8WPpRyRp4Qi++51XSm7KHgUSkNEAKA2Yff9kO/v7f2sTe5214nbZ03XWXbfuHH7PR27fYlLKLz7KB6zbYpm1rpEhgtx373j5riBPfePv1NiJpSwU12MNaueDEo9402+yQElVRWa07f9pV3VmkdAUxaDBTSe2AYKq+jQYHITkQx8FEMJT26DIw0ewCSuRDTxobEuMBApN2t4I4QdRjwqW0hGHZtMbdSAVJcAqrKmLgrrFVd1yj/NLwrR6YYZuf3Nq955eybt58pw1tXWPP/fZf2rEvPWJFMX3r33GjXfuTH7LBraNWFWguPgUy/dcSA1nX1jdp41SfgsBVtNpYUt2QYinI1tx9g2380F2czRSfpR8ZVIb7HQfu6//0e6DfA/0e6PdAvweu0B6AeNU/29ZgJJizE51BezRp+r9+Ol4YkUSDdOJEG3B3z/mmk/78QPfFZedOKEMwB+HLvI9WXKWCGA6imrKAxm+bLRupun4eCA/a4HzLHdVZutiFmgB3AfZC6KKDekGc5+kg0DEQ8943cgfhTxhEfTyRFhikCUYKN0wDjEzAoJ3BfAR8mB6YAsoPJiLi8vLJB5woHzdhYXBTJk8wJrgDLukJz2EGrEgTsAgnLSYvhzbCyIUhLpiZyEMY8LAJw+SwgEEe7CvJLPb0lVTrFVbXghBOWU9JH2tDd9xUpUa6sGOTFXXHDqJdxC6ch4Fol5UGJW1QHAR8TR9VSx9VU4k5xlKYqtqhzz9oR/73v3JmZcMP3WZb77/b1kuxQXnbuNUEo6J8CEGc0BeTM37TNhu5VhrUZFCcAOEPkwFAr4PKRoPciWcO2cFvPGHHpEGuPF21mz/9Ydv50XfpziCtaHS2mekrl1Sm4vUCHhrd0BXTQCrEKhNh8BEwQILZ1J0+p597yar7pZFOAwDma2z3Jl2wqoOAw6oEoiHB9oxk1gO+hk+ibwjiIljQU3G4ZGvEzF33Dz5h0y+8bPMPPWenXnjVmmem7br/5Mck0Rp0yRnHd2A86dWGBvU0AfKVhBzUEjFxQqja0yz5kJCzUlX0qdcklqYUlZuYTWXpm34P9Hug3wP9Huj3wJXeA8ynTIP6cWojTYmazv9/9t4DyLLkOs/8n3/1yntv2/e0mx6D6fGDGQwIgABBAaIXJW2IXHG5K3IpaXcjFLEb2t0IrQkpGIpQSKJWIkO0AClAAxADDogBON677mnfVd3lvXnln9/v5Ks787pQ1W4K5Jib3a/ue/fmzcx77r2Z589zzp8GOGycZYfLw/cNJdpl4Xsx2Vi98dU2NkijC7iF3tlelYqH3C7viLc1q4/FDIfYWjusUlPa3yuCc63e4h9vY3uKeYtby7B9MuXbFG6zaHjWGFPONyfLZyBiOwuFtcuOlSYrx84xUODVYVtT/E3Bt/q8ujwwUnq+fbd6vTaWHrPzvHNLv3t5vGPebw9seL9ta3k8cGWgxD6WrC1W51bn2PGt6vP22znetVg+++4lk4W3z5OV99vqs+92vtcO77yPwtYHQDtyl4ovrlErh3HlirL+zwykBREsKzXHOlXAKsIjhMKOv6q9bDww7oPyH2ZxUFu5OZfl4eX7+vichr/5nMb/6CmVLcOnv79TXT/7aZUf61WmKqI17pgtZRN77wHl4acc67hCZkqxBPW060s2ehjrhngtVJhc0tB//r6SL72rstklVYViGrz4ddzHMmr9iTsBFyygamXRWTY0t2gheIVOgPaxi8IVqypXAuICK9vc36xfTc0taezpN3Tm3/9XVSxhMcL6kq9IqO7EbWp6+IhafuIO5bh+s8wY+LOizAhjTTTOEHt1Kcp9DE85TAXhQd3xPTr8976ooT/5ntYnZpX8zsuaqKpW+9/5DFY1k2bxpbeCbXmCRUCOub4Z14ubBaPRLg/iXrk4o6UXAHyswRTd20slyMNVtlEG5/jJl4AvAV8CvgR8CXwUJWAWGDd0G3ssyqiNtG6s9S7G/Sjusb95U1xLFOfizD1Hilm8s9zWO8vpAd4Rhs4izCo5xzJsgCYbWUPmi7dxktMrvMJRBFyZNvCTiqOw/bUp0E3ttgybkinc1l5P+fe2tt+S/TZF3ZR4+3j5PUXdzvX2mwJv+W2fp8xbGab0W7JybL/9NiXfvtvHS/Z9q/0eaLA6N+e3Y7bPa6+VZb+L98BEVryO0v1ee62tdr4HgOw8+237vXq8suwca5uXvP1ePm+/J5fS3953a5OVYXm8dnnttHK8fZ4MvPM+KlsfAO3QnXIvMQ8hT6MKC2usPfOq8oCM/Nztqj3SrViTsYDwcuLeZl/se9Csjga0VzJaAfhMPfeOViE0SL1yQQnARIFFVdu/8IDK97QphPtYPoJKjzXGUUhutNvVa+W6d8b9cp2L+7mRp7jgJ/6qsMlFJpZUuwRjSC6uGIQAM2uLmj81oIYHbmN9okrXG1kpeYCMXY51SEHMSbYS9OL8glZwnasqVDuTdwGwtzK1oItPvaT47JoaM5iQyb8CCcPaqcsaBSE1PnYMpMMLayXRKAeC6D+cpcuAEGDE6DYtWbdicUr2JciCrvWP367pK0PKvDugwqUpzX7zGSmZUtVDh1nLp06RmoRC5THAGK58UU5CCMzNGA8C34FD8+taOjmk4T95TvkLo1CSw8EP655Ldm3W3/rJl4AvAV8CvgR8CXyEJeB0C6cEGLDhQszrgoG0OLKWXJhlJNlfy2EfG5jNpe16iVwb53GWq+T9c2zS0ZRhc/G3MgNYTNx2o1AHa7w6XKWWaSOvKUGmB7nj7PTybZy71cYUblPEPWBQmscDP7avVHH3lHUPANhv+25lePtKy3HXgx5hW6vPAwKleew8Ax+WvPK971757uDGn9J9m/OXluWdY/u8tnnn2rb0XMtbeq6XzyvD23rnWd7N51se77hdp1m8PFC1eb/XHq9cb7tVmd6xD+vWB0A7cGdsPc0MSrw9AOE0LwsmiegMQXAs9rmyBDf8BRjajrYr1FDOS1Q0JxYAH8aGtjq3rOzYnJJnB5VFSS/MLCo4lVSWxXtix3ar5jhEBjUsLkZ3EjYGM1y9rDOxYMeizcO2Gx0Z2/fxPg+09TD22ehwAlhwKnvatTIyr/zIrGtLFEBWVm70iViIyGqGETslvbLmvNbcStHUZZ3E6tKilhcWVVlooUzLyItnC6hVVdB/FcFPyMAS8UMFgGCY+rxk/Zs1w84yoGMdtHWnxdbbjuIx5hrcd8eYB414/SO3K1JbpdmJZ5WbSGr1mZNaZgFVwRAXaa9VrKVWZawZVFEPvz11riwmtQb7XQb3vvzQvJZfwzXvnX7FV7Cm5c0O5mp3dWxUVfzu//Ul4EvAl4AvAV8CH0kJbIyljNXF5G23vxg3FpsegUJ8I8nF6DCIF0tmgtQ7ydw7+GX7TQdygGBDyb5+K6wQcjmr0I3ltjMsmaJuynipQu6BEU/Jt9/ePk+Rt6133Mqw47bPkrd1P/jjle1tvf3e1iurtAw7Vrrfy+ttvbrtnNJy7ZzN9ZeW5ZVp+7wybGsWINPPvOssPce+l6bS+kq/e2V7bTC5WJmWvH22tX229fa7Lx/hPz4A2oGbZ69+zr2Ips4DVKIxVUKlFp+YU2Y6qeSFCRUm9iiyqxG3OBa2IX+BeJRMck3zg1PK949r6fSA6jnHLBhrgIu1ijI1nDioWBckBVhQLA4nCAAKuRgcZi3odKwDskfUAxd2KfZoWnfkJmhsh9vjvihUxyKhR3axJs4MlNMLihJMFIyXq6ajBdrumCvPGN+C1JVeWmVdZq6LvTaZZD69BdYASgEurLOzf1yy4lUJtR7cq9EXB7SeSbvVoNOUFe9oVs3+XgASL81GK+wcA1jWbpOUxSm5d8lmUIrv1AY8wceVNX6CMMfV377HyXPuhdMKXphWbnRK8yNTWq+vUrCtTrHuJlUbXXZ7p1t0dmF4WPNzs1pbWFZ+cFbZc2OqxfxUgOoujPWnuDYCbaK+G5n1KkrO/+tLwJeALwFfAr4EPsQSMAXamucG1Y0BdZvm2lGbRDVl1hThovLsnWMj9NXJU3o3BmwOMn3pxu2NcxwIKp5TWrZXYvG8q8u0Xy6v/bX/TjHYGgRsPtPa816bSg56Srtdk6fEe+DAy1+6tXze9W8uc/Nvr5qtwI4d88ot/e7tKz3H22f5rI1efttfCmLcAf5Y+zzgsRmweXlKy7Tvpb83123lWfLqtu+ldXjne23xfluezeWWlm3lfNSSD4B24I7xuNEd8FCh6RuAyBPwn0PDhqRRUWzC88NTWhi8okAlK+5WxVjzBiiwxqJba1AcYmqsDUTVFoq6hcNSoI0FFgYN3r9PvV9+SKHaMvx1bfFUU9jpIXLQM4ZZ0Is6i/+KVh/rO+yxdp+S/su+2iKtDnXgd1b30DF8c8OaSsR15Qcvq+vuO1X7wDEFaljAi0xmmdLCqlJYoSqMoY2OyTzUIryotdQbw+xsvVWWlwxOBMUaq9X56TuVfPOSkq/2EyoUVdPn71HDZ4+pGrY3i28yfgKyIx5ks9EUa5D7h+OytdE+Vq4lPHexIPHSExcVqQag7etU599+WKO/8z0sZEnVBxJaXcxpcWFCyXdHtYpwguXVisZDmlvEumVArFigKgMA0USZFmCTy1C8LfBqFrs0MjHqcj/5EvAl4EvAl4AvgY+6BNxwZgOtKcB2MfZ9u2THzPJhAICtp+wWs291HmW+t9sUdXKijziFmANuuHU73y+hVFm+qhnvF1Tcbe2wFpuesqEDXJX/Jn+You4p99YG++0p6vbb+3jFWl4DGJsVfO88y2fne2V4Wy+/lWf7Nievbu98+23Jq98rx+3kj5VnyfaXHistx457vz2w55Vnx7x0rbIsf2n5do5XpvfdK9PyeWXZMQ+Aleaz7x/V5AOgHbpzpsyb9cYwykJmVdFITKuAmwwEA9FgVK3BmNK4vK2vQD9tbzqKeL5AXA/oogxrR56AmmWsQ4GuRu36xfvV8vhxhYmDMSpq80UruqdhfsSNy3obAyXG3W8uY+694re9XsbDb6+i61DcltNtP/Ewy2PTWiDW6OI7b2p46CzA5bD6fuPnFWnChY1iLV92Pa254RmtTM6qGrBVAegxN7icWWSgfoyX0UbysaxrsV7wUBQr1cHf+hm9+q+/rrnLU+o62KlERwMHmN0wxGPJsbQVv1oLjZ/NyYugTSvIrs9Ccrzs5pIXAH1ZnxBtrlT7l+5VTUOD+v/4r5R8e1CZdVYeBsiVh8qAmfgDr+FquFpQDTaoMCcZcAsj47VcVoscK2CVy2JJI0xJcSoJ0OFZIKiffAn4EvAl4EvAl8BHXgIbCrZdh9MBNpRy+27JlNqtUnH31se2ym/7iucwftpp1HPV2dvUU1qWKdaWvPOu/lWa8+a+b3+NXk0/Kgc7xwNMm2sz5d9rq3estA77vhlMlObzjtu+a5Vjx7283tb2ecn2eWlzfd4xb2v5Sr/b7+vVvdU5VsbmckrlsfmYlfFRSz4A2oE7ZgABT1Jc1HgZeKXTkZym88QAEV9Ti1tbDMATxdIBj4gCsIoYIYC5YOXAB0bHvIbL2SqWjo5f/TxWkx5VHGjVOhp8LpDBymJmxyIwyBdgD8FvLJ2BbQ1LUZhYIyMRcKjBLCkuqJ/MMLcVoIfMJZe1MjyhgVff1dq7/Vq+PKF8Iqaao3t079/5vNruPQrzm8XpQPFoyANTUR5ig0AS+keASZp2Gf11ECuWa7OBmBxgImPueKyoYzzcNK4QY8alr0b3/a9/VwPE6Fx+5mVd/MHzijfXavf9h9VwL4vBGh0212S031ZVEeiwj/Y7mk1zhwtyAeZjSqdjsTrOXQ7wZ6AyVBlRxaMHdQg2vNkfnNTQU69rEXrswNyaqoJxrFqUZdeB/ENY1CiN/yxuRoxSJJjV/PqCYoUlNWBNq6TyGPXmjYnBT74EfAn4EvAl4EvgYyYBAxWMgjeQNiZRbyDnlllMQdkmbaUkOwV+I7+1cSfT5vo2/7a6ttq3XRssr302A4jS/KXlbQYnW9VXmn9zOVvVtVV+b5+3LS1nqzq94zeb3zuvdLtdGaV5PirffQC0A3fK9Gijvy7A6maLgTbV1mklPKf1/JpWCgTjY4lIg3YsniaVB1wAVnIo5plYWPPxgjqPH1LLA4dVfdduRQnodyuDgmYMTpm7ln2cqk5vkcBUE8SiZMxpeWJy0otp1shZURDXsNTonJbGZyAJIPZoeVXZlRXWEVrS4vScImUxtT/yKdXcvlflvc2AkxpFWafI8VFTVoE2ga7Ymn2moDVAVhoLSwqXuIgBE9pTSMGZbw2xfJiNrX30DG5NAaPeDNVWqPO+I6qg3PG3zrJ+zxWd/51+DULr3ffYXYoe7lWY2J1IgpV6yjAdAXqynGedBl/dWkoW6xSwC6Y+C+4zNhKrkhAerpk6G+OqexTGuvZ6zb19SfNvX1b20ixgL+WAGdJQhubyC8FxDfYP60+8oxZLF+x15REHHp1paQOG7cAj4BfhS8CXgC8BXwK+BP5GJHAtpZTRdMt0rXO2PGGHdpbWu13bbrWq0rK9Mjbv2/zby3et7XbnbLffyrrWsVupyzvnZsq90bw3ms9rw8dl6wOgHbiTZs3N2x+MEGAT9dxzSPPhMqVhKyssY4kBHOUAFCmsKvlyGOIqy1VRV60ILGeVjeVq2N9OnEuXwrVYY1jLx2JgzD0smAUAofhbWE4A0GFB+7bWkFFBr8wmtdg/xmeceuZYMyil3FxSS9OzWsX6U7DFUAEZ4aoytd95m8p6O1XP2jrlfa3sI8YIa4wBHbPgOAIHK9usIitprULeAKMBVpWE4Rs+xteWVyYFmOB6LE7I1t6x0813zdYDso4MA5XiLZWqj/RB2x1TBSBl5flTWhwYVf8TALI3z6mqs1n17c2qbK1XAXa7MgBRAMKHgFl6KMQWdjU5OsiHvMCOJKvdquIv7TaXvapYpyL1CcBcm1JXkopcGtfs2CSyBvpgRXLtApkWwgVVtTSqZm+Tyve1K9HNYrHvAT0r20++BHwJ+BLwJeBLwJeALwFfAp8kCfgAaAfudg4frXXcw8yFK1YeUsv9AI72Bq2wgGfK1t6BOC2zvIw1A5c2lPfyhhpVtNUr0dagYEsdQS5YddD78/ihmZJvGIBludxaPHyFvQx9nlWJDZQsQAUdHkhqgfWCZk9e0tIl4mGm5pUwSwoAJgvwiHTUKdpUi5WkQeU9jWo7vEexzjbAlwXs2AWDXMhrIKOAG1sWlBMGyATXYX9jsdTFtweUoLqYERjQDgNehilSuRRrCS1htgE62eKm1jiKMXhkYCoLWLNYnjDX2Fi7Tw37ejRXW60J3OLGz/drbWJGa2euKFtfr3RzgwK0Mb+rXYGORkxb1ARgi5aXKVIVp1Cun/gnW1Xa3OYMBNLaIhDke7gWgFXZBgBqVwFChPylIaX7B5UmNiiAC2AYIZpVqgAxQl1PsxK7WxTEzVAsJpvnXtnVcwX89ZMvAV8CvgR8CfgS8CXgS8CXwCdJAj4A2oG7nUKPLhgAMjsFFopob61qu/lY2QZesAClcEczfTvO4p1GfGALfrK7GN+CX5mRGljMjSnmtoJyvmj2cesKrUPpvHplUstYUoafeUf1g1A8D0/DK5AhpgUrT7RKKZYKylRVqu5zdyhx736VtdbA0FblYmfgm3OuawXcykKGtHARc6YdAEsKcJHBVSySh3BhZlWr7wxrkfiallAMcoYgIChC9gBhRcQEAXw0T2lYoQKYgJxFBpc5ZwEKkQ9rzTrlsUazogCkSG2U9tyFa99+tUC9nTs/ouU3L0P53a+p18+SuaD55mblupqUr4wrTMxQ87E9qjkMpXUdViFAkcmDZrDNuWZTK2CIeCpnKcIlLgH8ipOhpVfdj/Q6eYoYJXNH5GJpJyUg3AwILmMxTZjQgHQOtEUMrfnJl4AvAV8CvgR8CfgS8CXgS+ATJQEfAO3A7Y4BECogJzB1GpoCkAjxMvbbae8ABMBAnPV2LIPp7UWY47jg2AdBAvuwVxQtHXw3i4xRHCaIgVkfmNW7/+lbWjp5ReH5VQXniOcJVwNMEloknmg6lFW+vVIHfumzqvv0IYWgs4YlesONjLpogwMNlBsBVAVthyn+/E8BDNbZhgEvygaVOT+m3Etn1ZjOqyocNfI5AMQGeOC8OG59ZTFilGizYSijwrZ/MbYF2OOixPaswXpXwHJk15jlGvJcQ6CtUo18Cod61PToPUrBFDfxl69o+skXiFkaVtPsGuAPErdcXsN/9oZGuqrU9dUTqn/0doXaK3CPY7EvYp9crBBoy1Ec0DYTcAGigzTNt9WJbCnWMrteI44A3Dn0ZBeKPJ2LXdGe5QCV3Rtz7/OTLwFfAr4EfAn4EvAl4EvAl8AnSwI+ANqB+21AAactBwac0o3rlUto2PbPuVqZxm2AAuhgR4FJbtFQh4iMtY1jYaxHZqAx37I4ZSy+M6oz/+JrCrCYZzN54rCbhcK1KsMqs4w73RJWp0qzrnzxLtX/xBFliC+ytXyi1GvxQ1alW+wTK41bC8jMTMYQwHGjvc6xRo6lGO5my6euaOq7r2nl2ZOqDsQBMnnFouW41Rmzg1TBOkVBQM7of31WdSd2SYcaleJ0a26YcoOAqMBaQRVQX0NjQMVWJ1Ygjq+zZ4198QS/46zL09Cu7oNfUNsjx3T6//5jrQ5MAswCqgrFBUUCbHWzGv7t72jo6bdV9fhRVexvU+vdeyFHgBghSj12YdYo21CVtaH4dUPWG4dpvLMCmVAtj1235QBKOfkHiwFGdsRPvgR8CfgS8CXgS8CXgC8BXwKfEAmYHu6nHZCAp5O7okzbNskCDAJGFW2Ix2npQAOUc6N9tsXHjHQgQGyPY+Ag/iePom5sbLaIZ3psQf2/96RyZ/tVAfAoB7HE8AUL45qWASysEh+T2N2sxvsOqf5T+5Un1iVN4XksIgaynDuerbEDUArivmZKvy3SWgCt5SBayJp7mFmZOBJZSGv+e29q7eQFhbJpLDthLXLOTHoN8EL7zUrF+TWYVQqDo3rnd59Qntgmo862yzRY4cwptN1+53Gpy9G+QgF3M+owQMYyr1wfRBAENKVYiCeHe1z0zh7t+qc/rzVIIJYqWTcJX8EU7S0HkNWzYE/27SEN/Ifv68K//Z7GnzmrMEFGjgTCua5RE/kCtA1IxHVYeBPtAHhZjE8e8oMcgDLH7wwAzBj4bOVrA4QW12Qfy+4nXwK+BHwJ+BLwJeBLwJeAL4FPlgR8C9CO3G9DN95no8BS5dpQj/tNHsCAy2sbt48NCnsWsGRxQbYvBtnB8uVJLUByUIlvWAR1PQf4yKL4h9gSzaIMAKYSEoFEE3E+ZVEMO4AcZ3lC+TcqaavFoRG+kEKALQMBRsltyZoUJlYmzJflc+NauzCmwgJ02nkDUrjVQdNtjXFxPtRbtGLlcfWLaPIMcTwnB1Rxzx5ijMqKViay5yyGiYptrSJz9HMWGOoNATqsQrMIGcOdWWEM6BXiAJd9zbjF3a6Fl84rfXJQ2WwOaxpxTZxSmY0oRcxRrn9aY3/xDmxuMLn11jv3NqPFdmjLXUvR0mRAzDFos2+rZDKxqy9KYKsc/j5fAteXwMLCgn77t3/7+hn9HL4EfAn4EvAl8LGWwMMPPyz7+OmjJwEfAO3EPXNgxtRr0sam+MPhmeIuB3zY66wXtt3IATjIY6XIAgjMfY2vrLeT0/pl6K2HpoivqQAgRYmRKbK1RQFKBiCytsgnVNchB1SoFGtPiLKNMc39Y+vsMeS3oBdrlkEPAx62blEAF7fwak6LUF7P/PBt3NDGFFhO0zzqAUwpFoMZjlOx5EDRYF55IBzOwepSGJnVNGQM8dY6RTqbFKyI00bKN5cz8hnRQsCCnTau0UgSDNA4C5Rdr2tLke0u0VKu1seOq7CU0vSlMWUXsRxRn51eRvxQTT6lVcgZFv7qXc3t61Z56wkVIHwg3MeVY/WZzOzaLS7JKrXy30sc5/+PfN477n/xJXCTEkgmk/rn//yf3+RZfnZfAr4EfAn4Evg4SsAHQB/Nu+oDoB24b4ZpLKbG0obO/953U75N/bZ1fMAkG/Er7NrIaBYRW9onv2GXcECDY0FMGTGAj+03dzVzezNiuBBAKhYEnKTnlLwwrOieDsV3tylSXu0WWTUDj4EiAwWuDrYFGpihIQVDKa6xtthoVpnpZb39B99R7tVL/M4oVluJmxk4Zy2tOLE/EQCPEWGbW12WgtM0bjmGhSZRrdEX3lSsukI1B/tUdede1haKY4kqAiVze3MohLoKuNvZ9wDfzWhj8nDcbrQrZy6AWIvC5TFFK8oVLUuwoOmSUlyjueEZ1EvwN4YMYqtpTX7nZXV8/h4FYoAoO9/kTnlmxTKw5lzyqAfPN0+8xQqtUrsH7q9995MvAV8CvgR8CfgS8CXgS8CXwCdVAj4A2qE7j/7tkm29z8Yut3HKN3+Kaji7bAcZjUkthFXFNPoAFhTDUUHY1GK7u5WtwPKzyh6zyJAXew9LBoWJEcqoMVKn6aFpTXznRa0nF9Xzy48r1gx1dDnWHgMertZiPQaKImaBAihkjQmOHQFIC5ZZNHQlva6+Lz2gliMHFYuUKXVlRrNPvqT5F97AAlNGzBHV064MlqR0Q5XavvJZNfY16NR3fqDL331O4e+/rJZ7blfnY59S/ABr8pQTieOQjsXnmEWKyvkdxAoVpP4iMKMtdj0wM+TTWKEuzWhpcFoZWO5qYbczGZjlKUIbDbiZbHKwy62n4HrbMO+Yhcizdrldhi7N0sW1W9l2WrEgK8x+bEpWiX385Evgr0ECAd5xex9CuKm6Z3OjTqOmz/FOGsOhffzkS8CXgC8BXwK+BHwJ/Pgl4AOgHZCxKTSE8Vzl3WaqjKfOlG495cf2mRIPKnBr2oRtjZ2NZC5gFbsa1fXlT2vmiRcVWsHqYpYSFKhwIUW5xOmgRkVgTVsdmdH0915jraGMKu87oJq9zW79n4Atehrj9lJsYSWvxbl5AMQa6xBVKF6ZUCQWUfXuDj3+z/6BgqAcx4gGeAi3JpRaXHEAyGKGskZoQLtyUaxKXQ1q/ekTLHQa1dF9rZr89staOjuome++otEfvqGmx+5U/I4+FnitURULnVbUE59k6MeSu3D+2JbrMCCTn13S5JtDuvDvvqX86LzK1lEGcXszWvFcAHIIMpnbXJbLWGGtn4lckgVTORGmuRx+fCYxy+NqYLfFUmWQpwGi4rEixjEmOnPDczvZeOl9iXt7/K0vgZ2VQJB1uhKJhBqaG9XZ1a0W1r2K8e7ZZIeB+qXkvIYHL2t0fEKz80vQ39/YU2nkH+41Mmurn7aVQNAml3jxb1Su2xbkH/Al4EvAl4AvgY+VBHwAtAO301SWnLNumBUHZRsgkeWLuYwZ85gJ2fKY7h/Z0FecmsPYbG5cpsyHoH57bwIYl7NQfUJdv/gQbG8rGn/ptLK2BhBr9USMFAGQYLAkiK9Xmhnk5dS0Bp75S8Vff14NLQ0K1VUqXx1XpiauFICgsJLW4uScFlaX9Mgvf0VdR/Zh7YkoDXd3Pg4/G22KGQODub9heVnOzulSMKnKSqw0xBkZOMvm1jU/e0mR2cva375PkY46tf78Y2pcWFXLwLBWJ2c18PrbevffPq9APXTWrY2qaKxXdW296mvqlcHalLYqUhlll1e1vsjaP3PLWj4zpPAk5AugmHgFwCa7ioxwuTN5oCCmaFSaY0vVMVU8cFgB3OyMmMFAmck6hBUpaDTiBntiTtVxxyySqICSiWOe0ukslN6sHuRZfEz4fByjHF/95EtgpyVQ19Kpw0eOqL0dCncmAxJMIKzw/i0tLGrdqOgBMNGycnU3turQHXcrgml0enJMZ999V/39lzXB+5SxF3OLFMQ1tq37iB65u1VPP/20JmdX3Tu8RdZPIP5QRwAAQABJREFU8K6g6hpa9Kn7H1Zq+nU989IlZLS1PD/BQvIv3ZeALwFfAp9YCfgAaAduvanjOYCIuWpZML6Zdtw6OwCbvANA7EP7tuHXeaLx0/Y4Gmy0eDvFgJBZkUwzL9hAjUIU76hS388+rJZP364c1hEr18gFWPvUKfxBVlAt0jxDVED9RhMdIXbG6LfzRnVNrIzRXgdwsTF2tSzAoWlXp6KAmgL02xYTlKH+GDFDRlltsULhmoRaHj6q+3r+MWsOMVNt10TjCmxTcSxRHY1cB/us3PqIIsQNVbfvV2VyXeWHetW5nIRBjmO2GCmoJgJtdxnMcqZ85AjUKdD+Am0x1zeTReHBFBCF/MjJ8ImBrSBWpwKXYZauIgkD7WcNoXBPHZYo9pLXrD4mw6K83RdnUXMU4xywxV+LgDKPculIwN0ZJmIwIbLk4+TN1k++BHZIAkEmFnYfuluPPXyv6ipiAB7WtLpwUpevDGpqblGZVNrF8tnDaW5x4UiUiYZqtXW0qXfXHt378OM6eGhM50+/q1dff0dLq6kfaZnFE5ZV1qm3t1sJ1tWy98YmBPxUKgFiB+MJdXT0sEjyZVwP+32QWCoe/7svAV8CvgQ+4RLwAdAOPABF/300aot3sVlbYlGMfC2EBcKsDEEDGPx2SoqndPPbGSQMEAB2HEMax0w3d4mDBiQquhtxKWt0wMEUdhfjYu5yBpwwamQBIjmAjVmWglhxMB5Rf9E9zOos8h4U178xtrlCzEgNrBZzCyHmyMAKbc6xzbE/Z6Cnt1GtXfXFBhsgsUvijDwsA5nqMOAu6OKC2O2ATrgM2mqouGtwr6swIIhyZ4CpQLkO2GC1cm0xKjhLdqK1E5DmZGDttCvnmuy3nWffjSDBExoiVaDCQCRlUZjJ15Vmf3iK1yGKsDYadYL3UOdph8UdEWQFhXixbGuPy0heP/kS2CkJmEtaWUWl+vbu17333wOByLrOnTqtiakpjY9NaortMuQiW8X5RKMxzcxO85lX367damqo0d7bjqosHtfzL76m5PLa1Y8sj7BRzUexarqFjjfe5526lo9HOUbIggMugDSMxdxPvgR8CfgS8CXgS6BUAv7IUCqND/DdlG+nXFsZpshbzA6WFwcyDMygtJh1wmkyTmGx3yjy6PoWzG+YwNNyzBZioMjc3KIR4nOwppDbKf4OEBh44M5lzOXLQA3/jGzAQJDp+5a8umxxVbPyRKkrBVDK8LFm2NpChSxEA2ZLgWQhj1XIwJRFGAUASWWYYAI2+QyQce2izWEaa6xuBkJs0VUukpYCoKw+2mMscLbeUHEdIHYCxCyPQz9cgrkDuvax2w4ZvnEnU1RxfSDOJR7J+etTTsiEVpLy7mklM8nq3fgChTgACFBmLTNrki0ka/UYd0QApGQy8C7DqnTXY9uri7c9fvIlcEsSCANiGlpadfyuT+lAb5N++N0n9fJrb2hhaVVp1tu6VkrjHjo9MY4L3KTGx6d0+OjtOnzbPt19T52GLl/Ru/3DbkKhtAw3YeK5dBVfidLD/nck4LpbZGSTMX7yJeBLwJeALwFfAqUS8AFQqTRu+TtgAna2PBq3Kf94fDnXsQjxKQVjPzN/OFO2DQDY1huP2ZrBpGjO4IDpSTZqkz3FzzUG70AUNzOsSMVjbNm/vrqsqK3Tg9KfB7RYvBGRNcWFUAE6QCUHBAwErPPHPsVFTwEFLLIKpALMABRwUTNrkLniWPkhwJG54TkiAdphbmTWFhz8+EaZuOvEaFMKsFVktSrCEANEq8TrxJhpNXez9y6SthSg0xbxD2mOGyGCtc4uImQWG4s7sp8mA84LULn9S5s1ChlGOWj01pZytMc+1nZqoJHFA7a46hoFpNkLHsQ9EJkZcDIgRv0gKq1lUgrbbDnlbRRXrNfq9pMvgQ8oASM66Nt/SJ86ca+OQQ7yjT/6Xb3w+gU3+XFTRTMrMDV6Wc9OT6n/whU99pNf0s/83N/S7L/7j5qaXYYKf+PpZZPHTXR9Pc1j7jqNm6rmk5LZYgDTmXVlcLm1fsVPvgR8CfgS8CXgS8CTgA+APEl8gG2O+JkM6+hEUYQYbQEjKO+AnpXJBaWW1lTb06pQAhY1c+0yZd9QkFlG7Ct3wL45kGR+XS6hxINI4mEICjgnBOBwSj8K0MpCUt/87f+gw3271Llnryq7O1TZVI1rG+CLvOsrawqkqQeXNJXDcmBV8cetQwQLwcLJfixFIVXWNSnWXY91hNghcqyNLygD+5uBmVh9ucJ1tViZzK2MssxUQ5sLqawW+keVaK9TFCY5ixsK0ibgn3PHSUNeECavAS+nbxiYA6BBd0CsUtARuAUBKGTDGkSZS7gEmbCQnbmpmVXL2N/KYI+z86wMowg2FS+Lpcvy5DnfAqysLQaagtAKV3F9UeRpsVMmR4jyONEaQYL5LlhhpBGALn46CdshK979sEx+8iVw6xLoOXiXHnjwXu1qq9B3/vQP9Nyr5269MM7MpFd0ZeCU/vD3JvU//s//WF/54iP65pPPa4RFi+3RzWXTGrr0iv7j9JuanTFg9IGq+5ienNH09KCe+MbvK7+WJAbSF9LH9Eb7l+VLwJeAL4FbkoAPgG5JbFefFATF2OKjzs8KhTwCcFgaGNXFp1/W8tS8PvXf/oLiUFIncW8Jo6BHKysUrWLRTzTyjEEO6KDDEA0EK7FhYC0J4PYWgiQgsI7lgvgaZ2dB87FZzPxqVolUTjNn+jXz9WfVTMxA5+ceUPWjRyEOyGni5YtaP3VB9Uf2qP7EYUUqKQ9F38BRIRPS7Jv9WnjjHABNuv1/+xVF++qYqZaGnn5Jg6z/szafVNdXH9CxX/5q0UWNes1qk4dJbY6FV1/4V/9J9/7mf6O6fT3KJ5eVXV1Xipnoip52go7Jt7CuudFJhWGXK6uvVLQ27uJvzNSVml5UYDWnFYLBB946I50ZU2IdAIUGZyx6a+DH9eYKHfj0Axp47hX1HD+oumP7FK4uVwjCB3O7W56Z12oyDegjRgnXoQXcgy4996o67j2qtuOHNHrqjOYujygSjWvvAyc0fPqsWu4+4GKb3F0zDdI+yGSTh93VN9X/5UvgBiSQqO7SvfedUFUko9ef/Z5efIXneicSltPU4pSe+PZT+vtfeVh95wa1srKsOSYNzEqchlFucg3Qb5MMftpCAliM02nN41boek5fTFvIyN/lS8CXgC+BT64EnGHhk3v5O3PlZkgoWmj4ApgwC8jc+DTxNWG1dHQ4dzWrKTk+o6FzA0rOzLkTbEy2uJgslqKxl95WOom1gn85aHIXJ+Y1+MYZ5VZt5tJysjXrSaqgsqpKHf6FL2rfTz7G77T6v/uMklcmyANUoqyhZ97UzLlh5dfN7lE0cxTMwoJRKMMmA7BahxZ7/Nk33RpBRnKwtris2s5WHfzsg+o8dgiCBdzQyFtkZwPYrGa0zJpD9bUtqqiut5qUWljR6uis5gAhhiZsLaHMwrIuvfC6Rk6d1zpgKAAzXYJ4okQ+ptzArNYvTGrp4pQmX7mgsR++reRLZ7X2Rr/WXr+klVcvau7VfmUmlrT81Bu6/HvfUf+fP6vx194FDOZxh8PVD9C1jAxzxFaEsCQFkiml3gLUvTPg2OVGzvZr4OQ5TQ6PKcvaSIPvnFOOIPIwlqqiJBATyaw/vk5UlIX/99YlcPD4HWpvjGlidECvvXVa62bl3aGUh5L+8umTGp+X2tra1NgA6C9JtwJ+jBQgwscWX3YECiXlfdCvQWN9tLLpa2zSZaeSlWvsehHW/3KLRt9EwUWCmps4gV7CXYe5HjMR5SdfAr4EfAn4Evh4SsC3AO3AfbWx/r3xHlesHNS1s1ghzOpS3daKRcesQ9LC2LSSrO+RqKlUY6GjaJnh3PzEghbfvKy6vbul2hrc1VD051Y0+fIZdezehRUIlzBXAUo8Vo8A1qTa/Z0AlAQ0uwtaGBjS2siUKpprtTaz4OpKLQAisDhVN3Q7rzsjS0DnUYY4m7L2ZlU1SiOvnVbT/bcr3ga9NAfL2d94aJ/K+9rxMivG3HAKPjfE/SSXNNN/RfVd0GhXlBky0vr8opJYe+bHxtUF7a8hClu7ZGFiush8h9XIgJEpRPigaX10jlntdaw9QdU0Nmm9Y0XlaWQzk1QIi5FqKLez1ikgZYtYeboTmjl5ya2dUtuFhakLVz/WNJp9d1DVvV2KNDZCxx1TJENbphewcCG3Jfzf2IZxH7SYrJXRGaWmFliUtRp8iEKzcbMM/Jg3op98CdyqBALBqPbv38P7PgcAGtHE9NIOg2qsooszGp6YVX11jepqqgAt49QRVJw+obE2psmpaUeysDWYxzUUS2hZRblaWlpUzcRJeSLuJjXy+KFmsJCsLq9oZnpck0zKpLE6b5fKEtWspcWirrECzHazztgdIa6urr5ZtfRZ5eXlqihPuFcMX1Str61qhbKTC3Mw4M1qjYmaG03GqFdRVaWm5lbVVFeqjHLD9CHG6JhncmiVsudnZ1kraYJ6Utusl2TXHlVtPbT9uMDN0H9tZyyLJSrUSL5q+uVyZFUWKwNw0VrcaNPrWLhTKS0vLWl6isVq6Vf95EvAl4AvAV8CH30J+ABoJ+4hSrULuDfTD0AizeKgC4OjqqquU6yxzrmSGdnBMiBlBYCS6Vt1g6vF5diaNjnib7LnRpVnQVA1ZqB7xrUFRX7+9fNK/cRDijZUMCCjvBtlHPEycLYpaNTTfc2K7GtXYGleaVztUvMrWsSFrWF3L3p+QHMDI6o52G2hPChNtM0sNBRR3d2mlrpGDX/rKc28fUmttccom9nV6oTigKhIbRVRO1ib0BicYoXlaZVV6qf6B3XkgUfcYqQGJFZY1HEBS9fMINYn86PDvc/cyszyUjD6bP6Z0uFsLwQiL6LIZQAwsfZW9d57u1b3dKhqMqsxLFFR4n7qD3Sofn+LQhW4zyXK1X78mCZPvamV/hEl+8fU3FENM11O82cva/2+I0o0N+I2WKYIytIqsU8WfBXD4lRTUa1awFEhhdufyWRoQlXUhRZVvB7aaNfF0eLvnXgG/DI+YRIIKF7ZqK72Bo2ePqOJiQmld9D64wmzQJDcwOXLSrTStfD+Wmhclmi26vp2HTvUqFdeSmqaSQXHheCd5LZBVdfVqxkQ0dREO5m4qCAm0N4AowQwkGFWmvT6mmanmzXQf1nDwyNaXU1veR1V9a1Yf1mvqDZPbM2sImWV6uzqUu+uXYCHOgesjJQlA7NkGDfeAiQNqbU1LczPE890SVeGhpRMrl77feN8e++rAHu9fX3q6uhUFa7CIfomx+RGZxKiM8tCqLI4R7mD/YCraYDJnJZXef+vSqyVBGjbf/Co0jNnNXtqhb6IPqo0IYBqrNldXENXezs0/lVKlMWoI6QssZw0x82X5JhIWcX9cHR4SGfPnoWunLXOtkNTpeX7330J+BLwJeBL4EMrAR8A7cCtMfAT5pPFZcUG6/X5VawOzBRWNSjGrKIbRalnFUtPZBXXLUCAKecGaszCkhpLKnBlRvlL48oy4xnqa1BwOaulCyNawf+lvLfZWX3yuICY+pLJQypgSgzB/flmymfdkAIKQHpmSYsoNLc/eJcmx6HVHZ5Ur+MXKMbYwFkAfuIPdcR7canZ06OL3/6BGo7vZ8DPs3AqpZuGhSJnbG5Bo8ym8TnAy3oSIAGAqeigbSywag1PotwszABqllAuVlZpT4XLm2WW1mh6Q1BmG9eB0VTbgqaTWL/CkBd09HWo9aEjClTiWndxRW+dPaPavno1ffo2NdzZq7kXB5Qqjyh6W5+qlqe1gsI18/pZNd2xX1EMPMmBMa0S/F2DQpOvCmuV2Kn5JErJCqBrOaOaqmo1Ys0KrqyrcoV4qXcvq+3+o4pgZXKAjua/z9SwAw+AX8QnTgJBJi9a2ntVX5bTy4PD7tn+cQlh4AzusVMxJedmeO+Zq4BtsaahR/eeOKBzp9/RPJMl9Cgl1cPwGK3Q7fc8oNuPHsBFr1ZjQwO6cOG8LuE+uozlJ1FZo+bWdvV09+mehz6nu+6c0fe/8w31XxnX6MxikYq+pMTqhg51drfraFdAL770jrr2H9NPfuEx1ZWHNTs5BjgY1vnzlzROjF4l1pSuzm519/Tq8K6Duvvu2/Xc03+hp5/nOpgc2TphsSmv1q4DR3Xo0BHdeaRHsxMjunSxHwB1RXP0NWagqm1oUE/fbu0j352fukMDF8/qjVdf0RtYio0w5v0UVgWLxR6+/W6tDi3pjTODMm6Y0hRFRnfc+7Ae//S9WNqwKI0Pa3jwokawaE8xoRSNl6uju0etra3q6tmlY3ccV1dztb79JC7H9LelEi8t96P03brCzenHcV2b6/lx1LH5On5cvzdfi9XzYbwehl9nqcX7+0PXvo+KDH9cz5Bf7odDAj4A2oH7YC+zxcQUiRDQrcdnVRdN4B5SqzIC+B0AAndEmF2tJhYmgpKeml1QvAKffjqnedwzVldXNP72BYKpUaxaajR/YVDhNUDJ5Unlj/SqkIg4OlfLHwRAQd7mZkIXRic0xcxtd8duBS5NszJ8pRLH9kMHjQ1nYBgzDSfg9hYyljTaECSGyJlpsCA1svr8FIQIBfaFsNisAZhmw2dRJLKq3NslPHxcxxlg5jY2v6bmphaUG9zQKMtmjzMs7BiizKaaOk2cxZLUfJg6jIkNP3ou2nzp7doD7MsBfMoAhzmudX0QS9hkEpa7aliqYbmrh0SiJuasWqbhMQetVSNUqIpo1z23a+H8FY3+4BVlf+rTCi+nmSGuVQArW26ZGWXWLEpVx7Q0t678Igx47K9owbLU0qj0yLS6mQEfG5wFIFJwBTeKJln8zyZdaAeeAr+IT5IEAhCf9O7erfmRAY2OT2qRd/LHlebG+4kpLC0d4G8TITaZwRvKG12SAkpU1OnzX/0lHeqt1nD/GT335Ds6eaofAFD61I/qwtnTep4Xub6lU49+7ov60s//XZ195009/8yzOku/U5oKmLBzZn3OR7SXdYp++e/9gkbOvKw//tNndHloDAvM+9c/weTLxXdP0n/E1NTaqQcffkxf+Orf0drykl58++KWrnZRXPo++/mf1qH9XSoPpvS13/v/9M4Zy3s1YBrGCnPyLSzGiad04qHHdOS2XfrCl7+qqopv6wfPnbrqvbb4H7NIZa8CRnZVgC3c3h78zJf1xUeO6bm/fEIvvXZSU7jiZq6SEeQwV/qdtaysCjB11wn97Je/oLW1ZT35/Ve1ehNufaWy/LB8ZwgQw43oQosrMfAgrdFNGoHm0tViv+UmR1HC8dimDvN2KCrkWSqwJ9demdIn8nqVcLobd67Kt/Hw30w5DF/FgY3NzZxn9Zqs7JrsE0F4xoK6xsUwfArnhB8B2XbOVonTfySVtsWaaMnG2ZtOJhPO+8IuyJiS0sVkXkNMHFqy8sxRxY6XpqKnRume7b/bqe50/tzMeV6J9twRYsyzx8Qx8jSuWU+GK8jSANv1kmuDa8T7OW+0Ld5pbmt/Nuorlf/7pfrfPs4S8AHQTtxde4Fs1Cj6mmn93JDKCyHFqyuwcoAiiKcpQGFbm4MMAAY4IyGYm55RWy8AiBd+IZRS+e4upecAQgPTEAmsaXJkUrc9dL/GmDWtOr5PVXVYhugtcsS3RLF+CCY0Dcwo/Pao4pOrMK5Va+pPn1V5d7VCWFagVsMqg9/77IwCuIOhBbgXPQ8IwUuMRVQDasbNpL/sFcc2F6L3GHn3nMZOnlFPIK0jh7pcrI51lpnpeeUALVURfONrK1jniI4fNqpyCBoIe3Zsb1dOn1fzfbe5jjFqFiRbpwfgYymAXHK4kATx489ybjqXRgZLipTXOIrqPGAtyuqlCai7C7QzgBUripUqWBlHdFBrx3CJowPPQhIxMzahniP7tEScUWx0SonuZgBPvZaHZiRcCeMrGcXNBYdFWeeT84q1dij+xhsKTCwCIuMqVEMtTpv8zs7dGv/PLUmA5z+cUCtWjuHRF5SEZMNcSz8MyUgOHvnCV3THnmo99a1v6d1zl2COW912TSIDCbMTw/rGH/6ukl/8Ge3Bre3xz/2Ekl/7U43N4qq7kRzhAqCvsr5Nj/1En8699F/1xJMvagbSk+3cwfJYmiaxPH33iT9TuvBzevQzj+vy5XFNzC4qVaLlBJlpefRLP6sjext06dQreuXV1zQ0Nrdtm61J6dVFPf/9b2ls+LDuuudePfa5n9IQbseXhue3bY93LWXVDWrt2qVHHjquZ77zR/qLZ9/RGm01BWqrZK5zq8lZnXzlOVXVtOiBu+7Rq2+f0sg4k0wfkvu+Vbu32leB8nmkKaDP9hR0rCGoRlZKiJsSSkdvumCKtdmSLEJ3fi6nt6YCemOqoAso0TZ/dKOpnlDOLhwTHu8O6Y7mgprpiytgKA0yDlqyYWElFdZAMqtTM0G9Crg/NZ/X4jVAly1z8LMHQrqnGTIc2pq3WSySAYl1Xr7ffj2gURhF09vcQ1P8O6oC+rmDAe1nTjJrN5tn8A/OBHWBuiffx++u3NI/Zkm5p92uR9pXg8zK8qpkTAu762GhcWQ2zyTi2HJAZ2cLemU0oFdm8qzjV1pK8bu1Gk9u/cptVo4BiaLc0yxR8Tvv5HV6kQxc64m2oB7tKqiLtuJQ4VLxiovfr/XXRGAe8w+25/WnJ01VQDaMx+1VQf36sYJqKN9rmourY8LytVHpDy6xbpZ3YIsKanDNf7iDT6uU4NrNhX9qsaD/DPHlpSXzTdk+GWA80RrQg12wzzYGeO4Y71nkzxxObNEPU0/mGeOvLBT07kxAb07y7G0jQx4nfaZH+nyvnWwTrcgIBHqZ837nDM/RNa4hSkN+aX9Ah2rzwnjtnqMAz5OFKPzhqYIu4rhzrWdh+yv0j3wUJeADoJ24a9Yz2fSWbelUw7heRULE6BA0bIuimoKwNgmDWqJK+VosE4UIjG8oF4CfHAr7XHodqubbtHRyQFmIEtaHpxmVYqrBxWXk9/5MWRT7YB+9Thy7ChaQSmJtNLGsoSeeUXB8TnsO7IMAoV4j8wuKdhXX0DEq7QJ+/muAoPIAAMimOTgNXAZdNuVYDADtKnbizJLyvQ2Xkub9u1VDXFEqA4Bi6i5KB8MqpriXpZybnHBNs8EkBRtbnN4ygqUr0dgGs90QVhbqsF7QBjLOsw4SAjhlsf6scV1RC8CuA6DRYxVQcAJHOlVgdAkzOEbZxlDemGZWHsuOyS5AJHKOWdYCs8AWzJ1by2gG0HNgzx5dOg97HEHnVT0dqiEWaD0yovz0CgNtVPE4ozp1p5ixjjTUqQLEZ6x3ZY2sbwQA8sZZ+j0/+RK4eQnwAsQrK9XWXK5Tp2ZYkNR7om6+qJ08IxiKqn3P7brrSLee+d5/0clzF7SAVXQ7gOLV7SwlqVX98C++pWXAxPFjBwAHn9Iff/OH1p0VE6QJRirQ3NGLZfld/T7sjBZ7lH8vg1da6RbFgn5lZTGp559+Wnf9o7+nA/QvgYuXdYUJIUtB+oKe/cd14miP