tag:blogger.com,1999:blog-36621979984216340442024-03-13T01:05:26.449-07:00gestióndeportiva_UDSProfesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.comBlogger29125tag:blogger.com,1999:blog-3662197998421634044.post-35104070450032408302016-09-11T21:20:00.003-07:002016-09-11T21:20:40.867-07:00El liderazgo como competencia profesional que desarrolla la resiliencia organizacional en egresados de la Universidad Deportiva del Sur<br />
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<span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;">La principal aspiración del egresado universitario, es garantizar una contratación en su área de formación en el plazo inmediato, así durante la formación profesional deben ser </span><a class="autolink" href="http://www.monografias.com/trabajos14/nuevmicro/nuevmicro.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">valores</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"> a desarrollar la empleabilidad a través de la formación de </span><a class="autolink" href="http://www.monografias.com/trabajos14/mocom/mocom.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">competencias</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"> y habilidades profesionales facilitando la capacidad para encontrar </span><a class="autolink" href="http://www.monografias.com/trabajos36/teoria-empleo/teoria-empleo.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">empleo</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"> y adaptarse al </span><a class="autolink" href="http://www.monografias.com/trabajos13/mercado/mercado.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">mercado</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"> </span><a class="autolink" href="http://www.monografias.com/trabajos13/renla/renla.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">laboral</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;">. La saturación del mercado laboral por factores como la alta</span><a class="autolink" href="http://www.monografias.com/trabajos33/profesionalizacion/profesionalizacion.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">profesionalización</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;">, las migraciones, las </span><a class="autolink" href="http://www.monografias.com/trabajos11/mcrisis/mcrisis.shtml#QUEES" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">crisis</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"> sociales y económicas, la mano de obra barata por la externalización de los </span><a class="autolink" href="http://www.monografias.com/trabajos4/costos/costos.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">costos</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;">, inciden en la empleabilidad de los egresados universitarios, aunado a esto, los limitados estudios de la </span><a class="autolink" href="http://www.monografias.com/trabajos/ofertaydemanda/ofertaydemanda.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; font-family: Arial, Helvetica, sans-serif; font-size: 12px; text-decoration: none;">demanda</a><span style="background-color: white; font-family: Arial, Helvetica, sans-serif; font-size: 12px;"> de las carreras en las áreas geográficas y la apertura de estas carreras en diversos centros de estudios sin un estudio prospectivo o de escenarios laborales, colapsan las ya limitadas opciones de empleo.</span></div>
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Las <a class="autolink" href="http://www.monografias.com/trabajos6/napro/napro.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">organizaciones</a> deportivas de cualquier nivel o <a class="autolink" href="http://www.monografias.com/trabajos14/disciplina/disciplina.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">disciplina</a> también son elementos susceptibles a las transformaciones del entorno organizacional y de las crisis sociales, económicas, financieras, laborales, demográficas, etc, analizando que estas <a class="autolink" href="http://www.monografias.com/trabajos13/trainsti/trainsti.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">instituciones</a>, <a class="autolink" href="http://www.monografias.com/trabajos14/administ-procesos/administ-procesos.shtml#PROCE" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">procesos</a> y <a class="autolink" href="http://www.monografias.com/trabajos11/teosis/teosis.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">sistemas</a> se componen de individuos, y hacia ellos debe concentrarse la <a class="autolink" href="http://www.monografias.com/trabajos12/eleynewt/eleynewt.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">fuerza</a> necesaria para hacer frente de forma exitosa a la incertidumbre. Para Hervé Sérieyx (1993) en "la <a class="autolink" href="http://www.monografias.com/trabajos35/sociedad/sociedad.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">sociedad</a> el <a class="autolink" href="http://www.monografias.com/trabajos2/mercambiario/mercambiario.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">cambio</a> se vuelve una regla y la estabilidad una excepción". Entonces la incertidumbre según Galbraith (1977) es la diferencia entre la cantidad de <a class="autolink" href="http://www.monografias.com/trabajos7/sisinf/sisinf.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">información</a> requerida para realizar una tarea y la que realmente se tiene, de lo anterior se deprenden según el autor mencionado, tres componentes: la falta de información sobre los factores del entorno asociados a la <a class="autolink" href="http://www.monografias.com/trabajos12/decis/decis.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">toma de decisiones</a>, el desconocimiento de los resultados de la decisión, y por último la inhabilidad para determinar probabilidades sobre cómo los factores del entorno influenciarán el <a class="autolink" href="http://www.monografias.com/trabajos15/llave-exito/llave-exito.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">éxito</a> o fracaso de los resultados de la toma de decisión.</div>
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Las crisis son cambios bruscos o alteraciones en algún suceso, estos no son acontecimientos positivos o negativos, todo dependerá de las <a class="autolink" href="http://www.monografias.com/trabajos11/contrest/contrest.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">herramientas</a> que tengan los individuos que están involucrados en las mismas, su <a class="autolink" href="http://www.monografias.com/trabajos7/sepe/sepe.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">percepción</a> del entorno y el manejo de la incertidumbre. En griego la crisis (derivado de krísis "decisión", del verbo kríno "yo decido, separo, juzgo", designa el momento en que se produce un cambio muy marcado en algo o en una situación. También del latín crisis, a su vez del griego ???s??, es una coyuntura de cambios en cualquier aspecto de una realidad organizada pero inestable, sujeta a <a class="autolink" href="http://www.monografias.com/trabajos16/teoria-sintetica-darwin/teoria-sintetica-darwin.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">evolución</a>; Si los cambios son profundos, súbitos y violentos, y sobre todo traen consecuencias trascendentales, van más allá de una crisis y se pueden denominar <a class="autolink" href="http://www.monografias.com/trabajos10/era/era.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">revolución</a>.</div>
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Según Winston Churchill: "Toda crisis es mitad un fracaso y mitad una oportunidad", y la idea no es aseverar que las crisis traen cambios favorecedores para todos, sino sólo para aquellos que deciden salir de la zona de confort, convertir el nuevo <a class="autolink" href="http://www.monografias.com/trabajos5/teap/teap.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">aprendizaje</a> en una experiencia, y la experiencia en una oportunidad de <a class="autolink" href="http://www.monografias.com/trabajos12/desorgan/desorgan.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">desarrollo</a>. Pero para lograr esa transformación se requiere del acompañamiento de otros individuos, ya sea como dirigente de una <a class="autolink" href="http://www.monografias.com/trabajos6/napro/napro.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">organización</a>, como emprendedor, como responsable de un equipo que realiza una tarea o un <a class="autolink" href="http://www.monografias.com/trabajos14/administ-procesos/administ-procesos.shtml#PROCE" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">proceso</a>; por lo tanto se deben desarrollar líderes en las universidades que convenzan, enamoren, comuniquen, y se involucren con el desarrollo de oportunidades en la sociedad a partir de las crisis.</div>
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<a href="http://www.monografias.com/docs110/liderazgo-egresados-universidad-deportiva-del-sur/liderazgo-egresados-universidad-deportiva-del-sur.shtml" target="_blank">Leer más</a></div>
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<span style="font-family: Arial, Helvetica, sans-serif; font-size: 12px;"><br /></span>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com1tag:blogger.com,1999:blog-3662197998421634044.post-71535182258818393952016-08-14T17:55:00.004-07:002016-08-14T18:03:35.294-07:00Análisis del perfil de egreso del programa de formación Gestión Tecnológica del Deporte de la UDS <div style="font-size: 12px; line-height: 16px; padding: 0px; text-align: justify;">
<span style="font-family: "arial" , "helvetica" , sans-serif;">El avance acelerado de la sociedad, así como en el campo de la ciencia y la tecnología, influye en que muchos de estos centros docentes se queden relegados con respecto al desarrollo social. En este sentido sé señala que dentro de los principales retos a los cuales se enfrentan las Universidades se encuentran "la capacidad de los sistemas educativos para convertirse en factores claves del desarrollo y para adaptarse a la evolución de la sociedad, la habilidad para relacionarse con el Estado, así como la difusión de los valores de apertura a los demás y entendimiento mutuo".</span></div>
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Según la UNESCO existen tres aspectos claves que determinan la posición estratégica de la Educación Superior en la sociedad contemporánea, "la pertinencia social, la calidad de los servicios y la internacionalización del conocimiento", Vidal Moreno (2001), aspectos que están estrechamente relacionados con el vínculo que debe existir entre la Universidad y la Sociedad.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Peter Drucker (2004), refiere que la búsqueda continua de mayores estándares de calidad en las organizaciones del siglo XXI pasa por tomar en consideración que el principal insumo es el ser humano. En el marco de la sociedad del conocimiento es esté el principal recurso. Lo cual reafirma que su provecho no sólo es de vital importancia para el hombre sino también su adquisición y desarrollo pleno. El área deportiva, dada su complejidad y dinamismo, requiere estrictamente de dirección, control, organización y administración. Es por ello, que la gerencia, cada día se afianza más como un factor determinante dentro del deporte a nivel mundial. Pero para esto, debe reconocerse de manera sincera que el manejo y dirección de una institución u organización deportiva esté en manos de personal formado debidamente en gestión y marketing deportivo.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">El paulatino crecimiento del mundo deportivo, ha dejado como consecuencia a su vez, que aumente la demanda de especialista y profesionales propios del área deportiva en el ámbito gerencial y administrativo. Esto exige a las instituciones educativas, la correcta formación y especialización de estudiantes que satisfagan de manera óptima esa latente demanda en el mercado laboral acorde con las nuevas realidades mundiales y sin dejar de lado su papel de servidor social.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">Hacer seguimiento a los egresados de la educación superior es una tendencia creciente en países que buscan mejorar la calidad y la pertinencia de los programas académicos. Los sistemas de información suministran insumos que están usando las instituciones, el sector productivo, el gobierno y los estudiantes para tomar decisiones. Los estudios de egresados constituyen una herramienta básica para la mejora y actualización permanente de los planes y programas de estudio, y para la definición de políticas de desarrollo institucional en los niveles estatal, regional y nacional. La Asociación Nacional de Universidades e Instituciones de Educación Superior (ANUIES) conjuntamente con la Universidad Autónoma de Tamaulipas publicaron un Esquema básico para estudios de egresados.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;">La Universidad Deportiva del Sur (UDS), es la única casa de estudio de educación universitaria en Venezuela, donde se forman profesionales capacitados específicamente en gerencia deportiva, por lo que, en teoría, estos egresados deberían ejercer su profesión sin ningún tipo de problema. Sin embargo, esta importante distinción no refleja lo que debería ser en sí, cómo, por ejemplo: la ocupación de puestos de trabajo en el ámbito de la gerencia o dirección deportiva por los egresados con dicho perfil, sobre todo en una población que clama por el buen y correcto manejo del deporte y perseguir así con más precisión las metas trazadas.</span><br />
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<span style="font-family: "arial" , "helvetica" , sans-serif;"><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;">Entre los programas de formación universitaria que se ofrecen en la Institución, está la carrera Gestión Tecnológica del Deporte, la cual, en teoría describe: "Forma profesionales con capacidades, habilidades, destrezas, </span>actitudes<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> y </span>valores<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> para planificar, organizar, ejecutar y controlar la gestión del deporte aplicando las tecnologías de </span>información<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> y </span>comunicación<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;">. Contribuirá a la formación de un </span>gerente<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> de </span>procesos<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> de la actividad </span>física<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;">, deportiva y recreativa a través de la aplicación de las tecnologías de información y comunicación a la gestión económico-administrativa, personal, </span>producción<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;">, uso y mantenimiento</span><span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> de la infraestructura, </span>oferta<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> de las instalaciones, </span>promoción<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;">, </span>mercadeo<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> y control de los procesos de </span>planificación<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;">, organización, desarrollo y </span>evaluación<span style="background-color: white; font-family: "arial" , "helvetica" , sans-serif; text-align: left;"> propios de su gestión".</span><span style="font-family: "arial" , "helvetica" , sans-serif; text-align: left;"><br /></span></span></div>
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<b><em>Instrumento 1 dirigido a los egresados de las dos primeras cohortes del programa de formación de gestión tecnológica del deporte para determinar la ubicación laboral actual</em></b></h2>
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<b>ANÁLISIS GRÁFICO</b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image003.png" style="border: 0px;" /><b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image005.png" style="border: 0px;" /><b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image007.png" style="border: 0px;" /><b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image009.png" style="border: 0px;" /><b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<b>INSTRUMENTO DIRIGIDO A LOS INTEGRANTES DE LA COMISIÓN DE CURRÍCULO DE LA UNIVERSIDAD DEPORTIVA DEL SUR PARA DETERMINAR EL NIVEL DE SEGUIMIENTO QUE SE REALIZA A LOS EGRESADOS DEL PF DE GESTIÓN TECNOLÓGICA DEL DEPORTE</b></div>
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<b>ANÁLISIS GRÁFICO</b></div>
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<b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image011.png" style="border: 0px;" /></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image012.png" style="border: 0px;" /><b></b></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<img alt="Monografias.com" src="https://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/image013.png" style="border: 0px;" /></div>
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<b>Fuente: Elaboración propia de los autores (2015)</b></div>
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<b><em>Conclusiones</em></b></h2>
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Del mismo modo y basado en el estudio de los datos recolectados se pudo concluir según la base del <a class="autolink" href="http://www.monografias.com/trabajos11/metods/metods.shtml#ANALIT" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">análisis</a> de la información obtenida que:</div>
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La mayor parte de los egresados de la primera promoción de la Universidad Deportiva del Sur del programa de formación Gestión Tecnológica del Deporte insertados en el campo laboral no coincide con su perfil profesional, esto como tal genera en los mismos incomodidad en su área de trabajo, una inadecuada atención de los <a class="autolink" href="http://www.monografias.com/trabajos11/grupo/grupo.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">grupos</a> abordados, desinterés en acciones laborales asignadas y finalmente bajo rendimiento de las organizaciones deportivas.</div>
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La inserción laboral adecuada de los egresados del programa de formación de Gestión Tecnológica del Deporte se puede cumplir de manera cabal a través de la elaboración de un sistema de acciones, este a su vez contara con una serie de etapas que permitirán integrar a este <a class="autolink" href="http://www.monografias.com/trabajos14/dinamica-grupos/dinamica-grupos.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">grupo</a> etario en organizaciones donde en realidad puedan ejercer funciones y aplicar conocimientos obtenidos de acuerdo con su perfil profesional.<b></b></div>
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Seguimiento continuo a los egresados del programa de formación de Gestión Tecnológica del Deporte debido a que en el diagnóstico realizado el 67% del departamento de currículo de la Universidad Deportiva del Sur entrevistado manifestó que este trabajo nunca se realiza, además de ello el 100% de la población de egresados entrevistado manifestó que nunca realizan este trabajo.</div>
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Esta es la primera fase del <a class="autolink" href="http://www.monografias.com/trabajos12/pmbok/pmbok.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">Proyecto</a> Observatorio Laboral Deportivo UDS, desarrollado por docentes y egresados de la Universidad Deportiva del Sur.</div>
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<b><em>Bibliografía</em></b></h2>
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Acosta, R. (2004). Dirección, Gestión y Administración de las 0rganizaciones Deportivas. Paidotribo: Barcelona.</div>
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Añorga Morales,(2001) Julia. Resultados de la evaluación de impacto. Educación Avanzada. Soporte magnético.</div>
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Constitución de la República Bolivariana de Venezuela. (1999).</div>
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Camarena B, Velarde D (2009),."Educación superior y mercado laboral: vinculación y pertinencia social ¿Por qué? y ¿Para qué?". <a class="autolink" href="http://www.monografias.com/trabajos11/wind/wind2.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">http</a>://www.scielo.org.mx/scielo.<a class="autolink" href="http://www.monografias.com/trabajos11/winnet/winnet.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">php</a>?script=sci_arttext&<a class="autolink" href="http://www.monografias.com/trabajos-pdf/controlador-pid-matlab/controlador-pid-matlab.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">pid</a>=S0188-45572009000300005</div>
<div style="-webkit-text-stroke-width: 0px; color: black; font-family: Arial, Helvetica, sans-serif; font-size: 12px; font-style: normal; font-variant-caps: normal; font-variant-ligatures: normal; font-weight: normal; letter-spacing: normal; line-height: 16px; margin: 0px; orphans: 2; padding: 0px; text-align: left; text-indent: 0px; text-transform: none; white-space: normal; widows: 2; word-spacing: 0px;">
Carvajal B, Carvajal M, (2010). "Universidad y entorno laboral: Visión prospectiva de la educación superior desde la perspectiva de las <a class="autolink" href="http://www.monografias.com/trabajos36/competencias-laborales/competencias-laborales.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">competencias laborales</a>". <b>http://biblo.una.edu.ve/ojs/index.php/IIE/article/view/1078</b></div>
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Tomo del <a class="autolink" href="http://www.monografias.com/trabajos13/diseprod/diseprod.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">Diseño</a> Curricular de la Licenciatura en Gestión Tecnológica del Deporte. Universidad Deportiva del Sur. Soporte Físico.</div>
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Vidal, Moreno, Mario (2001). La evaluación institucional y el mejoramiento de la calidad de los procesos universitarios.- Hacia una excelencia académica. <a class="autolink" href="http://www.monografias.com/trabajos/tesisgrado/tesisgrado.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">Tesis</a> en opción al título de Dr. en <a class="autolink" href="http://www.monografias.com/trabajos36/ciencias-educacion/ciencias-educacion.shtml" id="autolink" style="border-bottom-color: rgb(51, 102, 0); border-bottom-width: 1px; color: #008040; text-decoration: none;">Ciencias de la Educación</a>. Instituto Superior Pedagógico Enrique José Varona.</div>
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<a href="https://www.blogger.com/null" name="instrumena" style="text-align: left;"></a><a href="https://www.blogger.com/null" name="conclusioa" style="text-align: left;"></a><a href="https://www.blogger.com/null" name="bibliograa" style="text-align: left;"></a><span style="text-align: left;"><br /><br /><a href="http://www.monografias.com/trabajos109/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds/perfil-egreso-del-programa-formacion-gestion-tecnologica-del-deporte-uds.shtml" target="_blank">MONOGRAFÍA COMPLETA</a></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0Cojedes, Venezuela9.3816682 -68.3339275000000167.3762662 -70.915714500000021 11.3870702 -65.75214050000001tag:blogger.com,1999:blog-3662197998421634044.post-76120402011608714982016-04-08T11:47:00.004-07:002016-04-08T11:47:46.189-07:00La Planificación en el Proceso Administrativo en el Instituto de Deportes del Estado Portuguesa <div class="separator" style="clear: both; text-align: center;">
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<br />Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-60222418569263462412016-04-08T11:35:00.000-07:002016-04-08T11:35:01.387-07:00DEFICIENCIA EN LA DIMENSIÓN DE COMUNICACIÓN DE CULTURA ORGANIZACIONAL UDS. DESDE UN ENFOQUE COMPLEJO<div class="separator" style="clear: both; text-align: center;">
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<br />Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-42589998464133404872016-04-08T10:58:00.001-07:002016-04-08T10:58:38.336-07:00Liderazgo vs Gerencia<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Las personas son parte de
los recursos que ingresan a la organización. Estos individuos, como los otros
recursos, provienen del medio ambiente organizacional junto con sus sistemas
particulares de valores e ideologías. De este contingente humano emergen los
gerentes de la organización. Los gerentes son, para propósito de este artículo,
las personas que practican la gerencia; sin embargo, la gerencia no está siempre
circunscrita al trabajo de una sola persona.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">La gerencia de una
organización, en el sentido de las personas que llevan a cabo la función
gerencial, puede, lógicamente ser una sola persona, un grupo de personas o
cualquier persona en la organización. Ninguna organización puede sobrevivir sin
gerencia. Pero, sea que esta función esté desempeñada por una sola persona, un
grupo de personas o por la participación democrática de cada miembro de la
organización, esto una cuestión de selección (selección que ocurre dentro de
las limitaciones de factores contingentes de complejidad tecnológica, tamaño
organizacional, entre otros).Watson, (1994).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Entonces
se evidencia la necesidad del liderazgo para orientar y asesorar los diversos
procesos, comportamientos, temperamentos e identidades que están inmersas en
los procesos administrativos de las organizaciones, resaltando en las
principales características, rasgos o cualidades que un gerente-líder debe
poseer son los siguientes: Poseer un
espíritu emprendedor, una Gestión
del cambio y desarrollo de la organización, Habilidades cognitivas, Habilidades interpersonales, Habilidad
comunicativa, Motivación y
dirección del personal, Espíritu competitivo, Integridad moral y ética, y la
Capacidad crítica y
autocorrectiva. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Todo
esto debido a que el gerente enfrenta muchas situaciones de incertidumbre
y a muchos conflictos, por tanto debe tener la suficiente perspicacia para
autoanalizarse y tomar las acciones correctivas en caso estuviera tomando
decisiones equivocadas o llevando a la organización en la dirección incorrecta.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Por
lo tanto es un tema de debate el <i>rol del
gerente-líder en las organizaciones deportivas venezolanas</i>, debido algunos
mecanismos de selección y contratación del personal, que nada tiene que ver con
la comprobación de las competencias profesionales, ni las evaluaciones de
desempeño con un carácter sistematizado, correctivo, estimulador y
participativo. Las instituciones privadas facilitan y promueven el desarrollo
de herramientas de inteligencia emocional y manejo de conflictos a partir de la
gerencia del conocimiento, sin embrago las condiciones volátiles del mercado
venezolano, aunado a un porcentaje de empresas nacionales dirigidas por
individuos sin las suficientes herramientas, de motivación, análisis de
escenarios, toma de decisiones y estrategias correctivas provocan disímiles
situaciones, de deserción, violación de derechos laborales y beneficios, y
calificaciones de despido realizadas de forma arbitraria.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Con
relación a este planteamiento de la autora, Romero (2005) plantea que el papel del gerente líder venezolano debe
asumirse como un constructor de tareas para facilitar el desarrollo de las
relaciones que mejoren los vínculos de fluidez a las organizaciones…el gerente
líder debe hacer referencias de un liderazgo carismático y visionario,
transformando a sus seguidores…a cambios en sus objetivos, valores,
necesidades, creencias y aspiraciones… (p.11).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Lo cual refuerza la postura de la autora, donde debe
ganarse en la libertad de toma de decisiones y participación colectiva en los
temas álgidos dentro de las organizaciones, favoreciendo la construcción
colectiva del conocimiento. Mostrando una correspondencia entre su postura y la
definición </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">del gerente. Definiéndose como un
individuo capaz de orientar, dirigir, tomar decisiones y lograr objetivos; de
él depende su éxito personal, el de la organización y el del grupo que está
dirigiendo. De allí que resulte necesario que además de una formación
gerencial, el individuo que actúe como gerente, tenga un patrón de criterios y
una filosofía clara de la administración, de la concepción
del hombre y una ideología del trabajo, que le permitan
ganar apoyo efectivo y partidarios comprometidos con una misión cuyo
significado y transcendencia merece entrega. Alvarado (1990).<o:p></o:p></span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Además debe ser
resaltada a facilidad que le ofrece el internet al gerente, pues cambia
totalmente la manera de relacionarse de las organizaciones y los individuos,
transformando la forma de los negocios, por ende también la dinámica de
gerenciar los negocios y el recurso humano con el objetivo de obtener el máximo
objetivo de las empresas: satisfacer los clientes metas y generar relaciones a
largo plazo. Permitiendo traspasar las barreras organizacionales y acentuar la
identidad de las instituciones a partir de la imagen o marca que representa el
gerente líder.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">En consecuencia, la efectividad de una organización
depende directamente de la eficacia y la eficiencia con que el gerente ejecute
sus funciones así como también de su habilidad para manejar a las personas que
conforman su grupo de trabajo, generalmente con
aptitudes, actitudes y necesidades diferentes, y guiarlas por el
camino que conduzca hacia la efectividad de la organización.<o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">REFERENCIAS
BIBLIOGRÁFICAS<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Reyes
L. (2015). <i>Papel del gerente líder venezolano: Gerencia vs. Liderazgo. <o:p></o:p></i></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Romero
G. (2005). <i>Papel del gerente líder venezolano: Gerencia vs. Liderazgo. </i>[Artículo
en línea]. http://www.redalyc.org/articulo.oa?id=99318830004 [Consulta 2015,
septiembre]<o:p></o:p></span></div>
<br />
<div style="line-height: 115%; margin-bottom: .0001pt; margin: 0cm; text-align: justify;">
Alvarado, J. (1990). El gerente en las organizaciones del
futuro. <span lang="EN-US">Caracas:
Ediciones UPEL.<o:p></o:p></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-75671060762246137012016-04-08T10:56:00.001-07:002016-04-08T10:56:36.914-07:00Metodología para la Elaboración de Presupuestos<div align="center" class="MsoNormal" style="text-align: center; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
partir de la incertidumbre social, económica y financiera que se ha globalizado
en los mercados, se requieren herramientas gerenciales que garanticen el
cumplimiento de los objetivos de las organizaciones, para que estas mantengan
los estándares de calidad y por ende su posicionamiento empresarial.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
contenido de este trabajo ofrece las generalidades y herramientas más comunes
en el proceso de planeación organizacional, ya que los presupuestos nacen de esta etapa
del proceso administrativo, y ayudan a formular estrategias y políticas
asociadas con los diferentes pronósticos de la actualidad empresarial, puede
ser desarrollado en entidades tanto públicas como privadas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">La
metodología de presupuesto describe los pasos lógicos o secuenciales para la
elaboración, aprobación, ejecución y evaluación de los presupuestos. <o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Las
funciones que desempeñan los presupuestos dependen en gran parte de la propia
dirección de la empresa. Las necesidades y expectativas de los directivos y el
uso que hagan de los presupuestos, están fuertemente influidos por una serie de
factores relacionados con los antecedentes gerenciales y con el sistema
empresarial. Este tema se tratará en la siguiente sección, una vez que hayamos
considerado lo que la dirección espera de la actividad presupuestal.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Entonces
el presupuesto es: <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Una herramienta analítica, precisa y
oportuna.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">La capacidad para pretender el
desempeño.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El soporte para la asignación de
recursos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">La capacidad para controlar el desempeño
real en curso.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Advertencias de las desviaciones
respecto a los pronósticos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Indicios anticipados de las
oportunidades o de los riesgos venideros.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Capacidad para emplear el desempeño
pasado como guía o instrumento de aprendizaje.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 50.2pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Concepción comprensible, que conduzca a
un consenso y al respaldo del presupuesto anual.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Puede
definirse como la “expresión cuantitativa de un plan de acción propuesto por la
gerencia para un periodo específico, y una ayuda para coordinar todo aquello
que se necesita para implantar dicho plan, y sirve como un proyecto a seguir
por la compañía en un periodo futuro. Un presupuesto financiero cuantifica las
expectativas de la administración con respecto a utilidad, flujos de efectivo,
y situación financiera”. Horgren, Charles T. (2007).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Entonces,
el presupuesto de la empresa es el documento donde se cuantifican las acciones
a desarrollar para cumplimentar los objetivos del periodo planificado y por
medio del cual se asignan responsabilidades y realiza el control de la
ejecución de las acciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Principios del Presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Además
deben contener criterios universales en la elaboración y ejecución del
presupuesto, denominados Principios Presupuestarios, estos son una serie o
especie de reglas que tienen como objetivo asegurar un alto grado de
racionalidad en las diferentes etapas del proceso presupuestario para que el
Presupuesto Público cumpla sus fines de mejor manera posible.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Programación: El Presupuesto debe tener
el contenido y la forma de la programación.