3nrhL/UmwGKYPi1/XWSBwkUfdeXiRdoYUn3DF3WC/uvy+A8cUUJpKzZ/b2nr0MHbbtP6+Hn91cuAH+tjNmf6kd8FpVZWdPrtN3TfsS+rs75Gc7gcL+PK/FFIPTXSV/aGdIg5txOAiAYU65jFlOKfnELWHqCIQAlqnD13dJAfxXkSpf4MIOWF8bzmecznkwX91STj2RaX3Y5i/9N7g3qotaC91NdWkXMWE7OS2CK+ORu3UHdDQcaVcFbH2qSfRDGfcnUE9OcDAX2tH8KdLcq28ekSmu2vHM5rL0vUxQx88N8U9j95k0lEFGCzwmyXON1ZnCzM9h8eyguHA33/AsCOa8LbfMvUAoi7qzWor+4J6j5kVpNANriFB7iOrPsUVf4IY38YWdoc6OdpxAL09KemQnpqCDIQlAIcEbDCFDQMSLIm2nHwgv5WZ17t3Idp5jOfOo8c1t0lOSA+C+vpGjL73C7ABmO2O9H0ixtMNkYzfejaa3Va+BvcTJpYD+gXj7JEoN178phcZmnMkxcYqy3jNVIKdLnMM5GI5/VV2pXhev6P5wNOflvcMldSb11Iu2sC+upu6dMdWVXj2RHH6yMAxWyGpT/svhoIDPNMRHgm7uaZ+JJNCqNLXJgP6Rv2PNAuyG3VDzgcZL+B3EHuY0t1QPc0AYipvH8uoGevIO/rXEPWnhPksh8QdqKFE63/4rF8hmdhFiC7dK2H6Bqy8Q99NCXgA6AduG+GEXh3eI2JQeEHxhf4CoqDv3Uq9pIvLy5BAMC6PhXMXmVXlS2DMAALSgFLSpoFSMPEwIRrJ5iJIN7m0rCaa2pga6sDB8WUATxk5toUacf1C+uKVvIa/d6Lmh8aUVlTveqO71HQXOSwrGD8MK4DB7xyxm9tHQKfPD2i7acAsEHOBUOvYiFxfvMW9MvAVF5dparOFpUZCQIAwgEErsN0ERu7cgby+M0RlIF1ZZdQgJYBRri/5IwBC3AWAPEVKC8PyHJzW9a/MMimpxaV4XiGvME8li4sXNXWNrNIhSOcw3pFdh4ty1qF5j7HLN/U8ATEETDnwVRnLoarsL2lOhhMKadA/UEEXwXImS0Etc76QjFAVjQRo8PHfZCggXXAlI2Vq8QwhWGMsgfeIptMFEFGBa7IT74EbkoC9vyHgnHFwesrBPpbkPzffCLuJ5bQ3v0Hec+mNDA0jlsa7+f1tJqShqdWkpqcmNTUbIe6urtVha9KEg3RXlPTlhwdNS/O1NiQ5q8Lft4vOM/06uI87rVLeTWyaPPIZAJNrAiAArz3PX27mAia1fDIKLE+Fn/E+3+DKZuBcIbYqCH6k/1QhcfpQzLelPmWZQRVSaxiPcx1M1MXtMQEVPH6tsx81U5zO1xZWhCrC6gCJkzn8oy77oc7BdQNGPk5Zr0f7cqpEzfgVsaeRbTKU/MBDWLdWWBtBFPercMvo99vrSqoswoAw21qr8qrImaACeUQBfprzJJv7jPtfWjFOvDTuwL6HHXsB6DU4fhg4OICs/KjWAlmULzTNnYwCEUZl1qxRvRUs00UXH0J8jMUMGkV1lPDWSU5t/S+2GNs1oEkY4mdz7riKOw884w35RF7/0pzb31HzOXu/GxQM4CutkRQVwBUC2jTplBfnQLaXRfQ/e0BPQJIuac5q7byoKaYsxxeDGocwDLD2L2GAm8DSRku5m3Iqz6B+3p5QY2UfbyV9fqYh1tcDerPqOdiyXvIfCDWL/QCTjaXOus+LsySF9OYawp5Z5HX0BIggTGqnMlBnD10AetE7obeDXtXAzpazzhJgXa/7I1ap/xzs8T0UksZphdn+UCGK3hflNnAaBl/RBbs20hG6jq2EtDAslm/cJekvLe5v0lQ6I+eFlAfwOencMM7SDtOtGS51wBoQN7ZqaCGkyzKjuBTZsnjf5x72lYdRM55tfBMMFep8ii6CvJh2MY6wzVttMNEOQUAGsG939wrbeHzVZBP/7zpWl5rt97auSabGNYn5nJNqTFlTXGe/QzC4hL99AmSgD32fvqAErCXygCQTaGgxhP8j0KP1aJAT5fnpcrzcs0R8xPAta0ivopfOwuI5lCcFrPKza1pHZeQSEOVom31WCpmNUtAb+cjdyra2QAYqdHqlTGtTXQ6AGSzaanZFU09+7oKMKdVHdulGgAQjmO0gY6Il9vaY11Snk4uCICyZOsNOQAEGUERmtCmqSkFTIvD2uKUOKb+IjDBBW00okOySwrQyQfohQpcU84KZvQPALbStgAqoCLPNUWqlpVCocnNQIRAZx5gNidg7AfUaZ0THnUAHvzrHWAC8C2taZ7yO+iVc5Sdo948bm4B2mFoJUvbCyC57PK6hgmsThFYfeC2Q9CJR7GkzbMg5IqyALAcLoPC/agKF7gAs8HrUONGcTuMQGVraymtmZVtep3lj7AAzS2rjPLKbESgaQ6s8tVPvgRuWgI815EA68TwHK0Th2MKxd90CmBJqSTo/9CB3Zq48rLGmDJN36xfHkBlemoSIDKug71H1NpYCYPiPP3JxvWhjOXSqzDGXXLK7A1fM+eloaKepJ+rq6uFahpNyCVicWJV2rO7hzaf1NjY1FWxRDdSfgHL1DIsmNamI+27cX/F4oSSRTe5bYoAkiIoraMjw84ysW3GzQcoM52CbAbFLYq7bgCX3g9z4jFVFV35Y10B/dJB3KlQ0HMIZmghj9tZUC9NYKmYhlUTsOEUZfKbQt7DzPrhxqCOYS3aVRtUOy7V93cx6Yay+29xj7PJMi/ZGFGFzB/qCOmX9+e1D+CQZsyYBCS8NhbQq7jQneG8SRRUi5Fhhkxw+aivOqSjzUHcofLaA0Brx9rymd4ArmU5za0F9fzk1S5kdjvHUXinsUCkUVrjDDQ2HjF6qKdOOoBr2qk5Jhq5kO1ufYpj/QCPsVVcoCpzGsSiYG535q1dmurKDCxKX96V013NeLYzcF4Gr78wFtJJrucc1ohxAJABYdPKccxQH9dtoHF/XRjXwpx21wb06R7p5DDXzaToqvcOcYoBwREUeOYDuR+MjSnKn2e8el+sgIoC1xumfQbWcAsbL+hrg0FcES269vrJ5ip/ag/WJ4ZAjEkuWXxXPyCSEGTVA3qsHJNWlOf4MPfhVcDREDLe7t2xtk5y/PJ8mHuZdoD4HPFFW7lH1iLDx3qlX9iXVQ9yiSLDK7gavj4R0isTgO8Z9A9AeMrkQkOijPt9PGv7sBgdrMtpHyC6m/Me7wNwYXFcYqmLVQCXJWvfHPdwGBka4DH3QXtmhpaMH/faKYJ+1AAwrUA3MtfFVSZJqwgHaGJioIaYrml0tQ/7lMa1r9A/ejMS8AHQzUhru7y8xAFmZnIMxub2lYMpKMmAHIE6Osg0WIjOYBFgU8mxILS2K7NzWuKFzUDRnAbMZFmnJkwMT6y3Q8m1dQ2+9JYO/MOvKNhVr3xdGX7044qynk3VwR6myOg4UfzNZa79iw+q4mivwigqedwxwtDcMh7YNJpDZIFomeKNDW76xw3WnGuWqTDmHCNRGB2fUN2BbhebY8DKrsFGD4vxsZk6A0rWwUeMaroyAXBZUY42h6urcWtj/Q0Lwmb6yobEFWZuFwEnkdpKRelgo/TmwQVACYqPKQszECwkADXRqjK3WOosbFOFZfJYFVh2grjXoA05ZcsoaI2pbv5CPy5v4zDgRVR7137IFABUTAeZY0Emm9IiAC7J2hz1x/cqtb6idX4Hj/cpDwBK4fpj6yBVpCgX+t40Ms9a7BS9dbgScGUdr005+smXwC1KwNy/foRa+RbL+qCnRSIJNeDa1VYf0X/5zmnADy/7LaTF+RkY40ZQTu7Q7l3dujCCtue0Y6wE9G9Lc1iX+gdvvmTAVXIuiQWIWEbcWS0FcXGta+5Te3NCf/H9k1pM3to6ShnWBRq9fEnvNplr73WaRhxTcn5Wg/3nNQ57300ngKbNRdsaUOZm+2FONqv/IKDin96JMllZELwzuoQi//vEvXxrCJe2bTS908SxfOdyDhc26W5cwH6yD1esroK+fq6gF7BElMaJYJzQ8fag/tk9ee3CorOIwv0iYv3hSEB/eDGn2W0ew9OzOerAOgXY+kxPQF/aldf9zWE93AeTKn3zbzxDbA4Ww1LrjKf6m8sUy8S5Tx3g4MG+oP4nwP6/fCuoN6cBwNfRgi3exBI6sA1vVyVurz7bF9CvHpJztUthHXsH979/cwo3NR57dOwtlezT82bdQrGOZAETAf39wwX9NLL/w7N54oECmmVMLE3u0UHZNu3frsdIitzgu5HJfrk9locvQ4C1vxzEYrWpnI3sW25Ocq8LBg427oFdq4fZTQarNnyzr57X8R8cAwjSn/3708wZkn9bEXLAxmyyusRb8CPJFk//TG9Qv3l7Qd08QzYRcwpOlX/D/fnL0axrz1bln53L68kBSFnQl25Dhp/vzevXuA9/diGo1wBPm2PETD5eMtkzj0pl3p6tt+2ArPtaAKu4M04yf/oOlreHuwM6wLP3mQ6Ey3P7OvfST58MCfgAaAfus63lE8OUWzCrB7MIwYPdmv3hswoNT6llgmB/oh4juFq0PnyX4nvaNfODl6C4HkQhX3egosCUZZBpsWAL0x7JOq3XxaG3Lgc4MSuxt11TL52FQnsOlrZ5BZl2atndqb3/wy8ozKKhFsFqVuQQb3/znm46CWbGhogZwl8hgqVGMKQVe1IulPcaG49bTHQFP/v58TEd/s1/QL6EYsxom6XEmY/MEEOHbB2mxfAY8UEIn/c0cT/zXFMDUzMZAEYFM7dx2JRqDvco8wosbbNcKxaYGJavwunLShJEffriFR3+pS9jtVlTK6Ctppw1e7BoLfzViyqgXAVgyjMgErBpQYuUhIEuu46VCJKDi8xGH/jUMdVwvTU9jVr97ttqPNCjtq88pHGYtxaILYhNjKshsY/FHmO6fO6k+k70EaAZUprRPkWAdutXvqzsaFLvPvFtBYk/qjnUyzpDACDuGQ57JhI/+RK4NQnwDGHv/REl6tYK+2BnhaF4r4fx0FzJxlibK7sxW3qzpeYzTBxACT0F8UlHeycK07vMcaCucK051t+Zn53SNJbfW0tFW5n3zoXps7p299IfzWqAmECbjb2VlGc2em6iX998ov/6pxfSUIGfUj8frx3XOsmUOUu2DcfirH20S01MOF2ys7fS4q5V2F/jMVN0O7GK/NZxAz9YU7CK/aeTZsUI6umJG2g4lzeGgvg0aCeJhSLGpNkfXbg6Psd09mZcw/47FF0IB4kRDerrZ/L644sBvTS1lVvU1QIw98zL4Os/OF3QO9Nh/dO7s/pit3QfYOsrPQX9R8oZXdvCokO9p4mreXE0qL0E1n+pJ6fPEaeTpq1/cB4lG8BSak25utbicLh5n/22W92OzCzOaHcNgABl+o1R6X9/BblR3/WSWUrxaNfrWGsCIEN0bD0ByJveKqjpeoVtOs7ouH3DN+X1fpps3aDv7djY2uRmClm9jgWwn/grizPqrQzqH92R1wy/vzFIPBLX4YGcTadf86c9E7ae+a8egQgDd/8lbsQZZPd/vRLQ97gv10smQxxJ9BKWs2HmK/cCcP/4AqAWsPZBk01Of3FfXgcb0DGwKL00FNDv9gdxd8QKWcsz1INlbz2st0CZNufjp4+/BHwAtBP32BQEplTMn91SgFnOFE6ya1iAMqzxE4EKO2VMal3gI5xbY03lig+g918aUbaKWALc0KIoA0twQwbry9V05z5ihUAhdCadh/dp6IV38M0fVxkWmxbXmTIoQIVSMMDAFAx9hrOg1Nx5SMkXTmr6nQvYvVdZOZ5enDKwmpvngfseYhZ3fmAIN7qkavb0qLqribxplQFAYlhogmY75z8eIo4kIW89GhagIC56eQpZAwAVVna5RV1DmNHFavTh+oRa9ncrBFNcoalWq7j7LZ0fItAzgr99pSpwF7DBJVCDexoxSzHqs1mk5MmLqn7gTogUIqyJZEiLndbREZQ8+NrbOvF3v6q2h+9GXrXE/LAa+8gEs1RMT5Wz9BH7kuwLLKYcjXdzW7MGsTLFq2De4xos8Do5Oa1AVQy3vISmB4cUh0iijZileK6cmCb8o60+P/kSuGkJ4Cbi5k55pnm33Atz02Xc7AnFmeLtzoryDtVjfU3OTMLMhpX0lh/tgtZT6xqbmGftGwhLeG8t2ftr1i5bODV3i+CqWNL7f0MQxTQ2tGohOa4VJm6si/rrSluJx0COB3isHYly1ktjYdRYrAzq/Wp19e3T/Q8+qAYmlSz+ZCvl8lbbb2QQXrqZGCjvnM1bCza/t4Mg/gaiKmnrtwEZf4qydwmrys0k5u30yhixI9O4saGYlp5dyXh1T3dADxFMbm5izw1Kv3cONzEY5LaS73b1wm0DaUBW//qtiO5EOW0lhuar+4N6GWvOOuPqzGarB1YRun2dgyXs96+E1AtoOUy8yecPcM9ixAcxLv7J5dKWblfz1fuNlvmLe3GnqyO2hOt5YUz6+nnp5Zmr813vl3mevjVU0G/huoUH9lUyu965f13HzdVxlDicb1zEVRE3tn91L0M5YPaf3G3AB9dF2v4msVs3m+IM4w/hcnk79xEnUX0X+T0HUP3hjYDuksrAZxokRu3XfggYY43jm7+bJYXx1d7WFlw5f47ntZnn47XhvJ66DNscQP2Jkbx+g/ijozDv3YkV6jWA4WmIIfz08ZdAUWP/+F/nB7pCp7xveh/shXovmRZk1h9cyApoDOXQ4ex+5A6tvX1Fk0+/gG/wo7it0YtCKxNqKVcZsT5RBtbp199R6Mge8jcQVxNURVmFwmXtauxp4jdxMdydsr1dWsZ3ex3XlJXhUQaWhOaW53E1mFdVASQQKBqhQ/Ro4d4m5Z6a1/BzY2o83KfWvYwINM3CfM1CZaNSCte1uZERwNms7vr1X1QAX+x1SPhDsM5FsQRFcEUzzGPecJZsKAsRNFvV06CeTx3VhW99Xw1H92p+cFSV7R1K1LJSe0NC9b3tGnvmTbUf6YKRjRMZpArMGIcBTWECxVcBZBForaMQO6zwfQYgM3T2gm47cZwyqhUFZBldNjyszoWv68Be4naSWh+a4BIgbSjnuofHWeOE+CJ8zJv7kAuAZ+b8FXVhZavdt5sFDIcVZw2loC14Ciq0MsMVyGcJuxfugUEUuwL040Gcxu0azXnPAkGLio8pIKZk8tfdcM/hgh1unz0AdrSYXD7vB9vieSU7/K8fWwnYs5XOJp0PfAvPbn+EdXB+jFcbDMZ0zwP3szhxWuND/eofxm9jU3JW6EhMVbi8PvLYo1iAbs2aYn1EDCttW28n7y4aYMkzX6zS3pOdSLxrAKBqQNvy9LuO/GUnSr3RMmwWvKyqhvijPWprbVJtLbFJ9H9mlTIwEqQPsImZCAQtQbNQo4KlUys6985ryh84SB/xQVUyJIsbXc+u3dpP31VBXJSxY5pNem1lgQVuT6ofyvCMTa7dbKLt1Sh5d7bA3MewtIAi+0cXLUYizwTSzRVm4wDzV8S6GegvTQHVEPxyb1ueupi3wmLw5JW8RrAgbI6pKT1rq+/WsxphwpmpnL7JrPyv7MNqVZfVAdyVCJEF0P/oWdbfWpTq5Zmc/skzYf0/D0C+gDvdiW4C+qN5rTDr923c/G4mMf+nB1oZc9mOAw5McX96xGKNbqaUIixeZQaCYc9epx1J17sSWw+9HctLhQFR4qdutN4ksVlnmC/9VwZ+jhJvVCf92p0F3UmM2P/5ekFXbrJjK8Py9VC3xZLh9geI+P5IiFgznrsbbVCJtCxebXKHZGiqxaOAn73EF+HIopdHQ3oWYL9Ew752DsBNm3uwlN7B/X98AfdLJgw24+6SpvlfPyYS8AHQB7yRTllGmza66wIvrP3OAyJaWYz0yuCMRs5eVuG1tzSCBeJwjOPGSVAR0ipUcUOXBtWxu16JvmbX61ZXQGqgGkdVbcCjQPBkkJiZqt3tWFXmNYtLWD2Lp44uzGvP0qIqIDQIMc9CNixBAYBVDUQJDRp89lVVhvpU1gkg4g4byWscpQ03fEgPWEV+T6caUHAqe1sdSYPNvWYIKl1aXlQU17M4gckVNVXFTtTOY2AOo6jU375H/T94WcPPvqyRc5e0q5PewgAJ15SvKdfFkcswuBBg+lMPK3THnOJQ+QRo18LStANseYCUWWSyXP9cGaAMZqgDuLzF66ogLqD3xm+jwIBv9LYJym654wgLM7K44fmQ+u44qrkF1lJq6wYoETzdWEU4VF7TuMItY2mLtTepUFfh6IdSmSUtTU9qFVrNCK5xIdoWb4RMAkrwyStD2nUHrHkMFDgDuq2DPliDTIyWHP4xYFT8+d7f4n7bewu9+Xul+F8+8hLgnUhBvjEOPX1DUxP00ANcEtPjP6YUKa/Vnr37iH8j5g1Xr+2SgXlzSW1va4dJ8dafUYvJy6/N6uLYUJEcZbsKP+h++k34CIglvJ5690Eruvr86roGtbR3sUDrg6rFTXgpuaBkchErOwyTth4QsstncZPBWp5Op6A5X9capC/rq6vMz0RZQHoXE0TWD2zuIa6u51q/IsQ7HrzjId19tEuDl86x8CxkL8Q+GoFOU3O7Hnz0Mwo89ZT6RydvmszCWlVOv9tbYT0bZA8AiAGU0Wu5hV2rrXZs8x2yvrCS4PE9rK1jPtizxHOenGPhzQ9wL1c593liMH5xF57baKztsNG1wDgmSBu2SnadVt3rY1n9y9cj+g3onW+rz+kYw9L/Qn++DGHDs1NFJrStzi/dZ9fD0ITMiJHl+3Ayp4sLYY0BEG413fqZJTXaxCXP2qEm4mGOhLUOGrPrLk2WpQerVQXPLWv5QiBx4yMUXZlY41x/cjog+Bv09w8ig/qCKuN4e2RC+n9ft0VUb+xKbFKxnBCA/biT2fcJWOyMrnrib1iGJq9qwPpXd9vaQyYf1hhiDmmMADMjUbiAi94rUzD4oT7sqguy1hGun8MBnbwFC1jpffG/f/gl4AOgHbhH1ol446G9bNYhlaFwx5prWEA0gk89sSqNWB1sCWR6BrNGxJtqIEFYVgylvbauE7a2MNYfptKs56DzduVZ25hRqYGaOgynZixRzto8ZVBCNxI2w6wkWW0tH0vG/hZiMC8DAJmyb2QExsPp2Ons+EYflgBshDhetweXNVzvHNBijFkvZJmJnVb+clRViQ4HgOwkq8P85wKxINaVWlVQ9yqEAhFzDSmHHAFri4G+cC1r7MDGFsJ1r6EOYoXmJoXwU7A16xfnWKAUS1EQMgMDLyFY5sq7G7EIYcFCAQpjfQoy8JvgbHY9w/o9eeQR51o0Bs+PiwtKYWmCKIK2GwdnEOtODBkmYGUyf2ubTQ1xzQHaYy50IabxErjb2bEgvV55RzNrCwGwjLrLLgl5mKidBYjf74EgrsX2uTyWDwXCgVwnB/vjJ18CKFVMPsxD/LGvptq5sNqz9AEwxzVFGue9T/CuoYcz024+otskHts06/nMwoaYvRXLQUmxed65mXGISryOo+TYTn21d87mElwVxVdup4retpwgxDB1jS0y6u0m+sJlLOvT9HszMzNaguRlnb7DGDFzAKAMnxT9yxrEKymIFtIGUGL1GzFR9BnuAratavsDTL7EsPZ3drZjzU5rlvrHmchJcW9DAKNAKK7DR29TLRM30ckw9WJeuYlkvVSYfswIPq2js7iUVZYJYCrrJkq5flazOpah8BaYPDMms0UU3Ws8ndct0Dwrzc0ubYMfNMXWfnOpul5iRQS9jSvTScgb6llgswNFdl8D7nm45p2FGtnFs1ynEJNZFKuFLc7JZQGegliRaMvOiuw6rdh02Bpl9wy5tDPsnQjBOPmeYlCSl3wWu5RmjZzAuj2UWwPGkjOu+mr91jhU3S9i9Xm4PacDDLt10J7f0SIdRo4TY1tRhV9VxHs/zI2wkvtmTV/Bj22NNfhuED+9V8ZOf7H3tAkL1+4atB1EMwRInFh5/5pSmHrOY/FbI4bNIg/aAN59uMv5AGin78SHr7wb6F4+fI3+m26R65dohLc1musMH2NyCTKamyNDtKlOzfdA3QzZfIoe+u5f/RlcxhqIPcGdrKtVPZ+9lx4tpcbdHWqByCAIeUAABd0lZnmMhMAGrAADzJ6H7kZZtyDcmNLEEt3TVaPGZhR6iAtsCsNyGidvgVmO+k/tU3lDjSq6mx1ddW7DVcN0esZAdR4/qBhxMlVtTXST1AAgsViiNbaTVwY0hhWnM3w3Cyp2cwLua4ASG9Ty5KnsbdbBv/0ZzZ7t18HPP6y6/T0yQGWSqDvYp6O//jOq6GmG6Q0gghSMac60whS0urc1EQ/UCOEBA0xFa43u/PnPC8ZThVkPIgLTnQEW67jtmldMlsxAhTtrmE26TxkieM0Vo/tvPaQyo+kGLAVb69X9+L1qXF1RFW512WRa9Ud2E2/FYqv5MrUeP6Dag71OpqGahHp/8kEUCwJTsRwZKDNrWJgBj1a6uCeTbwjFxAIlba8NghYIZVsPJHn3myN++oRLoJCDon2wXw8cOKwmGBxnZozZ8YOof9sLtL6pjZiENCxe85qcgQ5qm1RgEmNqZEB/8ed/DqHAh9+Bw6lp9EtG4c1L99eSGjt26/a77tZR+q4zrz+jHz7/qqah574xnBdUCJOVmxD5AK0N4apY09ipXa1xffvPvq4rENK8v6DsMrTeS2pjcdhGJpzisGUur90cALKm2RhkyqilNQK+DVwg6h1N1lOG6atNdknMS2tp7uMHmAWwcmz9m1XAu00i0j0zP3ZjD8ZFWOX+/cmQ5lMsMLo7T1B/Qf89BBALKxYPxPpBjKnuebuGBExmIZvsI4+tcXOtuYZrFLPDh2gNC/22V2dVw5zmVnfR7qutazMM41vWNPxbSMYA9+eX8o7U4lduC0JqUdCRVtwLj5vrZEDnsSBeHwwWx87iPcPimGZNLsbZG3u3bqHRN3hKAt3mM7sLzlo5geXnlQloxxdNOdlIyOy7A2EIOCC/gMnQwOZnugN6Eg/g61+zV4i//ShKwAdAt3DXihYBXnY6fxtjzPpiC43agIPxBp9hU+Shl8TVrK6rgw6VfwChAgxuRjFd0Vyryobaokua3QHDPdbr2kn2IY/9tIROrur/n733ALPruO48z4udc250QM4ACYAIDKKYxCBKVKQsUXKQPA7j1Xi8Yb79vh3vSrvr+Ty7sx7Peuzx7DqsnG1agRRNiqJIMYgJAEEQJDIa6G50zjm+tL9/3fcajWY3gAYhiwRvAa/ffffWrXDurarzr5MAHlJETgF2smG2iraudDsZKkD4Ro4LxHox31jJmjpL1a1wkqMk+MgtJCpNGWHoy9et4gZ2sPktaYimy2z0z3c+dK8l7/moa0oItbGkFiEmjhC2BAIJCfqYQLWvas82q9pxI9IlylTb1VB2AEsaqqxkXTUeuFW26KIFB3DF75KNtVyrJSPnoE0W9a2mHJfYJSqoLuUc0iBSJCfb1t25G3UQ3FWjk1CGOohLqocEj2ezOF+Q44XS8lVGqAr0ICgX/d21NTuddEk6+7nQySXKp0pbsXeTR2foKRJr4RbZg9BCuvchwBG3IVyiz9ApAuGD2HVlAJF70OT3nrlKoEH6n2YyOOGnDxEF9B63nj5uyc/eY2uwRxsYHLKx89j5XevE+7Vh2zZL4E5+oAfPh8TSYifkXbUoQKJATz7qctmMW/HMekuvJgmQRLOzGfuxnyKQYj5D1XV4ZMrq8TAZ0OB7D0k2PVFEBjEkOBfAxMUFSkp8y623Wj1utzvOvGH/+Nizl2WKLy6B8c6k4TZK3sO4D2FXpM2stw+9bG04mxCDOH8eCeHF0m1/MW9d7TNUux0dWAC0Iy+vcD+dpM0igqWyQRYlHpDTBL3KRouk+aiJax8wPd0vq8lHsH2ZIFBqP0Dsf9xJ0F0M23/7tqR1AQzeZGgqJs6lkjbfMk2X6Wi2NAt4QzLnLnXvT+VapmJ2Cp87bva3LTj3kc7WgqR19qMr8bqG2qMcGGgj8WqS3pc/OyIAii3UipT9/Lqw7V2VtN8h5s7/dMDszPi76764Hl1HeuqeHupmBDLNYlwzHf3MgEQE3qgMVdCH14qnStkLgOEjuLkego9AqWUuHe+KO3slre/bS1L2kfqUbcD1+TE8IV4dNeeK9g/exxTwAdAyH878dU9DSoNK4whLGK04DqiEARZxjgM4JiDUBfFrWMhQnwjgmSeOepcc57pFlJkhxuKR8QDkxiPFMAZh2pmMYbIktUgpVLSSyhJwkcc5NzHDNNCgFKuyGCDZ6iSYBF1MAQqDl3eeWATIpGoWQKcdtESdcrYG468yuSTmI1f2M8Te0WxPqAw8uBHgFC9uWpjJ7qh3aMUAAEAASURBVFIKsCBnDXiS5T52mLEVEFgD8aT7Jb8vtJt2aP9ZoEw2SLm0P5tzWGZTONe5ZQYVm1nalY3nvLpVK8lJghOQM4eaXZvBe5pM2XWizU7qTz1BwFQIaRmFgHkoBxpJ4haR9ItVMxTAkYLOU66uiWxhLWJa/fVsVDGFyV+FJD6zZIigThejjU4aRDZ1yQEfASLyCCDpw6Gjp76dhMg9dTWa35zz04eMArxnY4Nt9s6ZLgzZN1oPktnmtv5lG0xfkmq8WAVljbZn+2o7+foPraOzx9k8uHG74MZZ9Dj6+4Ytbweu5ktybHga1yeMgWUn5pKK6ka78/57bbLtTXvqx4c8la9lF3T5GxKof/X1ddoNu3CmwhiWc21G6bKTAjWXllfbzz3yWXvhiUftVHMf8+G7i8nOq7IVlYU2Mdhhh994a9l1Cfzk4SCiUFJmnv+yC0g3aXZy1FqO7bfzzIkFOGLIJgh0OC1ZCgKORP+bcSbzwmMvoYKnmXR5iRkQJjZhvWBlpSp288uZ5zB1uKaG3bJH6Z72NsiqiglsDaN5GruJq/Rm7lTQtpUErIQNLvbU8PIpyZLrwhX+SRHnKGl/iz3LDE4Q/t0eQBCqYf/rzQF79DTulE+hjr3Ie6HC9TilKtiLCpnchtfiFrqG9Vr7fGhL/eySmAHa0IyK1rPnU0vEAUrhMQ/VLbQm8GmkJfyqkzwQ/v0JqRSGcHKRsM82mj2wBS0ONgX/twMh60YkwmNfNImGAmideM1QEN2qAsYlezV5MCKzS920aEnX7mQjSie31idtB+9VjI1ShK/2yGYiCYoVmleNNrTqcgnSK96M87Xsn356VcCajr4327l5VfiH70MKwO75abkUcEywGGExvkxQsN8EF/XcjYrRVnwD/dNcq/2jsFSpxKQrv4ANDHWc+5LodociAg1MWjrPt0tCLqQAN0i9TnOHVOIkqYgJzAAaNHhDAA/N3AGt9uTTAi2bH2nGBbgJrOSAmdoQ594QXo3i7OpyhbLYZVSbOa98AlSaBDR9CsCkWIgFQmQDQHMxReIPICQGrAkDQpLo0yWCys9p+jYLiJrFy1ohu6xqk9TtJDXSCyaQJ5zkpC4UQ1NdCoejlMY1aveKIpPqUJ/pjMCUgKX6GmdBTwAYZwGQWXiPIiflewv6jMqnzCg0lKa7rgmtROij+j5F4XSJILB80+QQjUtKd122RGojdcoYWzrgooeOtSEd0m8RlQctwKTv9Be0pp70b1Xnpw8hBRgvr73yqtU+dKc1rlljGzra7fi53mtGiBDjfM9td1hOot+amlBPJZjyUinO2BvGBXYgequtqK609t5xt3mwVP6lzocieVZUVmmrGhrsjZPPazr4qSUFPG4+3WThj2yzdfXlxAqbxvZi+Qx/IJxt+WX11igVYzZWlmp0GKmWpOZTAJCRUaJELjMJnFShQleCCrEmAm/2W2Yh3JeTX2TrNt9g2zetBvxEnMMFxVoSqTWnRLEPykXlsR+L9tmr0MNi+sVNdNKO9oXsU41Jq8FRwf31AKIm7DmWqdMTYX6sxh5kb6XZi7gO7k9LFlXHGMYdJwYC9ukGRUoI2l0rkgSWxBGC3MYtM9FtK2Jz7dOoKrFnheoaEocRVJWW6bZba08fkop/OBrAnbbZb24L2RocCDzCQlTGuvVfYe7dGrqgfaL9BOpzbwIktuMJrb44ZXur43aM/rzQt7z+QDIrzQ/YnQTz/BE0wxfQex5GWjsvlcaIl9QE4NXad+mclyrFu5bAs0QTLsh/b3/IgdE78fR37xq88UHXH3WwPoovWaQY1TvO+3EAW6L7VuD0FluaPRWAJ3ZcX6C85SS9Dzls5n66Dhq2JA0Nx0XrvFSZ2ljegmeHBxpn0eigft6BB1AEET+l9otW85O0P+Be3HmZaz9En7/XYnYCKdDPCL/Nb55//FOggA+A3gtRGVQaRI6plmhaXDYMs1TAJJXRNfHP0suFlwbweBIQeRfSFpdTu1IuFj/ldQCJb/1ykhSmspSYeKm66ZhytEDOUr7sWLI4FhSSygoOeZyQY4q8Kc5HtMNB8DpuRz9YhogJ5/FEwIdTXn2akwANAkBa0IPkE+CSKreChMpFgs57jD4tELgTCKEzcaQ5wAM32zojXexyQohPAqggoCyHZIXytBKQBGicFEeNUX38owqAiMqXgh1JoAm6CMAphpIAYbYAjWYezkldT80VIApLAiYxDucF0sQ6eK5qVbZADh3Sf9GN+wSUaAKJevXNRxK6GYqIAIQEhuBt6D+/+XjAh7zcJOmPJsaMuqOeg3uoKs5PH3oKdJ17x44crbMNq6rtI7d/1CbGn7HWXqxs32OKRHOtauUmu3X3ejvw8hPWhvRnCnXOpVIsjnv7nk7rGpq1DRs22lsn2jGeX9b2uSu6uKzc6urxEBmZsTbcbf80nSAkkSIP9Zyzlu5R23HTLmvrG7FJ2cO4sbpUTxeeJ+wA3jPXbtyAcxbc4g9NcP8SBTBPuhmJeVRAaHmJYNc5RbZ33w7CFXibVsu738tdUVtv6zZssE3YSp47e9KGhydtfGICexMcv9DuMDsvFQ0b8eJZTbiDCTdPXU09o4CT17swbp8MYmOasC9tAVCMhVAFS1grzPIVJ+b66sKwfWXrrG1EKvL7b6Nm5l5D1IgIWfBSW9i+uCZuKzEFvWeV52FrqgN70mUBLdSUcgL24BqzfTDM2nR6vc3sKBi17TJqa4v1Q+/PEA4Z/uxI0EpQw/oioKqhOGz3rWVtZKesmLXJzeMLbpZGwjMtYXuoPmj1eUnbAxM/AKg4wXDukdbDlSZeskIA4S/cmLIKFubvnEOyxPNYBtUXr8m9vItfUp+XN24WLydzVhKbY31x+49vhKzs1iAuyc0eJIhoDZKRYdb4pYbYDLZTzzcH7Vc3iYYJ+yS0r0KMpoCrbct57+A7ovhw/6WdCdxTB+2/HFs+kNxYEbJbeYb7KtDM5Pk9ddasDzCqtBgpNf6KcKKxEhugPQD+lQDYe+qC1nIKj4I+AvIId5399QHQ1TxQ7f6zCAjciEGeGXzThhggCSQyitsgsCGso109eWPyjnGUgI5+jHxxBpp83AcAKBKVuN0/zmld0SSpj6fKJQCEtEKSC85JCqE8Agli+gl34KQnbjhzTve53S3yhdW+tLqXRjvLK1eV3+X2/rqKVBf38uG2ufKlJhfiZJSPJFECQcrueY2jHbRJy4iSJg6BMJUTEdJRYVQk2yj1SiBFZYd1Tc3QbZwQ2NK3pDdOXYd8khrFBZxUlu6DpgIfiq/EKafypts5SkvHPLpJciN1ON0okOMOXTakZnpOHEfoh1ggFS91wgRqbklcZgus6RNlx13acpL+UFz6m/op0J2jrZ7kR/3x2uU6naaDqvPTh4sCsalxO3XsmBVj17a2cZXt3b3LBn/8Mg4RlsMxXUyzqMBPHWXt24Nzj047cuyMDeN2W2/3UkmbE+NjI3bidLPtJrZMTcVBnI/MIDH1xv1S980/H0QaXV2zwhrqam2g85z1DIwxji5V6/y7r+aYuRNpzEmkQPftW2+N9afxxDZtg2NXzvVKWlJdW2sb19Zb89nXoTsS7iWanABkaEcomp1ruTl5NPjK64ngPa6mfqWtUmiBGMGXl6rkUmRAH7qsrMIqy0ut83yTnTrVZGOIHRSbTZ7nVGYWUqqyegJa93fj9Q/13yX6cqlqdE3+OE7jFe3FrqR9diVerfDs9cCqpJXDjD7RjOraFbyessVZSWydfbVmO6rM6rKStp/d/ReRiAiLY9JqZwYADW1B+yV21usIRvoQdaVY117rTlgHEpXLJaZR3A9TRw3SqlUJYgoFbBSX2j86H7Q2JA7L4Znn1yW6nR9B7e1kxNYgidhSFsOtttl9jTx/+hFQkD2npH3hLoaQvd2NW23shYphhCXB2LciYg8iBXqsBa+PvD6XexxaWyqh8R11IbuhYhb1b2yPxsO2vyexTFB4oV1zR5erfC7jhQO3lHLfcm9VfgWoPdidtL8hDMVXURtr5DndxLswjn2u7GcWCwasfeCmQcB3D6q0q+K2ppx1GVJ/YjhEIN64DfDeXa4teu+IB297AR9bCagKHrEDOC44OpS07it4p9R7rc87qgJ4sUvyLMN2Hvuwv0T6N5wGQMqzMKldcpd9Y03S1qDSWYYK5G0c/2MzdlHsJV35TLqwZP/3+5UCPgC6iifjMeDi48UE435y7LhNjTaz40rkalaGKXa/plGEnuFYxvzTqCNMc26Gb/3WOuyAEguInATE2DVRXAntSWoRzHzcTKEV4qIpQ0DAm0KEH5TUDv3XT92bucVrZ+ZaOrO7I/1Hp8jslXPhOjhhDqcITGTS3CH3zNXDRar0yqEFmTZx5NqkVrnLyjJXgFei6klnco3P9Mw77+V3WcglqZZL6t/cbwrUf044GnDewaR0Pfpy3vS416nZCdTQIdn9aGGIzw6yy8RkDvBxIEiSINAYQiOnBifAKTsgSe+CME4CYgJIiiHkKnb18cdPH2IKwEziee1UcSnBLItt/fYd1oFL42PnWogtM+nGyZUTB5uD/Hyrqllp6zdssY1IlY68/ANr6Rh0mySXLkfzywRg7B27afMDtmXTOgIOz1gfwYRnFSzlMimk2GX1a2zV6kYrLYzYyYNHid2lCGI/3ZTEq8nZE9SF3d/q9ettApfTieY2G7kCEBTNygX8NNh6YiRVoua1/0QTc+nSLY5PTVA+9oi5xVZbW2fHzmKzdVmEIclPjlXW1NnmLVuIxTRkI6l8t+mTmQOulEJyb62ApxGk/wfeOmKd/RdL6JzziZwCa2yss8Hug9gsLFdKdaElwr09GK98tylsO4phRFHrumtV0OoKFd8laK+i6tWHqpoM3ufXork1h/mvBCa+jp33fSvwoNUQs3I43jzUwj5Wn7K3h1GHgpF1daAe9AQ7/h/B5fR6rt+1WnMljm3gYl8ETPRPs/axzrE0zr1LqkNqboojVJ4bst21KYBJ3G6pYnOQxhwi9MGLHSmYZTa3Fnmc6RVgrrwLvb74SBtzr3XE7Xt4+JrAGPW2mritJU6QNirZZnP3zx8Zqqob8PVPLUGkDinbhP3QuvKYfXGD4hshPQPsDSDJmaQ/LNlzDLHWErnrLmD9qEBdcDuSg8+uMmhGPwGetxKQthdHAv0AA5Z7l9yamVnoLm723C+XVXk40IqTxdolcCD6XUmq5PkFIaCkYaOXYPyXKkv1D+Fa+x9OJXANHbJPr0yhVpgwPGO7NV/PIcOLZMrQ8xoGpDzZgjOB0oADEmuwB/r8hoANTofsMA4IuhEh6p3QUM3QX/2T2/MiXoxaTJE3A5w+viZppdA0ilOCj9Ywv6HKMdgP+FbD+OjL+6ODi1M+9+2qSlC/94IfQnXvx6gj8tpeMmVFkDThuvuuBrM7AT87AHxrAH6DPPf3EkfrkpX6F39mFPAB0FWSXlOoVKSUorkrLZS3jl0xdvAYndmocskbWpxZP8EojzGrzzJjxrgm1as455zTAjeIUTvjmhZi7UBpQtDuhVQ0HBBidtVkqQnCTXxc09QtFThJVDyZBtfIoHxyDqAJWRIqB174oWuytdFk4ZXjYIL77dWlXnAx/VeCKeYn8qKSQbskAfIAiDfdZaRSrj3pe1j1nARG6oAiC4ItClAO+krdkrw4qZmqUf9ISa+BLv+cxItLkgKpOWHl1Yyq7CAPd6uI5BIVUJEWOQmWpDbh9Y1cqDI4LRedA7jI6kmOIfSyOyAEolEcl9YTT7h2yXtRBPW/sBYY0I9c3YYBSbINkkc46RILDKksNcypxqk/rmFea/y/H14KJGan7MQ7h2xkaNjuuf8B+8JXHrEnH3/c9r953CbZOnRqmnPv7eJ00jsWxpZlzZZdtmvnDltZVWitx163Z58/4OaKxe+6+GwSpwLtp1HJO7GNQJr3Iv2J25F3TuKgYdTNO5pPFiYnyWSLtqy63j7+qc+yAx+z3tZj9pPX39aM8VNKGtBekuSqq/WUvfDKIbv39pusoAAnAwVv2isHjsEMM2tp/C9IanOQNlc1brSdu3falg0Ndv7Efjt2qsXNoQuyz/2MTQ/aubYuu2FDHfftRbLWZD2DqMwt8Wy8Z5Jnjas3OBW97Ruq7MVnfmhb9tzrNl0Ui0153Dy9CG3nKk4fyAudJN0zSA0l6ZqfPM97BVa7apNt31hvTx5+0qkZz8+z3GMFFv0+6jsbMQD/VwCNuuIYjCzBQmHKnziLfcMZ3BvjtGCEgKEZEJTNpLuaLfe7VwJ8ViZsM8BJhuxjU0GAiTlJUiXqapOsWWPcNAvtXmxO2p+XBO1fb0dFCmbxkxtTdhtA6YlzMMLNqD8Np5xDBsX30ZOPMqcq6OTOmgCMZhLpT8rWAjiE08H69vtvJewkNkCO0V2k03IEpIKcI4pFrs8/pWf7V8dj1j3lWZN+vIH7tEjxf9HEwvHYyZStJHZcCAZ8a1nYPopb7Y2VCfv2SbPn23H0ABPfA0M8C5BSKsBzXSPhHLaiNnX7CrM765LYTcEw84iP9CiuTMAa8Eh3DA8MYxkgojXV/cu04uL3fG75TF9WHSupowy6uzU7c9si35mSfm4rqlvQ/iWY//2ANyWqXVZSWZ1I0v7TYaSHvAd3078qJCPOYo2LmbouLhSX2qfjxNIJ2S8iGVzBO3FLY4w4PGZPt5h993TQTtGuYfigDA1zeSdW867dXJey22tTgBfAFu/ILHQ+jPRnNYFeV+KO+zjge0A0zPSDb9lUpxzT4bVCl9YAQneWJ6wakD2M+t3j56jLu3zJvzJBbKFtz56P2B3VMatn7DxIm9pwp94KAlpkOrpkef7F9zcFfAC0rOcjRthZnDAJMaGwEMs+JIjKSjC31CKanFhAxNfL4D7OjC6wkyUgxFSRABTN8ptLjnGXepzbzSK/GHm3hmpG0bFGOMfuJ9ONBrWkTW4A6gdJ9SjpPjeZOsAhJl8n9cdLcnktoKRJVTuubvaQDQ1J55ScCpoKV2FcmlG/KCTMb08FjkzcI/fYaoerTzcy8bh20Ub1L5ouV6DEfdxKA8CgBc5Zg5CRm7B0XW1QrKFMK1Sgd58WZHUz84K6+Aau/9hOcZ/ri/KqXr6dZz0WLwdKXd+5m3wqQ/NliEUvxOwvEnkLSMx62PUOBWYAPyzK7D5JMiSPcnKGEHXH1I9qnPTyJUmSuqPzsMdzd+6xNenKKsl9c+inDy0FkrFJ6wA4PPp33TbxmYft3s98ybbdeALnBU124uRpa2vvtSlcNC9MYqBz8QTWsHKN7dq7z7asa7DBrhb7yXNP2k8ABdpUWSzpHZba58IUm5205578tuXlfNluveeTtmHzdjt14rgdPnIU+5hxx1RriGvMyhVzcXGZbdqx2+74yM0Wnu61N984aK/tP4iB+8UcomYDanTjYGGdV/pbfdU4oukXJ8btwRefcmNzH4Dmkw9vtfq6F+21g4eto7sPVbALei9hpLUlFTW29YZddtedH7H45KCdPrrfnnzqR05l56KCqSdTp86nsDk68NKLjNjbbR+2PP/y1/+FPfXUD+3kmSabYFuf6YvpT/MZQUQJPtuwao3dtO82W1lfZbnBGXvl2Sfsxf1nbf2+B2zNajz/DcaQsA3b1MSY9eKBb/EndaFFSWyyArjYLCqttA1r6u3NE+fdfB6UalxNra1oaLC77rqd+GjjNjyEet7lCrxQ9JJHApB/cFC75wH78joYcQI81rCj/is3mX0BoHKaQKEdSIpmmEQ1t1XgOGBjWcCq8rUCAXRAISe7sWM5mbQ/OY70g5pwMOh27zOVyuvbHx3C+QBM4q9uVfBMsxoY1l+FefzSJpjHUdTZcGYwxjqoR1+UQ0w3bEnkbU1zr94t/F/YoQ6z3z2Aq2L8iOhZzE+6rwAfFqWoyDE1Wz73laOuFGVev4RpnCtiCib62XMxtDDCdgMqUQ14q9MCUk1fc/E4F6SP84eZ+vzHRxIw6bhPXh+3+xrIC/P+9T1BbKGgFzFx2sY9OyOtJzVILDaUJq0QZlvG89rMPIvR/7dPBuyP3yGuHe+3pxrv9Uj3lFM3kTGcRCcXYFHLcwlyT6YdxAG3oqyEIXjhPYAJh463AsRErcslkU65VqBG9g/voMYGCFPS/l0FtM9nw0/2w3L1Xcix8i4gt8s//08HAOpbR6E3931mNZuE0L0kh3hLgJsxAINnF3bhjnFo+AeHEnjWC+JMAicKjXrvzL7K5zPrzM4BZLp4mUbJJ/XyStq6AQBUnguvAIFkKtAJGP7zt/nw7glsyxFSZlpSvPNygLjW+1w2LIsBiKW8H128m0VIL39+C2ExAOXyIdIOgDuEOuiVpmEqebULCSnBcCtzUvaFrQAvnvez7ZTPe5p5Rldanp/v/UsBhpmflksBzyBeCzmDitlDkbBTktiAbAJ8C0RwimMx3d7AS0qdwWWXBEG3eQuMpCOKIaR8GVAh5jrB7qfyK69KEAihAq9ORqC7H+AgyYx2P9xlGAw2UtwI5bRLXtmADBrk2RJ54MU5CHAMFP3gnpDri1rgpQj98KQqKlt1sGLgz1v5AkxErlXSDdM12hUkv6QoqRQzkE7rH9eAbNgF0Q8Kdi68RSt1RfcBXRSxHFSlW9w9ql0t9KCL1xr9BYdwEy5XIUhSxIUGzvueCtN6xjXhKHVD+R3Z1Qfa6LoGGuOymsvkjWME+pDHBCqUJmNLqcCFkTLlsCBGWWT1W+puzmkEjZdrbP2ee/auLJhCtctPPgWggMb/5HCfPfY3f2pvHdhsuwi4uWbLXtt1811If6dwU91rg8OjvHvMC0gwogCQ0ooKKykudB4SO1pa7LG//ytrbm1DXWbEMVKLEpaXe3Zm3Pr6+9lBZbyl5xgvL0zq2LB992/+3M7etNs2b95sO279mN1y5/14P8PgfgzDekZIBHufHOxNsnDBnJidtrdeedoO7H/Dqe1NyWhxQYrNTnD/sA0NMf68Ybkgx+V/jo1yf3TGplFze1eCdgdffMaaTx6zFXWNduut++yrv7bXZqanbBLuOMZ4ldQnOzfbcrNzsB0atv3Pf8+azrZay/kum1rE5koeL0eGBmx6dJxn4zV6cqTLXn3+aTt9/LDddscd9vGHv2L3441zZmoSleW4Y+wjPJd81N4icGa9nc12+JVnAbEnAbG412a+eeGFF+zeO/ba/Q+tpx1j1nL6LXvs+89dlhG35CR2SqeQMAft5ns/Zdv2oU43NmOFxSV4vAoDpEbt0Is/srJV2+xjn/yM/eRHP7Az6tvV+pVOE3mSV+SPAEE/PocEB9uGj6/EvqI6iE1MynbWIYlhDmOGIzfrC/PhJCpTxzrDMM5xew2bnzewnzg9ClPKPL7UoxfQ+i4Skv1IiXZUsvvODv7dOBNYlZ+w9Rihr8eGyNWhzTjNxQCyHlTwmgBgR7ApOtgZwG4IpwdoBS4EP+qGmOKH18OQhlAnG8VGBEb+npVJO9Rv9kqfclw6FaDCVwyDPEKg1XPQU/P2R+j7y53YiALMOhe8ksMYH33/dNJeOQ8DvwKXyEiD9sDIV+LcYF1F0DbQR0keRBCwgI1PJ60DIHCK/rzEPc+ch8kH9C1Um9JyIVukhxq5kc3QVhwszDJ+P4GK2Cv05Si/2V1DehGy++rjgE3AFKpzaq/uXfoJuItzObTdKd4hk19rl1x7f3UzUiEAL96+nTTwjvqwHR6M2+Ud9+FMAy992r09P+LxJir+lwGE/zfOJk6OAPJc7Rf+CAT9P4exw4Lue6rNHl6XshuQkjXkA5JRLdtOP7V8i4aS5k2gbneGZ3kMIPg6791LnYBvaCqAS5a5lMOaflc9ngkB2D28C+Jt8ngfvgDA/8NjAfvN3WYfBeiO0c9R3jXZIt9WY/Z3rfNLmSvuXQcKnLqSsTGI5Eht0sbnI5tQhYW/efLcldm2vatQ/8T7kgK8dxetnu+tkWNHLXnq6++tjPfp3Y5KjB8BBwUb0y6PwtpIZzlVsN1S+Ru19cMJb6GIcTHB5JVg9MLfey6b2QBOBAWUGJSci1OGk/zQZw1NzxGARwD9lltq7bu6pJnCNYJvzbjpsewtKoAUBrlOCTzgQdX7zUQh6Y/cPgeYJALynkBygIm5TBOtS9STYgJPSYKlEzKCAQRo0tUcT23p6gABme023eoAEHWrXfz24I5yqxS1REfUS9t1RvBK5/SRSpmSzkzDlEXYChTj4VRE8IEqtaGckjyaqC0wkvK7/vPlblUD0u2lQLrg2hEEAXpQx8vngR+oxArgzlNOgDzI5qz9xHfYDcatNwwJcxsfTwUuC0XrLO2S4RqODWcnHVKcjghlRABIYdokWyLtXEktzqnEQf90l1xz329/Ait+1QI1j7zfmvWBbE9ra6utXLnykm0P4ao9i/e5oKjQSjB8r62ptrLycgKV5vD+MDZgJOIw3qOjA+i1D1n7+RakCWNIiSaZV5gz0gz74pUItGdbAQGLRwFUMcpaLEWRcEZzci0nr8Dq6wnKTJyvjIRUY1ae48ZHhux8exvAaMpJWpaqNhrNYywA2th5HRkecWN4sTovda6goNiNmRn6uBhg0b2S2Ih2uXl5Vl1Xh8OAMsABXtc0/LmeBPAND/VbO20eGZ0ECMaYdhfvv8qRSl0qMWajBHnR/S5RmOz4svNyrbyqxlbUVltOFoFf3RzmzSOzM1PWcR4g2j8IAJmBSZY6nldPJMpzLSyEFmzhQ8dZVNoGhzGGuYKk/kWoq6SkFPulGuqNAqLGrb+3BzfgUzY+NWXRvCKrLCm03p42GDDc1yz1UK6gvvlZMK9wEvVcJBVV7LivQ6pRxXEUbzqaUmXUPkXQ0G52u5tQ85INjuxdtOu+GCiZX3bmmO45j6SEc7MSyl7Djr8kEXmStHBO9SQBPwJlpwcD1o6qm6QAsgmZ0XqYKWjBt+6rgnEuZB527zC/tf4KREk6cLkk25l8HleV4thlMnPQiegCszAH7jKn539zmzP4z8GmZAUOIRqQWpWjAqay1I4MzTp4/D1INLoBcOMgRdFtKZrpOdTm8f6JHo7w0IS2dACYMpKUIsaZ6JftXsq5Fs9v2iWPBYC+tgObJeIiSW1vP7YzosEKQBBLu3sQYlcmeA7d0HApus+vRBKXAtbDrEybeF9m2Jjo4RkK6C3VSlXHHiMSJ7z9Qf+NRQmAJH2DhtpQFA0lVWxHKtQG6Oh375337i1GQz2TEuhTIUCmwknioyYBlL20Rapz2SzOboOaa0ynNkQD5YDhSpLYGoFl2b2558NNYj2GkSQOSfVxAbG+8Y1v2De/+c0rKdrP8z6jgC8BWs4DYWCIofaSBh8LB4ywpxELsHFTgH4jPSCjbANiMBZyepCCwZeXJUlSEqihJZ1lKBIQxYEgv7ycMaN6k0i6Dn0FmBkTs3JKLQab6yAuuaCOIAMOwJA46ZNGKc3RIE1JXYTZJMjiHHC+nbkPtCWPampvHIZBgUFDkrFr8uFW2SBNjw1ZTK5OaEFWYQG7rIXU5y2MGu9OJoPdTHJ62uJ80BGzSE4WdTBJMNkkieoeZ2ctjItYuBj1yH3UhyTe7xKo/0TYvQ2wuyJg59rBRYGeabwqBem/Yh1IoW12nJmQSkPoSojh8XZvaSiLigBOUPXCjIgukj6FYZBSLDozxEIJ5xMMlTISSNxUTzQnW2S1BDu8kjoFZeMTItwZgDCLlUhODiKUKemP3JLLLbZThaM9sv+RCpxToyGfm/cpy5P8cUBNoqHI7yefAvMpkOC9nYTLi8Vn8SCE5AXpR0FngZO4SHVN722CcTwF8zs+PmHDg0Mwn3qf55ey1DHgJTZtQ1gbZ5jyxXLOUt4sjPskkh95LutDqqGx4F5Y1Y+UeZq2DQ6NXJbJjqG+xRAHJGkuuLo0gYRD6VJ7bupPMjkDyGLOoI2jQ4NOsqy5T8QR3SZRORtKS9Iu1RI9g9FRtuRp8UVtphxtZE2OjVkPDNzMxDibHMzP8wZyDHoNU/fU9LufSQxANDw44OY9MWNJyrjSpP5JqjXQ38c8HnP1xpi3xkfHUNdh04zrszF0f3i+k7hyu1bgR+2TBIdHCPhECgAzOMpSkQ9jyvTNTCb6ch2OU4BkkOfM18V0u4JO0nzTKiJQMcEG4DjfLSPsnmfq0JrDmiZ7oD6YUjHgZLtsUpZBAAbuQNTSuXQl9yozvLELdDoBETLVqRzRJPN7rtB5B1x2zL3U6KaRRvTjzEDqdwITel80XqWmKrfjE6xP+gjMXCqpLV0gHdWvrPrWe0QRc2mccqbJKC2Jq0nSjniiCd4CqWY7UgwVrb4KZM2rxhW98PdS9Y3QQL0zrKYuS6b9l6OhypeK5YzeO/iXScrIg4YCgo6nIYPK8MqHzvy+FA31TOTUYRKbKh3Pb7/ehy5AkNqo9inp+pXNqy67q3uU938c5J8pW2WpLoEpP10/FPAB0LKfpaYqLRcw4kzmGmUOhDjFEiYaLaKSDjCi42PjNk2EeA3mOOfzKioBPFFLYh2pa0lm/6ySfEqC6c5jy0EcNskN2PS3VMjiMClaCJ0UA8Z+emzUIlXlBDalHXA0zp20QAeL14xiSsAcZBUXADgKHbDQ4FdcIM2ys6hsBJl5wiHsltjJlCOCRIodTkDHDKoiAghRDGazwgW0w5s4HZyRyErMwsiAA0AJVs1QaZEDPOFwFrug7CAPDVlRdTmxdwBf1BlkElcJs/R3ZmQEqUoZ8Xay3c73xPCgrGcst7wCdYhZaImEhTDNziX49JgF8MMddgyijJRRZQPMpQCTgdyIRVmBAjB2sdFRmAWYCNzKSvoWg9nJ1TVoFac9szAxObnQnHqmqV8CryiKz5G8YmiWtFxWMYEb2XEJ/AgESfgVwY5Ldj9iDJzzBL4lBveAEI9coNcxS5oW9bT85FNgcQrEACH6jA0D6q9hEoi4FJCYqwrAoIDLg1K/mzu5/AMBD6XlMBILa7kUWFuYV+zG+Miw+7z72pWfuVydM4DDHj7LTa5cuH2PFVzm3RBRIEpSn8WS4qGNAc5+mkkMaburIjN/Zb6vXa1iRvsgbd/cHDm/jvnHV1bnwp33K7vLy6U12L3By692rhrFkpF90HtNGkOXK0bSmat6t+Yah/ODNjZCBTjTTVb/MzY0c9mWcSCQ8l6TnAy0C4XPvRNXV6LeraXA78L3RKt0Puu8TL8WfXoZAl2iKSpDz4MQSKgLLlrKJe72L71fKeADoOU+GUaCswNh0DiDeDekGBDYvmjSkh1KiO/YNLuuMPkJGJ9IcZGNdHRafkkBzDg6x7irjQ2iT44HoohVELNh2nJy6uGy04+DOhRwVOBKcvSZoT6bRbITRupSCNiY6Oq0XKwZpZMalBUpydkesSBLkjPd0wcDj+1NGS5XyaN9jCDlBdjBiU3BBqEbG4wXWl5tmTrjQEc+1/NLCy1SlG+RwmyAijfbeRCICtj6iOFGdqa323LKCm1kYBAVEsASblvVrhlAy2xbuwVLkT+zwxlAChUArGnHOax2DfdaUSWgDHCUoC+T3Z0AItROKkuJvowjAgyBwwQvCoLU8rS9BsMVxqA7joqQpFS5pSU2QaDDcJIy5EIogbvc4QEA3aQFSgFzECuAKgrmkNACxmRyxAHFymr6yO9Z7hXIiQbpY3kR9E1AcykKSJ1NAEjGtZ5amyRACNegneyCBH50DUkQEiHnFpvmqV96Pg4H6QH4yaeATwGfAj4FfAq8TyigDZLFVMjeJ837Z2tGNov1XrRJytCKuQi7aEdUrAbg6HJJ/MUY0qt+NrMO4kzGT9cHBXwAdIXPMcPoarPA8b78STnbGqQBOinZP7stGmARGO4pghIGUWPIR+KQU1EMiOnFFieO/i3MON9Z5A3nAwB4AlLFCONgQCopTp2CsrOz8hiYlC2boWlUNAAxeahz5eFFSLq0eQQekD1KANAghBBkpkugbhNGdz0PF57ZAkDo+IcCOUYIA8+bG3VK4S6Gyk2M4Hvh8nwL0T656k6guSavUNmACRcIwgE7T8Ss/qLLY4nxcVQZ8P5SU0FXUWnDFilCX7JpZ5zvYlzgyCBxlDgoqdEJI96csxsoaFxhE0w+Ua5FJUniO5ddzjz0IrIBFRPQJBpAGkZ5Kfo0gzAsjlFzfHjISgFUIVTewigMJ1EXlLRI9SX4zoE2IRSpJclJYUycDQjNwtNTEJCVxLVOHFF4GKUPRZwP8SxysIcowJVQGFe/KBKify8A5El2JHxzwVQFhKCXc4LAt87J3scBIQghiZv3BnAf9HS00ZnMgWjlJ58CPgV8CvgU8CngU+BnSgEty9rc/XJtuW0tzIFPSW/pig9BGyVZvdYSW24TM3fJdkYwYDs/2G9vt56zg4///SXz+hc/OBTwAdAyn1VGF13fkgwI+MjBACw5v+H4QUBSb5ga6EPqErKCilIL48syFxW3LHTbw8mIhZBeRFGzKigpslmY93A/NjoCOtIBxyNTDAlJQaFsaRB0IAXJ5ZrsXnKKcywbKU5RHka4MP5BpDTOEw19kEqeXOBmY6CZh1cpnU9Oj+BIAODBsUu0ORfXoYkU7p+RcswMdRPBfgUTAYADYBPGw06UusBYJAl8mRf4gM2wr8GWaWyAKOUVSIrCSFiyXH/DAJdIEuAVn7TiKlyB058ZzqUoB7ji2hilzlyUfiOcD9P3AP0sRmpUALhR4LGo7id3NIR/KmiZTd9GpkeRGOUByHKwVwL+yZMElo9TqLxFBGBmxpyjgpyiXMvDsHOqf8SilB0BBIYANgkieWe7/kBTpD0Rys4iwl92AfQXrQFdSfIR8ccBGT1L90EVT5IoufkMg04FcuQJTmpvDiDxrQ0jB36gpyZYTx1O1PKTTwGfAj4FfAr4FPAp8H6hgLYp5W03jg3zjNR0lOBBLJxn8catFnv4685rr3dh8b8xeKSZ1habefN1s8f/gUyXBkyLl+Kffb9RwAdAV/lExPi6IaCtf/efAcXYCrKTEJzBXTQ7DHISEAXIBJFoZBVwjLQjhVFiSJIaAYQiDPQZlEGOnbtomPQkkhU5AQilqmGyEbxgJJ2LxCeKx6ccgE8wMA1AkCoXQAURLrXxUUsY4DLm5VoOqmbT2MDEkQBFADaey2lPYhHBu1l2FupzSJNGsAsI4qghiL5XCNWzYFge0QAH4vDTHZSDB5UdSk2jJpZE/Q1pDHELcuWgYAIJE+0PIWERUMuvlI0T17DDCeXk4V0o6iK7B+XxZRwPa/K4hjE1OnCozpEPNb4g7QmFRY9sJ1GSuh6mSVZYnodkij5MjtIUaJdL3iJslogkhzUQhpI4TsB7UQS3NCG+E4kpVAJlWEodAJ8c6BAn0EKY5xACYBXg1iW7AK9YkvqQTxKrHMBaIAmQRNLjHiN/5AkuCAKUCpzsfoBF7jsDfgR2RBo/+RTwKeBTwKeATwGfAu9/CmglD+TkwwOg4QJjJSdKqZxCm2UTOh7C+yz/XGw/uiJegGXfJSn2yGmHTBtSzkQhfcG77P/9gFPAB0DLfIBucDgWmAGDdEBCH20fpCT10CF/AtMTLiBaCGcCEexMJA0JI5FIAFBCGObrE0ZSE87jg0FgNm5CozDtCbyl4a4JCQ3gCMARwI0rCMAx7VlIULLIn2IHIwDzn0DCFMYWJ4yql/MGB0M/Ext33uGyce3jGekCBhSXR/pbGtTY8URh/mWzkw1ImRnHHgfHAdGKEk/qoWu0Q66dk4xzgTI6Bijz1MiyADK52P0IQCSlpoZr2QBekiQBi6K6JucJAcBLWAANFJNTWOSBHtT1ouOADQCNmhNEnS6KNCYqVzDcK6cDAmphSYBQQcNZngWQ1EQAaVPY8iRmccoQLbcoIDKAE4YkHrUEusKAGZUj6ZnaLVAWDqHuhpe3EG2YxU1mkpgoQXR38xB/RwWAAFyI4Zx77wRSMElyRBy5xXWqwDxgqcMF1R4ooAjtop3AqJP6uW9Np+60O+e9E5zwk08BnwI+BXwK+BTwKfD+oYAzhApZ2d13Wcntu+Gx4DPQKEkEsafOW2lN0sqHRZrF6+L4MK7oh6SFg6ddVPpLKvItD80T2QBJyya97f3+6ZvfkvdEAR8AvQfyOSYYzljqVPpoiOhcCPemzquY3CwzsJDrIOXgCpII8dtSrxJHLWmMYgqFcD2GvIJBST4GWZYYcyQrip8TBNiEkFREsZcJAwwQWDhGPYnr1NQU/s0oV2XjVZS6YewBE9qokFvpEG0KYo/k7FbUMHh5z7UzNi1gqyzKTKFy56RWknzA9Esa4oKiSuVLtHEiY9rgQA5e0uTQn2uSkCTRjZOhpaQozmEAoE4dDCnmAwAkBMAJA+IEHKL0Uc4JAkw82m2RpEr4TnOK3GGKPKovKdUzXFGnaE8WEq8ZwKTaINufEKBKgCWINzrnuAAgp5g9KLy5fimWkEBbWOptcmSgaxJ18zwiAMUI/Q1BH7fbI9SSlqK5Q/3Ugb4FgByx3E9+ZwAPz5c87h/5/ORTwKeATwGfAj4FfAq8zynABmduQ4MVrl9tU53dhCfB4y2MUgC7Zy37U/iF720hMHG/ANAUm67wI/Bb4/iDr11bbMWKvOun644CPgB6D49UPLD2BPRXXti0Q+AADkAHsxVUtPhItQy8k81uQhK1tCCunuHCHdcvexnZ6kgaEwrgHB9pTxDf0Xk4IghgcyP1sAjAKCrpBVIdAYN4FgFCCwBMMO9JHC2kACHBSDFAQ26cyU/xqjvOR17fQqjUyU21AyoADklN8BEAyKLlqIhND405CUoWZcs9tieJQQolMTEzgwBHnLoEFpKS5ABcJEFRtLsAgMdJdGhTdiqMy+kQQiYACG2IcC6aRd+ZYORCNxc7qDhuv1M4XJA0LEgjpeqWAswIjEVQv4sEEQ/RDzlCYL6yPNT+ErMYKuJ5JQDtIsWKBC8wxXXKiBCNLkof5OQgi7hG2YoPRF0Ca3hKsATXQtBALrMDAkDMYWFoyt4PdME2iD47QMODFKgR5tEz1W6PJD4CRF4wNdGbC9BCk6Xy+OnDSwG9M7nE1Mnjncu8C7NIGWdk+0csrKUTgQSJUzWDW/gYoN6bO5D+oiqqsFzjOP64jC3u0kV/gK5IqioaskeBq/pL0evSnQriOTJbG0Bs9kxMERNpieyibxEqtJ46L5JhSdnZGAmyoxTgeITAJJlnIVf3CmCLlaON8TyuVVK5ecRBy2ay04ZKkl3pccIbLPW+FBUUMN3EbYy2LRroFfpFmcjlCXSa4Eyxi9xbXatWX4tyeOehvdSxZ9FAUABxP/kU+OelAOs5C3rOiio3pgZefMnGzjRbIqvQ4tvvtNju7db0Rru9+XQT3nbhR8RL5OGbFhX/cQIOrd/XYLvuWe3iOcrswE/XDwV8AHQVz1JMsNhgByo4kgRCch5N7c4pAYhHYEI4JwRAcUw2DHkyF2N+SVgkFhIQyUYaAiDIAdzIgD8mCRFcQQTD/6lJXGQLD4TwelZUTOwa3QhIiuIkAC/QubiPnu0fRYJDoAXsa8LE/ckWsADYhFADi2LLEwQohLGvkf2K46xoYBSnA3JxHQLEyFYnSUC2MHp4UVy2BQPkxZYmgKMGuYIWt6/xHgCcBGQbRJ5QBKaA81kAnCDRrNX+EJKVAHZK4WzKgKHJorwInZcr7iD1i065qLTNSk0QR/piBiJMMEEAjzzoZUcAP9wTcgCIsukjnhEAgDErKgUA0UV5oAuFcAJRGHH2PdLRC6POGwZgzkxOO1pmAcASMJeapEKAmyyBJNqhAK1ZBAEI0WYFJ5KkSWaRLoirQKv75066ZyUGRU814+iAH5xfAH5EG3deV/30YaJAdna2ffzu++1Lt68jiLDGl1lTc4u9/OZR+8Ghc2420Luh6OQa+3rfxJyHiMv1tc/fYwf3v2LHWwdsDDWLMKLUPXtuto80JO2PHjvAOcZEmphifD2ppPeu6a1Ugt9HTRYmGmZSYymTX5LNzLlMHrK58af7lFebETrn5iTaJqmzys38Xqws71ymdm9zIC5VXO6ndHe/ysyUr/HnrnBSY1936pprE20uKCi2KmJ3VebG7dWjLVwXGJKqrdfWDN10TtorC2P5qF5dK6ldY7dtrLK6vIT9f0++bBMJrw5twqg9SgI/+3bssa9/dh97OJKGE5izrcVaOjost3qjTba/bX/6zDEXhFQtLcPd/m0377Na67A/eeodR2eVo+LUDtXtnKVwQs9H511VOs/HayvPCwLokwlkWltbb1+5/3a7YXWNFcnJy9igPfqDH9lTh1pwsClNAFeKKyOLCf7Xv/wFs/7T9uhLb9v5fmK3UZaeud4EusDmTZ7t3bXFNtSX2SuvvmQn28cdTZTH0Zzi5mjOuUw7uPWipL7QUtdWlZuhne7VFdcqVya5yOvOqR3qL9f1Xs8HaDqvj561bsZHqH3tcx+3llNv29vn2qyVHXW1xeUji6tYXzomqT7vPRFtvbOZ8jLv/Pw69M6ofp1zY8WVsXR/VYefPnwUCLArG8KzbowYisG8Astfu8oSiHg6Wtutq6DPnv7TN+2Gj220NTuqrW5DGZouhCshkPX5o9325B8egGBBK2uEd/A55uvq5fEf51U+TuZbUmba5tBNwkzZqK0FYL5TqLDJvkVReLTGBAA80wAAp5bGrl0A9S2nCscTkMob28Iw+JKM4A+NYJ+zk0zqOECI4v45woIZlsSGbAJQQcBINAeAgRvrKYKexojBE0lkOzU5iZukAhaB0Q9gU6PAns47HYuWODNJeOTMIChbH1YaqbI5hwzUHSNI6hRlZeFFLie7COkS7aFrCfLgOA5pFPdqxQFYhQB4Oq+I6gE5SKDPYc5rMQ/TH7VX3tYUNweSsNsCXSYkJeOcdkHpf5i2BpAAOamT6MRyGcIBgdTXQrQvyvW4pD1IiFjSHL2y6TcddtIjqQSqjgBxlOSlLZKD6pscUEB30cBp66H+lgJMyTMcG8bk85gWqcq5wLLkU/KepHamvcVZNXrHogDHLhf5vAfv/c6cTF/zvz4cFIjy4m1av9m21kXt9/5uv5VW1Nuejett+9pam5590jqn0B3PTVhr77TVlBVbLfG/evt77Fj/jO3YtNlKg9O2vmHAOgeG7Vhrp9VUV9ueTWZ/8Wy+bVxbY+VINsdGB+3w6TarqK6zSuKIVRSGbRSgP8UGQ31FkbV3tNnBMz22urHRNjco2G/cmtvb7GjLgG3ZuMHWVRfaubZWa+kasoEx1FzRbV3fUE+AzS7rG45ZaUmxlRTkWH9/r/XhWKS0tNzqiY9VUYzOO2O7s6vdjnYOW2NNrVUQrHl6gl0I0EMhbSlkXvnxm8fdPanZcRsan7aJmYBthLkfHhqw2vo1VsFmRGdPl51t67Fpy7Odm9dYPR4p32bntXHNZrvtphttZ+WM/cb/+Vc2HSywfVvWYJM4aKfbu62NjZ0VNfW2d0O99fV22jst7TaMvaECMWr8lZdV2t7NDVZZvdr2rS2z7MSwPf5c1Nat3GjrK7PtwLFT1t5HXDIAjzw5NtLvtWVh+9ZT+20IKfQkEmWp+t5XmmV/8eMe27FtA+0NW3f/AN4nmb9QjZHWf25Bkd20aTVRAZI2Qsyxw2fakMSXUfcaBODTdvhki/UPT9gE0r/CwhJbU1NgJ8+2MaHmWCX2iBHmpLOd/agKR+03vvw521WasLdOn7TD50dsy+bN9s1f/5KN/x9/YefHY9bWM8QsY1ZdU2bFefm2rjLLnjk2YBUEim5sWGmFOVHr7O3Fc2Y59J+2I62DOMeR50zsHTFgqFvRYLdsqrPu7nZr7hrkmc7a6pX1dsOqWmtvb7WDp9p4d7y5LjNKBVTX1vO+lRZbKSEZImzWHXj7tHWMxO2GzetsdUWBjWIj2kIfhmaDVldRyLuYY219g1YKiK0o0vV+OwQdRqa8svPyC21tXZU1VhZbHE+db5zssx2bN1rWZK9NEgUzkDVp3V29aDWUGb562ITKteKCfPosh0Az1jY0YxsbSu3oqTOUycYgBqE15YVWj4fRzvPNdvBsj+UXldn6+mproH16T185fp7+19u2VVWsDTN2njAMx3nvWJL95FPA8U1MHIwvNptr66zuCzUWw5Z4lLF6/tkWO/HqOcBNhd38qfV40JVaCjnFK6Hxsukj9dZ5ssc6W0cIvMrGbonmIJfFp+x1QAG4ST9dLQXSvDC3s3SxeChpEZN6WJBwxEFUs4KMJJ2TOtw0khQHisLE/2GHQUy6AA1YAHueadZNXD7jNEEqYVl8x1BPy4V5imDM70AVAzMsyQgDE8clLOKAoziZAUsomCEFyka1BikSNYq5DwlkyPZGTD6DVucV7DMMky8VD3mcE2jxgBCABQmVAqvKe53aJoZHKSDARgyeFOoiKJAA6ISG2OXjS5OFVDWy83Jd2QGkObOomWmnRHWxkej1X6CQviYxVtI15+hAV7g/BApTGwQUJcGSOl8SQCZ1Nnl8SwBaOOAeATCBwzEcGuDwAHCILpsDTk7yBXgM8RHgCwKCZB/kbKVkP6Xz1I94y4EXJ73T2y90ptP6qM+ZY3d04c8c8PGyX7jgH33oKKCFNA7TOz4xZh09/TaayLXVK0ptW2ONfeVzn7ftayrt7VMnGBNVTvqTpXebl/4Hz7/Iuxm1e/fstH4kr5MEFh4ZarZDvahDTQbtSw89aDfWF1sZ7/Y4AX6bzp6wslW7bH2pfBuiMuoM75LWNzJpJTkz9of/dNAe+shuGG02H3h3s9kM+M6LJ+2Rh262iYlZnK4M2lM/ecOeePmIEWnMPnb3vdaQPGF/92qn7d66wXatKbc/+4fvOAAkKdRvf26vzc7M2tDIBKpaZk+89ro9+LGPW0Fywgiz5SQQWcxzE6i7PrhnlXVNl1h+ohcGFLDUNWO/8xuft7a2NluJqkmSjYwxgh93dPda63iWPXzbJhscj9sv3IdnRzw+ZuXmWU1Bwu699Sbbs3OflSHJzaffza3t1tbeZVtv3EXk9knmwRz73g+esecOn7YzPdNWUl5p/+G3vmblYeKMFVZbPmCgry9pd915h33+zp2Am4A9tG+D/dGjzyBl6yXEMlIINlm0hSG1RUk4hidQLRuTBLzAPnnfx2zf5pVI3mZtkGDJfcMj1jadazWBcvutr95sN1XTVu7T8zhx/IRlVa22umJAWGmVvfb683bkdLN950C7lVatsN/9Vw/Zv//Pf2JZ1dvsxsYCC0522f/1bYBKTYPtXFlm3/vOd+zFd05bK2o1B04125bVX7Vf/uKnbAhvnL//3eehS9h+8VP3WnC8DU+dALpNm+xrW9fjzj+MulzMasuLrbWjF+BZYi8cPIQUiE0vpIo33rDDPnXX7agJj1lJ/kfsrZPN1to9aPv27LA46nGNFfvsm3/wF7b/XJ9NzgNBgUC2/Tdffti2VeexHWQ2hqT8U3u32qMHeuxrD+y0hOZ/bEQHB0ftjdaE/dYXUBU6e5aNPDzgQNMc1oVsVIsf/e5j9tcvn6L9efbzn3rQbuL9L0P6nlNEO194kXkcDQNofd/tu5xE7//9u8esatvN9vCGoNU0wnRm826zORjNzWfdnLaRGKEU9q2zE/3EeuPcHVtXs5kwamU5e+0/fe9Vu33PbqsvKyCmXIz6o/bYUz+xW26/xfJ4/7PYHGwHAH3r0X+y19tGP3Rzk9/hxSmgDVLxNrHRUWv79uM29vYJ9pxjFq/Y4d7JKPyNXnct7yl4FNlRe7/gz9iQxu8svAv8mmPwFq/DP/vBo4B7zB+8Zr/fWszyoS0DhomYeEkbZielEof3NACJUzPQ4IIRSpFPjLikJAGuC0Q5mx3ORbETCuoDM5DiZALmPixJD9IQVhHX6SQ3hFE3E4MvUBTBC1oAH41hwEyAXcIe/urXAAAhDUlEQVQYUpYQ3tbCgBJJPKTqJuDjQBhtYA5w9QswJXFHLbAVBphJmhMQ+GExwjkK7fJU+jQjSJVOUU1TxCcSoAsBgnReDgXkWU5bbdns+ErdT84gWBf5SGIDYKLdqjtA3hiLkxwsROQBj3oDUokjr7y4SY8/FASQSdxDXucMAZAWoy8p+hKWDRSAKwEowrgJ8AUAIp+7JlqgNifnC/oIjAqUSUo1K3fZ0Ege5gLSVUonSZQ8mqp1SrpGp3Skh5hJHM77lTnrf3/IKSA1ntLyGvu5+z7Kuxh1O+UvHOq1nNJG62o6ZK+fjdkXbqlALe6kvfB2u23ctMvu3rWGsTdtP/jJq/bq6XErKyuxX/nUHhhZgiTzjt65c4VlxcZ4AcNcK7OGku02E8m1F1/4Id6KVtv6mmI0YMft0VdP2b/+4j1Wil1dkk2JWcSzUdTyqjHULcFuLi8rH1XTERuCyffUgxim2MEdhum+/xMb7e7ZEqsgIPAUcb1aBz07l3ykDtPjvfbCoVP22pl+u/+Ou+z+3TcCUsL2vR++Zdu2bXFz2fd+/LydGy2wf/8rd1vfG2esvnaF7cUGsbyG/uQA09auB5xMWt902OrqGm3TGoDS6KQdPPS6ffuNLtu9rhrbPaQcRUW2qTxuo8EiqyuI23/826etYdVW2726zO7YtZE4Xqi6hrIBNFjsoQcnxiM7O8tWNdbZjQ1R+9//yz9aqHy73bap2m5g9/buW0qRtEXtbE/MtiG92NB4BNueSTs3qHlZ6rA5VldVbhOT9DsGgLUpAiFL6hGxwrw8VOCYc6lEdeXifbK6bLVVo2b82OP/ZL3TyKbD+daIt87V1RhMYyeQA71qyoqsqwjwgLR/sA/J1XDAbt62yQrr1tr0aJ8dP99DPV67I8x9/SPjNjg8iSQkCXgetVFAVx3vgICLnOYkWRiKC9FvjmcRrw27JdmL8UzeaO614x1j9m++/IB9++kf2pY9d7gA21FAZCivxPZs32plqQH7n//6aVu5stE54Sli3Ugi/ZbdTTXvUgkeMJkOL07MuYopd/TYW/YG0sTOmYj9t1+409Z2zNg0gbKZqK0U2mSzIBQPoB0w0mF//PhLdsctt1oZ832E+GtSGVxRVOjtlTFRalzMEOphirKrkBLVIQFlheJ60NkCeUym1rAcpE5RK0PaefTMaTvZ3G6bt95kNclWe/SdGfvq7Y1WHyIYOPP9+baz9vtPHLf/4ZF77a7du5BMhe2VI0fs+SPNdtctd9j9ezagFs6mHVoPcezwBHgz6+XFHfZ/fVgpILZBHnQTjLUJpNDjJ89YEjXSYE3I6tdX2em/PGpNh3usAfW3/KIoDhFGbRwpall1jp062GUljZVWXIldEPOQD4Kun7fIB0DX5FmKiWaEuQ/AhslfEgnYdU6J8RaZkUrAwKdYYAUGpIbmOGsAgfN6hrRCTFAw40lNDL3sagA5AkkCMZJe6CMGXd7iPMAF0NB5gIQDPOx0JNlFo1gAilTJ1C7lTFfHb9ksBRKU6LyjIRkhs6QfUpPxbIgykMm7R17f2NAFoHAehsu1BeQSBKCxGcw5VM7cm0Q+5XUSGIAXM4XqSrlVTyBHjWAV5n8KYJhiNzIAPcLkkypcCjfgSbWDbOpTQHmwsZDxsqRjAo4J2ur6iR2TJD0pmJkws5to7tThYDTcBMW9UrVLAR4j7O7Iw53omKGDA0ACOmkJkHeFipWU0U8+BS5BAb1v00gi32QhlWpP18Cgk9Lcuq/eTpw5Z82DJQ7sj6Fzfq6zz0rrY1YCczvFmOlHTawJ9TKUXnHcgcpZ1gjjLmCF7GZ3tQza0CTqn9iBbKzEiQebBLIvmsFVfbEcgMyiJtbWYdOM31XVtVaIbeE5VJTGMNxfUd5A/qCdaW1DyjHjVJhqK4usujRiA90xOwmjOR3aabfdUGi9qEq98U6bDSINUdIrP0NMsO7BAWvuQT2Esan2JgBkR1AVaVi31ql0dSPxOoeKVAGqTt3dXVZatsmpWjXWTtvR4yetZtPN1ksZTQMJq8bOJ79OzHcuqnFDqGb12w3rqpz0LIU6n6QaUwlc3LMB0tzeaaGiRrsJFcDi/Fw72tFngyNjtn7damuoAmAV5lr7OCEBYMrzmCtbO7uQaTUAItDXB8gU5CVtgEjtR5uHUc2qZ26Af9d8Q5Ia7tjogL3+zinUAaecGlwAe0JJiBVS4HjTGZtIZhGUOQfVO6QbY0jWubkQwNU9gBRrApf+xGzbWVeNmmCBtbSeQQpXy6zE/KzdHiacyfERe/5wk31i2w1WiCTrpQPn7B0kULLtmRibcJKp+ppSWzu6wqqIa3bzltVWhV1nZ9+wFTA/FVBXHJF6IQ4DxoZosyT4rBujuPxv6exGNXDUpgAlJ1qarWTdjbYS9bEIk24YUXouE2M41evei4KKFdaAPWhdZaHlMkceb+q0XRvr3caXpt6Lk3diBGc6rd191jYFTXJzbdv6FQjcY9baBwgC4BWxGaf15nxblx0732+fuY94bKhsd/dOOIlcNnTUSpHHvfXUqxh1PQSmLiirQyKjd5g1TP9YAGTzlsdcXlVawDWMXJmne/r67BSSv5K6DRae6bQznTipsJU8D8YYEqzOvg57u6nHxgGOBTiHyInM2PDIsDXRnu2Ts1aJOmdTX78NQudSVDSLCL+wZkWhvX6ezQQ/+RQQC4Tr64RUXwE9sv1FzANrps1o1Ec3VuLprchOv9Jq/cy/+WjS9HeOWG/bmBWX5zpJaOOWCtQ2x62jzSfn9UQBx7ZeTx362fRFu4wAHVc5jLlAhiQ8AiZIIrQ4iMEWAMBO1wEEji4w5OSV7Y8CewocSfoiIKF4OmL65fHNleFx9u4+EIRbeOUSmqHMZYCBgBH5k6ixaJAH5WaNelS9axvcv8CJXFGzNex21yIsRu6cAIKrRa+Edw8HDkh5ZbMoy1c1C5YQjPJqkWbbjUWeSgWidB9tcW6j1XckM0oOMHFd+WVXJD9s8RmuMQGFYORCAjDa5WWBT+BSO4wkSgxZCscQKdQIU/RLbrUVb8jZOMmeh3MCWJIAqS1htU2gia8k55LOXzjt4r9zh821DPhRfrVVAWIdGuOvn3wKLIcCen8G+rvsu8+9an3jUzaD7VsD+uW7d8VssGvUhvFeGOPdlmSlrgK1tpJsG8NWJlVo7PIXWVVlgHM5FgN0TCAJiDA2xmDwBweHUElDepsdtyIMd/NLQjY+Pcn4wElKjLHAGImxmM8AUKpRB6sozLLjzZP8lo0Makcwo20ws4M4RrlxTTVqU4VIe8KW6pq1gb4u65wI2t04DhjsPQ/D3G2zsukjaWrJimZbGbv5tWUxy2e8jU3iDpZ5pn9sDNCA+hkS5hokFkPZeE/CDq8NAFSwYi0AqNBWwPz+h2d+ZDfX3GDh0QmY1mnuTVk+6rsKLFxUgB1HdSUMcqmN4qIyxjU5KAimxpgxwlZTWoatEWq0TD9jAKO+gRE7CXDcsnWr1SH5KiEGWApVvCkYYnxHWE1FmYXK8mknfjKhyfDoNOpdY9j+9GFblY+9FM8k7WFOUvdBbJ2eO/iOdSGBycopQnJV5+YNjEasta0Pj5E12JVUWA1AZ2h6BFVAJDWxIsdQ447SClF5q6vig/1VUxNqWpSP6Y0DSppFEmwm7T96xn7lwb2WPdONit2ItQ9gNwVdJ1Cr68L4fzUAKgHwimcV2ec/eqOVEdftjTe7sNOppNwS1H6jVsx8PIJEPc5zUbuneTemmc8loZqFgZvhHYhxPcH8LZWcON7spvEml0LCswK7m8bqUmytkIYRI64UgDUIUJhiYykLQCdwrPn54oRdV1G+VVN/AumYNuyqkZRFRnt4H1F9xM5IQFBS+t6+Ec3u2KAV8P5MWxfugsdRtYyQRyVn5+c5258sNAsGuqdsBBAewVOdptk472yMOT4L9eoV1eVI0opYd/p4p3meaBZM08YYc/0kzzfBuFEf4/rmGU4wLiSZi/MZn5iyGPZahUi/6hlXxYXZqCfGscUatebuYTYOaAOAuUEGRn7yKZCmgGyyY9jxJWOopjLJSB3OsSu8nEXVBbZx9wp7/fFTNsTcHUb/dwbvi53nBh2nc8MDm5AMlTCOZq291ZsvfcJeHxTwAdA1eI5SnXBAJ722yF5EntGYxdGhliqBx2iHscoPsrBJ3UujT7cpBVDbCmDzA6fALwETDmHow7hxdpIkl1GZYfDJI1G/djBSxAJS+SpTNjVSnVM8nhjngxjiRgAKAg2umnRdsv+R56oEBqdZLCQa7OIEJE0JsKhaDHmL7GpAUg4fqIEkCbGi7FArblCA3VIHRCTJYlFNkFcqeYJAksLI7kg2PYE0cFOvVD38nFt/kwCwWRZ2VnMukM91m7oFgNDFi0RQ4WHnO44+v7PdkWqe22VE2kXbpOqnGEIB50WO+wCMkvYEAHF4g8DtNUCJ/gUQFQWhveIsuWekGY+GqC0OlLkjfvjJp8AyKJBg06G7p9tOhsdh1meQnGgLIuBUf3qw55gmoN6JpuP2wgmcEazZZP/2xu2AnHH71j+9bJtvvN1u3b0PT2MRGx8ftZdfft4O9YVsR1XATh9ut7u2N2I/ksPO/6i9eeKE5Vc22jDDPDDK7iP5IrMTgI8EDg66rB1pTHHBepwPNDrpbAwmsrEKo/KqOtebvv5+O9naM6fmpjnqjdMdtrXC7BwSluPs5meS9kSqqxrss/fgYOCGIedY5a+fPWS33bjRBof67elX37ZNqxrskc9+1mbYBHnmx0/ay8dbbCx/JVKRbAuXpuz7B05bV+gV++V7d9rNZWYDvd322muH7NxY1L58z632O3vMzp98x5rbBm0glm17V6214sQJe6252v77rz2M3VHSjpw8bd860GE7dt5qD66sQmVl0I6e7QRMjDtGv+nMGXv8YIf92pe+wNwQRdVs2A6+/ba9eLzLvvLxO+yBvRXW13XWOX/oHBSAiyIZGrSzXbi8Zs4Uoy4pdhyAc7q1y7qH4nbzDdscYz+B6OVQ24idG4ZRjyEhOz9pD93/CdTRQo7BPvjOOUvB5K9fvc7ZH84C6or5ME3bOHN969nTOFKYsOnOU9jqdGJT4026ydkh+6/fftL+xcdvsU9u3g5oy8Itdx72Of32DnZFFSvq7Bc+d79z2pKITdi5HgyusztxNjBkhUmpMgISmCvPnO+yKeb6/v5Bi/KOFUwlkCKO2OlzTRa+4x77d1//RZ7bKBI7pF1Nw1ZUvtHu2LkN4GG2CW9xL53osUGnmp1+6rzHEu3vufFmHEHEAX6z9tbhw3a0P2qfv3WtbVudDaDG9Q3rTy4eOVsAQLMAlLPsjlehwrhxXTHSOySFlRVuHZgeH7NT7b22taHC1q9fzbwbs+lCwBIgrBWnBL2jCdu8caP95ld+jvUpy95646RlAaB6AcwT9K+nfwgQNslzDvKO9Nk4nj6nWcumBgFASOpkT3bgzSPWvXWTbd223e7Ytws36lP2h997zm679Q67+cYKpF4B60A6eLgZMZqffAqIAgx6jflO7B17ny22iZbz7OPCQ7k4HGw0wDZsv3udNWytscGOUesHBMWQNt5wV8KOv95p63fXWWFZls32aVPCG9M+Ya8PCrCJfg2f6NhRS576+vVBmWX0IhViW5cP2GIuJdiRjbOzpYjDWSyS0oGOS50Lex05KNAnk5Lsjkk/1TkbEAgij7yroQ92UT7lT6HLPyWX0EINMDwBREQhFtQgeusCRzHFwwAUhdldDWEX4Nkdsc6pWBbPWdQEdF3e6iJ48QmywCnNstuXQC1FOtdh4lVEUTVQcvepX7wmcfo0i4F0FveFuC9FuzV7KKaF7CCUWW51tRuqY+eIgX4yv3iJXUw65nYv4+xqamVG0EUZ7r+67aQ9UXZBZbwrSZDiCIHO6IdHr7jKpkDZ96gPihEkwKcgqVKT0wItGgmERtH7j+EVKAwd1B7+u4r07V77eKcO0o27vr8CK37VAjWPXN+d/GfqXWtrq61evdrZus1qk2NekvtgJc8dMjYSeFSUncXICN7YCLYX4XphYR62OkiI2L1v7YZRYxMBbVekMUmrYCc+D8AeY3x0DOCy1ZWnOnjf3V9203lntdGhuivKSi1X6racm8BeRuqv09jO1JflWh8M5RiuXCUZksevmtqV9p//zS/YZPdp+8fn37Dv7z+tprr0yBe/Yp/bnLKX3mq27792CoZ/zMXBiTLOYtSjUSKPXOXYfGSjZnquox91sdX23/3Cg1aVNW0tTSftt//2J66s0qJSvHqFbBR1swECDmruK8ZLWlWR2dl2wJU2WhiEkg4wqdDvANIRPOjBvOuecZjhINKQtTDSoyOAJRDgxXFugrayroI5a9x5dJtAmqwiC1HLW0G/m1EZmwKUZka2aKidPtE3kzQ/ZGhYBDNfhj3KxMQEzDrMtpOUsFEE3RpqKpzd4xRxyHpGppCSRZGylNjA0ITzupnExqYPVb0wtlqffvB++5d3b7Zv/f237bkj56wdG4L5KcocVY1NjN6HSebhVSvrrLPlhHVORrHnynFrhTwDMn25d0vTpZ655ir1xW1uUZ+eZeZdgHRuPo3QrnV1lailDaRjIgXw9FfkwNkYzFyQuVtSvPk0CEYL7M//l1+z5rcO2f6TZ+0kamvnuyXlMaurpd+sX3EqoDk2hS3mNOBJkhk5JiiBXtmo/0nyBia09t5xB5RCBKIrRwWwAOcIvb04ZSjhG095M6xVeua5zMUrkEr24qRhgvdfHXHuremj+iVVu7jWJh6YlsBM0vOPAm688Ra0csZVKWqRA4DzAegs5yL1NbjoYuNrBNoO41nPTz4FNE7K2Hj+3XW1thlp8Sz8WIDdU8VtTOWXWnzPJyz21W86aZAkutqbdsNfpGPQKTCq8ucVBq2rHbXWN1613/u3v+RdVB7SN77xDfvmN7/pjv0/HywKaF3w03umgGZqLXbi4Bk1ICFJKLTsSj3MqW6xrMjxgXddS4qGppek5pZyjI5kKFq4tchxTTY2OnbZWJZYGHCDxgCV7qpU5rCLYRFy4MBJWyRloQ705DWY5QZbC6dK9SQe3M5kEELXXUyJbGngQFzpcvmoRVxODKSrDYqgANWsEvjmv5wvBFC5kYcUmRF76EVSH84jlUrSPtkFBVS57pMaHO33WEIOdR8LqvTmBVgkkPFA44U6dIf6pL6pjarXIR5JmChfanhSfRPw0rUgbYoi7UI05NoU5XdK4jAl7onQ3xTfXhI9M7RQnX7yKXB1FBDAgcd+V/KAT+Z0EoaaHfwRXle9syQxkIMYww8h0ZlLvMtpYQG7+8M2MHchA6R0wqss8ybPYvum1I/KnBsiHLsz1CPnK2cmYEhhGjNJQ1kbAodhdl86+BYe0noyl9z3O8fesVhn0k624bUN5jTT3vkAbxYmugtXzJn6spDAnDt3xl7v7UJa1TRX3hCuk9FIcmWoBdoUGQLI6Nxcm2inVLq8lMLOpWOuTp2T85im1k7u9Zj/dMb0F4bxHb30k38XugjjO2KjEzDw8/rtytKzurgAV1eGhqMjo9gIXWivm1vS+du7JSW70IYZ2twEjVysonGPEmqDbCRzAYZ//cST9ixumbsAuwvTLBtP7Ugx2nkYom8LEh5tOMkb5yjgSynT9sXerUx7dY9S5l3QcYx2nWyBhvPo1TvgvRuORNQ3j1S6hal/xr7/3MvW3dZs53jmvdiDZV7pDuy11O/0BCzizN0/RXiG6SnmUbqv+oYnWLVEBFKCDafewRnrG/LOjfXKiU26Zr7lTe9Mm3duYXscLVwpvBuL4JdM/zUWBpAqDY4SCDz9rJPE0GvDvbZr58KCXZn+nw87BQJsuASTDFQNWzlvWpAEuD1u6MKFPNSUNdzE1/jp+qMAb4Of3isFHBOvBYIRpLGVme+1nRCUfYxbVrzFkqve/7lM7ucc1ph32jVLO5UXChS4AN8g7QlqF1BbFVTugq9SrvIKewgnKYnxcDe4RdY7F2B3WSCLlnECsJUe164ogAyWR26CcMBLTfWay4GKErCjAsQ2bhFWY5T4yizcmfLcee7R+nRRF1SQbtGt1Ocl1asJSfYCuoFjkc2d83JkFjrvF38v3OryOuCmyjmvdrqk3+qmnotrhC7Tdrdoci2dzcvs//UpcO0pIOZv4Wvmzi08ma56sfyXatVS+TPjMXOvgFlXZ7P95Q86AV8Y5Uv9dF46e/aMdaGKO4lqVYaZnXd57nB+fR1d5+27z2NHhLRqDMlrJs3Pc9G5JfqsPAvbu9S5THmLtVGUTmODTLYr+nb3LdG2xerJnFM/M0mS56dfeJl9oykYc1zmXriUyeK+3b3p+yT5yKTF+p+5dqXfC8tY7DnMLyuJzc1Lbx6zGdo+jdgp0y/ludC3C22cf68rO33pQl4vh05nzmW+5987v57555dzLNItLHth/5dTnp/3Q0KBDN+Q6a42WR2vsfh77hgKgR/dJ35lnuZOpgj/+4NLAR8AXZNnxxLKjJwZW5lvcdiyZfE4dC2z3jhaWKXLv2D8zZXhFkmBgwtJAhqBGFXo1Zq+Ob2gZnCJu2Neu1wuJ5XRFc9mJ1NPBjSpRCXvvFevd6y/XAMpZXYgOXB5L+TXke4R6lBKAy3d5p2Y91ftz+TLXPf6NL/cDAjy7r+Qf15BXtnz2jL/mo7dve+67vVtYV7/t0+B65UCMxjLn+ezWJpkZ37xK4vl9s7NYEfTxcdPzIwAzO6++bK7DwJVsCdCfc9PPgWudwpIaVSbq8EMoyMwg2ME62u11IGnPWWVSxAhzGZ2hMDOoXPHyXWB77nELf6lDwAFfAB0TR6SmOmLd1S9YjVQxLQvds3LcUV/3Xi7MOjmwIRT7Zr7tfS4nJflInB0ucoFGi5U6x3PSW2WuFn3qD7dp8+iFXJhqWs6r9u8L/LpKA1WLld35p7M91whmRPzv9MVzT/lH/sU8CngU8CngE8BnwLXDQUkcezDTrAD95GSurqVnz+p+ISlzr5jSbxcXrzp+u6uy3azj3yjOJbx0/VDAR8AXYtnyaBydimLlOUkNQuZ+kXyLXlKgEIp/eUdpzl71Tv/QmZ3w2Wa9yetEubuEiBJ357+chnnjlVPpk5dWVimbIQyBbg70390z/w2zt077/xcJZkbF96QOT//e34eSYjeVYjLvPjZ+eUsPJ5f7sJr/m+fAj4FfAr4FPAp4FPgg0wBrfIThCh4HHu7ohF5g81ofrAxrYvJLpRh3rpsF7WNPY6zp6H5hneXvcvP8H6ngA+ArtkTejdDrTP6ZBS3dHxFjPrcIJVRKY4M8JY2X985CAhwv9NgQMeeswQEvZKSAHi84KMX2uTsXsinwHlymiCbGJcn0ybVKbCDvUwSl0pxjGplJzTXXg40dQQJ2ueC/6lX6Xvk6U4XE4iUk/Lsoza4dvCNmptKSe+7UEI6OeJwVl6NOJX5OIAjMKUT6ebrS3UHonKH7Tk4cL/T97l2zFOnc0VzTSlDe+/X/L8qwU8+BXwK+BTwKeBTwKfA9UqBGfiJ1/Du6CefAgsp4AOghRS5qt+w3HIhsiCJh1dK8/FzxwvPZ2z2XYa5P0AauSTB85IDIumbvC9KdAcqGQAhLh/XbPp2LlL1ex4gEEAQSJKXNrnFztzrAqKS9UJKl0uWTLa5ttNIeXsT+FJfHfZxwIey5YNW7QBYObfa5FE+z6GBGkUp8nG9IAmUOdfXzpWwB0jUV699ZFZV3pezU5R7a+cf9kIX5q47+qfzqxoOXcrcn/554WHM2ULNXfEPfApcEQUaGhpseHj4ivL6mXwK+BTwKeBT4PqlQJZCdfjpA0kBHwBdk8fmAYDFisow4pe8thgCEudO9HcBFqdGly5gfnkZKVAKP9oKPOrY/jmcMU/CwSWV4pydOFmKCtNJgSxcagvUyBuKEqAkKMCEp7fAApCQIn/AoTLyJqck8nGAIqCYPPiBVTHeH32rA0pqh1eX+zkPDjpX3QA1J4lyoIq2zLXPy535my6FogQ000p4qm9eeXPnMze965s2uXt0QQeZNr4ro3/Cp8CSFJD0VLFj/ORTwKeATwGfAj4FfAp8MCngA6Br9tyuLTMtqQpQxBOepNuoGjL8uzv2RD5gjvTZzMUr6hMlIMGRFEaGgfNBlgNW6bovKkq3AI4CahvHikXkAA/1XgR+LrpJP9TaJZLaDNBSeervUi5SXQmqRFInBU5aNF2innflX07ed93sn/Ap4FPAp4BPAZ8CPgV8CvgU+IBSwAdA1+LB/VR46SsoVOBBght9Z9IV3JbJ6mx+dK/U9xY6O5jLtOBASEVpTsKj4/kNcFcviXnSOeZ9Sb6jchcpZ14ud9nZKc0/6R/7FPAp4FPAp4BPAZ8CPgV8CvgUuHIK+ADoyml1iZxi3t9tA3SJGy57ScE8g2EBgwvJgwdCPGnHAU6HjLrdhTQwuZD98kcU9f+3d8e4CcNQGIALS5fuHXqHHqv3P0Gpn1MnUYRIBLZk8JcBCiZ+9ucM/ZUQ8u96/cZv+yzj38aQdd3oNCqdo/Y5xhfjuaN22qtsOT+tLrnL3wNKc4wzQjHXsk01o9Yy1tLmmQABAgQIECBAgMARAQHoiNLuZ+Kf9G1s2N3p9gfiDEvOFfGw7nsJBBFappb0mFLEJW5ysD4zc7vC0jrXWt5a/5WHsQoiuS0FlqgXg7yrZimQzijlO9SV17nHMscIQdOWL/NLNR8NW//deSJAgAABAgQIEBhUQACqtfDl0rBa/aV+8i2tSwLY6zfVj5tNz4lh7/Ob9qnWwWJxyqbUi34O7rYpOb2MfqYUd7V5/n5TtDYwvlrUmwQIECBAgAABAi8rIABVWdpHEsDOAG6Eg2XPSvUP1YqqlepFV7s1K9aKejYCBAgQIECAAIGhBeJLFjYCBAgQIECAAAECBAgMISAADbHMJkmAAAECBAgQIECAQAgIQI4DAgQIECBAgAABAgSGERCAhllqEyVAgAABAgQIECBAQAByDBAgQIAAAQIECBAgMIyAADTMUpsoAQIECBAgQIAAAQICkGOAAAECBAgQIECAAIFhBOr+DtD759vp62cYPBMl8CwCp4/vZxmqcRIgQIAAAQIEmgqcLmlrWkHnBAgQIECAAAECBAgQ6ETAJXCdLIRhECBAgAABAgQIECDQXkAAam+sAgECBAgQIECAAAECnQgIQJ0shGEQIECAAAECBAgQINBeQABqb6wCAQIECBAgQIAAAQKdCAhAnSyEYRAgQIAAAQIECBAg0F5AAGpvrAIBAgQIECBAgAABAp0I/AEvV9tbk0EEwgAAAABJRU5ErkJggg==" 