El contenido establece que deben todos los elementos que permitan la
definición y la adopción de los objetivos prioritarios. La forma debe señalar los objetivos
adoptados, las acciones necesarias a efectuarse para lograr esos objetivos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Integralidad: El Presupuesto debe ser
un Instrumento del sistema de Planificación, al reflejo de una política
presupuestaria única y un instrumento en donde deben aparecer todos los
elementos de la programación.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Universalidad: Todo aquello que
constituye materia del Presupuesto debe ser incluido en él.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Exclusividad: No se debe incluir en el
Presupuesto asuntos que no sean inherentes a la materia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Unidad: Los Presupuestos de todas las
Instituciones del Sector público deben ser elaborados, aprobados, ejecutados y
evaluados con plena sujeción a la política presupuestaria única definida y
adoptada por la autoridad competente.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Acuciosidad: Se debe tender a la
fijación de objetivos posibles de alcanzar, altamente complementarios entre sí
y que tengan la más alta prioridad.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Claridad: Si los documentos
presupuestarios se expresan de manera clara y ordenada, todas las etapas del
proceso pueden ser llevadas a cabo con mayor eficiencia.· Especificación: En materia de Ingresos
debe señalarse con precisión las fuentes que los originan, y en el caso de las
Erogaciones, las características de los bienes y servicios que deban
adquirirse.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Periodicidad (Anualidad): Se procura la
amortización de dos posiciones externas, adoptando un período presupuestario
que no sea tan amplio que imposibilite la previsión con cierto grado de
minuciosidad, ni tan breve que impida la realización de las correspondientes
tareas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Continuidad: Es necesario conjugar la
anualidad con la continuidad, con plenos caracteres dinámicos. Todas las etapas de cada ejercicio
presupuestario debe apoyarse en los resultados de ejercicios anteriores y tomar
en cuenta las expectativas de ejercicios futuros.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Flexibilidad. El Presupuesto no debe ser rígido que impida
constituirse en un instrumento eficaz de administración, gobierno y
planificación. Se debe dotar a los
niveles administrativos del poder suficiente de modificar los medios en
provecho de los fines prioritarios del Estado.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Equilibrio: Los gastos no deben exceder
el monto de los Ingresos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Exactitud: Los Ingresos y Egresos deben
ser calculados sobre bases seguras y ciertas utilizando las mejores técnicas
disponibles.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Publicidad: El Presupuesto debe ser un
documento público.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Especialización Cualitativa del
Presupuesto: Los recursos asignados a determinados objetivos, deben ser
invertidos exclusivamente a ellos (no se aplica en la actualidad).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">· Especialización Temporal: Los gastos
deben ser contraídos, asignados y pagados dentro del periodo para el cual lo
autorizaron.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Evaluación del entorno<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Como
ninguna empresa puede abstraerse del medio en que se desenvuelve, los planes y presupuestos
se supeditan a manifestaciones ambientales, como las ejecutorias de los competidores
nacionales e internacionales, las prácticas comerciales impuestas por los
canales de abastecimiento, las condiciones crediticias instauradas por las
instituciones financieras, el comportamiento de la inflación y la devaluación y
las tasas de interés, y las políticas establecidas por el gobierno en las áreas
tributaria, salarial, de seguridad social y de comercio exterior. En materia
mercantil las expectativas se centran en el estudio detallado de las fortalezas
y debilidades que tiene la empresa para enfrentar las compañías rivales y, por
tanto, se impone la evaluación de parámetros como la imagen de marca, los
gustos y las preferencias de los consumidores, las habilidades de la fuerza de
ventas, las calidades y los precios, el prestigio de la empresa y las tendencias
de participación en el mercado donde se actúa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
diagnóstico incorpora dos clases de
variables que afectan de manera significativa el comportamiento de la empresa:
las que dependen de la administración, denominadas controlables, y las que no,
denominadas no controlables (estas últimas representan graves riesgos o
amenazas para la empresa).<o:p></o:p></span></div>
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Etapas de la preparación del
presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Si
se busca que el empresario recurra al presupuesto como herramienta de
planeamiento y control, deben considerarse las etapas siguientes en su
preparación, cuando se tenga implantado el sistema o cuando se trate de
implementarlo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Preiniciación<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.
Elaboración del presupuesto<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.
Ejecución<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.
Control<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 32.2pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5.
Evaluación<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Primera etapa. Preiniciación<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En
esta etapa se evalúan los resultados obtenidos en vigencias anteriores, se
analizan las tendencias de los principales indicadores empleados para calificar
la gestión gerencial (ventas, costos, precios de las acciones en el mercado,
márgenes de utilidad, rentabilidad, participación en el mercado, etc.), se
efectúa la evaluación de los factores ambientales no controlados por la dirección
y se estudia el comportamiento de la empresa. Este diagnóstico contribuirá a
sentar los fundamentos del planeamiento, estratégico y táctico, de manera que
exista objetividad al tomar decisiones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Selección
de las estrategias competitivas: liderazgo en costos y/o diferenciación Selección
de las opciones de crecimiento: intensivo, integrado o diversificado. La
escogencia de las estrategias competitivas o de las opciones de crecimiento
interpreta la naturaleza de los objetivos generales y específicos determinados
por la dirección.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Los
objetivos, las estrategias y las políticas propuestas por la gerencia y su
comité asesor deben ponerse en conocimiento del personal administrativo y
operativo. Las jefaturas, una vez enteradas, elaboran sus propios planes, sin
pasar por alto que como los diversos niveles organizacionales no son islas y
hacen parte de un engranaje, es indispensable que los planes sean articulados.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segunda etapa. Elaboración del
presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Con
base en los planes aprobados para cada nivel funcional por parte de la
gerencia, se ingresa en la etapa durante la cual los mismos adquieren dimensión
monetaria en términos presupuestales, precediéndose según las pautas siguientes:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
En el campo de las ventas, su valor se subordinará a las perspectivas de los
volúmenes a comercializar previstos y de los precios. Para garantizar el
alcance de los objetivos mercantiles se tomarán decisiones inherentes a los
medios de distribución, los canales promocionales y la política crediticia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
En el frente productivo se programarán las cantidades a fabricar o ensamblar,
según los estimativos de ventas y las políticas sobre inventarios.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Con base en los programas de producción y en las políticas que regulan los
niveles de inventarios de materias primas, insumos o componentes, se calculan
las compras en términos cuantitativos y monetarios.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Con base en los requerimientos del personal planteados por cada jefatura, según
los criterios de la remuneración y las disposiciones gubernamentales que
gravitan sobre ella, la jefatura de relaciones industriales o de recursos
humanos debe preparar el presupuesto de la nómina en todos los órdenes
administrativos y operativos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Los proyectos de inversión especiales demandarán un tratamiento especial
relacionado con la cuantificación de recursos. En efecto, el cómputo de las
exigencias financieras pertinentes a los estudios de pre-factibilidad o de
factibilidad o a la ejecución de los proyectos puede recaer en una instancia a
la que se asigne el liderazgo, en la oficina de planeación es parte de la
estructura, o en empresas consultoras contratadas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">•
Es competencia de los encargados de la función presupuestal recopilar la
información de la operación normal y los programas que ameriten inversiones
adicionales. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
presupuesto consolidado se remitirá a la gerencia o presidencia con los
comentarios y las recomendaciones pertinentes. Analizado el presupuesto y
discutidas sus conveniencias financieras se procede a ajustarlo, publicarlo y
difundirlo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Tercera etapa. Ejecución<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En
el proceso administrativo la ejecución se relaciona con la "puesta en
marcha de los planes" y con el consecuente interés de alcanzar los
objetivos trazados, con el comité de presupuestos como el principal impulsor,
debido a que si sus miembros no escatiman esfuerzos cuando se busca el empleo
eficiente de los recursos físicos, financieros y humanos colocados a su
disposición, es factible el cumplimiento cabal de las metas propuestas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En
esta etapa el director de presupuestos tiene la responsabilidad de prestar
colaboración a las jefaturas en aras de asegurar el logro de los objetivos
consagrados al planear. Igualmente, presentará informes de ejecución
periódicos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cuarta etapa. Control<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Si
el presupuesto es una especie de termómetro para medir la ejecución de todas y
cada una de las actividades empresariales, puede afirmarse que su concurso
sería parcial al no incorporar esta etapa en la cual es viable determinar hasta
qué punto puede marchar la empresa con el presupuesto como patrón de medida.
Por ello, mediante el ejercicio cotidiano del control se enfrentan los
pronósticos con la realidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Las
actividades más importantes por realizar en esta etapa son:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1.
Preparar informes de ejecución parcial y acumulativa que incorporen
comparaciones numéricas y porcentuales de lo real y lo presupuestado. Cuando la
cotejación se aplique a proyectos de inversión, además de aspectos monetarios
deberán incluirse tópicos como el avance en obras, en tiempo y en compras
expresadas en unidades ya que los contratos suscritos constituyen la base del
control.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2.
Analizar y explicar las razones de las desviaciones ocurridas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.
Implementar correctivos o modificar el presupuesto cuando sea necesario, como
ocurre al presentarse cambios intempestivos de las tasas de interés o de los
coeficientes de devaluación que afectan las proyecciones de compañías que
realizan negocios internacionales.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Quinta etapa. Evaluación<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Al
culminar el periodo de presupuestación se prepara un informe crítico de los
resultados obtenidos que contendrá no sólo las variaciones sino el
comportamiento de todas y cada una de las funciones y actividades
empresariales. Será necesario analizar las fallas en cada una de las etapas iniciales
y reconocer los éxitos, al juzgarse que esta clase de acciones son importantes
como plataforma para vencer la resistencia al planeamiento materializado en
presupuestos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Estructura del Presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
Clasificador Presupuestario de Recursos y Egresos constituye la estructura presupuestaria
de los distintos conceptos de gastos, así como el ordenamiento de los datos
estadísticos mediante los cuales se resumen, consolidan y organizan las
estadísticas presupuestarias con el fin de generar elementos de juicio para la
planificación de las políticas económicas y presupuestarias, facilitar el
análisis de los efectos económicos y sociales de las actividades del sector
público y su impacto en la economía o en sectores particulares de la misma, y
hacer posible la formulación y ejecución financiera del presupuesto.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Dentro
de sus principales objetivos se encuentran:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
Identificar y registrar la totalidad de los flujos de origen y aplicación de
los recursos financieros.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
Interrelacionar y presentar la información presupuestaria sobre bases
homogéneas y confiables, facilitando la integración de los sistemas de administración
financiera del Estado.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
Registrar por partida simple y por partida doble, toda transacción económica y
financiera, haciendo posible la modernización y una mayor transparencia de la
gestión pública.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
Realizar el seguimiento periódico de la ejecución presupuestaria de pagos, de inversiones
y de crédito público, así como el cierre legal del presupuesto.<o:p></o:p></span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Este
instrumento comprende dos grandes grupos de cuentas a saber:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.00.00.00.00
Recursos<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.00.00.00.00
Egresos<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cada
grupo de cuenta básica, mantendrá sus cuatro niveles de desagregación
identificados por códigos numéricos de ocho posiciones, y por la clasificación,
denominación y descripción de las
respectivas cuentas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
grupo de cuentas 3.00.00.00.00 referidas a los Recursos permite identificar los
diferentes niveles en ramos y en subramos genéricos, específicos y
sub-específicos:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.X.00.00.00
Ramo<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.X.X.00.00
Subramo<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.X.X.X.00
Específico<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3.X.X.X.X
Sub-específico<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
grupo de cuentas 4.00.00.00.00 referidas a los Egresos permite identificar los
diferentes niveles en partidas, genéricas, específicas y sub-específicas<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.X.00.00.00
Partida<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.X.X.00.00
Genérica<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.X.X.X.00
Específica<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.X.X.00.X
Sub-específica<o:p></o:p></span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 35.4pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CONCLUSIONES<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1-
La elaboración del presupuesto como parte del proceso de planificación
empresarial en sus diferentes apartados permite cuantificar los objetivos y
metas de la actividad productiva, económica y financiera de la empresa, para el
año planificado.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2-
El presupuesto es un documento que resulta de mucha utilidad para la dirección
y administración de la actividad empresarial; y su desglose en periodos menores
de tiempo, que contribuye al control y la toma de acciones para las
correcciones en caso de desviaciones con respecto a lo planificado.<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 35.4pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BIBLIOGRAFÍA<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contabilidad
de Costos. Conceptos y aplicaciones para la toma de decisiones gerenciales.
Horngren, Charles T. (Pág. 181)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Gómez Rondón, Francisco (1992)
Presupuesto (Teoría y práctica integral, resuelta y aplicada) Venezuela fondo
Editorial del Licdo. Francisco Gómez Rondón.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Peña Yulemi (1994), Elementos
conceptuales del presupuesto. Disponible en: <a href="http://contabilidad-recursosfin-uds.blogspot.com/2014/06/elementos-conceptuales-del-presupuesto.html">http://contabilidad-recursosfin-uds.blogspot.com/2014/06/elementos-conceptuales-del-presupuesto.html</a><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Clasificador Presupuestario de
Ingresos y Egresos 2016. Disponible en: <a href="http://www.onapre.gob.ve/index.php/publicaciones/descargas/finish/30-clasificadores-presupuestarios/600-clasificador-presupuestario-ano-2016">http://www.onapre.gob.ve/index.php/publicaciones/descargas/finish/30-clasificadores-presupuestarios/600-clasificador-presupuestario-ano-2016</a><o:p></o:p></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com1tag:blogger.com,1999:blog-3662197998421634044.post-59296068274595001222016-04-08T10:54:00.001-07:002016-04-08T10:54:45.232-07:00Sistema Presupuestario<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En la administración es necesario aplicar la
función de la planeación para estimar las acciones que deben realizar las
organizaciones, de forma tal que se
cumplan las actividades relacionadas con la razón social de la misma. De esta
forma la organización no pierde el rumbo, pudiendo elevar la competitividad
empresarial y garantizando un nicho en el mercado. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">En
la medida que la incertidumbre del mercado repercute de forma negativa en los
resultados de la empresa, se requiere de un mayor número de operaciones con un
orden establecido, entonces estas operaciones deben proyectarse así como el
financiamiento necesario para ejecutarlas, para evitar las improvisaciones
innecesarias que deterioren la toma de decisiones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Se
establece por primera vez el presupuesto como herramienta en la revolución
industrial, en Inglaterra a fines del siglo XVIII El ministro de Finanzas
realizó la apertura de El Presupuesto, en el que basaron sus planes, los gastos posibles y su control. Sin embargo no es hasta 1925, que en E.U.A se
inicia la evolución y madurez del presupuesto, ya que la iniciativa privada
comienza a observar que puede utilizarlos para controlar mejor sus gastos, en
concordancia con el rápido crecimiento económico y de las nuevas formas de
organización propias de la creciente industria; aprobándose la Ley del
Presupuesto Nacional, y estableciéndolo como instrumento de la administración
oficial.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Iniciándose
la aplicación de un buen método de plantación empresarial; cuya eficacia pronto
se hizo patente. Habiéndose integrado, con el correr del tiempo, un cuerpo
doctrinal conocido como Control Presupuestal. A partir de esta época se exportó
a América, Europa, básicamente a Francia y Alemania.<o:p></o:p></span></div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span>
<br />
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DESARROLLO<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Toda
organización al formular sus planes, deberá delimitar específicamente las
atribuciones y responsabilidades, para que cada individuo sepa cómo debe actuar
sin temor a extralimitarse ni lesionar los derechos de las demás personas. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">“Un
presupuesto es la expresión cuantitativa de un plan de acción propuesto por la
gerencia para un periodo específico, y una ayuda para coordinar todo aquello
que se necesita para implantar dicho plan, y sirve como un proyecto a seguir
por la compañía en un periodo futuro. Un presupuesto financiero cuantifica las
expectativas de la administración con respecto a utilidad, flujos de efectivo,
y situación financiera”. Horngren, Charles T. (2007) Pág. 181.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Según
Burbano es un plan de acción dirigido a cumplir una meta prevista, expresada en
valores y términos financieros que, debe cumplirse en determinado tiempo y bajo
ciertas condiciones previstas, este concepto se aplica a cada centro de
responsabilidad de la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Por
ende es una proyección de acciones a acometer por las organizaciones para
garantizar el cumplimiento de los objetivos institucionales, donde se reflejan
los objetivos, la justificación, los responsables y las necesidades,
considerándose una ley de implementación ya una vez garantizado el
financiamiento para la ejecución del mismo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Funciones administrativas del
presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Previsión-planeación,
permite disponer de los convenientes para atender a tiempo las necesidades
presumibles.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Organización-facilita
la estructuración de las relaciones entre funciones, niveles, y actividades.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Coordinación-dirección,
este equilibra las diferentes secciones que integran la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Control-acción
de apreciación si los planes y objetivos se están cumpliendo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">La
principal función de los presupuestos se relaciona con el Control financiero de
la organización., El control presupuestario es el proceso de descubrir qué es
lo que se está haciendo, comparando los resultados con sus datos presupuestados
correspondientes para verificar los logros o remediar las diferencias. Los
presupuestos pueden desempeñar tanto roles preventivos como correctivos dentro
de la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Principios
del Presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Programación</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Contenido</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo2; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Forma</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Integralidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Universalidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Exclusividad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Unidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Acuciosidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Claridad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Especificación</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Periodicidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Continuidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Flexibilidad</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l4 level1 lfo3; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">v<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-bidi-font-weight: bold;">Equilibrio</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ventajas del presupuesto<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Por
medio de los presupuestos se mantiene el plan de operaciones de la empresa en
unos límites razonables, ayudando a minimizar el riesgo en las operaciones de
la organización<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sirven
como mecanismo para la revisión de políticas y estrategias de la empresa y
direccionarlas hacia lo que verdaderamente se busca.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Cuantifican
en términos financieros los diversos componentes de su plan total de acción.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Las
partidas del presupuesto sirven como guías durante la ejecución de programas en
un determinado periodo de tiempo, y sirven como norma de comparación una vez
que se hayan completado los planes y programas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sirven
como medios de comunicación entre unidades a determinado nivel y verticalmente
entre ejecutivos de un nivel a otro.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l3 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings;">ü<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;"> </span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Las
duplicaciones pueden ser detectadas y tratadas al momento en que los gerentes
observan su comportamiento en relación con el desenvolvimiento del presupuesto.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Limitaciones
de los presupuestos:<o:p></o:p></span></b></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo5; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">La
incapacidad de la dirección para comprender su sistema. Los directivos se
preocupan por el detalle o tratan de controlar los factores equivocados.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo5; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Se
basa en estimaciones.<o:p></o:p></span></li>
<li class="MsoNormal" style="line-height: 150%; mso-list: l2 level1 lfo5; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Requiere
un continuo monitoreo para el control, evaluación y ajuste.<o:p></o:p></span></li>
</ol>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4.