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<span style="background-color: yellow;"><b><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Objetivos</span></span></b></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar el merecido protagonismo a la Ciencia en el aprendizaje de los alumnos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Permitir que los alumnos experimenten, interroguen a la realidad y se hagan profesores para otros alumnos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar el verdadero sentido al hecho de ser científicos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar valor a la organización colaborativa de un evento científico en el centro. </span></li>
</ul>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Tareas</span></b></span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">1º <span style="color: blue;"><b>Buscar DOS experimentos entre los numerosos canales de experimentos</b></span> sugeridos desde los blogs de aula y este mismo blog. Los canales más destacados los podremos ver <a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" target="_blank">en nuestro canal de vídeo</a> de Divulgador Científico, aunque puedes localizar tu experimento de donde tu quieras.</span><br />
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<a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" target="_blank"><img alt="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/channels" height="131" 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" 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<span style="font-family: "Trebuchet MS",sans-serif;">2º <span style="color: blue;"><b>Proponer tus experimentos a través del formulario</b></span> que encontrarás más abajo y esperar la aprobación de tu profesor. Debes rellenar el formulario <b><i>una vez por cada experimento</i></b> que propongas.</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">3º <b><span style="color: blue;">Esperar la confirmación del profesor a tus experimentos propuestos.</span></b> Recuerda que no serán aprobados experimentos realizados en la jornada del pasado curso (La lista de experiencias está al final de este post), o aquellos que puedan suponer peligro o liberación de gases tóxicos, manejo de ácidos o bases fuertes....</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">3º Ahora hay que <b><span style="color: blue;">probar el experimento antes del día fijado para la II Jornada</span></b>. Tienes que conseguir todos los materiales y probar el experimento en casa. Si algo no va bien, lo probaremos en el aula. <b><i>Cuentas con los materiales del laboratorio de Física y Química para tus experimentos, reactivos químicos incluidos.</i></b></span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">4º <span style="color: blue;"><b>Documentar los dos experimentos</b></span> que vas a realizar mediante la confección de un póster confeccionado con 4 diapositivas realizadas con el programa de edición de presentaciones de Google Drive. Este póster te permitirá explicar tu experimento a tu público paso a paso:</span><br />
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<ul>
<li><span style="color: #38761d;"><span style="font-family: "Trebuchet MS",sans-serif;"> <i> a) Objetivo de dicho experimento: ¿qué pretendo comprobar?</i></span></span></li>
<li><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"> b) Montaje del experimento</span></i></span></li>
<li><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"> c) Fundamento del mismo, es decir, la aplicación de las leyes físicas y/o químicas que dan lugar a los hechos observados.</span></i></span></li>
</ul>
<ul>
</ul>
<span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"></span></i></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">5º <b><span style="color: blue;">Evaluación</span></b>. Se valorarán muy positivamente:</span><br />
<ol>
<li><span style="color: red;"><span style="font-family: "Trebuchet MS",sans-serif;">Aquellos experimentos aquellos que ocurran rompiendo la idea previa que tengamos de lo que va a ocurrir.</span></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"> Aquellas explicaciones que vengan acompañadas de un poster </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">La <span style="color: red;">originalidad</span> del experimento.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Realizar una grabación de vídeo de vuestro expremiento y explicación</span></li>
</ol>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Resultados del formulario para proponer experimentos</span></b></span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Para que puedas ir controlando qué van proponiendo tus compañeros, qué se va aprobando y qué no, puedes consultar los <a href="https://docs.google.com/spreadsheets/d/1-qxWBhdLxiXYGW5RdK3VPsTuBnO0KFEBF-6FlkVsmqE/edit?usp=sharing" target="_blank">resultados del formulario anterior. (ya funciona de nuevo)</a></span><br />
<br />
Por cierto, en este enlace tenéis <a href="https://docs.google.com/spreadsheet/ccc?key=0ApcvglMnFeUDdG1BVDdMRVRkVGw0MkFqQnBpeFVtUWc&usp=sharing" target="_blank">acceso a los reactivos químicos</a> de los que disponemos.<br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Todos los <span style="background-color: yellow;"><span style="color: red;"><b>materiales empleados en la coordinación de esta jornada</b></span></span> han sido <a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDR2JtWlM5NUtJTWM&usp=sharing" target="_blank">estos</a>.</span><br />
<br />
<br />
<br />
<div style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;">Experimentos de la II Jornada de Ciencia a Conciencia</span></b></span></span></span></div>
<div style="text-align: center;">
<span style="font-size: large;"><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;">24 y 25 de marzo (Curso 2013-14)</span></b></span></span></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://instagram.com/explore/tags/sinciencia/" target="_blank"><img alt="https://instagram.com/explore/tags/sinciencia/" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj9MFVrLVIf65alYZ3dwFipeE0nEwkpywQ4EoM6kcpjoy0nVQCe5mSEIcHtgfYrG1Y4vsJVBmyKLuEiwk44CVg9mCFjekWtrGT3Hf8D-irf8ROAfb3t7ReqEzKWvZGgTcalFp-GX0VqpEs3/s1600/2015-03-26_0852.png" height="426" width="640" /></a> </div>
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;">Y las presentaciones de los alumnos se encuentran en estos enlaces:</span></span></b></span><br />
<ul>
<a href="https://www.blogger.com/blogger.g?blogID=8525731465850589336" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a>
<li><span style="font-size: large;"><b><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDflNfNUVYelBUODZMb0x3RVdMbG9XbGFja3NENnVJYUctdlRzUEppMEU3M0k&usp=sharing" target="_blank">1º de bachillerato A</a> </span></i></span></b></span></li>
<li><a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDfnlpM2NXLU5BWjkwNkR5ejZYdWRGOXU1Rlk3TXdzcHNlUWxuTDJKaElmQkk&usp=sharing" target="_blank"><span style="font-size: large;"><b><span style="color: #38761d;"><i><span style="font-family: "Trebuchet MS",sans-serif;">1º de bachillerato B</span></i></span></b></span></a> </li>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"></span></b></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;"></span></span></b></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;"> Experimentos de la I Jornada (Curso 2013-14)</span></span></b></span><br />
<br />
1. <a href="https://docs.google.com/presentation/d/1MdEwMOk6BMYlLqBrt8nrPNmdbgrFRNumLA8oLYC7SWI/edit?usp=sharing" target="_blank">Globo blanco con lunar negro. Javier del H. </a>(<a href="https://docs.google.com/presentation/d/15Eud3VzpmMxiAZAk5T6pNk64h7HNzQV8m9O9uLo5nmc/edit?usp=sharing" target="_blank">repetido Cristina P</a>) <br />
2. <a href="https://docs.google.com/presentation/d/1oTg8jVC9OhIfudE2GwXMncaZ_2OiTayT4tBOY3x5nyc/edit?usp=sharing" target="_blank">Vacío potente. David R.</a><br />
3. <a href="https://docs.google.com/presentation/d/18uPVr1Q_29QyEBpKpEIv_R9IGXcYv6Ti7gYpAd3S_uA/edit?usp=sharing" target="_blank">Jugando con una copa y una carta. Eric R</a><br />
4. <a href="https://docs.google.com/presentation/d/1ZLuZQ47I0xqGFL7KBpFw3-9Xa9VCLvkis6uvCGGgE-A/edit?usp=sharing" target="_blank">Electricidad con limones. Eugenio</a><br />
5. <a href="https://docs.google.com/presentation/d/17Oo2Ua1iEm8eo61AyEfdzYNFGu6Tk-08GLAbo8b5N6w/edit?usp=sharing" target="_blank">Frasco de Mariotte. Vicente</a><br />
6. <a href="https://docs.google.com/presentation/d/1xaFWYJ-GSIzVNx-B4_mqZz3nOBzFA2D3ivBUUyxFc6o/edit?usp=sharing" target="_blank">Cuerpo azul y plano inclinado. María G.</a><br />
7. <a href="https://docs.google.com/presentation/d/1YbVr2Pbs7L5AQaOiwMmGfZSnjBItguwy__uuKN-540Q/edit?usp=sharing" target="_blank">Pompas de jabón eléctricas. Celia M.</a><br />
8. <a href="https://docs.google.com/presentation/d/1G1t60Z6TtRP1gOQ6q67qHs0f_de1rZArHtfXcrNsJk8/edit?usp=sharing" target="_blank">Espiral que se mueve sola. Jesús M.</a><br />
9. <a href="https://docs.google.com/presentation/d/1G1t60Z6TtRP1gOQ6q67qHs0f_de1rZArHtfXcrNsJk8/edit?usp=sharing" target="_blank">Imágenes múltiples y de cuerpo entero en espejos. Fco. J A.</a><br />
10. <a href="https://docs.google.com/presentation/d/1fZx21obuLJcUck9nGYR25iTb7MIfSd4cis0IHa3lRj4/edit?usp=sharing" target="_blank">Globo con botella. Miguel Ángel C.</a><br />
11. <a href="https://docs.google.com/presentation/d/1W0dJfvNh9L6gMbNveCWVVJWRst7Kf_vNvNBXRtIzyxM/edit?usp=sharing" target="_blank">Nube atmosférica. Mª Rosa R</a><br />
12. <a href="https://docs.google.com/presentation/d/1UYVs0QxYQmF4w4KtlcGpm_0nTHNBiVaJ5dbV_BqMEAs/edit?usp=sharing" target="_blank">Bote aplastado por la presión atmosférica. Lucía P</a>.<br />
13. <a href="https://docs.google.com/presentation/d/1LQeu4e48sTpxPMcpUW_kXHtF6lMppmKZSrLNyFE6i4o/edit?usp=sharing" target="_blank">Arco iris con CD. Inmaculada R.</a><br />
14. <a href="https://docs.google.com/presentation/d/1EAenlJjYtmdowOEBjXSPmu8OciqdXDMfEbXw0UANkuQ/edit?usp=sharing" target="_blank">¿Subirá o bajará la pelota al soplar? Lucía C.</a><br />
15. <a href="https://docs.google.com/presentation/d/1kwq1F1Z1yq1UM_G30sPKiE8PqAg7715JBDct-hTrDu0/edit?usp=sharing" target="_blank">Magnetismo en 3D. Rodrigo D. </a><br />
16. <a href="https://docs.google.com/presentation/d/1OxhinUVXtjqWffiTzXO0SHPgF1q9rnnrbPrLxIzDfkY/edit?usp=sharing" target="_blank">Nivel de agua que sube mientras se quema una vela. Nathalia L</a><br />
17. <a href="https://docs.google.com/presentation/d/1I2iy17UbKCw0qsr49JD30ECOgxc4mzdPyJ-TcvHASk0/edit?usp=sharing" target="_blank">Papel que no se moja. Santos L</a>.<br />
18. <a href="https://docs.google.com/presentation/d/1p9uMfRyNSZRFx96TBmq_EeCqj3rGI8CgltjC1lHTk-Q/edit?usp=sharing" target="_blank">Dilatación de sólidos. Laura P.</a><br />
19. <a href="https://docs.google.com/presentation/d/1JIlsdUo7NLVb2mXOT7_omB4NVJWYSHcpCCbwYIMfknU/edit?usp=sharing" target="_blank">Extintor casero. María V</a>.<br />
20. <a href="https://docs.google.com/presentation/d/1C31CZO4NbyLkK12a5EZnf4nXNP8NKSR9p1Pg_ts7LpQ/edit?usp=sharing" target="_blank">Para no perder el norte. Miriam R</a>.<br />
21. <a href="https://docs.google.com/presentation/d/1HL449doo_MoaCLUkzYQSvZ6-igIn_O0b-hf5-NTfROs/edit?usp=sharing" target="_blank">Dibujando con un péndulo. Ángela M.</a><br />
22. <a href="https://docs.google.com/presentation/d/1wVSHf5NjWoMp0nNPlw__8eomA-BtHpQg0S4eS0E9lrc/edit?usp=sharing" target="_blank">Tapas de cristalizadores y presión atmosférica. Salam M</a>.<br />
23. <a href="https://docs.google.com/presentation/d/19INwVBkZf7VpGvns6EFCuxEyuZozONAZrRCqhjQU0kc/edit?usp=sharing" target="_blank">Generador de Van der Graaf. Alfonso B</a>.<br />
24. <a href="https://docs.google.com/presentation/d/12lwPXDu-dKrTAXW4uJFHZOOnZGLkAdzMKpfNZjwIZVk/edit?usp=sharing" target="_blank">Tensión superficial. Víctor R</a>.<br />
25. <a href="https://docs.google.com/presentation/d/12wcxjYweAud0ICodJ99ajahsmt-b3lndN1T0hk4DwPA/edit?usp=sharing" target="_blank">Lata saltarina. Marcos L</a>.<br />
26. <a href="https://docs.google.com/presentation/d/1zorf1mSfOCCr9xfGDd8oeZjerqqLQt2gpOznNoFBIe0/edit?usp=sharing" target="_blank">Efecto Magnus. Manuela Al</a>.<br />
27. <a href="https://docs.google.com/presentation/d/1vvHiNc9KTt4w7JFEynwAMGCN6Vo3tgRMRwuLsE8aWHw/edit?usp=sharing" target="_blank">Invisibilidad. Manuela A</a>l.<br />
28. <a href="https://docs.google.com/presentation/d/1eL_3b01-6VwpvnXiq6ISCOzbmUXuwkeyWsehkDv6Ykk/edit?usp=sharing" target="_blank">Cañón de vacío. Marcos L</a>.<br />
29. <a href="https://docs.google.com/presentation/d/19dgsNaMZTtNIzSiNzePIoi4YljaZOI0U3C7nT7jALq8/edit?usp=sharing" target="_blank">Pegamento invisible. Víctor R</a>.<br />
30. <a href="https://docs.google.com/presentation/d/17YPqAIhmVoLgYJn2gubLK4j-kh8IupxO1PbPyMRZ6fY/edit?usp=sharing" target="_blank">Sublimando yodo. Alfonso B</a>.<br />
31. <a href="https://docs.google.com/presentation/d/1RLkoOrXSpnGIPtRgFuqhc0InesT2KAkfINpypicg9T4/edit?usp=sharing" target="_blank">Globo que no explota con chinchetas. Salam M</a>.<br />
32. <a href="https://docs.google.com/presentation/d/10iEPH0DujSHTkRpigMCvMBwEN3D1pDF9uecCoUBFjWM/edit?usp=sharing" target="_blank">Transmitiendo esfuerzos. Jesús Alejandro V.</a><br />
33. <a href="https://docs.google.com/presentation/d/1cNU7R5K2coY435UdkzZJzG6ASYQxUp0QJsqo2Pdqpn4/edit?usp=sharing" target="_blank">En busca del almidón. Miriam R</a>.<br />
34. <a href="https://docs.google.com/presentation/d/13ErzMV9venKLdI_dgv6FJ5qMaqyEEsafcySUMs09VN4/edit?usp=sharing" target="_blank">Lecha psicodélica. María V</a>.<br />
35. <a href="https://docs.google.com/presentation/d/16i53ru51Z06SOix6mgMCWMEDexTRWlnhlOT9rzuAjfI/edit?usp=sharing" target="_blank">Fluido no newtoniano. Cristina Peco</a>.<br />
36. <a href="https://docs.google.com/presentation/d/13yHLuCqllD__1rBRq638Pd9LcbVDzSXpUggKF6ifgCk/edit?usp=sharing" target="_blank">Ondas en un muelle. Ángela M</a>.<br />
37. <a href="https://docs.google.com/presentation/d/1x7B-xT0vaiUYyGlnJzGCScUYoog170jU0D1l1WFjtZ4/edit?usp=sharing" target="_blank">Catarata de humo. Laura P</a>.<br />
38. <a href="https://docs.google.com/presentation/d/1UllstafssZ0zxNJ5AEx3gPSvSjVbXMcs8RQIMhJ6VI4/edit?usp=sharing" target="_blank">Microscopio USB. María S</a>. <br />
39. <a href="https://docs.google.com/presentation/d/1Z0bbziy7kxy5XGjlJdFVnUgQyY2XVV0r-cE7gXQRrco/edit?usp=sharing" target="_blank">Agua que no cae. Santos L</a>.<br />
40. <a href="https://docs.google.com/presentation/d/1tWg_xAGruH-tsjv60HP4HQiNKwnwXx6b5o1n26Fm4uw/edit?usp=sharing" target="_blank">Campo magnético terrestre. Natalia L</a>.<br />
41. <a href="https://docs.google.com/presentation/d/1TEJlEB2-koQk-3WSTeU2ClKIkyX4NHxh5fAvHNtY9zE/edit?usp=sharing" target="_blank">El truco del globo. Rodrigo D.</a><br />
42. <a href="https://docs.google.com/presentation/d/1CzYI-Qeo5WJuezwJo70DssoCRBzA_3FlkI9Q0ltpCxQ/edit?usp=sharing" target="_blank">¿Flotará? Lucía C</a>.<br />
43. <a href="https://docs.google.com/presentation/d/1lgxyD9dkqG3Um8eCowmuxnE4sbLcF_6b0j4L1nEg2yc/edit?usp=sharing" target="_blank">Burbujas de Coca Cola. Inmaculada R</a>.<br />
44. <a href="https://docs.google.com/presentation/d/1_4ryzpTM3UB_r5w4ykmV4YLeyEcEujIS4Olj5hzv12Q/edit?usp=sharing" target="_blank">Cortando vidrio con un hilo. Lucía P</a>.<br />
45. <a href="https://docs.google.com/presentation/d/1LLV2S7DciXPXX1RmoYaiKfeBqPfNbF78XKE_2Ectj_w/edit?usp=sharing" target="_blank">Sifón casero. Rosa R</a>.<br />
46. <a href="https://docs.google.com/presentation/d/10qBZ2TPc41Vd9diTr4881626H67B8ThsHOOn-qfMLTY/edit?usp=sharing" target="_blank">Compactando arroz. Miguel Ángel C</a>. <br />
47. <a href="https://docs.google.com/presentation/d/1BNHueiyhhxF5FpZ15h8qk2K5vge6xfi6eRYdG2qo2uU/edit?usp=sharing" target="_blank">Imágenes en espejos paralelos. Fco. J A</a><br />
48. <a href="https://docs.google.com/presentation/d/1VPv3nbwC5A2OimiND3cj1g0NDr-1RVRF2b8PKHEkMtU/edit?usp=sharing" target="_blank">La mamba negra. Jesús M.</a><br />
49. <a href="https://docs.google.com/presentation/d/1ObJcqB3VFfqmL52BVcYCwxelp203OORKRxaXosX3IhY/edit?usp=sharing" target="_blank">Inflar un globo sin soplar. Celia M</a>.<br />
50. <a href="https://docs.google.com/presentation/d/12DOVpy0kelQoaNZukMVon-KAdyCkgerHIP80LROSN9Q/edit?usp=sharing" target="_blank">Columna de densidades. María G</a>.<br />
51. <a href="https://docs.google.com/presentation/d/12Gic0HbXWu5NjREuFs5g26koHwOw1e6oy3YYCQYP4mo/edit?usp=sharing%C3%A7" target="_blank">Botella hidrostática. Vicente C.</a><br />
52. <a href="https://docs.google.com/presentation/d/1OuYBELmIi7J37kbVbBTc5JJBsuWWqvEjywtfSkUrJIg/edit?usp=sharing" target="_blank">Tensión superficial en el agua. Eugenio R</a>.<br />
53. <a href="https://docs.google.com/presentation/d/1hmay3yytNFBToCAAyK4nBnzDmWyseqhVEeP1V3LgNP4/edit?usp=sharing" target="_blank">Balancín con velas. Eric R.</a><br />
54. <a href="https://docs.google.com/presentation/d/1t-yz1JMcfnPeKTntNq75xAkDoFKp8uvjtK-1LQWtrEY/edit?usp=sharing" target="_blank">Apagar y reavivar fuego. Cristina</a><br />
55. <a href="https://docs.google.com/presentation/d/1cNU7R5K2coY435UdkzZJzG6ASYQxUp0QJsqo2Pdqpn4/edit?usp=sharing" target="_blank">En busca del almidón. Miriam R</a>.<br />
56. <a href="https://docs.google.com/presentation/d/13ErzMV9venKLdI_dgv6FJ5qMaqyEEsafcySUMs09VN4/edit?usp=sharing" target="_blank">Lecha psicodélica. María V</a>. <br />
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<br />Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-48536970212674479122015-01-18T20:18:00.003+01:002015-01-18T20:18:42.321+01:00Proyecto AGUA<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.aquanetdepuradoras.es/images/empresa-foto.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://www.aquanetdepuradoras.es/images/empresa-foto.jpg" height="104" width="320" /></a></div>
<span style="background-color: yellow;"><span style="color: red;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Objetivos</span></b></span></span><br />
<ol>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Establecer una hipótesis razonada sobre el consumo de agua en tu familia durante un mes. </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Conocer el gasto real de agua en una familia.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Conocer la procedencia y el destino del agua de consumo doméstico.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Conocer la necesidad de ahorrar agua potable</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Apreciar el agua como un bien escaso.</span></li>