La falta de respaldo por parte de la dirección al sistema presupuestal. La
dirección general no apoya a la actividad o no participa en esta con sentido.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5.
La incapacidad para entender la importancia crítica del papel de los
presupuestos en el proceso administrativo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> 6. El compromiso excesivo del proceso
presupuestal o la indebida dependencia en el mismo, es decir, tratar de
sustituir el juicio por los presupuestos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Clasificación<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para
Sarmiento (1999), la clasificación más acertada de los tipos de presupuestos
sería la siguiente:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Los
presupuestos se pueden clasificar desde diversos puntos de vista a saber: 1) Según
la flexibilidad, 2) Según el periodo de tiempo que cubren, 3) Según el campo de
aplicabilidad de la empresa, 4) Según el sector en el cual se utilicen.<o:p></o:p></span></div>
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Según la flexibilidad:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Rígidos,
estáticos, fijos o asignados: Son aquellos que se elaboran para un único nivel
de actividad y no permiten realizar ajustes necesarios por la variación que
ocurre en la realidad. Dejan de lado el entorno de la empresa (económico,
político, cultural etc.). Este tipo de presupuestos se utilizaban anteriormente
en el sector público.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Flexibles
o variables: Son los que se elaboran para diferentes niveles de actividad y se
pueden adaptar a las circunstancias cambiantes del entorno. Son de gran
aceptación en el campo de la presupuestación moderna. Son dinámicos
adaptativos, pero complicados y costosos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Según el periodo de tiempo:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
corto plazo: Son los que se realizan para cubrir la planeación de la
organización en el ciclo de operaciones de un año. Este sistema se adapta a los
países con economías inflacionarias.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> A largo plazo: Este tipo de presupuestos
corresponden a los planes de desarrollo que, generalmente, adoptan los estados
y grandes empresas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Según el campo de aplicación en la
empresa:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">De
operación o económicos: Tienen en cuenta la planeación detallada de las actividades
que se desarrollarán en el periodo siguiente al cual se elaboran y, su
contenido se resume en un Estado de Ganancias y Pérdidas. Entre estos
presupuestos se pueden destacar:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuestos
de Ventas: Generalmente son preparados por meses, áreas geográficas y
productos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuestos
de Producción: Comúnmente se expresan en unidades físicas. La información
necesaria para preparar este presupuesto incluye tipos y capacidades de
máquinas, cantidades económicas a producir y disponibilidad de los materiales.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Presupuesto de Compras: Es el presupuesto que
prevé las compras de materias primas y/o mercancías que se harán durante
determinado periodo. Generalmente se hacen en unidades y costos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuesto
de Costo-Producción: Algunas veces esta información se incluye en el
presupuesto de producción. Al comparar el costo de producción con el precio de
venta, muestra si los márgenes de utilidad son adecuados.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Presupuesto de flujo de efectivo: Es esencial
en cualquier compañía. Debe ser preparado luego de que todas los demás
presupuestos hayan sido completados. El presupuesto de flujo muestra los
recibos anticipados y los gastos, la cantidad de capital de trabajo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuesto
Maestro: Este presupuesto incluye las principales actividades de la empresa.
Conjunta y coordina todas las actividades de los otros presupuestos y puede ser
concebido como el “presupuesto de presupuestos”.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Financieros:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
En estos presupuestos se incluyen los rubros y/o partidas que inciden en el
balance. Hay dos tipos: 1) el de Caja o Tesorería y 2) el de Capital o
erogaciones capitalizables.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuesto
de Tesorería: Tiene en cuenta las estimaciones previstas de fondos disponibles
en caja, bancos y valores de fáciles de realizar. Se puede llamar también
presupuesto de caja o de flujo de fondos porque se utiliza para prever los
recursos monetarios que la organización necesita para desarrollar sus
operaciones. Se formula por cortos periodos mensual o trimestralmente.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuesto
de erogaciones capitalizables: Es el que controla, básicamente todas las inversiones
en activos fijos. Permite evaluar las diferentes alternativas de inversión y el
monto de recursos financieros que se requieren para llevarlas a cabo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Según el sector de la economía en
el cual se utilizan:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuestos
del Sector Público: Son los que involucran los planes, políticas, programas,
proyectos, estrategias y objetivos del Estado. Son el medio más efectivo de
control del gasto público y en ellos se contempla las diferentes alternativas
de asignación de recursos para gastos e inversiones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Presupuestos
del Sector Privado: Son los usados por las empresas particulares. Se conocen
también como presupuestos empresariales. Buscan planificar todas las
actividades de una empresa.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Diferencias entre el sector público
y privado.<o:p></o:p></span></b></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAtIaAidYHotayx818hgMv2Q6WIQxloJ8poPIm74OWrA2me-RZO9JXj5FKeu__5CHGLMRq4O1ZP4dUvU5HfOSmoQ7Ydx7GrTx639ni8qYWihScJCA8Xt1DycCKUGX8rF2S2z0Zfk__nxM/s1600/Sin+t%25C3%25ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="250" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjAtIaAidYHotayx818hgMv2Q6WIQxloJ8poPIm74OWrA2me-RZO9JXj5FKeu__5CHGLMRq4O1ZP4dUvU5HfOSmoQ7Ydx7GrTx639ni8qYWihScJCA8Xt1DycCKUGX8rF2S2z0Zfk__nxM/s400/Sin+t%25C3%25ADtulo.png" width="400" /></a></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /><!--[endif]--></div>
<div align="right" class="MsoNormal" style="line-height: 150%; text-align: right;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Peña (2014)<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Diferencias entre periodos y
subperíodos presupuestarios<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">El
periodo presupuestario es l espacio de tiempo que cubre cada presupuesto y
suele ser de un año de duración. De acuerdo a la clase de empresa y a las
condiciones reinantes, tal período puede cubrir un semestre y subdividirse en
sub períodos de trimestres, de meses o semanas. El período sería entonces el
lapso de tiempo escogido como base, y a los sub p</span> <span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">períodos
las partes en que se hubieren divido el período. (Gómez, 1992 Pág. 1-5).<o:p></o:p></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BIBLIOGRAFÍA<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Burbano Ruiz,
Jorge E. (1999), Presupuesto enfoque moderno de planeación de re cursos.
Colombia Editorial Mc Graw Hill.</div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Contabilidad
de Costos. Conceptos y aplicaciones para la toma de decisiones gerenciales. Horngren,
Charles T. (Pág. 181)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
Gomez Rondón,
Francisco (1992) Presupuesto (Teoría y práctica integral, resuelta y aplicada)
Venezuela fondo Editorial del Licdo. Francisco Gómez Rondón.</div>
<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES-VE; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;">Peña
Yulemi (1994), Elementos conceptuales del presupuesto. Disponible en: <a href="http://contabilidad-recursosfin-uds.blogspot.com/2014/06/elementos-conceptuales-del-presupuesto.html">http://contabilidad-recursosfin-uds.blogspot.com/2014/06/elementos-conceptuales-del-presupuesto.html</a></span>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-31095467028181648652016-04-08T10:48:00.002-07:002016-04-08T10:48:45.378-07:00Gerencia de Talento Humano enfocada a los usuarios internos de la Universidad Deportiva del Sur<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para
abordar la temática de Gerencia de Recursos Humanos, se hace necesario partir
de la definición de Gerencia de Recursos
Humanos, que </span><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-weight: bold;">según Chiavenato (2001),
son “Personas que ingresan, permanecen y participan en la organización, en
cualquier nivel jerárquico o tarea.
Distribuidos en los diferentes niveles de dirección, intermedios y
operativos” (p.126). Por ende es necesario señalar que las estrategias a
implementar con este recurso organizacional tan especial, dependerá del nivel
de liderazgo que se ejerza dentro de la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-weight: bold;">Entonces
un gerente de talento humano dentro de las organizaciones deportivas, es el
líder capaz de organizar, planificar, ejecutar y controlar los procesos y
sistemas necesarios en el máximo desarrollo de las potencialidades de los
talentos de los diversos grupos de individuos dentro de las organizaciones, más
particularmente aún en el ámbito, de la actividad física, el deporte y la recreación,
se basa en dirigir el desarrollo de las políticas dirigidas a promover la
práctica del deporte y la actividad física dentro de un contexto geográfico, a
través de estrategias de recursos humanos en pro del desarrollo del potencial
humano.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-weight: bold;">Entre
las diversas funciones del gerente del recurso humano dentro de las
organizaciones, está la capacitación y entrenamiento en las estrategias
deportivas para garantizar procesos eficientes en la masificación deportiva,
captación de talento y a su vez que repercuta en el desarrollo deportivo del
país.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">“La Universidad
Deportiva del Sur, se compromete con un proyecto educativo, cultural y social
que implica la divulgación, generación y sistematización del conocimiento y la
apertura a experiencias inéditas en los ámbitos de formación, investigación y
proyección social en los niveles de pregrado y postgrado en los campos
científicos, tecnológicos, sociales y humanísticos asociados a la actividad
física, el deporte y sus áreas afines para lograr la vinculación permanente del
desarrollo socioeconómico, ambiental, educativo y deportivo local, regional y
nacional y a su vez promover la integración con los Pueblos del Sur”.<o:p></o:p></span></i></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Sin
embargo al analizar esta misión se evidencian algunas debilidades, como la
ausencia del rol de la universidad en la creación no sólo de conocimientos
pertinentes con el contexto deportivo, económico y social, sino además de la consolidación de la identidad deportiva
en varios de los escenarios donde se desarrolle la actividad física, el deporte
y la recreación. Siendo un proyecto único en el país y necesario en la
transformación de la calidad de vida del individuo venezolano.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">La matriz DOFA es una
importante herramienta de formulación de estrategias que conduce al desarrollo de cuatro tipos de estrategias:
FO, DO, FA y DA. Las letras F, O, D y A
representan fortalezas, oportunidades, debilidades y amenazas. Las estrategias FO se basan en el uso de las
fortalezas internas de una firma con el objeto de aprovechar las oportunidades
externas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Fortalezas <o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">El grupo de docentes de la
universidad en un 70% no rebasa los 40 años de edad, conviertiéndose este en un
elemento clave en la formación y transformación educativa de los estudiantes,
pues las brechas generacionales son más estrechas facilitando la comunicación
entre estudiantes y docentes.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Plataforme Moodle
actualizada, la universidad utiliza la modalidad de estudios a distancias para
facilitar el acceso de personas alejadas geográficamente, a los programas de
formación que ofrece la casa de estudios.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Se promueve el Trabajo
Metodológico por encima de la libre cátedra, lo que favorece el desarrollo de
la transdisciplinariedad.<o:p></o:p></span></div>
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="page-break-before: always;" />
</span></b>
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Oportunidades<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">La universidad posee
convenios de formación con instituciones extranjeras de prestigio profesional y
académico.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Carencia de especialistas
en los programas de promoción que egresan en la universidad, en otras
instituciones educativas del país.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Debilidades<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Se cuenta con 30
especialistas en la actividad física, el deporte y la recreación, de 100
docentes que posee la universidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Ausencia de planes de
capacitación y formación de los trabajadores de la universidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 18.0pt;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Amenazas<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">La promoción de las competencias profesionales de
los egresados de los tres programas de formación es muy limitada.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Al carecer de estrategias de promoción de las
competencias profesionales y de la delimitación de funciones dentro del campo
de actuación profesional, se cuenta con un número de deserciones en el trayecto
inicial y primer semestre de los estudios.<b><o:p></o:p></b></span></div>
<div class="Default">
<b>Análisis de la matriz FLOR (</b><i>Fortalezas, Limitantes,
Oportunidades, Retos</i><b>) </b></div>
<div class="Default">
<br /></div>
<div class="Default" style="line-height: 150%;">
<b><i>Fortalezas
</i></b><span style="color: windowtext;"><o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Valores
(calidad humana, motivación, compromiso, sentido de pertenencia) <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Actualidad
del tema <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Interdisciplinariedad
<o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Trabajo
en equipo <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<br /></div>
<b><i><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: ES-VE;"><br clear="all" style="page-break-before: always;" />
</span></i></b>
<br />
<div class="Default" style="line-height: 150%;">
<b><i>Limitantes
</i></b><span style="color: windowtext;"><o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Deficiencias
locativas (Infraestructura y equipos). <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Recursos
económicos <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Disponibilidad
de tiempo <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Formación
en investigación <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Apoyo
institucional <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Gestión
administrativa <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<br /></div>
<div class="Default" style="line-height: 150%;">
<b><i>Oportunidades
</i></b><span style="color: windowtext;"><o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Relaciones
interdisciplinarias <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Aceptación
institucional <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Contacto
con el sector académico <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Eventos,
concursos y convocatorias <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Formación
de estudiantes de pre y pos grado <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<br /></div>
<div class="Default" style="line-height: 150%;">
<b><i>Retos
</i></b><span style="color: windowtext;"><o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Producción
de publicaciones <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Generar
nuevos proyectos y tecnologías <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Reconocimiento
nacional e internacional <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Convertirse
en grupos de alto desempeño profesional <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Crear
postgrados <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Extensión
y proyección <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Nuevos
equipos e infraestructura física <o:p></o:p></span></div>
<div class="Default" style="line-height: 150%;">
<span style="color: windowtext;">Interdisciplinariedad
<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Consolidación
de líneas de investigación<o:p></o:p></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-19815374331158007292016-04-08T10:42:00.002-07:002016-04-08T10:42:41.398-07:00“Gerencia de Recursos Humanos en Venezuela.”<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">La Gerencia de Recursos Humanos (GRH) es una especialidad que surge a
partir del desarrollo y crecimiento de
las Organizaciones, así como del incremento en la complejidad de las tareas de
la organización. Por ende aborda el adecuado aprovisionamiento, de la
aplicación, del mantenimiento y del desarrollo de la inteligencia
organizacional de las personas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Los primeros indicios de la gestión del recurso humano son evidenciados en
los métodos y teorías de Robert Owen, ya en el siglo XIX este teórico demostró
que la obtención de la plusvalía no dependía de una jornada de trabajo extensa,
sino que por el contrario al brindar beneficios y disminuir la jornada de
trabajo se garantizaba un mayor rendimiento laboral.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">La definición de las necesidades de Maslow (1943), que influyen en el
comportamiento humano, facilitó el surgimiento de varios enfoques de dirección
enfocada en el comportamiento de las personas dentro de las organizaciones. La dirección general de cualquier Empresa u
Organización necesita el desempeño de la comunicación para llegar a sus
públicos, desarrollar sus funciones, crear imagen e informar adecuadamente.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX;">La gestión de los Recursos Humanos se ha convertido en una tarea
compleja y multidisciplinar entroncada estrechamente con la estrategia de <st1:personname productid="la Organizacin. Una" w:st="on">la Organización. Una</st1:personname>
correcta política de gestión del personal puede ser la clave del éxito en
cualquier tipo de Empresa. En resumen,
la labor de los Directores de Recursos Humanos y por extensión la de las
personas adscritas a sus departamentos, van gradualmente adquiriendo una
merecida y necesaria importancia.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">De la antigua administración del personal se ha pasado a la gestión de
los recursos humanos. Pero eso no quiere
decir que se haya abandonado la primera función, sino que se han ido
incorporando otras que ya le son propias. Diseño de planes de formación y de
carreras, elaboración de políticas retributivas, valoración de puestos y
evaluación de desempeño, selección. Son todas estas las funciones que han
convertido a los Departamentos de Recursos Humanos en unidades de servicio de
valor añadido para la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX; mso-bidi-font-weight: bold;">Para poder permitir una mejor comprensión
hemos de asumir las organizaciones, grupos y personas como clases de sistemas
abiertos, pues nos permite visualizar no solo los aspectos internos o externos,
sino como un todo integrado. </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">El
enfoque como sistema en la GRH puede
desdoblarse en tres niveles de análisis, haciendo los sistemas más limitados:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Al nivel social (macrosistema).</span></b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;"> Con todas las interacciones que se asumen y suceden en
la compleja e intrincada variedad de organizaciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Al nivel del comportamiento
organizacional (sistema).</span></b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">
La organización como una totalidad que interactúa con su ambiente y dentro del
cual se establecen relaciones entre sus componentes.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Al nivel del comportamiento
individual (microsistema).</span></b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">
Vincula varios conceptos sobre el comportamiento humano y nos permite una mejor
comprensión de su naturaleza.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">La Gerencia de Recursos
Humanos en Venezuela surge a partir de la explotación del petróleo, como
primera fuente de ingresos al país. Según Garbi y Piñango (1988), el nivel de
penetración de transnacionales al territorio también estuvo acompañado de técnicas
y prácticas administrativas; entre ellas, aquellas relacionadas con el manejo
del personal. Apareciendo los beneficios adicionales al salario monetario,
tales como servicios médicos y dotación de viviendas, fueron algunas de sus
aportaciones básicas. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">También según Espinoza
(2004) citando a Garbi y Piñango (1988), se estableció en muchas de las
organizaciones el rol del jefe de relaciones laborales. El perfil del jefe de
personal correspondía –y todavía se mantiene en muchas organizaciones
venezolanas- al de la persona encargada de ejercer “vigilancia”: alguien que verificaba
la asistencia de los trabajadores, amonestaba al personal, ponía “mano dura” al
chequear la labor de los trabajadores, y otras. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX;">La gestión de los Recursos Humanos se convierte entonces en una tarea
compleja y multidisciplinar, entroncada estrechamente con la estrategia de la
Organización. Una correcta política de gestión del personal puede ser la clave
del éxito en cualquier tipo de Empresa.</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">De la antigua administración del personal se pasó a la gestión de los recursos humanos. Pero eso no quiere decir
que se haya abandonado la primera función, sino que se han ido incorporando
otras que ya le son propias. Diseño de planes de formación y de carreras,
elaboración de políticas retributivas, valoración de puestos y evaluación de
desempeño, selección. <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Plantea </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Monteferrante, (2004), que en la década del noventa
se comienza entonces a plantear y a debatir sobre el carácter estratégico de la
gerencia de personal. Sin embargo las transformaciones en el entorno nacional e
internacional motiva a las organizaciones venezolanas a tomar acciones en la
dirección de las personas dentro de las organizaciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Proceso de Gerencia de los Recursos Humanos debe verse entonces </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;"> como un
procedimiento progresivo que trata de mantener siempre en la organización a la
gente adecuada, en las posiciones adecuadas, en el momento adecuado. Además
debe ser una actividad consciente y
planificada y no adoptar métodos de respuestas para situaciones de crisis, la
previsión es una de las claves del éxito en cualquier organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><u><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Planeación:</span></u></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;"> La planeación de Recursos Humanos tiene por
objetivo organizar que las necesidades
de personal se satisfagan de manera constante y adecuada. Se logra mediante el
análisis de:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><u><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Factores internos:</span></u></b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;"> Las
necesidades actuales y esperadas de
habilidades, las vacantes, las
ampliaciones, reducciones o ampliaciones
de departamentos.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><b><u><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Factores de ambiente externos</span></u></b><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">: Graduados a
ubicar, personas en la reserva de trabajo del
Ministerio de Trabajo, retirados, etc.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><u><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Reclutamiento:</span></u></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;"> Consiste
en reunir un grupo de candidatos que se ajustan al plan de Recursos Humanos. Los candidatos suelen
ser encontrados a través de anuncios en
los periódicos, revistas profesionales, en agencias empleadoras, contactos
personales y en visitas a centros y universidades.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><u><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Selección:</span></u></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;"> Utiliza solicitudes de trabajo, currículos,
entrevistas, exámenes de conocimientos y habilidades y estudio de evaluaciones
anteriores. Los Administradores son los que deciden finalmente el que ocupará
la plaza.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><u><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Inducción y
orientación:</span></u></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;"> Tienen por objetivo ayudar a los individuos
seleccionados a incorporarse a la organización. A los nuevos empleados se les
presentan sus compañeros de trabajo, se les familiariza con sus actividades y
se les da a conocer las políticas y expectativas relacionadas con el
comportamiento de los empleados.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><u><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Capacitación y
desarrollo:</span></u></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">
Proceso mediante el cual los directivos se proponen mejorar la capacidad de los
individuos y grupos para contribuir a la eficacia de la organización. </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">La capacitación está diseñada para mejorar las
habilidades en el trabajo actual. Los programas de desarrollo se diseñan para
preparar a los empleados para un ascenso.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><u><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Evaluación del
desempeño:</span></u></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;"> Compara
el desempeño de un individuo en su trabajo, con los estándares u objetivos
desarrollados para la plaza que ocupa. </span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Un bajo desempeño puede originar una acción correctiva, capacitación
adicional, un descenso o una separación. Un alto desempeño puede dar origen a
un ascenso, un estímulo de diferente índole, o capacitación para nuevas
funciones.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Bibliografía<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="EN-GB" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: EN-GB;">Abraham H.