</ol>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><span style="color: red;"><b>Contenido del informe a presentar y tareas a realizar</b></span></span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"><b>1. Introducción</b></span>. Breve estudio biológico y físico-químico de la molécula de agua y el ciclo en la Naturaleza. Documéntate para elaborar una breve introducción.</span><span style="font-family: "Trebuchet MS",sans-serif;"><b> </b></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"><b>2. Datos sobre gasto de agua por habitante y año en diversos paises</b>.</span> Datos sobre el aprovechamiento del agua en diversos paises. Has de encontrar tablas de datos comparativas con algún gráfico que simplifique la información.</span><span style="font-family: "Trebuchet MS",sans-serif;"><b> Estos datos los usarás en la elaboración de conclusiones.</b></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"><b>3. Características que debe cumplir el agua para que sea considerada como agua potable, apta para el consumo humano</b>.</span> Usa la Red para comprobar qué indicadores físicos, químicos y organolépticos debe cumpir el agua destinada al consumo humano.</span><span style="font-family: "Trebuchet MS",sans-serif;"><b> </b></span><br />
<br />
<span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;"><b>4. Agua en tu población</b>:</span></span><br />
<ol><ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b> Procedencia, destino, gasto detallado industrial, doméstico, agrícola... </b>Para ello tienes que lograr recabar información a través de la Concejalía que gestione el suministo de agua en tu ayuntamiento.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b>Gasto por semana y miembro de la unidad familiar que se gasta en tu población</b>. Probablemente tengas que extrapolar datos mensuales de los que dispone el ayuntamiento.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b>Desglose del coste del agua en la población en la que resides.</b> Para
ello debes conseguir una copia de la <b><u>tarifa</u></b> que usa el ayuntamiento de
tu población. (Datos de <a href="ftp://ftp.ayto-miguelturra.es/miguelturra.es/medioambiente/XLScomparativafactura2013agua2014-aytomiguelturra.xls" target="_blank">Miguelturra</a> y Pozuelo de Calatrava)</span></li>
</ul>
</ol>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"><b>5. Hipótesis o pronóstico de gasto en tu familia durante una semana y fuentes de gasto</b>:</span> Mediante encuestas a los miembros de tu familia tienes que realizar este pronóstico de gasto. Debes anotar:</span><ol><ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Número de miembros de tu familia.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Gasto semanal que estima cada miembro</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Gasto medio familiar que estima la familia (en una semana).</span></li>
</ul>
</ol>
<span style="font-family: "Trebuchet MS",sans-serif;">Nos interesa saber dónde se consume el agua de tu casa. Para ello debes estimar el volumen de agua que gastas cada vez que realizas una de estas actividades, y el nº de veces que las realizas durante una semana:</span><ol><ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Usar el WC</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Poner una lavadora</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Poner un lavavajillas</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Lavar los platos</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Ducharte</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Regar el jardín</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Otros usos: lavar el coche, ... </span></li>
</ul>
</ol>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"><b>6. Recopilación de datos reales de gasto diario durante una semana</b>.</span> Ahora es preciso que cuentes con los miembros de tu familia y sondees a diario a todos los miembro para que te indiquen sus gastos. Completa la hoja de seguimiento que indique la frecuencia diaria con la que se realizan estas actividades y toma nota de la lectura del contador cada día durante UNA SEMANA. <a href="https://docs.google.com/document/d/1tanfegejbJT1Mm1AVHstIrl6pP8Vn0BcDwM-DBBM-jI/edit?usp=sharing" target="_blank">Para ello debes usar este documento</a>.</span><br /><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"><b>7. Gasto real estudiando la factura de agua bimensual de tu vivienda.</b></span> Con este dato real puedes saber tu gasto medio en la semana en la que hiciste tu recopilación de datos.</span><br /><b><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;">8. Contrastación de hipótesis y conclusiones finales.</span> </span></b><span style="font-family: "Trebuchet MS",sans-serif;">Para elaborarlas es preciso realizar gráficos comparativos entre las hipótesis realizadas y los datos de consumo que has medido, así como la comparación con los datos que ofrece la factura. Puedes contrastar los datos de consumo con el consumo de familas de otros paises.</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b>Se valorará especialemente aquel informe que venga acompañado de:</b></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b>Gráficos. Imágenes reales, mapas, dibujos....</b></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b>Entrevistas a personas cualificadas relacionadas con el tema </b></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b>Artículos relacionados con el tema</b></span></li>
</ul>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-39563652452867253722015-01-15T00:40:00.002+01:002015-01-15T01:25:11.595+01:00Divulgadores científicos<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5jFr_uTHx4P7AZGPjYxT7RqTU4M74aNCNXTyn-1ixgVR_g1jJmtcGeeEe1XZtpVt7PEvWWb4TxDKCvm6T8YxdH74Dm2GQuhQt5LsuE-vvkrSn7SMRY9f0B-ofSdbo-zF8UOCWRRVPhYBM/s1600/IMG_7608.JPG" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh5jFr_uTHx4P7AZGPjYxT7RqTU4M74aNCNXTyn-1ixgVR_g1jJmtcGeeEe1XZtpVt7PEvWWb4TxDKCvm6T8YxdH74Dm2GQuhQt5LsuE-vvkrSn7SMRY9f0B-ofSdbo-zF8UOCWRRVPhYBM/s1600/IMG_7608.JPG" height="150" width="200" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Introducción </b></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Como ya comentamos en clase, <span style="background-color: #cfe2f3;"><b><i>matamos la curiosidad científica</i></b> </span>cada vez que se produce una de estas situaciones:</span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">No nos hacemos preguntas.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Nos hacemos preguntas y el profesor nos proporciona la respuesta.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Nos hacemos preguntas pero <b>adoptamos</b> una vaga respuesta o una respuesta incorrecta como la mejor respuesta sin someterla al filo de la navaja de la argumentación de las últimas consecuencias.....<i> </i></span></li>
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><i>Ejemplo</i>s: </span></li>
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">¿Por qué nos ponemos morenos? Porque nos da el sol sobre la piel....(nos quedamos en la superficie)</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">¿Por qué un vaso con hielo se moja por fuera? Porque suda. </span></li>
</ul>
</ul>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;">Y como queremos aprender a responder y a comunicar preguntas y respuestas, vamos a realizar esta pequeño proyecto....sin matar la curiosidad...</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Objetivos</b></span></span><br />
<ol>
<li><span style="color: #660000;"><span style="font-family: "Trebuchet MS",sans-serif;">Aprender a trabajar colaborativamente en torno a la construcción de nuestro propio conocimiento.</span></span></li>
<span style="color: #660000;">
</span>
<li><span style="color: #660000;"><span style="font-family: "Trebuchet MS",sans-serif;">Aprender a investigar y construir respuestas argumentadas en base a evidencias científicas. </span></span></li>
<span style="color: #660000;">
</span>
<li><span style="color: #660000;"><span style="font-family: "Trebuchet MS",sans-serif;">Desarrollar competencias comunicativas. </span></span></li>
<span style="color: #660000;">
</span>
<li><span style="color: #660000;"><span style="font-family: "Trebuchet MS",sans-serif;">Valorar el trabajo de otros compañeros.</span></span></li>
</ol>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Tareas</b></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> Cada pareja de alumnos tendrá que resolver (por azar) <b>una pregunta de difícil respuesta</b>, y realizar las tareas siguientes:</span><br />
<ol>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;">Documentación</span>: investigar en la Red o en la biblioteca una posible respuesta a la pregunta adjudicada.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;">Elaboración de la respuesta</span>. La documentación que hayamos trabajado puede ser amplia o pequeña, con mayor o menor complejidad o rigor...pero lo más importante es adaptar esta respuesta para hacerla creíble para cualquiera que la lea o la escuche. </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Diseñar con la herramienta <a href="https://drive.google.com/drive/#my-drive" target="_blank">Drive</a> (antiguo Google Docs) una <span style="color: blue;">presentación colaborativa de 5 diapositivas como máximo.</span> En ella debes exponer la pregunta y daremos todos los argumentos para la respuesta:</span></li>
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Entorno del hecho científico que estudiamos (contextualizar)</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Protagonistas de la misma: moléculas, reacciones químicas,...</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://ciencia-a-conciencia.blogspot.com.es/2013/02/respondiendo-en-base-evidencias.html" target="_blank">Argumentación en base a evidencias</a></span> </li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Conclusión</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Acompañaremos la presentación con imágenes (si no son vuestras hay que citar la fuente en la imagen que incorporemos), esquemas (de construcción propia) o cualquier elemento que ayude a comprender la respuesta. </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Todos trabajaremos bajo la misma plantilla de presentación. Los aspectos de formato (fondo, colores, tipo de letra....) no se podrán cambiar. </span></li>
</ul>
<iframe allowfullscreen="true" frameborder="0" height="389" mozallowfullscreen="true" src="https://docs.google.com/presentation/d/1pxwljC5II8ZFDWPpxBFIX_Y_g57RWaMEBYawbyyo9Cw/embed?start=true&loop=true&delayms=3000" webkitallowfullscreen="true" width="480"></iframe>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;">Comunicar</span> al resto de la clase nuestra respuesta con la grabación de un<span style="color: blue;"> vídeo de 2-3 minutos </span>en el que expongamos sobre la presentación y de viva voz nuestras respuestas. (No es preciso salir en persona en el vídeo).</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Una vez publiquemos nuestras respuestas en el canal de vídeo que crearemos, debemos realizar <span style="color: blue;">al menos tres comentarios constructivos sobre los vídeos de respuestas de otros compañeros</span>. Entiendo por comentarios constructivos aquellos que podrán ayudar a los autores a elaborar una respuesta mejor. <b>En estos comentarios hay que identificarse (No vale realizarlos de forma anónima</b>).</span></li>
</ol>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Plazos </b></span></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: red;">Presentación</span>: hasta el día 30 de noviembre</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: red;">Vídeo</span>: hasta el 19 de diciembre (último día de clase antes de las vacaciones de Navidad). </span></li>
<ul><a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;" target="_blank"><img alt="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU6mHer8uEEtw5AOoycUOQbndCfTXaWkoaZLVn8e035GSq-Ox2c-M_MSVtusWF2sprvQFOBSbjtpvQShUZ0nFsAhmnIKmU80xc2NbENtZA_4CQDmD1lXSU0tWgJG4sh1c3Qp6rdkcK7Lm0/s1600/2014-12-01_0145.png" height="184" width="320" /></a>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><b>¿Cómo grabo el vídeo?</b> Con tu móvil puedes hacerlo y enviarte por e-mail el vídeo a tu ordenador.</span></li>
<li><b><span style="font-family: "Trebuchet MS",sans-serif;">¿Qué <span style="background-color: #fce5cd;">aspectos técnicos</span> vamos a valorar? </span></b></li>
<ul>
<li><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">La presencia de los protagonistas.</span></span></li>
<li><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Iluminación</span></span></li>
<li><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Presentación legible</span></span></li>
<li><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Naturalidad en la exposición y capacidad de llamar la atención del interlocutor.</span></span></li>
<li><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Alternancia de los protagonistas a la hora de hablar.</span></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: blue;"> Zoom entre la presentación y los presentadores para mostrar un contenido de la presentación.</span></span></li>
</ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">¿<b>Dónde tengo que subirlo?</b> Entra en youtube en el <a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw" target="_blank">canal de Divulgador Científico.</a> (el nombre de usuario y contraseña en la clase).</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"> <b>Busca el botón de subir y sigue las instrucciones.</b> Recuerda respetar el trabajo de tus compañeros.</span></li>
</ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: red;">Comentarios</span>: hasta el día 4 de enero. </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: red;">Rúbrica de evaluación AUTO-CALIFICADA (por ambos miembros): <span style="color: black;">El primer día de clase tras las vacaciones de Navidad (8 de enero)</span></span></span></span></li>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Evaluación</b></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> Emplearemos esta <a href="https://drive.google.com/file/d/0B5cvglMnFeUDa0FLVnpyaHRydDA/view?usp=sharing" target="_blank"><span style="color: black;"><b>rúbrica de evaluación</b></span></a> que usaremos del modo siguiente:</span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">1/3 de la calificación será autoevaluación. No evaluaréis vuestros comentarios.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">2/3 de la calificación será del profesor. </span></li>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Preguntas de ¿difícil respuesta?</b></span></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b></b><span style="background-color: white;">En este enlace podrás consultar la <a href="https://docs.google.com/document/d/1ook4P3gpZZrvykytf4y-GYZ5d44BxmOF20ncHquHUQk/pub" target="_blank">lista de preguntas y la asignación</a> de cada una de ellas a cada pareja.</span><b></b></span></span> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><span style="background-color: white;"><br /></span></span></span></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><b style="background-color: yellow;">Importantes consejos para CREAR una presentación eficaz</b><span style="background-color: white;">. Por las presentaciones que voy observando, intuyo que confundís dos aspectos muy importantes:</span></span></span><br />
<span style="background-color: white;"><span style="font-family: Trebuchet MS, sans-serif;">1. Texto que usaré para explicar mi respuesta.</span></span><br />
<span style="background-color: white;"><span style="font-family: Trebuchet MS, sans-serif;">2. Contenido de la presentación en el que incluiremos: textos (sin sobrecargar), esquemas, imágenes, vídeos....</span></span><br />
<span style="background-color: white;"><span style="font-family: Trebuchet MS, sans-serif;"><br /></span></span>
<span style="background-color: white;"><span style="font-family: Trebuchet MS, sans-serif;">Para hacerse una idea de lo que buscamos, es importante que veas este vídeo:</span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: white;"><br /></span></span></span>
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<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/ehKdjAXeIe4?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
<span style="background-color: yellow;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Y el resultado ha sido... </span></b></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Hemos creado un canal de vídeo con el proyecto acabado. ¿te animas a verlo y realizar comentarios? Los alumnos se sentirán aplaudidos. </span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://www.youtube.com/channel/UCaytjRWa08Q_qMQYRlY47Fw/videos?flow=grid&view=0&sort=p" target="_blank"><img alt="/Users/fnavarro/Desktop/recortes/2015-01-15_0033.png" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi_cz4fK3TEW001xTyy63T-E8w7FUZdk232lUT_K8dYyfw5C73sr4IRprBFz3_o2r8hrGnXjvjuKvcUPnK4Cm2J8W9YK-DqOrevq48RIWoTfHbHz9PiNAShYjKSpPII3cRj_G3EA-ILpolm/s1600/2015-01-15_0033.png" height="202" width="640" /></a></div>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-43740005364056559402014-12-20T19:13:00.002+01:002014-12-20T19:20:32.426+01:00Modelando en túnel de Despeñaperros<div class="separator" style="clear: both; text-align: left;">
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://img525.imageshack.us/img525/9784/1despe.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://img525.imageshack.us/img525/9784/1despe.jpg" height="133" width="200" /></a>El túnel de la imagen corresponde al tramo de la Autovía del Sur (A-4) a su paso por el desfiladero de Despeñaperros, <b>entre los enlaces de Venta de Cárdenas (Ciudad Real) y Aldeaquemada (Jaén)</b>, perteneciente a la <b>calzada en sentido sur Madrid-Andalucía</b>. </span><span style="font-size: xx-small;"> </span></div>
<div class="separator" style="clear: both; text-align: left;">
<span style="font-size: xx-small;"><a href="https://www.blogger.com/Fuente%20de%20la%20imagen:%20http://www.espormadrid.es/2012/06/nuevo-tramo-de-la-4-su-paso-por.html" target="_blank">Fuente de la imagen: http://www.espormadrid.es/2012/06/nuevo-tramo-de-la-4-su-paso-por.html</a></span></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: x-small;"><a href="http://www.espormadrid.es/2012/06/nuevo-tramo-de-la-4-su-paso-por.html"></a></span></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisQXQKmAv7QIFe8I1GrRSDsTUIWRYGEgsSvOtyciHUQm3ZiaSmDs2gW47Mc-i0YFi6rZl4E0pAvLoPlf8Xa07XdyQV9BzlgYFymJ1F_WPr2eet6zyi0Nl-OOCK3GuFvYxlPt38osJopoMr/s1600/2014-12-20_1814.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEisQXQKmAv7QIFe8I1GrRSDsTUIWRYGEgsSvOtyciHUQm3ZiaSmDs2gW47Mc-i0YFi6rZl4E0pAvLoPlf8Xa07XdyQV9BzlgYFymJ1F_WPr2eet6zyi0Nl-OOCK3GuFvYxlPt38osJopoMr/s1600/2014-12-20_1814.png" height="271" width="320" /></a><span style="font-family: "Trebuchet MS",sans-serif;"> Según vemos su longitud es de 1925 m, y la infraestructura <b>permite el paso por Despeñaperros en apenas 5 minutos</b>, reduciendo el tiempo de recorrido a la mitad.</span><span style="font-family: "Trebuchet MS",sans-serif;"> Es una infraestructura clave en España, pues es el principal acceso a Andalucía por carretera.<b> Los más de 20.000 vehículos que circulan diariamente</b> por Despeñaperros, de los que 6.000 son camiones, se ven beneficiados por esta mejora.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> Si echamos un vistazo a Google Maps encontramos la ubicación exacta de este túnel.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;">Sin rebasar el límite de velocidad, hemos grabado el <a href="http://youtu.be/2PG4ADDwoYA" target="_blank">vídeo siguiente grabado desde la entrada del túnel hasta a salida</a>. A través de su <a href="http://ciencia-a-conciencia.blogspot.com.es/2012/03/tracker-programa-para-analizar-videos.html" target="_blank">modelado con Tracker</a>, deseamos comprobar o calcular:</span><br />
<blockquote class="tr_bq">
<b><span style="font-family: "Trebuchet MS",sans-serif;">1. Sentido de la marcha del vehículo del vídeo. ¿Norte-sur o sur-norte? Para ello habrá que investigar el trazado mediante el vector velocidad.</span></b><br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">2. Velocidad media del vehículo.</span></b><br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">3. Distancia real del túnel.</span></b><br />
<b><span style="font-family: "Trebuchet MS",sans-serif;">4. Distancia entre las luces blancas instaladas a ambos lados de la calzada.</span></b><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><b>5. Gráfico de la velocidad real del vehículo frente al tiempo para comprobar si el vehículo ha rebasado en algún momento el límite de velocidad que se muestra.</b></span></blockquote>
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<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/2PG4ADDwoYA" width="420"></iframe>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-69487575884125757712014-12-18T19:28:00.000+01:002015-01-15T00:41:27.767+01:00Composición de dos movimientos armónicos perpendiculares<span style="font-family: "Trebuchet MS",sans-serif;">El vídeo muestra la vibración del extremo libre una rebaba de fundición que quedó solidificada en el interior de una pieza metálica de aproximadamente 10 cm de ancho. </span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Nuestro reto es tratar de simular el movimiento de esta rebaba <a href="http://ciencia-a-conciencia.blogspot.com.es/2013/03/modelando-el-movimiento-con-modellus-v.html" target="_blank">usando Modellus</a> y las ecuaciones matemáticas del movimiento armónivo simple. Hay que tener en cuenta que el movimiento observado es la resultante, composición o suma del MAS en direcciones perpendiculares.</span><br />