Maslow, Motivation and Personality (Nueva York, Harper and Row, 1954.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">Administración
y Gestión de los Recursos Humanos. Colectivo de autores. Compilador y Autor
Principal M.Sc Luis del Toro Reyes. Folleto para la Maestría
de Gerencia Deportiva: s/f.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Gerencia de Recursos Humanos en
Venezuela. Espinoza R (2004). </span><span style="color: #231f20; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: ES-VE;">Visión gerencial • ISSN: 1317-8822 •
AÑO 3 • Nº 2 • VOL 3 • Julio - Diciembre, 2004 • 80-83</span><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;"><o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES;">James D.
Thompson. </span><span lang="ES-MX" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-MX;">Y Donald van
Houten Dinámica Operacional. Fundamentos Sociológicos da Teoría Administrativa
.As Ciencias do Comportamento Uma Interpretacao (S Paulo, Atlas 1975) pág. 30.<o:p></o:p></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-90589480456816596022016-04-08T10:39:00.001-07:002016-04-08T10:39:25.326-07:00La Cultura Organizacional<div class="MsoNormal" style="line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-language: ES;">Según Corredor (2000),
define la cultura organizacional como el conjunto de supuestos, convicciones,
valores y normas que comparte los miembros de una organización. La cultura es
un concepto que inicialmente es estudiado por la antropología bajo este contexto cultura es el conjunto de
conocimientos, creencias, leyes y moral, costumbres, capacidades y hábitos
adquiridos por el hombre, como miembro de la sociedad. La cultura de una
sociedad influye directamente en la cultura de las organizaciones y
consecuentemente en la productividad.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">De igual modo García (1999), analiza el desarrollo de la cultura
organizacional desde cinco enfoques diferentes. Un primer enfoque se
caracteriza por destacar que la cultura organizacional es lo que los
integrantes del grupo comparten sus puntos comunes, como los valores y
creencias a partir de los cuales se genera una particular forma de trabajo
colectivo. Un segundo enfoque expone que la cultura genera reglas y normas de
acción. Un tercer enfoque posee como punto en común señalar a los fundadores y directivos como generadores y
guías de la cultura, ya que la comunicación y comparten, y de esta forma
cultivan con el tiempo sus creencias, valores y formas de pensar hacia los
integrantes de la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El cuarto enfoque se caracteriza por destacar que la cultura influye de un
modo inconsciente en la forma de comportase del grupo ante la sociedad y el último
enfoque es aquel en el que la cultura ha sido referida como el software de la
empresa o como el logical que sirve como patrón mental que constituye y legítima
las actividades de la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 35.4pt;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La cultura organizacional se fundamenta en los valores, las creencias y los
principios que constituyen las raíces del sistema gerencial de una
organización, así como también al conjunto de procedimientos y conductas
gerenciales que sirven de soporte a esos principios básicos. En tal sentido
entre las características principales de la cultura organizacional, se puede
mencionar <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Identidad de
sus miembros, es el grado en que los trabajadores se identifican con la
organización como un todo y no solo con su tipo de trabajo.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Énfasis en el
grupo, las actividades de trabajo se
organizan en relación a grupos y no a personas.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Enfoque hacia
las personas, las decisiones de la administración toman en consideración las
repercusiones que los resultados tendrán en los miembros de la organización.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La integración
de unidades, se instruye que las unidades de la organización trabajan de manera
coordinada e independiente.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El control,
establece el uso de reglas, procesos y supervisión para el control de la
conducta de los individuos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Tolerancia al
riesgo, es el grado que se le permite a los empleados para que sean
innovadores, arriesgados y agresivos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">Los criterios
para recompensar, como se distribuyen las empresas entre los que podemos
mencionar el aumento de sueldos y ascensos de acuerdo con el rendimiento del
empleado.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El perfil hacia
los fines o los medios, en que forma la administración obtiene una visión de
los resultados o metas y no hacia las técnicas o procesos usados para
alcanzarlos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-left: 35.45pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span lang="ES" style="font-family: Wingdings; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-bidi-font-family: Wingdings; mso-fareast-font-family: Wingdings; mso-fareast-language: ES;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">El enfoque
hacia un sistema abierto, el grado en que la organización controla y contesta a
los cambios externos.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="background: white; line-height: 150%; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify; text-indent: 1.0cm;">
<span lang="ES" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: ES;">La cultura organizacional se encarga de ver cómo los miembros de la
organización perciben las características de la cultura dentro de la
organización, sin importar si a éstos les gusto o no. La cultura organizacional
representa la apreciación común de los miembros de la organización. Es decir,
son los valores, actitudes, cualidades que la organización posee; es lo que la
organización tiene como base, para regirse y actuar como ente tanto dentro y
fuera de ella. Una cultura organizacional definida en la organización
intensifica el compromiso de los colaboradores y el comportamiento del
empleador. La misma les dice cómo hacer las cosas y lo que es importante a los
miembros de la organización.<o:p></o:p></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-63052075230431988822016-04-08T10:37:00.006-07:002016-04-08T10:37:53.930-07:00”Patrocinio deportivo como herramienta de comunicación del valor e identidad deportiva”<div class="separator" style="clear: both; text-align: center;">
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<br />Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-256204388926274892016-04-08T10:29:00.001-07:002016-04-08T10:29:50.141-07:00Teoría de Sistema <div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Concepto
de sistema<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Existen varios
conceptos de sistemas dependiendo del autor o fuente consultada. Al respecto,
Chiavenato (2014), define sistema como “un conjunto de elementos
interdependientes que interactúan con efecto de alcanzar un objetivo o
finalidad” (p.351). <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Características
de los Sistemas<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Según Chiavenato en (2014), resalta que aspecto más importante del
concepto de sistema es la idea de un conjunto de elementos interconectados que
forman un todo, el cual tiene propiedades y características propias que no se
encuentran en ninguno de los elementos aislados. A lo que se le denomina
emergente sistémico; una propiedad o característica que existe en el sistema
como un todo, pero que no en los elementos que lo conforman. Las características
del agua son totalmente diferentes de las del hidrógeno y el oxígeno que la
forman.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> Bertalanffy
(citado por Chiavenato, 2014), define dos características básicas de los
sistemas: <o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Propósito u
objetivo: todo sistema tiene uno o varios propósitos u objetivos. Las unidades,
elementos u objetos, así como las relaciones, definen un arreglo que tiene
siempre una finalidad u objetivo por alcanzar. <o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l3 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Globalidad o
totalidad: todo sistema tiene una naturaleza orgánica, por lo cual una acción
que produzca cambios en una de sus unidades también los producirá en todas sus
otras partes.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Por otra parte,
Gómez, G. (1997), resalta que “la característica inicial de un sistema consiste
en estar compuesto por partes que ejercen interacción, cada una de las cuales
reviste intereses propios, sin estas interacciones el estudio del sistema seria
relativamente poco interesante, pues son ellos que enriquecen mucho el
comportamiento de un sistema y hacen de su análisis una tarea muy compleja. Los
componentes de un sistema están integrados por subpartes y, a su vez, estás
están ligadas mediante diversas interfaces” (p.9).<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify; text-indent: 35.4pt;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Ib., </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">refiere
que “todo el sistema, cualquier que sea su naturaleza, tiene tres
características básicas:<b><o:p></o:p></b></span></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; mso-list: l5 level1 lfo2; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Todo sistema contiene otros sistemas
(subsistemas) y a la vez está contenido en otros sistemas de carácter
superior.<b><o:p></o:p></b></span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; mso-list: l5 level1 lfo2; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Todos los componentes de un sistema, así como sus
interrelaciones, actúan y operan orientados en función de los objetivos
del sistema. se puede deducir que los objetivos constituyen el factor o
elementos que decepciona (sic) todas las partes del conjunto. <b><o:p></o:p></b></span></li>
<li class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; mso-list: l5 level1 lfo2; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">La alteración o variación de una de las partes o
de sus relaciones incide en las demás y en el conjunto. Sin dejar de
reconocer la importancia de las otras características, esta constituye uno
de los soportes básicos para la construcción del modelo o matriz de
análisis administrativos.<b><o:p></o:p></b></span></li>
</ol>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Tipos de sistemas<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> Una vez que se ha comprendido
que un sistema contiene <sup>n</sup> elementos en constante estado dinámico,
durante un periodo indefinido, debe tenerse cuidado de su comportamiento por
medio de una constante investigación. Según, Chiavenato (2014), los sistemas se
pueden clasificar según:<o:p></o:p></span></div>
<ol start="1" style="margin-top: 0cm;" type="1">
<li class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">en cuanto a su constitución, los sistemas pueden
ser físicos o abstractos.<b><o:p></o:p></b></span></li>
</ol>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Sistemas físicos
o concretos. se denominan hardware y se pueden describir en términos
cuantitativos de desempeño.<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l4 level1 lfo4; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Sistemas
abstractos o conceptuales. Se denominan software.<o:p></o:p></span></div>
<ol start="2" style="margin-top: 0cm;" type="1">
<li class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; mso-add-space: auto; mso-list: l1 level1 lfo3; text-align: justify;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">En cuanto a su naturaleza, los sistemas pueden
ser cerrados o abiertos.<o:p></o:p></span></li>
</ol>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Sistemas
cerrados. No tienen intercambio con el medio ambiente que los circunda, pues
son herméticos a cualquier influencia ambiental.<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Sistemas
abiertos. Tienen relaciones de intercambio con el ambiente por medio de
innúmeras entradas y salidas.<o:p></o:p></span></div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-jplGRroqg9C2LsuPXM83eAWwl2z93flAjn6bAQ2Eii6ZfebI3fc4S2Dp88ezLevDK6BYYH5fQEj96N0X_q3ad-kHhDWIug7hVRalxpxKYXN9WcV6aOrtjjdNDIqJEb-uSNvSmTI-ZeM/s1600/descarga+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-jplGRroqg9C2LsuPXM83eAWwl2z93flAjn6bAQ2Eii6ZfebI3fc4S2Dp88ezLevDK6BYYH5fQEj96N0X_q3ad-kHhDWIug7hVRalxpxKYXN9WcV6aOrtjjdNDIqJEb-uSNvSmTI-ZeM/s1600/descarga+%25281%2529.jpg" /></a></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 54.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l2 level1 lfo5; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Componentes
de los sistemas<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: 8.0pt; text-align: justify;">
<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Según Cejas (1997), las partes componentes de cualquier sistema son las
siguientes: <o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">a)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Insumos:<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Constituyen los componentes que ingresan en el sistema
dentro del cual se van transformando hasta convertirse en productos (salidas).<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">b)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Procesador:<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Es el componente que transforma el estado original de
los insumos o entradas, en productos o salidas.
Factor básico del procesador será la tecnología utilizada, dependiendo
del tipo o clase de sistema. Además de la tecnología, el procesador estará
constituido por normas, procedimientos, estructuras administrativas, etc. Su
forma, composición y funcionamiento, estará en relación del diseño que se
elabore.<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">c)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Productos:<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Son las salidas o la expresión material de los
objetivos de los sistemas, son los fines y las metas del sistema. En la
administración los productos serán los bienes, los servicios, etcétera. <o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; mso-list: l0 level1 lfo6; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">d)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Regulador:<o:p></o:p></span></div>
<div class="MsoNormalCxSpMiddle" style="line-height: 150%; margin-bottom: 8.0pt; margin-left: 36.0pt; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Es el componente que gobierna todo el sistema, al
igual que el cerebro en el organismo humano. En la administración el regulador
estará constituido por los niveles directivos y gerenciales que establecen las
“reglas del juego”, por medio de políticas que se instrumentan en planes,
estrategias, tácticas, etcétera.<o:p></o:p></span></div>
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<!--[if !supportLists]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE; mso-fareast-font-family: "Times New Roman";">e)<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Retroalimentación.
<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Los productos de un sistema
pueden constituir insumos del contexto o sistema superior. Mediante la
retroalimentación los productos inciden el sistema superior, el cual genera
energía a través de los insumos que vuelvan a entrar en el sistema para
transformarse nuevamente en producto o salidas. Además la retroalimentación
mantiene en funcionamiento al sistema.
<o:p></o:p></span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Importancia de los sistemas<o:p></o:p></span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> </span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;">Según Cejas (2014), la administración de consiste
fundamentalmente en la capacidad de manejar sistemas complejos, en mayor o
menor grado. En nuestros días observamos cómo poco a poco, los sistemas y su
estudio cobran importancia de acuerdo con el desarrollo de las organizaciones.
Se puede afirmar que los procedimientos, formas y métodos para llevar a cabo
las actividades son elementos componentes del sistema. <o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> Para
la práctica administrativa, adecuada y actualizada, serán los sistemas
utilizados los que así lo determinen. Estos serán por tanto realistas,
objetivos y flexibles, de modo que vayan acordes con el momento histórico y la
situación en que sean implantados. Es necesario también que sean claros y que
den la posibilidad a cambios estructurales, pero no de esencia. La
administración es en sí una metodología efectiva aplicable a las actividades y
a las relaciones humanas, siendo los sistemas un medio de acción y de
resultados Mediante ellos se evita que se pierdan de vista los objetivos
primordiales de la organización, pues de no ser por ellos se caería en
divagaciones. <o:p></o:p></span></div>
<br />
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"> Los
sistemas que se elaboran sin haber considerado posibles situaciones de cambio
corren el riesgo de quedar obsoletos e inservibles, por eso será necesario hacerles
modificaciones paulatinas, cada vez que aparezcan factores que ameriten
ajustes, cualesquiera que fueran y que afecten de manera directa a toda
organización.<o:p></o:p></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-VE;"><br /></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-54127068324683957932014-06-12T12:12:00.002-07:002014-08-18T18:18:35.110-07:00EL PATROCINIO DEPORTIVO<br />
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<b>PATROCINIO</b><span class="apple-converted-space"><b><span style="color: #444444; font-family: "Times New Roman","serif"; font-size: 13.5pt; letter-spacing: -1.5pt; line-height: 150%;"> </span></b></span><b><o:p></o:p></b></div>
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<b>
Convenio entre una persona, física o
jurídica y otra con el fin de que éste presente la marca o el producto que
desea promover la empresa patrocinadora. A la primera se la suele llamar
patrocinador y a la segunda patrocinado. El patrocinador suele buscar un
posicionamiento concreto de los mismos asociándolo a una actividad de cierto
prestigio</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif; font-size: 13.5pt; line-height: 150%;"> </span></b></span><b>. Por su parte, el patrocinado recibe de la firma
patrocinadora una contraprestación, normalmente económica o en material. Este
tipo de patrocinio es notorio en deportes y televisión. Muchas compañías
quieren a cambio que su logotipo aparezca en el uniforme del equipo. </b></div>
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<b><o:p></o:p></b><b style="line-height: 150%;">PATROCINIO DEPORTIVO </b></div>
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<b> </b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Barrada y Moliner (2004), herramienta de comunicación en la
que se da una provisión de recursos (económicos, fiscales, físicos y
humanos) por parte de una o más organizaciones a una o más personalidades
deportivas, autoridades deportivas, u organismos o códigos deportivos, para
permitir al /a los patrocinado/s seguir alguna actividad a cambio de derechos
contemplados en términos de la estrategia de comunicación de marketing del
patrocinador, y que pueden ser expresadas en términos de objetivos
corporativos, de marketing, de ventas y/o de comunicación y medidos en términos
de conexión entre los objetivos y el resultado deseado en términos de inversión
monetaria y no monetaria. <o:p></o:p></b></div>
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<b>Según</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif; letter-spacing: -1.5pt;"> </span></b></span><b>Crimmins</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif; letter-spacing: -1.5pt;"> </span></b></span><b>(1996), “el
patrocinio no cambia percepciones sobre la marca frontalmente, sino que
mejora la percepción de una marca bordeando las creencias sobre ella y
uniéndola a un acontecimiento o a una organización que el público
objetivo ya valora fuertemente”</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif; letter-spacing: -1.5pt;"> </span></b></span><b> <o:p></o:p></b></div>
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<span class="apple-converted-space"><b><span style="color: #444444; font-family: "Times New Roman","serif";"> </span></b></span><b>OBJETIVOS
DEL PATROCINIO<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>1 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio de
notoriedad:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif; font-size: 13.5pt; line-height: 150%;"> </span></b></span><b>el alcance es vital pues se pretende llegar al mayor número
de personas posible del grupo objetivo que recuerde y tenga presente el nombre
del producto.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>2 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio de
imagen:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>asociar el evento
patrocinado con el patrocinador es la unión entre la coherencia y la estrategia
que se desarrolle en el largo plazo.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>3 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio de
credibilidad:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>la asociación es
directa patrocina el evento con el suministro del equipo necesario y además
aporta financieramente para el desarrollo del mismo el objetivo es enseñar los
productos para conseguir la credibilidad necesaria para el producto.<o:p></o:p></b></div>
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<b><span style="line-height: 150%;">
En esta sociedad 3.0, los procesos se han tornado más complejos, pues los
adelantos de las TIC´s y la relaciones sociales han avanzado de modo acelerado,
por lo tanto las relaciones comerciales y las ventajas comunicativas, </span><span style="line-height: 24px;">también</span><span style="line-height: 150%;"> se han visto afectadas en ese entorno de transcomplejidad. Por ende para
clasificar el patrocinio es necesario tener bien delimitados una serie de
eventos, factores o variables sociales que condicionan las </span><span style="line-height: 24px;">características</span><span style="line-height: 150%;"> de
estas relaciones.<o:p></o:p></span></b></div>
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<b><span style="line-height: 150%;"><br /></span></b></div>
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<b>TIPOS DE
PATROCINIO DEPORTIVO <o:p></o:p></b></div>
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<!--[if !supportLists]--><b>1 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Según Público
objetivo.(deportista, medios de comunicación, espectadores, consumidores
actuales y potenciales).<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>2 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Según duración:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>(puntual o continuo)<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>3 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Según la
Naturaleza del patrocinio. Podemos distinguir entre tres tipos de programas de
patrocinio deportivo<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>a)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinador
exclusivo: la marca adquiere los derechos de representación en el evento,
excluyendo la participación de cualquier otra empresa.<o:p></o:p></b></div>
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTRgE3TPITXeTE9r3ec-2ICUWhzG4w5FkQr9xO68MsvmgMlrI0c" imageanchor="1"><img border="0" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcTRgE3TPITXeTE9r3ec-2ICUWhzG4w5FkQr9xO68MsvmgMlrI0c" /></a></div>
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<!--[if !supportLists]--><b>b)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio conjunto:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>se da cuando
existe un grupo de marcas que toman representación en el evento, normalmente
cada una tomando protagonista en su ámbito de actividad. Este tipo de
patrocinio lo vemos claramente en los grandes eventos deportivos, como
Campeonatos Mundiales y Olimpiadas.<o:p></o:p></b></div>
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<img height="131" 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" width="200" /></div>
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<!--[if !supportLists]--><b>c)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio
compartido: supone la asociación normalmente de dos marcas que se unen para
compartir en exclusiva la presencia en un evento deportivo. <o:p></o:p></b></div>
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<!--[if !supportLists]--><b>4 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Según Alcance.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>a)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio local:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>el impacto del
evento se reduce al municipio o ciudad. Es el caso de las cursas populares que
están muy bien posicionadas dentro del alcance de su localidad.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>b)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio
autonómico o regional:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>este tipo de
patrocinios tienen un mayor alcance y se suelen posicionar a nivel autonómico.
Sería el caso de la Carrera</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Nike-Bombers.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>c)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio
nacional:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>en este caso, el
evento deportivo se planifica para que tenga una repercusión nacional, y suele
involucrar a participantes y</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>aficinados</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>del país en cuestión.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>d)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Patrocinio
internacional:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>el alcance es
mundial y tiene representación por parte de todos los países. Este tipo de
patrocinio es el más exigente, tanto por la condiciones del patrocinador como
también por las garantías que se deben brindar por parte de la organización.
(Olimpiadas)<o:p></o:p></b></div>
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<!--[if !supportLists]--><b>5 .<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Según Objeto del
patrocinio.<o:p></o:p></b></div>
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<!--[if !supportLists]--><b> a)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><!--[endif]--><b>Individual:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Soul</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Electronics</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>tiene un acuerdo con el</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Usain</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Bolt</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>para desarrollar
su propia línea de audífonos, así como también Nissan Motors cerró un
multimillonario contrato el año pasado para trabajar con él en sus campañas
globales de promoción. <o:p></o:p></b></div>
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<a href="http://www.jamaicaolympics.com/wp-content/uploads/2012/08/soul-sl300jam-usain-bolt-signature-series-elite-hi-definition-noise-canceling-headphones-650x207.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="100" src="http://www.jamaicaolympics.com/wp-content/uploads/2012/08/soul-sl300jam-usain-bolt-signature-series-elite-hi-definition-noise-canceling-headphones-650x207.jpeg" width="320" /></a></div>
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<!--[if !supportLists]--><b> b)<span style="font-size: 7pt; font-weight: normal; line-height: normal;"> </span></b><b>Grupal:</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Puma es la marca patrocinadora del equipo de velocistas de
Jamaica en el que encontramos algunas figuras como <i>Bolt</i> y</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>Fraser-<i>Pryce.</i> </b></div>
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<a href="http://t0.gstatic.com/images?q=tbn:ANd9GcRqiBN59ftHtttVIVt8UGJAtBxmO1P60ZPGreK6-1R_b134x5GNCg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="149" src="http://t0.gstatic.com/images?q=tbn:ANd9GcRqiBN59ftHtttVIVt8UGJAtBxmO1P60ZPGreK6-1R_b134x5GNCg" width="200" /></a></div>
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<b><br /></b></div>
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<b><o:p></o:p></b><b style="line-height: 150%;"> </b></div>
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<b style="line-height: 150%;"> VENTAJAS DEL
PATROCINIO DEPORTIVO </b></div>
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</div>
<ul>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Se integra mejor en la vida del usuario externo, no consume
su tiempo adicional.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Se adapta mejor a las nuevas formas de la
información.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><b style="line-height: 150%; text-indent: -18pt;">Ofrece un campo cada vez más amplio de actuación, gracias
al progresivo aumento de las instalaciones recreativas y de ocio.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Creciente cobertura de los medios de comunicación de
encuentros deportivos.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">En algunos casos ofrece costos menores a los de la Publicidad.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Psicológicamente el mensaje del patrocinio es mejor
recibido porque su Filosofía es comunicar con hechos y no tan solo con un
eslogan comercial.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Refuerza la legitimidad social de la organización.</b></li>
</ul>
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<b>DESVENTAJAS
DEL PATROCINIO DEPORTIVO <o:p></o:p></b></div>
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<ul>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Ofrece más dificultad a la hora de medir su rentabilidad.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><b style="line-height: 150%; text-indent: -18pt;">Se necesita un Plan preciso y una investigación cuidadosa a
fin que se patrocine una actividad claramente aceptada.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Implica algunos riesgos incontrolables, como fraudes por
falta de investigación.</b></li>
<li><span style="font-family: Symbol; line-height: 150%; text-indent: -18pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><b style="line-height: 150%; text-indent: -18pt;">Distinción entre el patrocinio y otras figuras afines</b></li>
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<b>El patrocinio
deportivo debe distinguirse de otras figuras como el merchandising, el
mecenazgo o el convenio de colaboración. Por lo que al merchandising se
refiere, este hace referencia al comercio y consiste en la concesión de
una licencia para la fabricación, comercialización y distribución de productos
de un determinado tipo con el emblema, el logo, la imagen o cualquier otro
signo de una persona física o jurídica. Si bien podemos hallar traducción
literal del término, ésta no llega a precisar el concepto de la manera que lo
hace el término anglosajón. En este sentido hay autores que lo han traducido
como “licencia colateral” o “mercadeo”.<o:p></o:p></b></div>
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<b> </b></div>
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<b>En otro sentido podemos encontrar el mecenazgo. Mientras el patrocinio deportivo
o esponsorización se basa en un contrato oneroso que tiene prestaciones recíprocas,
el mecenazgo aporta de forma gratuita financiación o bienes para promover
o proteger determinadas actividades relacionadas con el deporte, sin
ninguna finalidad comercial. La doctrina lo clasifica como un contrato unilateral
y gratuito.<o:p></o:p></b></div>
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<b> </b></div>
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<b>Así pues, el mecenazgo se caracteriza por la liberalidad y el altruismo. Ahora
bien, debe precisarse que no siempre se mueve necesariamente por pura
filantropía, puede perseguir otros fines pero nunca publicitarios. Debe añadirse,
además, que el mecenas, y de ahí su origen etimológico, suele relacionarse más
directamente con las letras y las artes, que no con el deporte. <o:p></o:p></b></div>
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<b>Por contra, el
patrocinador o esponsor se decanta por actividades deportivas, porque
busca, dentro del campo de la cultura, aquellas manifestaciones que tengan
mayor seguimiento de público y con ello</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>difusión pues lo
que se persigue es la mayor publicidad posible. <o:p></o:p></b></div>
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<b> </b></div>
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<b>Ahora bien, en muchas ocasiones, resulta difícil distinguir, en el
mecenazgo las notas que lo caracterizan pues aunque la actuación del
mecenas es</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>formalmente una
liberalidad, no siempre es plenamente desinteresada. No resulta difícil
encontrar en</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif; font-size: 13.5pt; line-height: 150%;"> </span></b></span><b>ámbitos sujetos a
mecenazgo la marca o logotipo distintivos del mecenas. <o:p></o:p></b></div>
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<b>El patrocinio
deportivo, debe distinguirse también respecto de la subvención. En este
sentido, JUAN ANTONIO LANDABEREA señala que:<o:p></o:p></b></div>
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<b>No existe en la
subvención un contrato con contraprestaciones strictus en su, a
diferencia de lo que sucede en el contrato de patrocinio publicitario. La
subvención es simplemente una atribución patrimonial (dinero
habitualmente) a fondo perdido, sin obligación de restitución
para el beneficiario, generalmente realizada por la Administración
Pública, y que está afecta o vinculada a un fin por el que se otorga.<o:p></o:p></b></div>
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<b> </b></div>
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<b>Otra diferenciación que podemos mantener entre el contrato de esponsorización
y la subvención es que el núcleo del contrato de patrocinio es la
publicidad del patrocinador determinando la misma, la sujeción del
contrato a la regulación legislativa de la publicidad.<o:p></o:p></b></div>
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<b><br /></b></div>
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<b>Por el
contrario, la inserción del nombre o marca de la entidad que subvenciona
en las actividades que realiza el subvencionado es una condición accesoria
a ésta. Similar a la subvención y, también, diferente al contrato de patrocinio
es la donación</b><span class="apple-converted-space"><b><span style="font-family: 'Times New Roman', serif;"> </span></b></span><b>la diferencia entre uno y otro se encuentra en que la
donación se caracteriza por la ausencia de contraprestación y es esta ausencia
la que la distingue ya que el contrato de patrocinio está sujeto a la
utilización del patrocinado. Así mismo, afirma que la donación es un
negocio jurídico gratuito, mientras que el de patrocinio es oneroso.<o:p></o:p></b></div>
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<b> </b></div>
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<b>Debemos precisar que no sería la ausencia de onerosidad la diferencia entre uno
y otro ya que en el caso de donación modal si que podemos encontrar onerosidad.
De este modo, creemos que es más oportuno señalar que la principal deferencia
de la donación con el patrocinio es la ausencia, en el primer caso de beneficio
económico. Lo cual no es lo mismo que la ausencia de onerosidad ya que
por onerosidad podemos entender cualquier tipo de contraprestación, dineraria o
no.<o:p></o:p></b></div>
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<b>
</b></div>
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<b>Por último, el patrocinio deportivo o esponsorización debe distinguirse del
convenio de colaboración. La figura del convenio de colaboración ha introducido
un nuevo elemento de confusión ya que se encuentra a medio camino entre la
esponsorización y el mecenazgo.<o:p></o:p></b></div>
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<b><br /></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>Bibliografía <o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>LANDABEREA
UNZUETA, J.A.“El Contrato de Patrocinio Deportivo y su Regulación. Artículo
publicado en Patrocinio Deportivo y Financiación de Actividades Deportivas”. Dirección
General de Deportes del Gobierno de Canarias. [Consulta realizada el
01-2-14].Disponible On line: http://www.gobiernodecanarias.org/deportes/25.<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>LATORREMARTÍNEZ,J.“El
Contrato de Patrocinio Publicitario, su Regulación y la Cesión de Derechos de
la Personalidad”. Dossier Iusport, núm. 1, 2006.<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>LOBATOGÓMEZ,F. Prácticas
Administrativas. Madrid: Parafinfo, 1990, p. 174.23<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>DÍEZ PICAZO, L.M.y
PONCE DE LEÓN,L. Op. cit.<o:p></o:p></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>Vid.: AMADO,J. Mecenazgo
y Patrocinio, Las claves del marketing del siglo XXI. Madrid: Editmex,
1993,p.315, y VILLAFAÑE,J.</b><b><span style="font-size: 20.5pt; line-height: 150%;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>Principios de
Teoría General de la Imagen. s/l: Editorial Pirámide, 1996, p.55.</b><b><span style="font-size: 20.5pt; line-height: 150%;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<b>REINARES,
P.CALVO,S. Gestión de la comunicación comercial. </b><b><span lang="EN-US">España: Mc Graw Hill, 1999.p.40</span></b><b><span lang="EN-US" style="font-size: 18.5pt; line-height: 150%;"><o:p></o:p></span></b></div>
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Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com2tag:blogger.com,1999:blog-3662197998421634044.post-87592992348395378492014-05-14T18:33:00.000-07:002014-08-18T18:32:50.233-07:00El branding personal para la formación y consolidación del profesional.<div style="text-align: justify;">
<span style="font-size: small;"> La búsqueda de una reputación profesional muy pocas veces se complementa con la proyección del individuo desde un enfoque holistico, donde se conjuguen los entornos personales, sociales y laborales. La credibilidad como profesional de un individuo va mucho más alla de la confección de un currículo, es necesario enamorar al aempleador, demostrar y convencerlo que usted es la persona idónea para la actividad y que es insustituible. </span></div>
<div style="text-align: justify;">
A este proceso lo llamaremos “marketing personal” y Ricardo Alcázar lo define en El Blog de Recursos Humanos, http://blog.aptitus.pe/bienestar-personal-y-profesional como: “el concepto que cada persona es capaz de proyectar de sí misma al resto de la sociedad, a través de las acciones de su vida, que son tomadas de su propio plan estratégico personal, CREANDO VALOR al hacer felices a los demás”, esta construcción teórica va más alla de garantizar un nuevo puesto de trabajo a partir de una estrategia de ventas, se trata de definir quienes sómos, cómo nos ven los demás y como lo proyectamos, determinar estos enfoques permitirá entonces un crecimiento personal y profesional que prometa satisfaccer las expectativas de los empleadores.</div>
<div style="text-align: justify;">
Como un fin del marketing personal se podemos enmarcar la creación de una “marca personal”, que permitirá lograr los objetivos individuales en las diversas actividades transdisciplinarias en las que la persona esté involucrada, diseñar un plan de marketing para una marca personal es el primer paso para garantizar la diferenciación de quien eres, y que eres capaz de hacer.</div>
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<img alt="" border="0" height="224" 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" 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<span style="font-size: xx-small;"> Fuente: Peña Y(2014)</span> </div>
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Entonces podemos decir que apegándonos a la definición de Luis Linares V. del marketing personal “Es un sistema total de actividades ideado para planear productos en este caso personas, satisfactores de necesidades y deseos, desarrollar estrategias comerciales para saber a qué mercado laboral se dirigen, el análisis personal de cada persona a lo largo de su vida, posicionamiento en donde van a querer ubicarse en la mente del empleador y de sus conocidos, estrategias del marketing mix, es decir la asignación de sueldos a negociar, promoción o comunicación integral ,en este caso C.V. , carta de presentación, entrevistas tarjetas personales, red de contactos, participaciones sociales , académicas etc. y promoverlos y como llegar a los mercados meta, a fin de lograr los objetivos personales.” podemos entonces enfocar y definir mejor nuestros objetivos y aspiraciones profesionales para llegar a nuestro target. <br />
EL Personal Branding es el proceso por el cual profesionales, ejecutivos y empresarios se distinguen y destacan entre la multitud, facilitando el control de la forma en que te perciben los demás, para crear el impacto que deseas en los mismos. Nos hace sobresalir, ser notables, diferentes y visibles en un entorno homogéneo, competitivo y cambiante, satisfaciendo las necesidades de los demás. <br />
La creación de una marca personal es un proceso largo que requiere esfuerzo, perseverancia y nunca se debe comunicar lo que no se es. El medio es Internet, las redes sociales, el mundo 3.0 y todo lo relacionado con la era tecnológica, no obstante, por mucho que estemos inmersos en una sociedad digital, el contacto físico también adquiere relevancia. Por eso la credibilidad, basada en la confianza mutua, construida sobre el talento, la creatividad y la innovación, es la regla básica para el buen funcionamiento del branding. <br />
El Internet y los entornos 3.0 son la puerta de entrada para desplegar y dar notoriedad a la marca personal, pues brindan las herramientas que pueden ayudar a maximizar la reputación, proyectarse como profesionales, dando a conocer sus habilidades y sus logros personales. Las fuentes de las que deben nutrirse son las redes sociales, porque la información y la viralidad en el momento de realizar contactos que les pueden brindar es infinita. Por último propiciar un contenido atractivo hará el resto del trabajo, pues los usuarios de estas plataformas comparten, opinan y crean una imagen a partir de la elaboración de los juicios de valor que reciben.<br />
Es por eso que estar presentes en blogs relacionados con lo nuestro, participar en foros de debate y colaborando en webs pueden ser el medio por el cual los usuarios participen del contenido y que conozcan de primera mano las posibilidades y aptitudes de una persona como profesional. Crear una identidad única y personal es una forma de mejorar su presencia homogénea en los medios. Para ello, es necesario armonizar la “marca” que dejan fijando un tono único, una imagen y aquellos aspectos de su vida y su carrera que exponen a los medios. Ser únicos y auténticos no significa que sean negligentes en el contenido que generan en los medios.<br />
Grupos de interés para las marcas personales de un recién licenciado pueden ser empleadores, compañías que los pueden contratar tras concertar una entrevista y ver que su currículum vitae se adecua a sus necesidades. Deben realizar un ejercicio de marketing promocional a nivel personal, para conectar con los diferentes grupos de interés, diseñar un mensaje dependiendo de cada una de sus necesidades y comunicárselo por la vía que les confiera un 100% de éxito en la recepción de este mensaje. El marketing no tiene que ser una batalla por quien vende mejor una marca personal y sus servicios, sino una batalla de percepciones interpretadas por los futuros empleadores.<br />
Una marca personal está definida para dar respuesta a quién eres, qué haces, cómo lo haces y cómo comunicas lo que haces. Crearla no supone la pérdida de la humanidad del profesional. Gracias a este concepto, se ha reforzado el poder de diferenciarnos y por lo tanto de convertirnos en una ventaja competitiva frente a otros profesionales que luchan en nuestro mismo campo. Su marca personal puede llegar a conglomerar y transmitir su know-how y por ende ser la mejor carta de presentación de ustedes mismos.<br />
Hoy en día las marcas son una posesión muy valiosa para muchas empresas y cada vez más para las personas que se lanzan a apostar por crear estrategias de personal branding que se funda con la empresa en la que desempeñan alguna labor.<br />
Una marca es un valor seguro, es sinónimo de lealtad con la que otros requieren de tus servicios.Un profesional que se quiera embarcar sin naufragar en el mundo del personal branding, debe trabajar ese valor de marca ya que es el mejor certificado de calidad y comprobante de profesionalidad. La seguridad por ofertar lo mejor de ustedes, tras un extenso ejercicio de autoconocimiento es lo que conducirá a una persona a conseguir el éxito en este amplio campo de la marca personal. El éxito estará respaldado siempre que se esté ofreciendo algo diferente a los demás, beneficios que la hagan especial y única, algo lo bastante fuerte como para estrechar los lazos de lealtad con quienes se beneficien de lo que ofrecemos. La marca personal será la llave con la que darán el primer paso en la vida laboral que se abre hacia su futuro. Tengan presente que si no crean su marca personal otros la crearán por ustedes.<br />
El posicionamiento de su marca personal, es un proceso que puede llevarte entre seis meses a un año, por tanto la perseverancia es otro secreto para el éxito y defiendo este como la recompensa de saber que haces el mayor esfuerzo para ser lo mejor que eres capaz de ser, por tanto ningún logro importante en su vida estará libre de obstáculos: las limitaciones físicas, la imprevisibilidad de la naturaleza, la Ley de Murphy, o la resistencia al cambio. <br />
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" 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Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com1tag:blogger.com,1999:blog-3662197998421634044.post-80927079735585147802014-03-23T10:48:00.000-07:002014-03-23T10:48:42.006-07:00Marketing Electrónico<div class="separator" style="clear: both; text-align: center;">
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El Internet dio sus primeros pasos en los años 70 en Estados Unidos cuando los científicos e informáticos buscaban una manera de mantener comunicación mediante redes, únicamente con fines militares. <br />Conforme fue pasando el tiempo el Internet se volvió una herramienta básica para la comunicación, y en la actualidad es indispensable para la humanidad, pues se ve vinculado a la información inmediata, entretenimiento, investigación, entre otros. <br />Con el crecimiento del Internet a través de todo el mundo se puede acceder a diferentes páginas web, donde se puede comprar desde un lápiz hasta un automóvil, es por ese motivo que las empresas dedicadas a la comunicación como al comercio se han introducido al Marketing Digital.<br />Philip Kotler, experto en este tema durante una entrevista a La Gaceta, indicó que si una empresa no echa mano del marketing digital pronto quedará obsoleta y recomienda que realicen páginas web que gusten a la gente, además de usar la influencia de los medios como: youtube, facebook, myspace, blogs, podcast, etc.<br />Se debe mencionar que el Marketing Digital tiene el mismo objetivo del tradicional, que es el de satisfacer las necesidades de usuarios o clientes; pero con la evolución de la tecnología el marketing digital hace uso de herramientas digitales, y estas aplicaciones servirán para formar plataformas móviles como es el caso de redes sociales, telefonía móvil, internet wireless.<br />Según Philip Kotler se dice que el marketing es:<br />“un proceso social y administrativo mediante el cual grupos e individuos obtienen lo que necesitan y desean a través de generar, ofrecer o intercambiar productos de valor con sus semejantes”.<br />Con este concepto se refiere a generar un servicio o bien para satisfacer las necesidades del cliente o usuario y obtener ganancias al mismo tiempo. Pero el marketing no solo está destinado como un mecanismo económico y social sino que también se ve involucrado de manera importante en el crecimiento de una empresa o institución, sea esta pública o privada.<br />Pilares del marketing<br />Se debe tener en cuenta también que la definición del marketing se apoya en cuatro pilares: mercado meta, necesidades del cliente, marketing integrado y rentabilidad.<br />Mercado meta: está conformado por los segmentos del mercado potencial que fue escogido de manera específica como receptores de la gestión del marketing. Es el mercado que la empresa quiere y resuelve atraer.<br />Se debe tener en cuenta que los mercados están construidos por personas, hogares, empresas o instituciones que demandan productos.<br />Necesidades del cliente: se adquiere un producto o utiliza un servicio en busca de satisfacer las necesidades del cliente, y es preciso que las empresas lo ejecuten a plena complacencia de aquel para garantizar la continuación de la misma y que estos clientes sean fieles o que sirva para retener a los mismos.<br />Marketing integrado: el marketing ha de estar integrado tanto con el resto de los sistemas como con las decisiones que tomen en su interior; es decir es mejor cuando todos los departamentos de la empresa se coordinan en pro del cliente. Los beneficios del marketing integrado son: generar mejor calidad, producir campañas más consistentes y lograr que la inversión del marketing sea más productiva.<br />Rentabilidad: este es el objetivo de la organización y no debe olvidarse nunca la consecución de éste, que no debe sacrificarse por la satisfacción del cliente. Una empresa ganará dinero si satisface las necesidades de sus clientes mejor que sus competidores.<br />HERRAMIENTAS DEL MARKETING <br />En la actualidad la mayoría de los países, con independencia de su grado de desarrollo económico o de sus filosofías políticas, reconocen la importancia del marketing. <br />El crecimiento económico y su desarrollo dependen en gran parte de la capacidad para diseñar sistemas eficaces de marketing para sus materias primas y su producción industrial, y utiliza herramientas para su desenvolvimiento. <br />Profesionales<br />La persona especializada en marketing es el profesional que busca una respuesta, la atención del cliente o la compra de un voto, un donativo de otra parte una llamada o anuncio.<br />Necesidades, deseos y exigencias<br />El mercadólogo debe tratar de entender las necesidades, deseos y exigencias del mercado meta. Las necesidades describen cosas básicas que la gente demanda, los individuos tienen exigencias en todo sentido y al final estos influyen en los deseos que harán que se promueva mayor interés en consumir.<br />Producto u Oferta<br />Un producto es cualquier cosa que se puede ofrecer en un mercado para su atención, adquisición, uso o consumo, y que podría satisfacer un deseo o una necesidad. <br />Valor y Satisfacción<br />El producto u oferta llegará a tener éxito si entrega valor y satisfacción al comprador meta, haciendo que éste escoja entre diferentes ofertas la mejor, y ayudará a la existencia de beneficios funcionales como emocionales. Varias son las maneras en las que el especialista en marketing puede aumentar el valor de la oferta al cliente.<br />Las siguientes podrían ser tomadas como ejemplo:<br />Incrementar los beneficios<br />Reducir los costos<br />Incrementar los beneficios y reducir los costos<br />Intercambio y Transacciones<br />El intercambio es todo acto de adquisición de productos por el cambio de dinero o de otro artículo o servicio. En el intercambio existen 4 condiciones básicas:<br />Debe haber dos partes<br />Cada parte tiene algo que podría ser de valor a la otra.<br />Cada parte es capaz de comunicar y entregar.<br />Cada parte está en libertad de aceptar y rechazar la oferta.<br /><br />Canales de Marketing<br />Para llegar a un mercado meta, los especialistas en marketing utilizan tres tipos de canales:<br />1. Canales de comunicación o de diálogo: sirven para enviar mensajes a los compradores y recibir mensajes de ellos. En estos canales están: revistas, radio, televisión, correo electrónico, teléfono, valla, CD, de cada cliente sea empresarial o personal.<br />2. Canales de Distribución: sirven para exhibir, vender o entregar los productos y servicios físicos al comprador o usuario. Entre éstos se cuentan los distribuidores, mayoristas, minoristas y agentes.<br />3. Canales de servicio para efectuar transacciones con compradores potenciales. Los canales de servicio incluyen almacenes, empresas de transporte, bancos y empresas aseguradoras que facilitan las transacciones.<br />Ambiente de Marketing <br />Es el conjunto de factores o variables que, de manera directa o indirecta,<br />El macroambiente<br />Es la dimensión ambiental más amplia y general, que rodea a todas las instituciones sin distinción alguna y las impacta y afecta por igual. Se constituye de factores o variables que nacen fuera de la institución y por tanto, son externas a ésta.