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<center>
<iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/8ihX0tukMrg" width="420"></iframe>
</center>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-59326912860484676672014-06-12T00:45:00.000+02:002015-06-12T02:03:39.812+02:00Solución a la pregunta ....¿Cuál de todos los chorros llega más lejos?<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXasInKqyMs3cc21FBfJhgnCkdKmUxJMW6RlTOdQnGv7yWBBEV1gAmOyWFVxcRVso36lnDoLpM729sWlGLxgz49DOFGhd4BMCi6yGlUaPu1-LW8powWpcxb0sTQYm_yqchI3D2UmQQmP9A/s1600/2015-06-12_0138.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXasInKqyMs3cc21FBfJhgnCkdKmUxJMW6RlTOdQnGv7yWBBEV1gAmOyWFVxcRVso36lnDoLpM729sWlGLxgz49DOFGhd4BMCi6yGlUaPu1-LW8powWpcxb0sTQYm_yqchI3D2UmQQmP9A/s320/2015-06-12_0138.png" width="219" /></a></span></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><a href="http://ciencia-a-conciencia.blogspot.com.es/2015/06/cual-sera-la-velocidad-de-salida-por-un.html" target="_blank">¿Recuerdas nuestro problema?</a></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"> </span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;">Ya te habrás dado cuenta que esto no es tan sencillo como parace.... seguro que ya sabes que la velocidad de salida depende de la distancia entre la posición del agujero y la altura del nivel del agua....<i><b>¡como si fuese una caida libre del agua!</b></i></span></span><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinXpesVm5CJveic9J2hA3PYJlfEXQdFPF-U_v80zby6-3I_8yyY6M6S7Pd1pnM67bL_FhYPmHsoP3djybsQIhP4OWLOOSgjsZL9jdJ-Mei0K-NXWoPhyJRVS1WEqcwY9X1LLGOBQXWcDta/s1600/2015-06-12_0050.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinXpesVm5CJveic9J2hA3PYJlfEXQdFPF-U_v80zby6-3I_8yyY6M6S7Pd1pnM67bL_FhYPmHsoP3djybsQIhP4OWLOOSgjsZL9jdJ-Mei0K-NXWoPhyJRVS1WEqcwY9X1LLGOBQXWcDta/s1600/2015-06-12_0050.png" /></a><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: small;"><b>Si denominamos x a la distancia entre el nivel de agua y el punto en que está el agujero buscado, podemos escribir la <span style="background-color: yellow;">velocidad de salida </span>de este modo:</b><i><b><br /></b></i></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">El <span style="background-color: yellow;">tiempo que tarda en caer es el mismo</span> que tarda en llegar al suelo, de modo que con en la vertical, cuando el agua sale por el agujero no tiene velocidad vertical (<i>vy inicial =0</i> y <i>posición inicial h-x</i>) , podemos calcular este tiempo:</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-ND5bqMNFmadB4TS9pbZglfnG4XK-PhZ71WibghDvSmLm7h1I89f_FJoxbU2VPvHpD_HPo99Hrnop6IanO8I5cmaiivhlBtUJswaAbIOGtmWVIXn4WqHSrpE6oYL__wq9L6NFe10G3NSc/s1600/2015-06-12_0052.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="75" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-ND5bqMNFmadB4TS9pbZglfnG4XK-PhZ71WibghDvSmLm7h1I89f_FJoxbU2VPvHpD_HPo99Hrnop6IanO8I5cmaiivhlBtUJswaAbIOGtmWVIXn4WqHSrpE6oYL__wq9L6NFe10G3NSc/s400/2015-06-12_0052.png" width="400" /> </a></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">A la pregunta de cuánto vale el <span style="background-color: yellow;">alcance A</span>, podemos deducir la función o ecuación que nos permite calcular el alcance para cada valor de x: </span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht8LQ_-8nOXU0Fzex3xDXMbAieMStAxo4yWQetsZthcGT-dVr9MNeY0iIK_rmqnRZ-N78S-Am8StclfRx3p9RLNNaoOCBT9aJRu3mMJ3nsWa83IGF4rRqnLFhmS53OdAraDSkcIQS5XHq3/s1600/2015-06-12_0054.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="92" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEht8LQ_-8nOXU0Fzex3xDXMbAieMStAxo4yWQetsZthcGT-dVr9MNeY0iIK_rmqnRZ-N78S-Am8StclfRx3p9RLNNaoOCBT9aJRu3mMJ3nsWa83IGF4rRqnLFhmS53OdAraDSkcIQS5XHq3/s640/2015-06-12_0054.png" width="640" /></a></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAUqmyVu436cG4u5CcXna5Aixa3RZeF8T6A-3hSy48qF28yoyq6kQ-rWox8mzxDsqeSevih1ff83U3O5DOxovORvjw4mqGxJEaimVp2Uz4P1cLSbvmkVDVSYAYZpE-eiKNOJc27YkulDoW/s1600/2015-06-12_0056.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="40" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAUqmyVu436cG4u5CcXna5Aixa3RZeF8T6A-3hSy48qF28yoyq6kQ-rWox8mzxDsqeSevih1ff83U3O5DOxovORvjw4mqGxJEaimVp2Uz4P1cLSbvmkVDVSYAYZpE-eiKNOJc27YkulDoW/s200/2015-06-12_0056.png" width="200" /> </a></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Si ahora representamos A frenta a x, nos encontramos con este resultado....<b><i>Tratando de ajustarnos a una botella real, su altura sería de 314 mm, pero si le quitamos 14 por el tapón, supongamos que la llenamos hasta 300 mm....</i></b></span></div>
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<span style="color: red;"><b><span style="font-family: "Trebuchet MS",sans-serif;"><br /></span></b></span></div>
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<span style="color: red;"><b><span style="font-family: "Trebuchet MS",sans-serif;">4ºESO</span></b></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Ya sabes representar mediante una hoja de cálculo los valores de una función....Los resultados son estos....¿podrás reconstruirlos tu?</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkvew-RXOVCKMKQ54C33LbSHdSVBg4wEUg8jj0HpMn1_hJPcvLqfHtfrdB1yIYuhReokk5qCfC6xU3kVbfxJLDvGKqRAfdD28hqdUU61DW5Zxxo9rg4U9VJo4WZyd8kn6_CCByKUQ-oeRA/s1600/2015-06-12_0145.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="406" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkvew-RXOVCKMKQ54C33LbSHdSVBg4wEUg8jj0HpMn1_hJPcvLqfHtfrdB1yIYuhReokk5qCfC6xU3kVbfxJLDvGKqRAfdD28hqdUU61DW5Zxxo9rg4U9VJo4WZyd8kn6_CCByKUQ-oeRA/s640/2015-06-12_0145.png" width="640" /></a></div>
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<span style="color: red;"><b><span style="font-family: "Trebuchet MS",sans-serif;">1º de Bachillerato</span></b></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Además de lo anterior, ya saber derivar y optimizar funciones, de modo que, maximicemos la función alcance A(x)...</span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7FeLrCnyRcTsItPoE40nQ5bgpWsWK03BS0tCWRy8AdDOZqU2qdU_ri659UGeN5ErdIrFlB38KrYQ4yhqD_LCb7sULv4WW-IXW3jjS6t7zaVUNRRvzGnkJawBOAcFvbuTMsvYgA0HJQjgK/s1600/2015-06-12_0108.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="71" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7FeLrCnyRcTsItPoE40nQ5bgpWsWK03BS0tCWRy8AdDOZqU2qdU_ri659UGeN5ErdIrFlB38KrYQ4yhqD_LCb7sULv4WW-IXW3jjS6t7zaVUNRRvzGnkJawBOAcFvbuTMsvYgA0HJQjgK/s400/2015-06-12_0108.png" width="400" /> </a></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Y de aquí se deduce que la distancia a la que tenemos el máximo alcance es... </span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKvUqKQ_1J2nNGlHibbYNhD_kCpTToCyy9aNbniT5CmdX6pGmMeIkIkS4gJVTYcF6pQf2NFp5sqv-N9Q2XU97Y6NLWGttJDuWfRvJfUaDGxDJGBpp9EpVvN8aCVIAH_YNUM7zC9cblbzgk/s1600/2015-06-12_0059.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="77" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKvUqKQ_1J2nNGlHibbYNhD_kCpTToCyy9aNbniT5CmdX6pGmMeIkIkS4gJVTYcF6pQf2NFp5sqv-N9Q2XU97Y6NLWGttJDuWfRvJfUaDGxDJGBpp9EpVvN8aCVIAH_YNUM7zC9cblbzgk/s320/2015-06-12_0059.png" width="320" /> </a></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">¿Se cumpieron tus previsiones? </span></div>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-8118231981262389982014-02-28T19:04:00.000+01:002014-02-28T19:04:04.160+01:00¿Cómo insertar ecuaciones científicas en Blogger?<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="background-color: yellow;"><b>Problema</b></span> </span></span><br />
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">•<span style="color: black;">Blogger no
tiene editor de ecuaciones.</span></span></span></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">
</span></span><br />
<div style="direction: ltr; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed; word-break: normal;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">•<span style="color: black;">El código LaTex</span><span style="color: black;"> es
incompatible con Blogger</span><span style="color: black;"> </span></span></span><br />
<br />
<span style="background-color: yellow;"><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;">Solución</span></span></span></b></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;">I</span><span style="color: black;">nsertar un
script externo en nuestro blog que permita a Blogger entender el c</span><span style="color: black;">ódigo </span><span style="color: black;">LaTex</span><span style="color: black;">.</span></span></span></div>
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</div>
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<span style="background-color: yellow;"><b><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;">Paso a paso</span></span></span></b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs16DULurLGI5XXT-Hac1RC5050MvbjduciHptSBInyPFQrzK770Q_T3VlYaB6Or0lZ4cTidOZi63YwhExBnNC_mURxN2kt4AoTMie16sBH8L7lKgiAAhQbXUo2-qKFvb1rr0RxgeHMYfE/s1600/9.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br /></a></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><span style="color: red;"><span style="font-size: large;"><b>1. Incorporar un script</b></span></span> a nuestro blog de modo que cuando insertemos código LaTex en Blogger, lo detecte y lo traduzca para que se pueda insertar. </span></span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><br /></span></span></span>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;">¿Cómo insertaremos el script?</span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinuqA9b3x4BfoUpVdXyj4U0qvagrUEMCbANHH3tYU06NYJRGBuj3KxWbDqAXULCMpF3lgF83YLsiPa6wKod7Aq4Ltu0KXZ_IWLns2pGpnrHcfWefxaQ-CWkbCKpuNycUCLd4D0lKwQWJrp/s1600/1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEinuqA9b3x4BfoUpVdXyj4U0qvagrUEMCbANHH3tYU06NYJRGBuj3KxWbDqAXULCMpF3lgF83YLsiPa6wKod7Aq4Ltu0KXZ_IWLns2pGpnrHcfWefxaQ-CWkbCKpuNycUCLd4D0lKwQWJrp/s1600/1.png" height="320" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNYDVvldA77aWDiN99oyxpfc1NranYIYse_D0-he_VAF9IpcTltqxnP83M1orkt7oT5Zt_lGSUP-mcOjphM-rmfrY2Xk4eRkNZkg9vB5guexJ5a6RFnn93ZiWOYzbBVHvzIUDKadM0kPqL/s1600/2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNYDVvldA77aWDiN99oyxpfc1NranYIYse_D0-he_VAF9IpcTltqxnP83M1orkt7oT5Zt_lGSUP-mcOjphM-rmfrY2Xk4eRkNZkg9vB5guexJ5a6RFnn93ZiWOYzbBVHvzIUDKadM0kPqL/s1600/2.png" height="280" width="400" /></a></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><br /></span></span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><span style="color: red;"><b>¿Dónde lo insertamos?</b></span> Editaremos la plantilla de nuestro blog, buscaremos la etiqueta </span><span style="color: black;"><span style="color: black;"><head</span></span><span style="color: black;">> mediante la opción de CTRL+F, aunque esta etiqueta se observa claramente. Justo debajo de esta etiqueta, pegamos el código HTML del script externo llamado </span><a href="http://docs.mathjax.org/en/latest/start.html" rel="nofollow" style="background-color: #f8f8f8; color: #5c7684; text-decoration: none;" target="_blank">MathJax</a><span style="background-color: #f8f8f8;"> </span></span></span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEDvn7hd8cLQklGU7EFcFpAB37_4nn_2GD3LeUH3UZmUVuSx7EWhITJXPuCQKtZnkPALV85cogxUjDOfoBXFVEZIO3iaS8oqFFKtjABnq3Un1ZNLPQnrhw-U_2NhqZ4fj_LG7p4WWP0iKR/s1600/3.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEDvn7hd8cLQklGU7EFcFpAB37_4nn_2GD3LeUH3UZmUVuSx7EWhITJXPuCQKtZnkPALV85cogxUjDOfoBXFVEZIO3iaS8oqFFKtjABnq3Un1ZNLPQnrhw-U_2NhqZ4fj_LG7p4WWP0iKR/s1600/3.png" height="310" width="400" /> </a></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Código a copiar y pegar: </span></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><script type="text/javascript"
src="http://cdn.mathjax.org/mathjax/latest/MathJax.js?config=TeX-AMS-MML_HTMLorMML">
</script></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7hXinQMJPPdOXgMrGp_KwqjDHh4mleY-OmCge88EvPNhRJlperWfPZnEh1UhAoV54fkllX9sDC9YQFadgHOr1zZvGqLTuE1jTBW01rb8E8VmJRjvSKbIy1UjkGwNndHLXF-ceHNdQQu1p/s1600/4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7hXinQMJPPdOXgMrGp_KwqjDHh4mleY-OmCge88EvPNhRJlperWfPZnEh1UhAoV54fkllX9sDC9YQFadgHOr1zZvGqLTuE1jTBW01rb8E8VmJRjvSKbIy1UjkGwNndHLXF-ceHNdQQu1p/s1600/4.png" height="223" width="400" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIeqVTspkU23lYrzlLCQ1fjMjoPnIvIMkY_Opg3fcELn0YpfbcNO0wfdQdguP2vXs4XDjbAJO_IeESzeYJxkUFUpuGpUWtFdxSNUPh1GOgtR6cwhGFolWXNFC8GLZOpLo5k1S3_Uyy22wT/s1600/5.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIeqVTspkU23lYrzlLCQ1fjMjoPnIvIMkY_Opg3fcELn0YpfbcNO0wfdQdguP2vXs4XDjbAJO_IeESzeYJxkUFUpuGpUWtFdxSNUPh1GOgtR6cwhGFolWXNFC8GLZOpLo5k1S3_Uyy22wT/s1600/5.png" height="158" width="400" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;">Tras guardar la plantilla, tenemos listo nuestro "traductor de LaTex".</span><br />
<span style="color: red;"><b><span style="font-size: large;"><br /></span></b></span>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><span style="color: red;"><b><span style="font-size: large;">2. Generar el cógigo LaTex a utilizar. </span></b></span> </span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><a href="http://s1.daumcdn.net/editor/fp/service_nc/pencil/Pencil_chromestore.html" target="_blank"><img alt="http://s1.daumcdn.net/editor/fp/service_nc/pencil/Pencil_chromestore.html" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjS5LdKALtxgOA5lef-yelp7BjXH2DkNVkoqltKCnPwo0KRLC1A8FXGpP_sdDhs_hSYEKbp_vAPofV0_JY5K7OgBVhEDtGqSBcDT3lyHHFHLgPC71O8kKb04JRO7RleHXEU3J6qaRm90cIb/s1600/8.png" height="50" width="200" /></a></span></span></span></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;">Para ello usaremos la herramienta <a href="http://s1.daumcdn.net/editor/fp/service_nc/pencil/Pencil_chromestore.html" target="_blank">Daum Equation Editor</a> que es un sencillo editor de ecuaciones, similar al de Word o LibreOffice. Con este herramienta podremos:</span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"> a) Crear una ecuación.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"> b) Generar el código LaTex de la ecuación que estamos generando.</span></span></span><br />
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"> c) Guardar como imagen (.png) la ecuación generada. Esto nos permitiría sin más, incorporar ecuaciones a Blogger. Esta imagen se guarda en Google Drive si tenemos vinculada esta herramienta a nuestras aplicaciones de nuestra cuenta de Google y estamos trabajando en Chrome.</span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKHhmweL95Kp9BRAobomvsKJq2YnleUMcHKry1q94iINhOJ1Be500L-YKoHWgDEujtmysinoOWMHpNgpCzlCl2FohCNEJQzBVPSmk8V_mRF7Vu5axX_NQTVI8BlOzYR3HkaBCn7sWFzzfP/s1600/6.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgKHhmweL95Kp9BRAobomvsKJq2YnleUMcHKry1q94iINhOJ1Be500L-YKoHWgDEujtmysinoOWMHpNgpCzlCl2FohCNEJQzBVPSmk8V_mRF7Vu5axX_NQTVI8BlOzYR3HkaBCn7sWFzzfP/s1600/6.png" height="330" width="640" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhafnpG-fsD1Ca8LQIpLArkq7mve34hur-_yCMhPv_jeaNyGwnRHcaMxxHvSOXj1nIlAyZC8ijwwuNKk_O72OpqjYcRHeGETM3CXvhIGDVUreVK31O7o0vDuZrVlnLSNwb2nSRhpcItBwLs/s1600/7.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhafnpG-fsD1Ca8LQIpLArkq7mve34hur-_yCMhPv_jeaNyGwnRHcaMxxHvSOXj1nIlAyZC8ijwwuNKk_O72OpqjYcRHeGETM3CXvhIGDVUreVK31O7o0vDuZrVlnLSNwb2nSRhpcItBwLs/s1600/7.png" height="148" width="400" /></a></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><span style="color: red;"><b><span style="font-size: large;">3. Pegar el código LaTex de nuestra ecuación</span></b></span> entre signos dólardólar ....dólardólar</span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs16DULurLGI5XXT-Hac1RC5050MvbjduciHptSBInyPFQrzK770Q_T3VlYaB6Or0lZ4cTidOZi63YwhExBnNC_mURxN2kt4AoTMie16sBH8L7lKgiAAhQbXUo2-qKFvb1rr0RxgeHMYfE/s1600/9.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs16DULurLGI5XXT-Hac1RC5050MvbjduciHptSBInyPFQrzK770Q_T3VlYaB6Or0lZ4cTidOZi63YwhExBnNC_mURxN2kt4AoTMie16sBH8L7lKgiAAhQbXUo2-qKFvb1rr0RxgeHMYfE/s1600/9.png" height="40" width="320" /></a></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><b><span style="background-color: yellow;">Probamos</span>:</b></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-TSOgZyzhVs9c8tZ7glUOEOPJIEGlxj2AXtJhZyUEvIGdPkbd2FK_eJE9UEjacwyepO7bHASR94AVqXRzdYUIeMMi4Fyt-RfZRtnPv2JLSAhEu3krreMBKxpwrG5qzpTeNxoJpG2hKuk4/s1600/10.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-TSOgZyzhVs9c8tZ7glUOEOPJIEGlxj2AXtJhZyUEvIGdPkbd2FK_eJE9UEjacwyepO7bHASR94AVqXRzdYUIeMMi4Fyt-RfZRtnPv2JLSAhEu3krreMBKxpwrG5qzpTeNxoJpG2hKuk4/s1600/10.png" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;">...y el resultado es....</span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;"><b>$$\frac { 1 }{ 3 } +4-{ 2 }^{ 3 }=$$ </b></span></span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: black;">Tras publicar /actualizar nuestro post, observaremos el resultado. Como habréis observado, hay cierta demora hasta que aparece la ecuación "legible". Esto es normal...recuerda que un script (máquina remota) está trabajando para nosotros a la vez que Blogger.<b> </b></span></span></span></div>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com7tag:blogger.com,1999:blog-8525731465850589336.post-42375792654156236172014-02-27T01:58:00.002+01:002014-02-27T01:58:44.975+01:00¿Es real todo lo que vemos?Después de estudiar el tema de óptica, debemos interpretar el origen de los fenómenos que describen en el siguiente vídeo.<br /><object height="355" width="425"><param name="movie" value="http://www.youtube.com/v/ZZDJIFEA1q4&rel=1"><param name="wmode" value="transparent"><embed src="http://www.youtube.com/v/ZZDJIFEA1q4&rel=1" type="application/x-shockwave-flash" wmode="transparent" height="355" width="425"></embed></object>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-3306663255596955902014-02-25T01:44:00.000+01:002014-03-02T20:59:46.725+01:00Ser creativo es aprender a pensar<span style="font-family: Arial; font-size: 85%;"><span style="font-family: Arial; font-size: 10;"></span></span><br />
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<span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;">Sir Ernest Rutherford, presidente de la Sociedad Real Británica y Premio Nobel de Química en 1908, contaba la siguiente anécdota:</span></span> <br />
<span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />H<b><i>ace algún tiempo, recibí la llamada de un colega. Estaba a punto de poner un cero a un estudiante por la respuesta que había dado en un problema de física, pese a que este afirmaba rotundamente que su respuesta era absolutamente acertada. Profesores y estudiantes acordaron pedir arbitraje de alguien imparcial y fui elegido yo.</i></b></span></span><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;">Leí la pregunta del examen y decía: Demuestre como es posible determinar la altura de un edificio con la ayuda de un barómetro. El estudiante había respondido: llevo el barómetro a la azotea del edificio y le ato una cuerda muy larga. Lo descuelgo hasta la base del edificio, marco y mido. La longitud de la cuerda es igual a la longitud del edificio.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Realmente, el estudiante había planteado un serio problema con la resolución del ejercicio, porque había respondido a la pregunta correcta y completamente.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Por otro lado, si se le concedía la máxima puntuación, podría alterar el promedio de su año de estudio, obtener una nota mas alta y así certificar su alto nivel en física; pero la respuesta no confirmaba que el estudiante tuviera ese nivel.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Sugerí que se le diera al alumno otra oportunidad. Le concedí seis minutos para que me respondiera la misma pregunta pero esta vez con la advertencia de que en la respuesta debía demostrar sus conocimientos de física.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Habían pasado cinco minutos y el estudiante no había escrito nada. Le pregunte si deseaba marcharse, pero me contesto que tenia muchas respuestas al problema. Su dificultad era elegir la mejor de todas. Me excuse por interrumpirle y le rogué que continuara.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />En el minuto que le quedaba escribió la siguiente respuesta: tomo el barómetro y lo lanzo al suelo desde la azotea del edificio, calculo el tiempo de caída con un cronometro. Después se aplica la formula altura h</span></span></i></b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD3sjBNdiWS9dQpJAIk3U65Jf3MtsbhFTrkJtbwOIWt25UA1BU_J186F_n18kMjGYRhxaJ8JTt_cgtk14ozsCCujw8K6YimqlkMM7KrUxVetAnQ9SWlgXi3XezlLb3nBDzmadTregFeIed/s1600/daum_equation_1393611065537.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiD3sjBNdiWS9dQpJAIk3U65Jf3MtsbhFTrkJtbwOIWt25UA1BU_J186F_n18kMjGYRhxaJ8JTt_cgtk14ozsCCujw8K6YimqlkMM7KrUxVetAnQ9SWlgXi3XezlLb3nBDzmadTregFeIed/s1600/daum_equation_1393611065537.png" /></a></div>