<br />Los factores macroambientales también se les conoce como Variables de Acción Indirecta y son:<br />1. Socio cultura<br />2. Economía<br />3. Político jurídico<br />4. Tecnología<br />5. Ecología<br />6. Demografía<br />Al interior de estos factores mencionados, a su vez encontramos otras variables que lo conforman. Por ejemplo, en el factor Demografía están:<br />Edad, género, ocupación, ciclo de vida familiar, entre otros sub indicadores demográficos; y así en todos los demás.<br />El microambiente<br />Es la dimensión ambiental más estrecha y particular que tienen todas las instituciones sin distinción alguna y que, a diferencia de las macroambientales, las impacta y afecta a cada una en particular.<br />Se compone de factores o variables que nacen dentro de la institución y, por tanto, son internas a ésta.<br />Los factores macroambientales también se les conoce como Variables de Acción Directa y son:<br />1. Capital<br />2. Fuerza laboral<br />3. Sistema de marketing<br />Como es de suponerse, igual que en el caso del macroambiente, al interior de estos factores mencionados, a su vez, encontramos otras variables que lo conforman. Por ejemplo, en el factor Sistema de Marketing, tenemos: producto, precio, plaza, publicidad - promoción (comunicación), y así en todos los demás, también.<br /><br />Origen del marketing en internet<br />El marketing en Internet se originó a inicios de 1990 con páginas web sencillas, que solo contenían texto y ofrecían información de productos. Luego, siguiendo el desarrollo del internet, evolucionó en avisos publicitarios completos con gráficos.<br />El Internet constituye un medio de comunicación cada día más importante y utilizado por millones de personas en todo el mundo. Como se sabe, es interactivo y a diferencia de los medios tradicionales como radio, periódico o televisión, permite conocer las preferencias y tendencias de consumo del posible cliente y desplegar información personalizada de acuerdo a ellas.<br />Internet ha cambiado mucho el mundo del marketing y de los negocios en general. Por eso, se debe tener en cuenta el empleo de este medio a la hora de elaborar la estrategia de marketing.<br /><br />El e-Marketing es una alternativa cada vez más utilizada por las empresas para difundir y promocionar sus productos y servicios. La verdadera importancia del marketing en Internet es que, definitivamente, se muestra con todo su poder y se hace casi infinito.<br />La publicidad en internet, según la página web denominada ¿Qué es el internet marketing?, ofrece muchas ventajas como:<br />1. Medir de forma muy precisa y continua el resultado de las campañas de publicidad.<br />2. Entrar directamente en contacto con los potenciales clientes o usuarios.<br />3. Permitir continuas adaptaciones y modificaciones de las campañas según las exigencias del momento.<br />4. Es mucho más económica que los medios de comunicación "tradicionales".<br />5. Analizar el tipo de clientes que adquiere nuestro producto.<br />Existen muchas agencias especializadas en la publicidad en Internet. Esas empresas se dedican a buscar anunciantes, asesorarlos, crear anuncios y banners para Internet, desarrollan planes de marketing en Internet, analizan las audiencias.<br />El marketing es uno de los procesos de la empresa y, cuando utilizamos internet y la electrónica para optimizar nuestra estrategia dentro de esta área, se realiza lo que se conoce como Marketing en Internet, e-Marketing o Ciber-Marketing. Es decir el marketing aplicado en la red recibe diferentes nombres; sin embargo tienen un mismo objetivo que es el de buscar una alternativa a la empresa para difundir y promocionar sus productos y servicios. El poder de esta rama se muestra como infinita.<br />Hay varias posibilidades: elaboración de una página web, marketing por email, optimización para buscadores. Esta última es la mejor herramienta de publicidad y gratuita.<br />Una página Web, también conocida como una página de Internet, es un documento electrónico adaptado para la Web, pero normalmente forma parte de un sitio Web. Su principal característica son los hipervínculos de una página, siendo esto el fundamento de la Web.<br />Marketing por email se ha convertido en un método muy popular de comunicación. Es más barato comparado ante cualquier otro medio de comunicación masivo y le permite enviar directamente a su cliente en lugar de lograr que su cliente tome la iniciativa de acercarse. Cuando es bien utilizado, es un método de marketing extremadamente exitoso en su negocio. Requiere trabajo diseñar y entregar el mensaje en forma tal que llegue a los lectores adecuados, sea lo suficientemente atractivo y logre su lectura y respuesta.<br />Los buscadores en Internet, son programas o aplicaciones que residen en un sitio o página web, los cuales, al ingresar palabras en sus recuadros de búsqueda, operan dentro de la base de datos del mismo buscador y recopilan todas las páginas que contengan información relevante y relacionada con lo que se busca; de hecho este es el principal desafío que enfrentan las compañías que brindan este servicio, el ser capaces de brindar un orden al verdadero océano de información que es la web (hablamos de red o web también para referirnos a la Internet). Las palabras que ingresamos en los recuadros para buscar se denominan en el medio "palabras clave", o "keywords" en inglés, por su importancia para obtener la información necesaria de la gran base de datos que maneja cada buscador.<br />Se debe tener en cuenta a la vez que no es solo tener una página web sino que la misma sea eficaz y genere ganancia para el negocio o la empresa.<br />El Internet ayudará para ganar nuevos clientes, descubrir oportunidades de optimizar las ventas, mejorar ante la competencia y satisfacer a los clientes con los que se cuenta.<br />Objetivos del marketing en internet levanta los resultados positivos de una compañía, ganando nuevos clientes, creando oportunidades de negocio, analizando mejor a la competencia, o haciendo que sus clientes estén más satisfechos. Pero a la vez presenta oportunidades para las empresas, donde pueden utilizar Internet para las siguientes actividades, según la página web Marketing XXI: <br /><br />Dar a conocer la empresa: Internet trabaja como una ventana publicitaria que sirve para impulsar nuestros servicios, con el valor añadido de poder segmentar, con el relacionado ahorro en costos de campaña si lo comparamos con otros medios masivos. Además la publicidad online puede medirse con mucha precisión, sabiendo en todo momento qué acciones son las más rentables, a fin de aprovechar mejor nuestro presupuesto.<br /><br />Posicionar la empresa: Una de las más innovadoras posibilidades que ofrece Internet a las empresas es la posibilidad de lanzar su oferta a través de buscadores, con un modelo que conlleva el pago por las visitas que se han derivado a nuestra web o por dotarla de los contenidos e información precisos para mejorar el posicionamiento en buscadores de la compañía. <br /><br />Conocer mejor a los clientes: El website de empresa es el mejor lazo de comunicación con los clientes. No sólo por ser una vitrina de la misma, sino porque facilita el diálogo y la comunicación con cada uno de los clientes, personalmente. Es muy frecuente que las empresas ofrezcan servicios bajo suscripción, teniendo el usuario que llenar un breve formulario en el que puede identificarse, creando para el editor los perfiles de usuario, que son una valiosa información para la empresa a la hora de estar al tanto del público para el cual la empresa es interesante. <br /><br />Fidelizar clientes: En la medida en que sepamos aprovechar toda la información que generan los visitantes de nuestra web, podremos darles mejores servicios al atender sus peticiones de la manera más personalizada posible. De este modo es mucho más probable que nuestros clientes queden más satisfechos y permanezcan con nosotros mucho más tiempo, e incluso que nos recomienden a otros clientes de características similares a las suyas. <br /><br />Investigación de mercados: Existen cuantiosos servicios que acuden a Internet para hacer investigaciones de mercado que ayuden al empresario a definir mejor su oferta. Por ejemplo, la realización de encuestas online sobre paneles de usuarios conlleva no sólo un gran ahorro de costos en comparación con las encuestas tradicionales, sino que los resultados se obtienen de modo rápido y ágil. <br /><br />Rentabilizar nuestra presencia en la red: Es el objetivo último de la empresa; la aplicación de actividades básicas se establecerá el plan de marketing. Toda inversión de recursos que realicemos en Internet exige que las empresas marquen ciertos objetivos a la web en términos de ROI (Retorno Sobre la Inversión).<br /><br />Herramientas del Marketing Digital<br />El internet nos brinda varias herramientas que podemos utilizar para lograr una buena estrategia de marketing, según el objetivo que se quiera conseguir; pero se debe tener presente cada uno de los diferentes componentes de Internet como tecnología y comprender el alcance que cada uno de estos da, de acuerdo con su posibilidad de generar resultados.<br /><br />E-mail marketing: se define como el manejo del e-mail con fines comerciales, de tal forma que mediante el envío de e-mail a los clientes o futuros puedan mantenerles informados sobre los productos o servicios e iniciar un diálogo en dos direcciones (empresa-cliente o prospecto y viceversa).<br /><br />Correo electrónico: El correo electrónico o e-mail es uno de los servicios fundamentales de Internet. Es el elemento o servicio más sonado en la red de redes. A través del e-mail es posible enviar mensajes de texto, imágenes, videos, archivos de sonido, podemos mantener una comunicación con uno o más clientes de forma inmediata y hacer marketing.<br />En poco tiempo se ha convertido en la herramienta de comunicación más importante a la hora de enlazarnos con clientes de otros lugares del mundo.<br /><br />Boletines electrónicos: Son herramientas muy fuertes de mercadeo directo. Mantienen informados a un grupo de usuarios respecto a información de un tema en particular. Son enviados constantemente a consumidores que han solicitado de forma previa su suscripción.<br />Tienden a sustituir todo tipo de publicaciones físicas que por su costo pueden ser fácilmente reemplazadas por este tipo de publicaciones en formato electrónico.<br /><br />La Web: Después del correo electrónico es el servicio más utilizado en Internet. Mucha gente asocia este con el significado mismo de Internet y su modo amigable de uso ha llevado a que sea la vitrina perfecta de empresas, productos y servicios a la hora de hacer negocios en la red.<br /><br />Enlaces patrocinados: Son un instrumento de publicidad que se basa en publicar anuncios de textos cortos o gráficos en buscadores, sitios web relacionados con la empresa, redes sociales, entre otros.<br /><br />Posicionar su marca: Internet se ha convertido en un paso imprescindible en la compra de un producto o servicio; por eso es trascendente estar presente en el momento que los usuarios se encuentran decidiendo o consultando antes de efectuar la compra.<br /><br />Redes sociales, origen y su aplicación en el marketing digital<br />Una red social es una estructura formada por un grupo de personas que sirve para interactuar entre sus miembros sin importar su ubicación, lengua o cultura. A través de estas aplicaciones se pueden compartir videos, fotografías, promocionar una marca de productos o servicios, entre otras actividades.<br />Las redes sociales se originan en el año 1995 cuando Randy Conrads crea el sitio web classmates.com con la que pretendía que la gente pueda mantener contacto con los compañeros del colegio, instituto o universidad.<br />Para el año 1997 surge sixdegrees.com, que permite a los usuarios crear perfiles, lista de amigos y enviar mensajes. En 2003 aparecen MySpace y Xing,. Pero el verdadero fenómeno llegó en 2004 con Facebook.<br />Las redes sociales significan para las empresas un ahorro económico, al poder publicitar su marca a comparación de las campañas de publicidad tradicionales; sin embargo la promoción que se realice por esta vía debe ser creativa y evitar caer en spam.<br /><br />Twitter<br />Es una aplicación web gratuita de tipo microblogging51 que reúne la ventaja de los blogs, las redes sociales y la mensajería instantánea. Esta nueva manera de comunicación, permite a sus usuarios estar en contacto en tiempo real con personas de su interés a través de mensajes breves de texto a los que se denominan Updates también conocidas en español como actualizaciones o Tweets.<br />Twitter fue fundado en marzo de 2006 por los estudiantes de la Universidad de Cornell en Nueva York, Jack Dorsey, Biz Stone, Evan Williams y Noah Glass.<br /><br />Facebook<br />Es un sitio web formado por una amplia red de personas, empresas, entidades públicas, privadas y organizaciones sociales que quieren relacionarse. La gente utiliza facebook para mantenerse al día con sus amigos o compañeros compartiendo fotos, enlaces, vídeos, comentarios, sugerencias, etc.<br />Para ser miembro de esta red social únicamente necesitan una dirección de correo electrónico. El usuario controla la privacidad sobre quién puede ver la información del perfil.<br />Facebook se presenta como una plataforma para lograr reputación online, pues es capaz de fomentar una marca personal o empresarial, además de agregar tráfico a la página web oficial en el caso de una institución.<br />Una de las herramientas destacadas de facebook es la creación de una Fan Page, cuyo objetivo es dar seguidores a la empresa o marca, logrando que se vinculen con ella a través de un click en el botón Me Gusta.<br /><br /> Youtube <br />Este sitio ofrece un servicio gratuito para compartir videos. Entre el contenido que se puede encontrar están clips o trozos de películas, series, videos deportivos, noticiosos, de música, pasatiempos, y toda clase de filmaciones caseras personales. <br />Fue fundado en Febrero del 2005 por empleados de Paypal, Chad Hurley, Steven Chen y Jawed Karim, y ya para el 2006 la revista Time lo nombró como el invento del año. Para el 2006 Youtube fue adquirido por el conocidísimo Google.<br /><br />Instagram <br />Es una aplicación gratuita usada para aplicar efectos a las fotografías y compartirlas en las redes sociales. Recientemente la compañía fue adquirida por Facebook.<br />Las grandes marcas no dudaron en unirse a la comunidad Instagram y capturar momentos que reflejen su identidad corporativa como una forma de acercarse a los consumidores.<br />Algunas de las empresas que utilizan Instagram son: Starbucks, Coca-Cola; Pepsi; Nike, Adidas. Levis y Swatch, entre muchas otras.<br />Ahora que conoces Instagram y sabes cómo funciona, no dudes en comenzar a utilizarlo para editar tus fotos y compartirlas con tus contactos en las redes sociales.<br /><br />Marketing electrónico en el deporte.<br />Mullin [et al.] define el marketing deportivo como “todas las actividades diseñadas para satisfacer las necesidades y deseos de los clientes del deporte mediante procesos de intercambio” (1993:6). Aunque esta definición es similar a la que ofrecen teóricos del marketing en general, incluyendo la idea de satisfacer las necesidades y deseos, desarrolla la noción fundamental de marketing de Kotler como un proceso que implica a toda una organización.<br />Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-47084258977914956872014-03-23T08:03:00.001-07:002014-03-23T08:03:16.726-07:00La Comunicación Integral del Marketing en el Deporte<div style="text-align: justify;">
A lo largo de varias décadas, la orientación hacia la integración de las estructuras y la interacción y coordinación entre los distintos niveles estratégicos dentro de los complejos organizativos, han demostrado ser una fórmula de éxito estratégico y de desempeño organizativo.</div>
<br />La integración a la que hacemos referencia se está produciendo, asimismo, en la propia gestión de las actividades de marketing y de las actividades cross-funcionales de las empresas en general. El concepto marketing integrado es cada vez más reconocido como forma de armonizar las distintas funciones de marketing con objeto de orientarse al cliente y a sus necesidades .Para su implementación final es necesario que en las etapas previas se realice un esfuerzo de coordinación entre las distintas áreas de marketing.<br />
<br />En particular, en el caso de la comunicación comercial, Kitchen (1999) plantea que para alcanzar un marketing integrado en la empresa, primero es necesario superar distintas etapas donde la integración de la comunicación sea cada vez mayor y más consistente.<br />
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A partir de todos estos cambios, más la tendencia a la integración y el mayor estrechamiento de las relaciones entre empresa y grupos de interés (clientes, accionistas, distribuidores, etc.), surge a finales de los años ochenta el concepto Comunicación Integral de Marketing (CIM), que comienza a ser reconocido y desarrollado en la década posterior. <br />
<br />El concepto CIM sugiere el giro de las empresas hacia una comunicación gestionada integralmente en vez de una gestión independiente de las distintas disciplinas de comunicación, esto es, la combinación consistente y sinérgica de los instrumentos de la comunicación y la interacción entre ellos, con la finalidad de converger en una dirección común y reforzarse mutuamente, con lo que se consigue un mayor impacto en el mercado.<br />
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La Comunicación integral aplicada al deporte es un concepto nuevo, ya que se propone un modelo de comunicación integral, entendida como el conjunto homogéneo y coordinado de herramientas de la comunicación corporativa y comercial buscando un efecto sinérgico. Según Lacasa (1998) presentar esta forma de entender la comunicación presenta las siguientes ventajas: <br />• Buscar la comunicación en la eficacia de las acciones, teniendo éstas un plus global, continuo y a largo plazo, <br />• Garantizar un aumento del feedback, una mejor adecuación de los mensajes, además de obtener información sobre la propia realidad empresarial.<br />• Obtener un aumento de la credibilidad en los mensajes emitidos.<br />
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<b> ELEMENTOS DE LA COMUNICACIÓN INTEGRAL DE MARKETING</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGDmEUOxJVSXwN7DCh-98XN6jhsM34ZUw5w5jYMEPkoEM6wEgKL4XAriqfGiF9j-LbxogUmg3Ovhbp_vkh1Qd3kbCnI6wfDB7nbky3RGu7HprLp7QvtnwVPK5oLAUb8-xDwvNlXFJMbL8/s1600/Sin+t%C3%ADtulo.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhGDmEUOxJVSXwN7DCh-98XN6jhsM34ZUw5w5jYMEPkoEM6wEgKL4XAriqfGiF9j-LbxogUmg3Ovhbp_vkh1Qd3kbCnI6wfDB7nbky3RGu7HprLp7QvtnwVPK5oLAUb8-xDwvNlXFJMbL8/s1600/Sin+t%C3%ADtulo.png" height="332" width="640" /></a></div>
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<br />Fuente: Méndez y Peña (2014)<br />
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<br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br /><br />Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-77286890722622951902013-08-11T22:26:00.001-07:002013-08-11T22:26:08.642-07:00Qué es el neuromarketing<div style="background-color: #f4f4f4; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 14px; margin-left: 40px; text-align: justify;">
El cerebro de los consumidores se encuentra sobresaturado de información acerca de necesidades impuestas por las diferentes ofertas de productos y servicios, está colapsado de productos sustitutos, homogéneos, renovados, nuevos, en fase de declive, casi estalla al recibir más de 20000 impactos diarios de necesidades impuestas por medios externos, comerciales, personales, entre otros.<br /> </div>
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Debemos aprender a conocer que queremos realmente, asi nuestra navegación en la incertidumbre de los deseos y de las modas fugaces, se podrá hacer de forma menos riesgosa. Es necesario partir de la teoría del Cerebro Triuno, establecida en 1990, para definir mejor en cual de los tres cerebros debe concentrarse el estimulo.<br /><br />Además es necesario establecer las diferencias entre los consumidores, no solo tomando en cuenta su cultura, su poder adquisitivo, su status, sino además su género, a partir de las diferencias en sus cerebros basada en el procesamiento de la información.</div>
<span id="goog_1132044536"></span><span id="goog_1132044537"></span><span style="background-color: white; font-family: Arial, Helvetica, Tahoma, sans-serif; font-size: 13px;"><br /><br />Leer más: <a href="http://gestiondeportiva-uds.webnode.com.ve/news/neuromarketing/?utm_source=copy&utm_medium=paste&utm_campaign=copypaste&utm_content=http%3A%2F%2Fgestiondeportiva-uds.webnode.com.ve%2Fnews%2Fneuromarketing%2F" style="color: #5d650e;">http://gestiondeportiva-uds.webnode.com.ve/news/neuromarketing/</a><br /></span>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-68193025893720309792013-07-06T01:52:00.002-07:002013-07-06T02:00:47.124-07:00ESTUDIOS REALIZADOS POR ESTUDIANTES SOBRE LOS NEGOCIOS DEPORTIVOS CON MAYORES GANANCIAS SEGÚN FORBES <br />
ESPN COMO NEGOCIO DEPORTIVO<br />
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<a href="http://www.slideshare.net/yuliki/espn-exponer?utm_source=ss&utm_medium=upload&utm_campaign=quick-view" target="_blank">http://www.slideshare.net/yuliki/espn-exponer?utm_source=ss&utm_medium=upload&utm_campaign=quick-view</a><br />
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UNDER ARMOUR<br />
<a href="http://www.slideshare.net/yuliki/marketing-hoy?utm_source=ss&utm_medium=upload&utm_campaign=quick-view" target="_blank">http://www.slideshare.net/yuliki/marketing-hoy?utm_source=ss&utm_medium=upload&utm_campaign=quick-view</a>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-21080352186929526032012-12-02T18:58:00.002-08:002012-12-02T18:58:59.677-08:00GESTIÓN TECNOLÓGICA DEL DEPORTE UDS<img src="http://www.uideporte.edu.ve/CRM/modulos/FCK/editor/Imagenes/DSC_1287.JPG" /><br />
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Exhibición de maquetas en la UDS demuestra cómo deberían ser las instalaciones deportivas</h1>
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<span lang="ES" style="border: 0px solid yellow; font-size: 1em; text-align: center;">Reflejando lo aprendido en clases así como las necesidades presentadas por los individuos en las diferentes comunidades del estado, los estudiantes de la Universidad Deportiva del Sur presentaron una serie de maquetas relacionadas con las instalaciones deportivas.</span></div>
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<span lang="ES" style="border: 0px solid yellow; font-size: 1em; text-align: center;"><span style="border: 0px solid yellow; font-size: 1em;"></span>La exhibición fue realizada en los pasillos principales de la institución para así socializar el arduo trabajo estudiantil con toda la comunidad universitaria. De este modo, se trató de demostrar cómo deben ser las instalaciones deportivas de acuerdo a los gustos y necesidades de las comunidades donde vayan a estar ubicadas.</span></div>
<div class="MsoNormal" style="border: 0px solid blue; height: auto; margin-bottom: 5px; margin-left: 10px; margin-top: 5px; width: auto;">
<span lang="ES" style="border: 0px solid yellow; font-size: 1em; text-align: center;"><span style="border: 0px solid yellow; font-size: 1em;"></span>En este sentido, según Yuleimi Peña docente de la UDS, para esta actividad se conjugaron el segundo y cuarto semestre de Gestión Tecnológica del Deporte, con las unidades curriculares Higiene de Instalaciones Deportivas y Diseño de Instalaciones Deportivas. “Se esta evaluando la creatividad, el respeto a las normas y medidas oficiales de cada edificación deportiva y muy por encima de todo, que hayan tomado en cuenta las necesidades expresadas por los miembros de las comunidades donde han trabajado”, dijo.</span></div>
<div class="MsoNormal" style="border: 0px solid blue; height: auto; margin-bottom: 5px; margin-left: 10px; margin-top: 5px; width: auto;">
<span lang="ES" style="border: 0px solid yellow; font-size: 1em; text-align: center;"><span style="border: 0px solid yellow; font-size: 1em;"></span>Se pudo evidenciar durante la exposición, un grupo de maquetas referentes<span style="border: 0px solid yellow; font-size: 1em;"> </span>a varias infraestructuras deportivas y recreativas, a través de las cuales los jóvenes demostraron el conocimiento adquirido en clases, su creatividad y ganas de ofrecer un buen ambiente para la práctica de actividad física. De este modo, un total de 80 estudiantes venezolanos, gambianos, angoleños, haitianos y bolivianos se dedicaron a realizar los 25 trabajos presentados.</span></div>
<div class="MsoNormal" style="border: 0px solid blue; height: auto; margin-bottom: 5px; margin-left: 10px; margin-top: 5px; width: auto;">
<span lang="ES" style="border: 0px solid yellow; font-size: 1em; text-align: center;"><span style="border: 0px solid yellow; font-size: 1em;"></span>Peña manifestó que la importancia del evento radica en que los futuros gerentes deportivos tengan una idea de lo que será su trabajo en las comunidades una vez que egresen al campo laboral, todo con miras a ofrecer instalaciones deportivas de calidad que fomenten en la población ganas de hacer actividad física para mantener una buena salud.</span></div>
</div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-14624702111780995222012-12-02T18:52:00.001-08:002012-12-02T18:52:31.099-08:00SOY DE GESTIÓN TECNOLÓGICA DEL DEPORTE DE LA UNIVERSIDAD DEPORTIVA DEL SUR<br />
<div style="line-height: 150%; text-align: justify;">
<span lang="ES-VE">El espacio comunitario ha constituido
específicamente un escenario importante en la formación integral de los
estudiantes. El desarrollo del proceso de integración del trabajo comunitario,
ha estimulado la puesta en práctica de diferentes proyectos en los cuales el
estudiantado desempeña un papel significativo, ya sea como gestores,
conductores o protagonistas.<o:p></o:p></span></div>
<div style="text-align: justify;">
<span lang="ES-VE"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> Los
“III Juegos Deportivos Intercomunitarios UDS 2011” que próximamente se van a
disputar en varias comunidades del Municipio Ezequiel Zamora del edo. Cojedes,<b> </b>es un evento deportivo organizado por
los estudiantes de gestión tecnológica del deporte (GT y GM 501), en el cual se
pretende realizar un trabajo articulado y coordinado con los programas de
formación Entrenamiento Deportivo y Actividad Física y Salud del 5to y 7mo
semestre, con el apoyo del departamento de Proyecto Comunitario y los
diferentes asesores en materia.</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">DESCRIPCION
DEL EVENTO<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Fecha:
</span></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Los III Juegos
Intercomunitarios UDESUR 2011 estará pautado para los días 20 al 23 de Junio
del año en curso (semana 15 periodo académico I- 2011)<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Tiempo:
</span></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">32 horas<b><o:p></o:p></b></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Sedes:</span></b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
</span><span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Los Iraníes, Las Tejitas, San Ramón, E.B.B. General
Francisco de Miranda, Parque San Carlos<b>,
</b>Gimnasio de Baloncesto de la Villa Olímpica, Estadio de Beisbol Monseñor Padilla.
</span><b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Responsables:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Estudiantes del 5to Semestre de Gestión Tecnológica
del Deporte (33)<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Docentes
Colaboradores<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Yuleimi Peña<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Ronald
Fajardo<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">José
Luis Rivas<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Comisiones:<o:p></o:p></span></b></div>
<div class="MsoListParagraphCxSpFirst" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Comité
Organizador<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Logística<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Transporte<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Protocolo<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Implementos
Deportivos.<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Mesa
Técnica<o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="line-height: 150%; text-indent: -18pt;">
<!--[if !supportLists]--><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;">
</span></span><!--[endif]--><span lang="ES-TRAD" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: ES-TRAD;">Seguridad
e Higiene<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span lang="ES-TRAD" style="font-family: Symbol; font-size: 12pt; line-height: 150%; text-indent: -18pt;"><span style="font-family: 'Times New Roman'; font-size: 7pt; line-height: normal;"> </span></span><span lang="ES-TRAD" style="font-size: 12pt; line-height: 150%; text-indent: -18pt;">Premiación</span> <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Distribución de las
Comunidades</span></b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Las
Margaritas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Aeropuerto<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Aeropuerto
I<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Rómulo
Gallego<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Rómulo
Gallegos-Las Culebras.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">San
Ramón <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Las
tejitas.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">23
de enero.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">La
Yaguara<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Samanes
I<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">La
Mapora<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Eleazar
Almart<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">La
Blanquera <o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Los
Malabares.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Fundabarrio.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Urbanización
Barreto Méndez<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">E
B B Eloy Guillermo Gonzáles.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Monseñor
Padilla<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Limoncito<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%;">
<span lang="ES-TRAD" style="font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Estudiantes:</span></b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">60 de Actividad Física y Salud.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">159 de Entrenamiento Deportivo.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">33 de Gestión.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 5pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Promotores:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">20 con niños de discapacidad.<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Personal de Apoyo:<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">22 entre docentes y estudiantes<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 6pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Atletas:<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">782 en total<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 7pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Disciplinas
Competitivas (categoría de 10-12 años):<o:p></o:p></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Futbol Competitivo: 200<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Balonmano: 36<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Atletismo: 20<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Baloncesto Competitivo: 60<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Béisbol: 64<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Kikingbol: 30<o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span lang="ES-VE" style="font-size: 6pt; line-height: 150%;"><o:p></o:p></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;"><br /></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;">Disciplinas de
Exhibición (Categorías de 10-12):</span></b><span lang="ES-VE" style="font-size: 12pt; line-height: 150%;"> <o:p></o:p></span></div>
<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Lucha: 10</span>
<div class="MsoNormal">
<br /></div>
<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Gimnasia: 10</span>
<div class="MsoNormal">
<br /></div>
<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Tae kuondo: 10</span>
<div class="MsoNormal">
<br /></div>
<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Pesas: 10 </span>
<div class="MsoNormal">
<br /></div>
<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Esgrima: 10</span>
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Karate: 10</span>
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Patinaje: 10</span>
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Futbol Sala: 7 Equipo con 10 integrantes. </span>
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Voleibol: Equipos con 12 integrantes.</span>
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Baloncesto: 4 Equipos de 14 integrantes.</span>
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<b><span lang="ES-VE" style="font-size: 12pt; line-height: 115%;">Atletas (niños) con necesidades especiales: 102</span></b><br />
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<img src="http://www.uideporte.edu.ve/CRM/modulos/FCK/editor/Imagenes/DSC04370%20jpg(1).jpg" /><span style="font-family: Times New Roman, serif;"><span style="line-height: 18px;"><b><br /></b></span></span><span lang="ES-VE">
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;"><o:p><br /></o:p></span></div>
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<span lang="ES-VE" style="font-size: 12pt; line-height: 115%;"><o:p><br /></o:p></span></div>
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<span style="font-family: Times New Roman, serif; font-size: small;"><span style="line-height: 18px;">Con estos juegos los estudiantes de gestión ponen a prueba los </span></span><span style="font-family: Times New Roman, serif;"><span style="line-height: 18px;">conocimientos</span></span><span style="font-family: Times New Roman, serif; font-size: small;"><span style="line-height: 18px;"> adquiridos en varias unidades curriculares, como Marketing Deportivo, Uso y mantenimiento de las instalaciones, Gestión de eventos deportivos y Proyecto comunitario.</span></span></div>
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Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-71207455725820209262012-11-23T17:21:00.001-08:002012-11-25T20:40:54.709-08:00promoción deportiva<div class="MsoNormal" style="line-height: 150%; margin: 0cm 0cm 10pt; text-align: justify; text-indent: 35.4pt;">
<span lang="ES-EC" style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">La promoción es una herramienta del marketing cuyo objetivo es <span style="mso-spacerun: yes;"> </span>informar, persuadir y recordar al público objetivo acerca de las bondades de los productos y servicios que una empresa u organización les ofrece, para de esta forma influir en sus actitudes y comportamientos, transformando sus deseos en necesidades. </span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES-EC" style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Promoción Deportiva<o:p></o:p></span></b></div>
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<span lang="ES-EC" style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Es la técnica de mercadeo cuyo fin es disuadir al mercado objeto de estudio (consumidores), en este caso, nos centramos en los deportistas, los practicantes y los espectadores deportivos, de las bondades y cualidades de una disciplina deportiva, de un producto o de un servicio deportivo. Va a estar determinada por diferentes estrategias que le permitirá posesionarse del mercado, tales como: publicidad, eventos, <span style="mso-spacerun: yes;"> </span>experiencias, relaciones públicas, promociones de ventas, y mercadeo directo a través de catálogos.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%; mso-bidi-font-size: 10.0pt;">Herramientas a utilizar en una propuesta de promoción de una disciplina deportiva.<o:p></o:p></span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%;">Charla<o:p></o:p></span></b></div>
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<span style="font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%;">Conversación<strong><span style="color: black; font-weight: normal; mso-bidi-font-weight: bold;">, que generalmente ostenta tintes amistosos e informales, y que uno mantiene con otro individuo o con varios, que hacen las veces de interlocutores, con el fin de comentar algún tema, ponerlo o tomar conocimiento de algo, entre otras cuestiones</span></strong><b style="mso-bidi-font-weight: normal;"><span style="color: black;">.<o:p></o:p></span></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%;">Exhibiciones deportivas<o:p></o:p></span></b></div>
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<span style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%;"><a href="http://que-significa.com.ar/significado.php?termino=demostraci%F3n" title="Significado de demostración"><span style="color: #222222; text-decoration: none; text-underline: none;">Demostración</span></a> <a href="http://que-significa.com.ar/significado.php?termino=p%FAblica" title="Significado de pública"><span style="color: #222222; text-decoration: none; text-underline: none;">pública</span></a> de una disciplina o <a href="http://que-significa.com.ar/significado.php?termino=actividad" title="Significado de actividad"><span style="color: #222222; text-decoration: none; text-underline: none;">actividad</span></a> deportiva sin <a href="http://que-significa.com.ar/significado.php?termino=car%E1cter" title="Significado de carácter"><span style="color: #222222; text-decoration: none; text-underline: none;">carácter</span></a> <a href="http://que-significa.com.ar/significado.php?termino=competitivo" title="Significado de competitivo"><span style="color: #222222; text-decoration: none; text-underline: none;">competitivo</span></a><b style="mso-bidi-font-weight: normal;"><o:p></o:p></b></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%;">Talleres educativos.<o:p></o:p></span></b></div>
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<span lang="ES" style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%; mso-ansi-language: ES;">Aplicado a la educación, es una forma alterna del método frontal en donde se combinan dos aspectos: la teoría y la práctica. Así, este modelo puede definirse como “una forma de aprendizaje organizado, preferentemente para practicantes más avanzados”.<o:p></o:p></span></div>
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<b style="mso-bidi-font-weight: normal;"><span lang="ES" style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%; mso-ansi-language: ES;">Ferias Deportivas<o:p></o:p></span></b></div>
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<span style="color: black; font-family: 'Times New Roman','serif'; font-size: 12pt; line-height: 150%;">Las exposiciones o ferias deportivas son ambientes creados para favorecer el intercambio de información entre diferentes actores acerca de una disciplina deportiva y pueden ser desde los beneficios de su práctica hasta sus implementos deportivos.<o:p></o:p></span></div>
Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-44312172851714279552012-06-27T15:59:00.000-07:002013-05-13T21:20:00.299-07:00Patrocinio Deportivo en Venezuela<div style="text-align: justify;">
El <b>patrocinio deportivo</b> es una estrategia que facilita una dotación de recursos (considérese como recursos: los financieros, materiales, tecnológicos y humanos) de una organización, empresa, o institución (el patrocinador) hacia una disciplina deportiva, un deportista, un equipo, una liga, o un evento; para permitir que la institución reciba un beneficio que se puede traducir en ingresos, en expansión de imagen y promoción de su marca, dentro de un mercado totalmente rentable como lo es el deporte. El patrocinio puede establecerse con empresas públicas o privadas. </div>