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<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"> Y así obtenemos la altura del edificio.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />En este punto le pregunte a mi colega si el estudiante se podía retirar. Le dio la nota mas alta.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;">Tras abandonar el despacho, me reencontré con el estudiante y le pedí que me contara sus otras respuestas a la pregunta. Bueno, respondió, hay muchas maneras, por ejemplo, tomas el barómetro en un día soleado y mides la altura del barómetro y la longitud de su sombra. Si medimos a continuación la longitud de la sombra del Edificio y aplicamos una simple proporción, obtendremos también la altura del edificio.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Perfecto, le dije, ¿y de otra manera?. Si, contestó, éste es un procedimiento muy básico para medir un edificio, pero también sirve. En este método, tomas el barómetro y te sitúas en las escaleras del edificio en la planta baja. Según subes las escaleras, vas marcando la altura del barómetro y cuentas el numero de marcas hasta la azotea. Multiplicas al final la altura del barómetro por el numero de marcas que has hecho y ya tienes la altura.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Este es un método muy directo. Por supuesto, si lo que quiere es un procedimiento mas sofisticado, puede atar el barómetro a una cuerda y moverlo como si fuera un péndulo. Si calculamos que cuando el barómetro está a la altura de la azotea la gravedad es cero y si tenemos en cuenta la medida de la aceleración de la gravedad al descender el barómetro en trayectoria circular al pasar por la perpendicular del edificio, de la diferencia de estos valores, y aplicando una sencilla fórmula trigonométrica, podríamos calcular, sin duda, la altura del edificio.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />En este mismo estilo de sistema, atas el barómetro a una cuerda y lo descuelgas desde la azotea a la calle. Usándolo como un péndulo puedes calcular la altura midiendo su período de precesión.</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />En fin, concluyó, existen otras muchas maneras. Probablemente, la mejor sea tomar el barómetro y golpear con el la puerta de la casa del portero. Cuando abra, decirle: "Señor portero, aquí tengo un bonito barómetro. Si usted me dice la altura de este edificio, se lo regalo".</span></span></i></b><br />
<b><i><span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />En este momento de la conversación, le pregunte si no conocía la respuesta convencional al problema (la diferencia de presión marcada por un barómetro en dos lugares diferentes nos proporciona la diferencia de altura entre ambos lugares) evidentemente, dijo que la conocía, pero que durante sus estudios, sus profesores habían intentado enseñarle a pensar.</span></span></i></b><br />
<span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />El estudiante se llamaba Niels Bohr, físico danés, premio Nobel de física en 1922, mas conocido por ser el primero en proponer el modelo de átomo con protones y neutrones y los electrones que lo rodeaban. Fue fundamentalmente un innovador de la teoría cuántica.</span></span><br />
<span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Al margen del personaje, lo divertido y curioso de la anécdota, lo esencial de esta historia es que <span style="color: red; font-weight: bold;">LE HABÍAN ENSEÑADO A PENSAR.</span> Por cierto, para los escépticos, esta historia es absolutamente verídica</span></span><br />
<span style="font-family: Arial; font-size: 100%;"><span style="font-family: Arial;"><br />Aprendamos a pensar, hay mil soluciones para un mismo problema, pero lo realmente interesante, lo auténticamente genial es elegir la solución más practica y rápida, de forma que podamos acabar con el problema de raíz...y dedicarnos a solucionar OTROS problemas.</span></span></div>
Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-83188690434190270562014-02-15T20:50:00.001+01:002014-02-24T22:03:36.274+01:00Hielo caliente<span style="font-family: "Trebuchet MS",sans-serif;">Una alumna de 2º de bachillerato, mientras en clase se desarrolla la unidad de termoquímica, nos trajo este interesante dispositivo. Consiste en una bolsa térmica de vivo diseño con un líquido en su interior que se comporta de un modo extraño: Cuando se presiona una pieza metálica de su interior (haciendo un clic sobre ella), el líquido comienza a cristalizar rápidamente, formándose un misterioso "hielo" que desprende calor. El calor generado es agradable y despierta los dedos para los pianistas. El líquido misterioso se convierte en un sólido duro y así permanece de modo estable.</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Gracias Gema (la pianista), por tu aportación.</span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/bhCkvSdjJHM?feature=player_embedded' frameborder='0'></iframe></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">La etiqueta del producto indica su modo de uso y su composición química:</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4R_YPLrt1to7M_VUSzlAHlULUB30sLSfdXE_FbzB7UN1TiNVt5WF3VjRVRZa8Jsbfjszi08T0nJd0Z6CGB39dRQDxVtyy1M5kY2-96Z-ntaRe3BTQsmOg2z2hiCAtjHOvDt7q19XlHazc/s1600/IMG_4648.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj4R_YPLrt1to7M_VUSzlAHlULUB30sLSfdXE_FbzB7UN1TiNVt5WF3VjRVRZa8Jsbfjszi08T0nJd0Z6CGB39dRQDxVtyy1M5kY2-96Z-ntaRe3BTQsmOg2z2hiCAtjHOvDt7q19XlHazc/s1600/IMG_4648.jpg" height="106" width="320" /></a></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcp0TfbmY8FyfLOzh2FEFWH2N3VJBmn19VeVMM_W3wnEsxJQoNBpFZH-fjHN8gdqHw89jqtvB_9aMY9ugEyuUlsY-W8B-_8TFlY0WQLoecAE_TyEJ4RXnmdeV9skFGcBpihys7CwFFmAsL/s1600/IMG_4653.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgcp0TfbmY8FyfLOzh2FEFWH2N3VJBmn19VeVMM_W3wnEsxJQoNBpFZH-fjHN8gdqHw89jqtvB_9aMY9ugEyuUlsY-W8B-_8TFlY0WQLoecAE_TyEJ4RXnmdeV9skFGcBpihys7CwFFmAsL/s1600/IMG_4653.jpg" height="81" width="320" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;"> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Tras investigar en la Red, observo que el misterioso líquido es <a href="http://es.wikipedia.org/wiki/Acetato_de_sodio#Aplicaciones_del_acetato_de_sodio" target="_blank">acetato de sodio trihidratado</a> y que entre sus variadas aplicaciones está la que estamos mencionando.</span><br />
<span style="font-size: large;"><span style="color: blue;"><b><br /></b></span></span>
<span style="font-size: large;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Datos sobre el acetato de sodio. </span></b></span></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://upload.wikimedia.org/wikipedia/commons/b/b1/Acetato_de_sodio.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://upload.wikimedia.org/wikipedia/commons/b/b1/Acetato_de_sodio.png" height="150" width="200" /></a>Punto de fusión: 58ºC, por lo que a temperatura ambiente debería ser sólido.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Calor latente de fusión: aproximadamente 264 a 289 kJ/kg, es decir necesitamos aproximadamente 264 kJ de energía para la fusión de 1 kg de acetato de sodio. </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Entalpía de formación estándar: </span></li>
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Sólido: -170,45 kcal/mol</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Disolución acuosa 400: -175,45 kcal/mol</span></li>
</ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Energía libre de Gibss estándar: </span></li>
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Disolución acuosa 400: -152,31 kcal/mol</span></li>
</ul>
</ul>
<span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif; font-size: large;">¿Cómo funciona el dispositivo?</span></b></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"> Pues con los datos aportados es muy sencillo. </span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Nos encontramos con un líquido que en realidad es una <a href="http://es.wikipedia.org/wiki/Sobresaturaci%C3%B3n" target="_blank">disolución sobresaturada</a> de acetato de sodio en la que el disolvente es el agua que proviene de las moléculas de hidratación. </span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Las disoluciones sobresaturadas son sistemas inestables que evolucionan rápidamente a un sistema de menor energía y por lo tanto más estable. En nuestro caso el germen o núcleo de la cristalización es la vibración producida por la chapita metálica, pero como veis, puede ser una sencilla vibración.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"> Desde el punto de vista termodinámico, la formación de la fase sólida (cristalización del exceso de soluto que no debería estar disuelto), es un proceso exotérmico (libera calor). <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpE0150aHmbKFA-yBd5SQBJKHMtdERdDsMitoIyK4sW6HuLbBb5dMi_bbMyMinj7xf-pJ8MNPMEwAGWcqup9UTKAgs3Yn7G63vZ0EUO6DRIxK1wEf-TG5nOs0yHZLouONq4K3gp5IwuBxO/s1600/daum_equation_1392479291591.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpE0150aHmbKFA-yBd5SQBJKHMtdERdDsMitoIyK4sW6HuLbBb5dMi_bbMyMinj7xf-pJ8MNPMEwAGWcqup9UTKAgs3Yn7G63vZ0EUO6DRIxK1wEf-TG5nOs0yHZLouONq4K3gp5IwuBxO/s1600/daum_equation_1392479291591.png" height="57" width="640" /></a></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"> Cuando esto ocurre, hasta que no cristaliza todo el soluto necesario para la saturación a temperatura ambiente, el sistema sigue liberando calor.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Pero el sistema es reversible, es decir calentándolo podemos revertir el sólido a la situación inicial:</span></li>
</ul>
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgyQcs1V-dMQv_utD2-fYi_edGP7-8lQYZLn8mYqJ2L4DbH0lz1Hjj7DPcHPLc7iK1kT__nr41IsnIrPSjyc4Up836ukoxHTgCnXPmjUrrf9MflskvppS7Am7mYvqIyEQos-w7M4E6mIqM/s1600/daum_equation_1392340572697.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhgyQcs1V-dMQv_utD2-fYi_edGP7-8lQYZLn8mYqJ2L4DbH0lz1Hjj7DPcHPLc7iK1kT__nr41IsnIrPSjyc4Up836ukoxHTgCnXPmjUrrf9MflskvppS7Am7mYvqIyEQos-w7M4E6mIqM/s1600/daum_equation_1392340572697.png" height="32" width="640" /></a></span></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;">El acetato de sodio necesario se prepara tal y como se indica en este vídeo. Su comportamiento es sorprendente. </span><br />
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/AYmwSPjzF-Y?feature=player_embedded' frameborder='0'></iframe></div>
<span style="font-family: "Trebuchet MS",sans-serif;">Espero que os guste.</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-5183394304095897402014-02-14T00:50:00.002+01:002014-02-28T19:01:48.592+01:00Ecuaciones científicas en Edmodo¿Se pueden escribir ecuaciones en nuestra red social de Edmodo? Si, y muy fácil...<br />
<br />
<div style="text-align: left; width: 425px;">
<a href="https://www.slideboom.com/presentations/924322/LaTex-para-Edmodo" style="color: #0000cc; display: block; font: 14px Helvetica,Arial,Sans-serif; margin: 12px 0 3px 0; text-decoration: underline;" title="LaTex para Edmodo">LaTex para Edmodo</a><br />
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View <a href="https://www.blogger.com/blogger.g?blogID=8525731465850589336" style="color: #0000cc;">more presentations</a> or <a href="https://www.blogger.com/upload" style="color: #0000cc;">Upload</a> your own.</div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Siempre podremos ir directamente a la herramienta <a href="http://s1.daumcdn.net/editor/fp/service_nc/pencil/Pencil_chromestore.html" target="_blank">Daum Equation Editor</a> </span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Ahora chavales, a practicar....</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">Por cierto, funciona en cualquier sitio de Edmodo. </span>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-29471735221753012452014-02-13T01:19:00.000+01:002014-02-28T19:21:33.812+01:00Movimiento, música, formas y colores...disfruta<span style="font-family: "Trebuchet MS",sans-serif;">Espectacular web que combina un "paint" sencillo con instrumentos musicales editables.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Ideal para pasar un rato tranquilo pintando y componiendo música....</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.ampledesign.co.uk/va/index.htm">Loader manual</a></span>
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<span style="font-family: "Trebuchet MS",sans-serif;"><iframe frameborder="1" height="750" scrolling="auto" src="http://www.ampledesign.co.uk/va/index.htm" width="1000"></iframe></span></div>
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<span style="font-family: "Trebuchet MS",sans-serif;">Otro artista infográfico que expone su trabajo permanentemente en la Red. Otro ejemplo de creatividad.<a href="http://www.yugop.com/index.asp"> yugop.com</a></span>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-30592157436478935492014-02-12T00:41:00.002+01:002014-02-12T00:41:55.841+01:00Unidades de medida.....¿en Andalucía?<span style="font-family: "Trebuchet MS",sans-serif;"><iframe allowfullscreen="" frameborder="0" height="315" src="//www.youtube.com/embed/GYPtWJUUzjA" width="420"></iframe></span>
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<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: red; font-weight: bold;">Actividades</span></span><br />
<ol>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Con semejante panorama, ¿crees que es necesario unificar los sistemas de medida?</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">¿Por qué es importante el S.I. (Sistema Internacional) en relación con las medidas?</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Explica con tus palabras qué es un fartor de conversión. ¿cuánto valen todos los factores de conversión?</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Antiguamente, en tu población seguramente se hayan utulizado unidades de medida específicas para algunas magnitudes:</span></li>
</ol>
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Longitud: legua, milla, vara</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Superficie: fanega, suerte,</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Masa: libra, quintal, cuartilla, cuarteón</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Volumen: arroba,</span></li>
</ul>
<span style="color: purple;"><b><span style="font-family: "Trebuchet MS",sans-serif;">¿Dónde puedes encontrar material?:</span></b></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.raices.org/portal/content/view/441/71/">Medidas agrícolas tradicionales.</a> Al final de la entrada hay un enlace a un documento extraordinario en pdf: <a href="http://www.blogger.com/Gu%C3%83%C2%ADa%20Pr%C3%83%C2%A1ctica%20del%20Agrimensor,%20Aparejador%20y%20Maestro%20de%20Obra">Guía Práctica del Agrimensor, Aparejador y Maestro de Obra, 1860</a></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.arrakis.es/%7Elavelane/medidas_espannolas/lineales.htm">Medidas españolas lineales, superficie, volumen y ponderales.</a></span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.fisicanet.com.ar/fisica/unidades/ap06_pesas_y_medidas.php">Definición de magnitudes.</a></span></li>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;">¿Serías capaz de encontrar la equivalencia de estas unidades con el sistema internacional? Cuando las tengas, escribe el factor de conversión al sistema internacional de todas aquellas que has encontrado.</span>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-21213916425863630922014-02-09T19:37:00.002+01:002014-12-02T10:38:34.673+01:00I Jornada de "Ciencia a Conciencia"<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.brandsoftheworld.com/sites/default/files/yes_we_can_logo_4_1_0.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.brandsoftheworld.com/sites/default/files/yes_we_can_logo_4_1_0.jpg" height="173" width="200" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;">Mis maravillosos alumnos de 1º de bachillerato se han comprometido a realizar un experimento individual en una jornada lectiva pero....con varios extras de calidad....</span><br />
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<span style="background-color: yellow;"><b><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Objetivos</span></span></b></span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar el merecido protagonismo a la Ciencia en el aprendizaje de los alumnos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Permitir que los alumnos experimenten, interroguen a la realidad y se hagan profesores para otros alumnos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar el verdadero sentido al hecho de ser científicos.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Dar valor a la organización colaborativa de un evento científico en el centro. </span></li>
</ul>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Tareas</span></b></span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">1º Buscar un experimento entre los numerosos canales de experimentos sugeridos desde los blogs de aula y este mismo blog. Entre los canales más destacados tenemos:</span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.youtube.com/user/fqmanuel/videos" target="_blank">Fq experimentos</a> del compañero D. Manuel Fernández Escalera</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.youtube.com/user/depfisicayquimica/videos" target="_blank">Depfisicayquimica </a>del compañero D.Antonio J. Tamajón Flores</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.youtube.com/user/iberethenorio/videos" target="_blank">Manual do mondo</a></span></li>
</ul>
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">2º Traer todos los materiales (entre todos colaboraremos para que no falte de nada) y realizar el experimento delante de los demás alumnos del centro.</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">3º Explicar paso a paso:</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> a) Objetivo de dicho experimento: ¿qué pretendo comprobar?</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> b) Montaje del experimento</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"> c) Fundamento del mismo, es decir, la aplicación de las leyes físicas y/o químicas que dan lugar a los hechos observados.</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Se valorarán muy positivamente:</span><br />
<ol>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Aquellos experimentos aquellos que ocurran rompiendo la idea previa que tengamos de lo que va a ocurrir.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;"> Aquellas explicaciones que vengan acompañadas de un poster con fotos, imágenes, gráficas, ecuaciones...</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">La originalidad del experimento.</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">Realizar una pequeña publicación en el blog del aula que documente el experimento realizado. </span></li>
</ol>
<span style="background-color: yellow;"><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Organización</span></b></span></span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Con objeto de organizar el trabajo, es imprescindible ponernos en marcha y buscar experimento y materiales. Cuando lo hayas hecho, rellena este formulario para poder ir conociendo tu experiencia.</span><br />
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<iframe frameborder="0" height="1500" marginheight="0" marginwidth="0" src="https://docs.google.com/forms/d/1_tYYHRoPtwidjBGXHDxf9WeiZ8zzbBNeUBIUyfZKwIU/viewform?embedded=true" width="760">Cargando...</iframe>
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<a href="https://docs.google.com/spreadsheet/ccc?key=0ApcvglMnFeUDdHZka0VKazB2dHRVZDlqazhLekNubkE&usp=sharing" target="_blank">Resultados del formulario.</a><br />
<br />
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<span style="font-family: "Trebuchet MS",sans-serif;">Todos los <span style="background-color: yellow;"><span style="color: red;"><b>materiales empleados en la coordinación de esta jornada</b></span></span> han sido <a href="https://drive.google.com/folderview?id=0B5cvglMnFeUDeldFSmEtXzItZ00&usp=sharing" target="_blank">estos</a>:</span><br />
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<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="background-color: yellow;"><span style="color: red;">Resultados</span></span></b></span><br />
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1. <a href="https://docs.google.com/presentation/d/1MdEwMOk6BMYlLqBrt8nrPNmdbgrFRNumLA8oLYC7SWI/edit?usp=sharing" target="_blank">Globo blanco con lunar negro. Javier del H. </a>(<a href="https://docs.google.com/presentation/d/15Eud3VzpmMxiAZAk5T6pNk64h7HNzQV8m9O9uLo5nmc/edit?usp=sharing" target="_blank">repetido Cristina P</a>) <br />
2. <a href="https://docs.google.com/presentation/d/1oTg8jVC9OhIfudE2GwXMncaZ_2OiTayT4tBOY3x5nyc/edit?usp=sharing" target="_blank">Vacío potente. David R.</a><br />
3. <a href="https://docs.google.com/presentation/d/18uPVr1Q_29QyEBpKpEIv_R9IGXcYv6Ti7gYpAd3S_uA/edit?usp=sharing" target="_blank">Jugando con una copa y una carta. Eric R</a><br />
4. <a href="https://docs.google.com/presentation/d/1ZLuZQ47I0xqGFL7KBpFw3-9Xa9VCLvkis6uvCGGgE-A/edit?usp=sharing" target="_blank">Electricidad con limones. Eugenio</a><br />
5. <a href="https://docs.google.com/presentation/d/17Oo2Ua1iEm8eo61AyEfdzYNFGu6Tk-08GLAbo8b5N6w/edit?usp=sharing" target="_blank">Frasco de Mariotte. Vicente</a><br />
6. <a href="https://docs.google.com/presentation/d/1xaFWYJ-GSIzVNx-B4_mqZz3nOBzFA2D3ivBUUyxFc6o/edit?usp=sharing" target="_blank">Cuerpo azul y plano inclinado. María G.</a><br />
7. <a href="https://docs.google.com/presentation/d/1YbVr2Pbs7L5AQaOiwMmGfZSnjBItguwy__uuKN-540Q/edit?usp=sharing" target="_blank">Pompas de jabón eléctricas. Celia M.</a><br />
8. <a href="https://docs.google.com/presentation/d/1G1t60Z6TtRP1gOQ6q67qHs0f_de1rZArHtfXcrNsJk8/edit?usp=sharing" target="_blank">Espiral que se mueve sola. Jesús M.</a><br />
9. <a href="https://docs.google.com/presentation/d/1G1t60Z6TtRP1gOQ6q67qHs0f_de1rZArHtfXcrNsJk8/edit?usp=sharing" target="_blank">Imágenes múltiples y de cuerpo entero en espejos. Fco. J A.</a><br />
10. <a href="https://docs.google.com/presentation/d/1fZx21obuLJcUck9nGYR25iTb7MIfSd4cis0IHa3lRj4/edit?usp=sharing" target="_blank">Globo con botella. Miguel Ángel C.</a><br />
11. <a href="https://docs.google.com/presentation/d/1W0dJfvNh9L6gMbNveCWVVJWRst7Kf_vNvNBXRtIzyxM/edit?usp=sharing" target="_blank">Nube atmosférica. Mª Rosa R</a><br />
12. <a href="https://docs.google.com/presentation/d/1UYVs0QxYQmF4w4KtlcGpm_0nTHNBiVaJ5dbV_BqMEAs/edit?usp=sharing" target="_blank">Bote aplastado por la presión atmosférica. Lucía P</a>.<br />
13. <a href="https://docs.google.com/presentation/d/1LQeu4e48sTpxPMcpUW_kXHtF6lMppmKZSrLNyFE6i4o/edit?usp=sharing" target="_blank">Arco iris con CD. Inmaculada R.</a><br />
14. <a href="https://docs.google.com/presentation/d/1EAenlJjYtmdowOEBjXSPmu8OciqdXDMfEbXw0UANkuQ/edit?usp=sharing" target="_blank">¿Subirá o bajará la pelota al soplar? Lucía C.</a><br />
15. <a href="https://docs.google.com/presentation/d/1kwq1F1Z1yq1UM_G30sPKiE8PqAg7715JBDct-hTrDu0/edit?usp=sharing" target="_blank">Magnetismo en 3D. Rodrigo D. </a><br />
16. <a href="https://docs.google.com/presentation/d/1OxhinUVXtjqWffiTzXO0SHPgF1q9rnnrbPrLxIzDfkY/edit?usp=sharing" target="_blank">Nivel de agua que sube mientras se quema una vela. Nathalia L</a><br />
17. <a href="https://docs.google.com/presentation/d/1I2iy17UbKCw0qsr49JD30ECOgxc4mzdPyJ-TcvHASk0/edit?usp=sharing" target="_blank">Papel que no se moja. Santos L</a>.<br />
18. <a href="https://docs.google.com/presentation/d/1p9uMfRyNSZRFx96TBmq_EeCqj3rGI8CgltjC1lHTk-Q/edit?usp=sharing" target="_blank">Dilatación de sólidos. Laura P.</a><br />
19. <a href="https://docs.google.com/presentation/d/1JIlsdUo7NLVb2mXOT7_omB4NVJWYSHcpCCbwYIMfknU/edit?usp=sharing" target="_blank">Extintor casero. María V</a>.<br />
20. <a href="https://docs.google.com/presentation/d/1C31CZO4NbyLkK12a5EZnf4nXNP8NKSR9p1Pg_ts7LpQ/edit?usp=sharing" target="_blank">Para no perder el norte. Miriam R</a>.<br />
21. <a href="https://docs.google.com/presentation/d/1HL449doo_MoaCLUkzYQSvZ6-igIn_O0b-hf5-NTfROs/edit?usp=sharing" target="_blank">Dibujando con un péndulo. Ángela M.</a><br />
22. <a href="https://docs.google.com/presentation/d/1wVSHf5NjWoMp0nNPlw__8eomA-BtHpQg0S4eS0E9lrc/edit?usp=sharing" target="_blank">Tapas de cristalizadores y presión atmosférica. Salam M</a>.<br />
23. <a href="https://docs.google.com/presentation/d/19INwVBkZf7VpGvns6EFCuxEyuZozONAZrRCqhjQU0kc/edit?usp=sharing" target="_blank">Generador de Van der Graaf. Alfonso B</a>.<br />
24. <a href="https://docs.google.com/presentation/d/12lwPXDu-dKrTAXW4uJFHZOOnZGLkAdzMKpfNZjwIZVk/edit?usp=sharing" target="_blank">Tensión superficial. Víctor R</a>.<br />
25. <a href="https://docs.google.com/presentation/d/12wcxjYweAud0ICodJ99ajahsmt-b3lndN1T0hk4DwPA/edit?usp=sharing" target="_blank">Lata saltarina. Marcos L</a>.<br />
26. <a href="https://docs.google.com/presentation/d/1zorf1mSfOCCr9xfGDd8oeZjerqqLQt2gpOznNoFBIe0/edit?usp=sharing" target="_blank">Efecto Magnus. Manuela Al</a>.<br />
27. <a href="https://docs.google.com/presentation/d/1vvHiNc9KTt4w7JFEynwAMGCN6Vo3tgRMRwuLsE8aWHw/edit?usp=sharing" target="_blank">Invisibilidad. Manuela A</a>l.<br />
28. <a href="https://docs.google.com/presentation/d/1eL_3b01-6VwpvnXiq6ISCOzbmUXuwkeyWsehkDv6Ykk/edit?usp=sharing" target="_blank">Cañón de vacío. Marcos L</a>.<br />
29. <a href="https://docs.google.com/presentation/d/19dgsNaMZTtNIzSiNzePIoi4YljaZOI0U3C7nT7jALq8/edit?usp=sharing" target="_blank">Pegamento invisible. Víctor R</a>.<br />
30. <a href="https://docs.google.com/presentation/d/17YPqAIhmVoLgYJn2gubLK4j-kh8IupxO1PbPyMRZ6fY/edit?usp=sharing" target="_blank">Sublimando yodo. Alfonso B</a>.<br />
31. <a href="https://docs.google.com/presentation/d/1RLkoOrXSpnGIPtRgFuqhc0InesT2KAkfINpypicg9T4/edit?usp=sharing" target="_blank">Globo que no explota con chinchetas. Salam M</a>.<br />
32. <a href="https://docs.google.com/presentation/d/10iEPH0DujSHTkRpigMCvMBwEN3D1pDF9uecCoUBFjWM/edit?usp=sharing" target="_blank">Transmitiendo esfuerzos. Jesús Alejandro V.</a><br />
33. <a href="https://docs.google.com/presentation/d/1cNU7R5K2coY435UdkzZJzG6ASYQxUp0QJsqo2Pdqpn4/edit?usp=sharing" target="_blank">En busca del almidón. Miriam R</a>.<br />
34. <a href="https://docs.google.com/presentation/d/13ErzMV9venKLdI_dgv6FJ5qMaqyEEsafcySUMs09VN4/edit?usp=sharing" target="_blank">Lecha psicodélica. María V</a>.<br />
35. <a href="https://docs.google.com/presentation/d/16i53ru51Z06SOix6mgMCWMEDexTRWlnhlOT9rzuAjfI/edit?usp=sharing" target="_blank">Fluido no newtoniano. Cristina Peco</a>.<br />
36. <a href="https://docs.google.com/presentation/d/13yHLuCqllD__1rBRq638Pd9LcbVDzSXpUggKF6ifgCk/edit?usp=sharing" target="_blank">Ondas en un muelle. Ángela M</a>.<br />
37. <a href="https://docs.google.com/presentation/d/1x7B-xT0vaiUYyGlnJzGCScUYoog170jU0D1l1WFjtZ4/edit?usp=sharing" target="_blank">Catarata de humo. Laura P</a>.<br />
38. <a href="https://docs.google.com/presentation/d/1UllstafssZ0zxNJ5AEx3gPSvSjVbXMcs8RQIMhJ6VI4/edit?usp=sharing" target="_blank">Microscopio USB. María S</a>. <br />
39. <a href="https://docs.google.com/presentation/d/1Z0bbziy7kxy5XGjlJdFVnUgQyY2XVV0r-cE7gXQRrco/edit?usp=sharing" target="_blank">Agua que no cae. Santos L</a>.<br />
40. <a href="https://docs.google.com/presentation/d/1tWg_xAGruH-tsjv60HP4HQiNKwnwXx6b5o1n26Fm4uw/edit?usp=sharing" target="_blank">Campo magnético terrestre. Natalia L</a>.<br />
41. <a href="https://docs.google.com/presentation/d/1TEJlEB2-koQk-3WSTeU2ClKIkyX4NHxh5fAvHNtY9zE/edit?usp=sharing" target="_blank">El truco del globo. Rodrigo D.</a><br />
42. <a href="https://docs.google.com/presentation/d/1CzYI-Qeo5WJuezwJo70DssoCRBzA_3FlkI9Q0ltpCxQ/edit?usp=sharing" target="_blank">¿Flotará? Lucía C</a>.<br />
43. <a href="https://docs.google.com/presentation/d/1lgxyD9dkqG3Um8eCowmuxnE4sbLcF_6b0j4L1nEg2yc/edit?usp=sharing" target="_blank">Burbujas de Coca Cola. Inmaculada R</a>.<br />
44. <a href="https://docs.google.com/presentation/d/1_4ryzpTM3UB_r5w4ykmV4YLeyEcEujIS4Olj5hzv12Q/edit?usp=sharing" target="_blank">Cortando vidrio con un hilo. Lucía P</a>.<br />
45. <a href="https://docs.google.com/presentation/d/1LLV2S7DciXPXX1RmoYaiKfeBqPfNbF78XKE_2Ectj_w/edit?usp=sharing" target="_blank">Sifón casero. Rosa R</a>.<br />
46. <a href="https://docs.google.com/presentation/d/10qBZ2TPc41Vd9diTr4881626H67B8ThsHOOn-qfMLTY/edit?usp=sharing" target="_blank">Compactando arroz. Miguel Ángel C</a>. <br />
47. <a href="https://docs.google.com/presentation/d/1BNHueiyhhxF5FpZ15h8qk2K5vge6xfi6eRYdG2qo2uU/edit?usp=sharing" target="_blank">Imágenes en espejos paralelos. Fco. J A</a><br />
48. <a href="https://docs.google.com/presentation/d/1VPv3nbwC5A2OimiND3cj1g0NDr-1RVRF2b8PKHEkMtU/edit?usp=sharing" target="_blank">La mamba negra. Jesús M.</a><br />
49. <a href="https://docs.google.com/presentation/d/1ObJcqB3VFfqmL52BVcYCwxelp203OORKRxaXosX3IhY/edit?usp=sharing" target="_blank">Inflar un globo sin soplar. Celia M</a>.<br />
50. <a href="https://docs.google.com/presentation/d/12DOVpy0kelQoaNZukMVon-KAdyCkgerHIP80LROSN9Q/edit?usp=sharing" target="_blank">Columna de densidades. María G</a>.<br />
51. <a href="https://docs.google.com/presentation/d/12Gic0HbXWu5NjREuFs5g26koHwOw1e6oy3YYCQYP4mo/edit?usp=sharing%C3%A7" target="_blank">Botella hidrostática. Vicente C.</a><br />
52. <a href="https://docs.google.com/presentation/d/1OuYBELmIi7J37kbVbBTc5JJBsuWWqvEjywtfSkUrJIg/edit?usp=sharing" target="_blank">Tensión superficial en el agua. Eugenio R</a>.<br />
53. <a href="https://docs.google.com/presentation/d/1hmay3yytNFBToCAAyK4nBnzDmWyseqhVEeP1V3LgNP4/edit?usp=sharing" target="_blank">Balancín con velas. Eric R.</a><br />
54. <a href="https://docs.google.com/presentation/d/1t-yz1JMcfnPeKTntNq75xAkDoFKp8uvjtK-1LQWtrEY/edit?usp=sharing" target="_blank">Apagar y reavivar fuego. Cristina</a><br />
55. <a href="https://docs.google.com/presentation/d/1cNU7R5K2coY435UdkzZJzG6ASYQxUp0QJsqo2Pdqpn4/edit?usp=sharing" target="_blank">En busca del almidón. Miriam R</a>.<br />
56. <a href="https://docs.google.com/presentation/d/13ErzMV9venKLdI_dgv6FJ5qMaqyEEsafcySUMs09VN4/edit?usp=sharing" target="_blank">Lecha psicodélica. María V</a>. <br />
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<br />Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-79415856942010163762014-02-08T01:02:00.000+01:002014-02-13T01:02:42.776+01:00Termómetro de Galileo<span style="font-family: "Trebuchet MS", sans-serif;">¿Cómo funciona este ingenioso termómetró?</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;">¿En qué principio físico se fundamenta?</span><br />
<span style="font-family: "Trebuchet MS", sans-serif;"> </span>
<script type='text/javascript' src='http://demonstrations.wolfram.com/javascript/embed.js' ></script><script type='text/javascript'>var demoObj = new DEMOEMBED(); demoObj.run('GalileoThermometer', '', '495', '572');</script><div id='DEMO_GalileoThermometer'><a class='demonstrationHyperlink' href='http://demonstrations.wolfram.com/GalileoThermometer/' target='_blank'>Galileo Thermometer</a> from the <a class='demonstrationHyperlink' href='http://demonstrations.wolfram.com/' target='_blank'>Wolfram Demonstrations Project</a> by Erik Mahieu</div><br />Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-11416038094526329412014-02-03T18:10:00.000+01:002014-02-03T22:55:15.589+01:00Tiene salero el problema....<div style="text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYtBIbM2esxXfa8uW4FqU-1j0QjNT79oYidDi-OpcsR-kF-rCyjIY2m41VVqrqICJJZ71YJoYacedKeMGQ-v56s9aWGYIdTxKFiXlUUxkAL17SaVkdbkX4conUkmQ-LEhZF_uL5RtEAM4o/s1600/2014-02-03_1755.png" style="margin-left: 1em; margin-right: 1em;"></a> </span></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #38761d;"><b>Una sal de cocina muy apreciada</b> </span> </span></span> </span><br />
<span style="font-family: "Trebuchet MS",sans-serif;">Ha caido en mis manos una etiqueta de sal común y me he fijado en su composición química. Si tenemos en cuenta que la sal contiene:</span><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"> <a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU-iaKPK4KKd4ZXTjJkHfR-4glOzqBtkk8yrBUII72plKSBHfhT85N5CAMhsH2Q17-G9IdUoKLT7TIDFRAjozSaNTmTxDsPasR4zqmK66WxITuuPGBHXvAX3Yav07myYJk_-n7XPNMN2ol/s1600/2014-02-03_1757.png" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiU-iaKPK4KKd4ZXTjJkHfR-4glOzqBtkk8yrBUII72plKSBHfhT85N5CAMhsH2Q17-G9IdUoKLT7TIDFRAjozSaNTmTxDsPasR4zqmK66WxITuuPGBHXvAX3Yav07myYJk_-n7XPNMN2ol/s1600/2014-02-03_1757.png" /></a></span></div>
<ul>
<li><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Cloruro sódico (NaCl) mayoritariamente</span></b></span></li>
<li><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Fluoruro de potasio (KF)</span></b></span></li>
<li><span style="color: blue;"><b><span style="font-family: "Trebuchet MS",sans-serif;">Yoduro de potasio (KI)</span></b></span></li>
</ul>
<span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="color: #38761d;">"<b> Te apuesto que ....</b>" </span> </span></span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">1º Eres capaz de <b>calcular</b>:</span><br />
<ul>
<li><span style="font-family: "Trebuchet MS",sans-serif;">% en masa de flúor</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">% en masa de yodo</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">% en masa de potasio</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">% en masa de sodio</span></li>
<li><span style="font-family: "Trebuchet MS",sans-serif;">% en masa de cloro </span></li>
</ul>
<span style="font-family: "Trebuchet MS",sans-serif;">¿Recuerdas qué significaba mg y </span><span style="font-family: "Trebuchet MS",sans-serif;">μg?</span><br />
<br />
<span style="font-family: "Trebuchet MS",sans-serif;">2º Eres capaz de rastrear en la Red, y encontrar una respuesta que <b>justifique</b> por qué la sales con alto contenido en yodo y alto contenido en flúor, son tan apreciadas para la alimentación.</span><br />
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
<span style="font-family: "Trebuchet MS",sans-serif;">Como siempre,<b> las respuestas, mañana en clase..., pero no las mías....¡las vuestras!</b></span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYtBIbM2esxXfa8uW4FqU-1j0QjNT79oYidDi-OpcsR-kF-rCyjIY2m41VVqrqICJJZ71YJoYacedKeMGQ-v56s9aWGYIdTxKFiXlUUxkAL17SaVkdbkX4conUkmQ-LEhZF_uL5RtEAM4o/s1600/2014-02-03_1755.png" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjYtBIbM2esxXfa8uW4FqU-1j0QjNT79oYidDi-OpcsR-kF-rCyjIY2m41VVqrqICJJZ71YJoYacedKeMGQ-v56s9aWGYIdTxKFiXlUUxkAL17SaVkdbkX4conUkmQ-LEhZF_uL5RtEAM4o/s1600/2014-02-03_1755.png" height="400" width="310" /></a></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><b><span style="font-family: "Trebuchet MS",sans-serif;"></span> </b></span>Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0tag:blogger.com,1999:blog-8525731465850589336.post-76225259991176707012014-02-02T19:40:00.000+01:002014-02-03T23:21:40.208+01:00La resonancia magnético nuclear (RMN)<span style="color: blue;"><b><span style="font-size: large;"><span style="font-family: "Trebuchet MS",sans-serif;">Situándonos</span></span></b></span><br />
<div style="margin: 0.1pt 0cm;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">La resonancia magnética RMN consiste en la
obtención de imágenes radiológicas de la zona anatómica que se desea estudiar
mediante el empleo de un campo electromagnético (imán), un emisor/receptor de <b>ondas de radio</b> (escáner) y un
ordenador.</span></span></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">
</span></span><br />
<div style="margin: 0.1pt 0cm;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">La base de funcionamiento de la resonancia
magnética consiste en:</span></span></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">
</span></span><br />
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">1.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>La <b>generación de un campo electromagnético</b>
mediante el empleo de un imán de gran tamaño y la emisión de ondas de radio por
parte de un escáner</span></span></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">
</span></span><br />
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">2.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Las ondas de radio y el campo electromagnético
<b>excitan a los protones (núcleos de los átomos de hidrógeno)</b> que se encuentran
en los tejidos que deseen ser estudiados provocando que <b>se alineen</b> unos con
otros. </span></span></div>
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">
</span></span><br />
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">3.<span style="-moz-font-feature-settings: normal; -moz-font-language-override: normal; font-size-adjust: none; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span>Cuando la radiación electromagnética deja de
emitirse los protones se liberan y regresan a su posición inicial <b>liberando
energía en forma de ondas de radio</b> que serán <b>recogidas por el escáner y
enviadas a un ordenador </b>para su procesamiento en forma de imagen radiológica
que posteriormente será estudiada por el <b>radiólogo</b>.</span></span></div>
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-indent: -18pt;">
<br /></div>
<span style="font-family: "Trebuchet MS",sans-serif;">En una muestra de dipolos (moléculas con momento dipolar, o moléculas polares), la orientación (magnetización H) de los dipolos está en función de la temperatura y del valor del campo magnético externo aplicado. </span><br />
<div align="center">
<span style="font-family: "Trebuchet MS",sans-serif;"><iframe frameborder="0" height="480" scrolling="auto" src="http://www.chem.arizona.edu/chemt/Flash/dipole.swf" width="655"></iframe></span></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><br /></span>
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<div style="text-align: center;">
<span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: 85%;"><a href="http://www.chem.arizona.edu/tpp/chemt/vtoolscontrol1.swf"></a></span><a href="http://www.chem.arizona.edu/tpp/chemt/vtoolscontrol1.swf"><br /></a></span></div>
<span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.chem.arizona.edu/tpp/chemt/vtoolscontrol1.swf" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"></a></span>
<br />
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-indent: -18pt;">
<b><span style="font-size: large;"><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;">Los datos</span></span></span></b></div>
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-indent: -18pt;">
</div>
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-align: left; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">En la imagen siguente se observan las especificaciones técnicas de un aparato real de RMN. Además de las medidas de protección radiológicas de obligatorio cumplimiento, se señala algo importante, la intensidad del campo magnético creado (en Testa).</span></span></div>
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-align: left; text-indent: -18pt;">
<br /></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF5xwV-kJhyG5ZGddvnwhDNOfBwhbGgX0sAQ1rC7xmtQqry4Tg7gCez1J0pAzfpuF4_8No1DKwtlv5Ptvplg1lSmSJxvUlPj8h80Yrb49gMJyn33bVRWzMO_RV2U2L6zyfKZgaPeEezWqn/s1600/2014-02-03_1923.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgF5xwV-kJhyG5ZGddvnwhDNOfBwhbGgX0sAQ1rC7xmtQqry4Tg7gCez1J0pAzfpuF4_8No1DKwtlv5Ptvplg1lSmSJxvUlPj8h80Yrb49gMJyn33bVRWzMO_RV2U2L6zyfKZgaPeEezWqn/s1600/2014-02-03_1923.png" height="640" width="446" /></a></span></div>
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<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-align: left; text-indent: -18pt;">
<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">En esta otra imagen, mediante una aplicación de un SmartPhone hemos medido el valor del campo magnético detectado a unos cinco metros del aparato durante la ejecución de la prueba. Observa la lectura que nos indica y la escala elegida.</span></span></div>
<div style="margin: 0.1pt 0cm 0.1pt 36pt; text-align: left; text-indent: -18pt;">
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<span style="font-size: large;"><b><span style="color: blue;"><span style="font-family: "Trebuchet MS",sans-serif;"> Las hipótesis</span></span></b></span></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">1. ¿Hay disparidad entre ambos datos? o dicho de otro, modo, ¿es fiable la medida que que realiza el SmartPhone del campo magnético en este punto situado a 5 metros del imán?</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">2. ¿A qué se pueden deber las diferencias de ambos valores?</span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">3. </span></span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">¿Qué podríamos mejorar para que nuestra medida fuese fiable?</span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">4. </span></span><span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;">¿Influirá el hecho de que no hayamos elegido un eje en concreto? </span></span><br />
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<span style="font-size: small;"><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-family: "Trebuchet MS",sans-serif;"><a href="http://www.chem.arizona.edu/tpp/chemt/vtoolscontrol1.swf" onblur="try {parent.deselectBloggerImageGracefully();} catch(e) {}"><img alt="" border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgR69K0H0gOfAQuJzU7G4bmHjGMN-u2LFAuJIncsiVZ9A0wVZmQ6bR-TAMzukTOK1t-fwVwZOxKlPrBAokWYxNZgJjtkFqK1x_vVXxGnKRdke2CSv_zPY6QarQkrLvlFBL5KkwBjJ1KvAIZ/s400/ScreenHunter_03+Jun.+15+01.31.jpg" height="200" id="BLOGGER_PHOTO_ID_5483147466631268946" style="display: block; height: 187px; margin: 0px auto 10px; text-align: center; width: 108px;" width="115" /></a></span> </span></span><span style="font-family: "Trebuchet MS",sans-serif;"><span style="font-size: 85%;">Gracias al<a href="http://www.chem.arizona.edu/%7Ejpollard/"> </a><a href="http://www.chem.arizona.edu/%7Ejpollard/">Dr. John Pollard</a> y colaboradores por sus <a href="http://www.chem.arizona.edu/tpp/chemt/vtoolscontrol1.swf">animaciones</a></span></span></div>
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Francisco José Navarrohttp://www.blogger.com/profile/10649245800496751675noreply@blogger.com0