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A partir de la vinculación del deporte como herramienta esencial en el rescate de valores sociales y humanos en Venezuela, el Ministerio del Poder Popular para el Deporte ha implementado una labor titánica para llevar la practica deportiva hacia las comunidades más recónditas del país. Recordemos además que el ministerio se fundamenta con las Directrices del PPS "Nueva Ética Socialista" y "Suprema Felicidad".</div>
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<a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAM8AAACbCAIAAABK/FjpAAAgAElEQVR4nHTX5XNbab7o+/wH91ads2fvmemZHurpnplOQ6CT7jA7dsxs2ZYtyWJmaYmZZZAMkmVmZrZlZog5HIMkiwxJHDAkui/cPXvPmXtWfeqpVavWi/XiW79nPae+++qvoffvRQXcv3vxfODVH0F+NyD+11GBN/D+l7lRd9LgkYXkxGomtB6AtvORXSJUj5jQKyGe6Bbh23noFgDRxEppZMIaGNA6WnINBVxJjC/DxZZgooswUfmoUDMiOAsamJ7op465JQ6/wg+6AgRdYgVfo4VcJYbcwIRcg4fchITeSA69CQ69HXnvatidK09mxt567btbtl3vlte5tbPj3d72eHc827vu7T3X7p57d8+5t+fYeb3pfffc9f65a9/meuPx7L52b7/2eva8206v+4Vtc3bHM73/avbt7szR2+V9z+zCVDcOjkOm0CPDEMkQhlRZFA/l3wrC3o2kg8mmCIwxAGkIwlvieA1wtRWdNo7N6BOXdWa0tpcPD7bNDPXN9YzONy4s1Tx9VPx4PvXloty+JHI94uw9475ZY79fBz5sMj85mB8d9GMb/dhG/2hn+Jxsn4fr2+b7vAKfm+fbAj7aWR/tgG+L63MLfNuCIw/ng4f13s1+52K9d7M/eIBjj/CjV+Tblvm8Up9X5vPKfG65zy33uWQ+l8Tnkvrckp95pD6P1OcR+zziIxv7n44drGMH6+MW+6OD43NKfE6Zz6nwuZQ+t8rnUfvcWp9H59tS+bZUvi21b0vt29L+Qv/Rrj+ypx7Z9Ud2/ZFDe+TQHjnURw71kUN5tKU42lIcbcmOtiQnPrgk+y7BK7fgtUf4xit6tyN+vys53JUe7kqPtkVH26KPXsGnbaHvxI7oVMCtG+EBfkG3bwZdv5IY7I+ICMRFBgDgcBMLXSUm96QJJs3yhXzVcqH6cbH6eanueUnqi9K0E8+K9Y8LNMu5ikWTbC5TNGMQTKXzJlI5o1rWkIo+oKBaFZReJalbTmgX45p4yGomtISamE9MzCXEWyjQLHKSnpCkIiQqyDAVC6XnE9PEdBoi8c7F7/oaq1+7Nva9LvvGc8+W419q23Xv7LpOatt9tel998L1/oVr3+Z+5XbvvHLvvPJ6d7zbTt/HvffvXx59eHzwbnHHNbHxtG+0pzArVQDQ2QKeBmAqOVy9SG6OSqRFJLKSidpEUjqEaUGIq1DKJpS6A6ntQuv6COld0orurLbu6pHRrrnx0aWhuUe9T5612tbr1h7l2B/rPU9Uuy8kb9dFH2zCY4fgo5P/yQkcO1iHNsbBJv1gg3lkZ350cD5tcT9tcX1Ons8t8HnEPrfoo4N3sMF+t04/9nIPt4HDbe7RDu/jnsD3SuR7I/ftq45doo9u8Ue3xOeW+jwKn1fp8yp92wrfjsy3LfZti30eoc8t8Ln4PifvkxP45AQ+OVmfnCyfi+1zsX3uE8CxHThycI/t/CM7/+fVJjiyCz7ahccO4Ue7+Ngh/miXHtulH+3SY7v8wCY/sCkPbPIDm/zALvuF5OfInKIjp+jIKTxx6BLuu/iv3fw3HsG+V/jeK/iwLTzcER3uiN67OAdOzoGTc+Tinvjk4p0CRYVFBvqH3L0dHxqATYjCgUIZyVHpdLSJha4QkzpTeaM5kimzdNYkWciVLOXJVizK1TzVo3z1ap5qOVexkCOdNQqnM/jDasbPhcnIPWJCpwDbzkO38lCtQlSTAFHHSalkJJWQ4i246Bx0jAEVlYGK1SAiRZBwLiSUi4iVUKA6Hj5TxjDIgJvnTxcadHtba6/dW7b1Z3tej9Pp+L/UZvPsv3S9XXe/trtfud07u67tHY/H5fHa1l7O2GyTb/bmP7xd8m5NLMw0FJtlRCQIDoHGg6Ax0eDEJCwMSfULBofF4UKTaJeD4A+SOUmsLLi4OEVcilBU07J6pGUjmmprdou1vG+4eXS4d8I6MtkyPV21OFfw+KHxxbzatiDbWuZvP+LuPmW/ec7cf8H85BQdOwSHNt6HDc6HDe6hjXfsEH7cEh1s8o7sgk9O8cmU+rglObQJ324AH5ysD07GgYt94GIfuoFjN+fYzfvo4R/YgEM758jO/+gQ+LbEPqfE55L6PFKfV+Db5vo8gM/F+rTF+OigHtnIh5sEn4v2MzfF56H+zEvzeekfvcxPbsaRm/7RRT900Y626AdO+tEW42CL8fPqYB1ssY4crIMt4IOd897xP7HfO9jvt5gnX3jgYv43N+PAxXzvZp/44AEO3cCRh3PinY3+3s54b2cc2BiHduahnXlkZ54KD/IPfXAXFBaISozBg2PQMUFASlwOn5zLwdXIaX1G8VSecr5QvVSkXi1WPy3VvqzIWK8wnHhZlv60SPcoX72cq5jLFJ1k93/Mtm45oVOObxVjG/nIWnZKOSO5mArJoyQZMSA9OkYGjxYhooSYBAUNnsonGKX0/DRZ2J3LqWJg32Pz2F7seBzv37ze3Fz/t9rce3vO3VcOz+sN9+tN9+st157LteN2e10er83jfeFyLrrds86t8c21gY1ng461yc1n0ytzI6uLD8tKygGAC4UhwyLjLt309wsBXbgVHABCRyJZYKo8nqaMISshHCPTUKOttEry6rWl9bn1rVVd7e0DbUPjTTMz1UsPC1dnM57NKdceimyLgHOZ4Vmleh+Tt5+Q9tfZbzbYr9dZr9dZ+5vAewfv0CX86JV82OK/s3P3Nzhv1oG3m9wPDsGxW+Lbkb3fYn5w0T84GQcu5gcH/Z2Nur9BfbNOObCxDmysw03gcBM4svF+wfnkYH9y/LJf22lHNuqRjXpkI/ucdJ+T+rOT5k6y26F/2qF93KYeeylHHvKhi3LgJH/YIh256b9g/jcX65eq/h3z3x06mYdO9vHWv+McbrION1m/bO6cYzv32M49dfvaj4F+N5OiwzDJMZjESFxCCJASo8CDdXiwhY1oUDGsRv64STxjkS0UyFeKVCv5qtUC9aNCzWqBejlPuWCWzWaJpo2C8TTOWCowomMNaRj9SmqvjNQtIXSJ8Q0cWB0HWs2ClNMSi8jxefgYEyY2ExOjgYQpoKFiaAQfFs6Fx3BQcVxsPA8PNmtFSFCYgII5fuP12F68e7Ozv7frcm39Upv3X2rbc3pebbl3ne5dp2vH6d52uLybbu8Lt3f1xYthj3dmd+ehwz6xtTG9535y+MblO3jz7s2Ox+14s7/75u3rJy+et/f2tvX15xSXsuQqhkyL58uhNH4CiQOhiYmyDJ6hUFtYlVpcbigvza8prmgsqG/JbGnVdrQKhnuAsT7SVD9irj95fjBhaSh2eSRqZTTy+cOkE2uLUNsqwvUMu7NOemWjfvAAb53MVzbqzjrJ+5KwvUbc3SDvbZL21vH7m4QPW5RjD+PTNvDRy/7kZn10MX0ejs8N+FzsT07WJwf7o511bGMebbJ8NoHPJvTZRT670OcQ/TL2RL4tgW+L59vi+Zx8n5Pvc3J9Lp7PzTl0MQ7cjAM344OL/sFFf79Ff79Ff+egHXu5P/Pw/4VLcOwS/bvDLcHhluBwS/g/HTsEPgff5+D77Dyfnefb5H/a4B1v8o42eJ/swk92oc8u8dklPrvM55D7HMpTd29cCva7Do4KRiZG4sARTCSIhwTRQA9SickFXHSzlj1kkswUKBdKNKsVumdVaStFmsdF2ifFusdF2tUC9ZJF8TBHMpslmjLwJzN442mcER1rUE3vV1L75OQuGbGOA60FINUsSBkdXExJyCfFmfGgbFxcJjY+Ax+vxSUqcPESHJiPTeBi4wFMvEEGsHEwLDjqlfPlG69j/5XXs2V7+/bN/6jNu7Pr3t1z7+26d/fc3h2Pe9fj2f6X1NzbCzu7Dz3e6bnZhqoKfZ5ZVVlq6u9oW5yZGRsdmJsbs9lf7uy6tly2xy8e7b59teFx7h0euPffvPR4Ftc3pp88H199MvHo+cSjp+2T483DfbW9TdUdZdUtWZX1ytJyWnFxSl1VUmN1ZGtNYFvt7c76690Nl3saLnY3/jDWe/PEhPX2zJDf4kTQo9nwp/NRu3b0rh29vYl0r8E2Hyc+nY9cmgyeG7m/OBLweCpkYynO8xz6ZhP9zoF77yB+sBM+eWifPLSPbuonF/Wjk/bRSfu0RftoZ/i2RD6H9Gdb4n86XOccbXCPNoCjDeB4k3O8yTm2sY/twKGTeeBmHLpZRx72sRf4uM35tMP9tMM/dAOHLu6/4h+6+L9UJfiXvBziA7vowC46sEv+p2ObyOcQ+Ow8n43r2wR8G5xP68DxGufoJcdnF/2c2pbc51CenEhORQXfiwm9B0+IwMPi8EmRAAokwSexwEE6EtjCQTWomdZMwZhJPGWRzhXIloqUSwWq5UL1SpFmuVC9mK98mCubzhZNZgqGU9lDetaAltGnonbLSR0SfJsI2yrEVLDA5czEUlpiMSW+gBhnIcSYcHFZ2NhsfGI6DqRCxYlSInmwaA48hoOKAzDxSgCv4pHjg++O9bW+3XG+2fN4tmzv3r/+/61tb9fj9e54vCf/ag6396XL+9jlnXd5Z9btw4+f97S0ZKuUVC5AYFJJVByVSWFRKQSxhGcyG+vqKweGeweHravPVmYWZjdd9k2XfX3L/sy+8Wh9bfHZ09nVlamVh6v2ldm1yfFHvaNLjRNLVZOLeWMz+uFxXmdPSk9PXF9vaH+v35D19lD/teH+S8P9F4d6zw/2nOvvOmPt/L6/67uh3rOj/T+MDVx4suT/ZMn/8eL91fk781M3pkZ+HO47N9D5XU/zd0OdP0wP3Fie9H/+MOTFfOjzubBnMyH2lVjHapzzcfz2U/DeC8jrNdjbdfj7DczhJuvDOvDuJevNM/ruI7J3meBexDjnUbYZqH0WdsLxEHrCPp/sfYrafobce4l7vU54ayN/2KIduhhHLtb+Bnl/g/qv6Psb9LdrtLdrjP/2kvX2JevtS/aRXXRkFx3ZJEc2yZFNduLYJvI5Ad8Wzeeg+2zUTxvU4zXy4Rr54AXl2MY+3uQc2XhHdv6RXXBkFxw7xKeSY4IhccFUdBIbDyGAw2jQSAUZpiYl6clJFi6yTknvTucMGnlDRu5oJn88h/+oRPeoRPe4VP+4VL9arD0JbiZHPKRnDeqY/Rp6r5LSJSOe1NYiwlQByRXspApmciktsYiaUEAGWYgJJkJ8DgGsR8dIoBHshEB6fDALEsFFg4TEJAExOVvDiw64lmtQ7rnW3772vN517+y6/6W2He/unmdv17O3u73t2fN69rwel9uz6fE+c3uXXN4Z1/bky83ByZm61HR2MiQsIS4yPi4hOhQUHZEABoPRWAQOh0Fh4FQ6iUwlqLUqlUap1Kkysg1F5cX1LQ09fb3DEyNziwvLz5ZWbQ9nnvePLDUPLVSOLhWPLZgGZ9TWMbZ1jDQ4Dh+aSBiZjBqfCB2fDJiYujs5dWty9OrE0I+j/RcHe870d31n7Tzd3/XdQPe3YwPnR6xnB3u+6+/+ur/768Heb0b6vx8bOG/tPj9k/Wl65MbDiTvzk34zo7fHrVeHu38a7b080Xd1dujW4sTdZ3PBG8vhjsexrqeJ3udw1xOEbRnyYi5+dTxyfjBwutdvsvvuRNetye7bJ6Z6b52Y7rv9cPDewvD9ldEHjyaDX8xGrC/G2Jfj7asJO88R2y8Qv6yo7Reoneeoneeo7Wfo7Wfo3acnK2b7KWb3CW77Ke7IwT1wcI/s/AMH/8guOHAIjuyiYzvX56b7XESfi+BzEI7suINN7Lt17Ns13LsN0v4G+c0mdX+T8drGeG1jvbFzToEjA9CJYURYDB2ZwMcl6wAsMzlUR4FkMeFFfEy9kt5r4I2bJdN5shmLbDpXupj/83j752ybyRFPZQnHDbzRdM5wKrtfQ+9RkDsk+FYhpkmAKqHHFzPiS+iJxbSEAjLIQojJwcYaUFHq5FA5JESSFMYHh7ASQinxQcS4B7i4ADo8Wg7guKSUxKiAT+93Pc719/u77z+82d3d3tnb3dnb3dnb3t3d/mdtri3v+7eH+3u7+/vuvd2nz9dGNrdGPbvTD5eam9tyoLAwBCoRCkkiEmhgEOrenbBLl29cunb9xs27/gGBsXHxGCwe4PCkMkVqWkZWtsmYmQ1HIrhcvlAsMpktJZXFNR0ldb0FTQMF7WNFPdP51hnTwJxh6KG6b4rTPUYaWyDPPSFPLqSMzydOLyVMzkaOjfpNDN8eH7ozOnBjpP/6UN/lwd4rAz0/TY7cGrL+1NNxtrv9jLX7/GDfRWv3+a72Mz09F3v7Lvf3Xx0cvD40dGN4+ObI4I2RwRsDfVf6uy/1df5o7bo40nt1avjmwmTA6sOgxWm/icEro9afZsduLkzfnh69OmK9MGI9Pz54ccR6frDnpO9vhnq/Hxs8Ozl8cajr+5Ges1PWCzPDl+ZHrsyNXpkfufZw9Pr88I2lybtPZvxXZ+6vTNxbmb6/thi69SRmbTF8bTF8bT7sxXzoi7mwZ7Ohz6bDnkyHbj+D79vxH7Yovlcc33vpoYfpey3YfgZ/vQl7bUveXU/0PANtrkQ9mw1dHPefG/abHwuaHnqwPBe99hj2dCXZsY7dfI45RYRE0xDxLGQiOSlCgAPLiBAlISmXjyvgY8tFhEYFtVPPGjYKp8zSuXzFYqFqPl/xz+D+j9rGMrj/t9qKaQlF1Ph8UlwuPjoHG2tER2uh4QpoqDQ5/KQ2GiiIFPcAFxdATAoFCGAJE50YFfB2x7bjsb17s+Pddu7u7v5S2+7u7vbu7vbe7vbezq7v0Pf+9Ycdl2P/tWNv94nTNenxTj961rmw3JGRJSCQoBgsAgZF0ukCDJKVnETk8BVMrpjK4JFpHCqDw+IIRWKFRK4RiRUCoUyrS0+GwCVihVqTajTkGLKzNFlKnUVhKNaYq1OLGtPL2tIqOrVVXcqGQUXriKR7StQ7xemZpA3O0YYXKMNTmJHRpPEh0OhA7FBfVH93eF9XcE9HYHf7g9nJxLGhaGt3YG9nQH/vg6H+4EFrUG9vwOBYqHUspHckqGswoKP/fmefX0fvvY7ee50999q7b7V23mhrv97Zdcva7zcyGjwxFbK0GjE1e39s4vb49O3R8Ru9Az/29P1gHfppYOhS3+CF3v7z3dZzfQM/DIz8NDpxeWL6xuTo9cG+H/s7zw/0Xhzu/bG381xf+3lr18WBzp+G+q6O998Ytl4b6Lzc2/HTUPfV8f5bo303R3pvDPdcH+q+Nth5faDjWn/7dWvbtcHO2/NjEctTMS+XYY5nGPtT9K6d+mI15dF8/OpC/PLDuPnp6MmxiOGBoN5u/852v/r6G5XVV1vaAnr7I3usUWOT0KlZxCkGIo6PS+ZjkuhJ4VJ8Ej8lKouNLhKTqhW0OgWtWUHr0jIH0nmTJslioWq1VPcwTz6fr1goUC4WqhYKlHMW2YxZMpUjGjPyRg3coTS2VUvvVpLbpfgWEaZRiC5hJhQy44voCfmUOAsx1oyPzsHGZmJi9CmRqpRwOTRSkBQKJITR44NJcQ8IsQGo2Pt4SJiSS0iKCXixOrP/yr3/yru2/mxnZ2d792c7Ozs7O97dHe+r7Z397f09984rl+P17tr6y/Gnz3pd7smVx13WgUoMPoFGx6cg4FAohkwVkIgCGkPGAORUtozGkjAAGUegFsvTNTpTqiG/uKw+NSM3v6gaDMEIBAq1zmgyFRWVV6fnmlPzTWkF5rSCHF2BQW3RKswKmUmYWqIw1alz6qQ5NbySNknDgLppWNU+KOvr5/dbOYMDvKEh7sgIf2xMOD4umJgQdnUROzsJ3T3EgUH6+AQwPcOfmuaMTzOH5yjWGWzXOKJ1CNI8kNQ2kNwxDOkahXWPwDoGwS19oJae2Jae2HZrXM9wsnUsaXQO0jce3TMc0TsW1T0U3tIX0N4faJ2IGpiMtE5G9I6Gdo8G9YwE9Y6H9E+EDUxGTs0mWAfCu7oe9FpDh4eiB4ejBweiB4djuzqDu3vDrL1RXd3hbS2BDY33G+v9GxoDurqiurqiOjsjOzoi2tvDW1tDW1vDW1rC6uqCurtB7e3RvT3g3h5wX2/SQD+0sxPcbUX2DOCsw8SBUXL/OM06Ru0dpnYP08rrIYU1ieVN8KoWTGk9vKQBWdNBPEUAhXDR8Rx4LA8RK8MmcJLCspkoCwvVoGS2qFndOqA/jTuWJZ41yxbzlcuF6hmzZM4ie5gnXyhQzucr/lnbeCb//6itVYxtFKLL2OAiVkIBFWQhxZjx0TnYyBxsbBY2Ng0RrUVGKVOiRZBwTmI4PT6YEvsAH+OPjPFDJgRImMjk2AddzZVHH1692nG9ePlke3vbu/Ozk2vHu73n3X6/8+aV0/V8Zfbp8sjzx/2PH3WtrHb09pemZwijYgKxeEx4FAgKJ8DgFASKSSALyUwZiSWjsKQMrpIr1ktUmeo0i95YmJpZJNdlt3WNMjlybVpujqWitLKlpXuktmuwqrO/tK03v6E9s7JeU1giMpm4mRnMNC0rQ0WQsxF8Al5KwksIKAGcJISzxTCeGCqUwsRKhFyNVOoxmlSMJgOtN2AzTMS8YnZFvbi+VVnfrqhpkpQ1cGp7+WXdzKJ2akELobCVWNZFqx3gNA/zWkb4zUOcxgF24wC7dYTXPSUanleOr6iHF6Rd46y2YVr3BLtnit06TGkaILYMEftm2L3TrK4JavsoqXWY0DyIaxrANg9geycYPSP09n5SxwC5fxwYnRUOTvK7Bhm9I+y+UcA6xusb5XYNslp7qU2dlIZ2UkMXra6TWtdBqWkn17SRqlqJVS2EimZCaR2mtAFrLknOr4IXViFyy6HGPJChAJJRhNEV4DW5GGlWClefQJVFYXlBCGYAjHYfQvNDsoJTGIEJhDshkIsg3J1TuMj7bEgUJSZQgoznJYdLYNEmOjKXgWhWsjp13CGDaMosX7ColyzKBbP8YY50Ols0bRLPWWTz+Yr5fMXDPPlsrnTaJB7P5I8ZecPpQL+O0aOidMgIJ7WVcpIK2QkWSlwOISoHG5mNicjCxubgQQZ0XCoqRgOPlUAjuOCIf9aGib+PBgcysfGQuMDsdJnv+M22226zr3k8HrfX4/Zsuz3bHs+2x+Pxuj07bs+uY+v49d7LlZmZ8db5maax0Yq+vqLm1nwEMi4pOT4pOcU/MAqDY8cmoBIh+CQ4mcyWkwA5BVDQeWq2SM+TZYjV2VKtSajMZIu01c39FEDGk6Xps4rMxXXVrQOV7cPlnWNlnWPFnWP5baM5zcMZddbU2t6M5kF5eQvHVMrOLOTk5DMysogaPU2r5+l0PI2Gr1YDSiVbJqFLRQwxnyrmYJgELIdE5tPIIhpZQMHx8Fg2BsVGwIDkJBYIRI2KJYXGkcOSmDFwXiJOlEyWwwniJBQ3LoUVAWWEpbAi0EA0jhdHlUJR7BgkK5omg/FT8RwthiaDkMVglgrO1sABLQLQIgBtClsDY6mhJ0QGrCAdS1dAWOoUsZEAaJBIViSGE4MGopGsaAQzCs6ITqFHQSjhCcSwBFJkHCkCRAiPIYTF4oOj8EHR2MBIXGA48n4I0i8Iejsw5U4iJSyaEBgMuxWJD32AiAhAx4VgE0II4BACOBgPDsEmBqETwwnQaAoCzMInsHBxdPQ9aHQCA3+KnRjOTgwjRviJ4TG8xFAjNaVUQKwQEts1HGuacCJbvpCveVSoXclXL+TIZrPEE0b+ZLbwnxPupLYZs2QiS/DvtTWJMGXc5EJ2Qi45NgsXkYkKy0KHZ+PiTIT4LFxCBhakQ4JkKVFccAQDFEyOCcBF38cm+OOhoQRoOBQUpJIwjz7sel02t8fhdrtdHrfL7XW5vW631+32elzubZfT8ezpru3FwnjPQFf56GD5yHBZf19pVU1WTEwIgUSMjASHhIEJZGEsGAeGExMRRDCKkoyhpRBYKDqfBEhpIjUgTQPkGZrsEq7SaCysTSFxU0hcrtKoNBam5VelFtWllTSll3ek1/Sm1w7q64Y0NSOKmmFp5RDd1ELNbmKZW1i5TcLCDnFxB8tYJbE0y3KbpeYmialenFMnyqkWZlcIs8skuRWS3DKxuZSfnQ8YzIAhR5CTJ7EUSgtLRHmF3JxcljGTkWFgZaQDRgM3K5NjMDBStQSFFC3gwjmsFA4dzmUgeMxEKjkCjQxHwOPJRBiTAaZRQARcHBEXhoBEYFLiCOhEGgHKJMEAChygpnDIkQQIhEeECaggBgbEwMBFdLiQCaLjUgQMMJsUQ8FGkdBRJGw0GRdFwoYR0LEsahSLFsmkRjBI4XRiGI0QSsWHUnH+OHiCkIHWSUJpmGQpK15AjQYIiWIgDGCEcYBwLieCxw3jACFMZiCN9oBM8cMTAonkUCr9AYEURKJcSkyCSGSnFGgwMy5YAInW4ZMzqcgGDa8jTdSm4QwapKNZ8hmTcsGiXs5TrVhUyybFQo5s1MAdyxJMmsQzFtlsnnw2T35yVh3LEowYeYPpgFXP7FJR2uXEFgmuUYwp50GKgEQzKcaICTMiQzNRYdm4ODMxIYcANuITUtEJcni0ICnyn7Wh4u4RYGEEaDgsITBDK3yzt3VSm8vlcrpdTpfH6fK4XB6Xy+N2erzOrQ873oVxa22JsapE19KQMT5W2ddTSqPDk8AgDJZ0725EbBwWhmAmwsgwDA1NYSMpLCSNi2UJCTwpVaikSzUsmZ4p0zNlerYiTW8pY0h1CBqPJU/laI0MVZoo0yLMLhCYywS5VdzcOqa5npLTQMhqoJjaEal1hOw2THpjorSIkdvJLegJp2bA5RVoRQ1WVUPUNVDSmhmZrazsVnZOKzm9mpldz8tr5hc0cywNQG4tL79BVNwmLuoTF/QL8/p45k5OTjs3u5WT1cLJauJmNbENtYy0KrqujKEvBzKqBTn1EkujLL9ZYKrmZJTS9AVYsTEZ0KAEqTR9XiSWHUXkJlBFSWw5jKOAcBVQQA7mSPsbTecAACAASURBVCKYzEgOK4bPi+Zxo7gckEiITk1j5uXjDVlQpSYS4AVRGYFkZjCVHUxlB1IBPxpwh8q5TWHdIjNvkhg3SLTrROo1Aun7ZCjGbNb0dt2kEO/QydeI2FtU4nUK/hwS9gMOeYWEu8Wg3AMY/jz2Ax4QyGOHCLmhfE4gwLxFwgeyabeIGGF1+Sk9AcKI9s+kwfPY6LY0/kS+ftyi6dVxpnMVMybprEn6MEc6b5It5iqW81TLhZqRdO5oJn8iRzSdK5vNU8zmKWYs8ulc2ViWcMTIH8rgWPXMbjW1XU5skWIaxagKPrSY/XNtBkRIJiosGx9jJiaYieBsfGIaGqSCRwmTQgFQEDX6PjHqHiLiDik5lAKPSokPLDLpt11rXpfNubXpcm39S23Obbdz2+t07bods2PWsYHWtoYCIRupkdELcvTxEaFEOD4pJuXaRT9IIiEmCgaD4TFYEh3gIfBUFJmBY3LIfClDomIrUznqdECTIUw3qSwl+sJqilR/H5QSjaIgWGIMVw7os7lpJiAjn20oZhjKyOnl2NQylK4Crq2CqasouV2I1LponkVYMaZpnA3ApcaxC0FASQK3DMwvg4gqYZIquLwKoahMFuQTdFX8vC5ZmVVQ0E41VGLUBUh5MSOrl5k1xDYNcXJHBJYRQd4w3zLAt1hzu55lt67qa2blJaOi/AGBxSqwWIV5fcK8Hllhj6K4T2xpY6RVsdIqjXXDbXN2VnoZYKjgGKuBzGpmRgVZV4xV5KXIckhZJTCNAaJKh2uMiVJNLE9Gyswzdg1KKptopmKoIi2KI49gyyM56kiOOgRQPwC0foDmPlt5nyX3Y4r8GPz7dI4fjX0GDNF0dfV5vcFc4DaNfINMCOJzbtGot9iM22z2HQC4y+HcAbh3mMAtGv0GhXqNQLiCQV2AJX8bH32bgLxPRpuHuk5lkKHppKRiAa4tFbAa+bMFisfluqVC2WqhfNEinMvizWTxZ3LEMybprFkxY1FOWWQjWQJrGtuayhk2CifN8plc9bRZNZYltuqBVjmxWYprlRNa5bhGCaKKl1wOJBXS4kz48GxsqAkfmUuIycFGGtARRUyIhQw2YuO0sDBJYgAv9h4QdZsRdQcReB0T/YCHTYLHBFbnGd/vbDnWn+5tOz3erVevdrdczk2bY3fnjXNr++mTNdumc3p2qrS8qKjQ0lhbU1tUUZZTlC0z0JOp0IDk2BvRgRcDAi/ei7wTDI0G4aAQAhpBpdIJRBoaR8aQmVSuiC3XcjUZgCYD0BnFWQX64jpDRbOusJ6Xlo/mahIJ/CSiAEoRIxkqLC8dJ8rCyXKxMgtKnp/Iy8JoK6IB4wOCmp3fVb+027T8Kr//ZTQxG0TOTaIVQFlFMHYhhGkB07MTqAYUzxKJllb3P82oHEgB0nHibIzASNWUYJXVCHktTFqBVFZQjI0IZRE9pzZRaGhZdXMtTRh1EUFXxc3tlJUOMzO7gNxeelYb09SK05aQtMW68m5WahGQlr++7ytuG0bxtTJLbXq1FafMY2bXqmpGeEVdDHMjJbtKVtWlqGhnZORTdFk0bdbqzrupDTc7PTcJkAFZxSmSTLgyF6HJT5bnIdOrk3WlyaoCmNIcz1OFk1hRZHoEnkDVqmYcG/PeLbJedQ+efBeeHM2mJ0olISx+EFMSyBAHMqQP6LIHdFkQTRZMlUDlRm19Z8XErKmjq2ZipH6iv2t+7JQen5BBTCgXEXoyuCNZ/IUC6dNS5XKeYMnCX7LwV/LEC/mS8Uy+Vc8ayZTMl6QNZAl7M7g9ek5fGm/QIBnOlA2mS/p0giGDpFfHa5FTGyWEJim+Xowu50EKmfGFtLhcYmQmOtSICsnBReQQok24KCMmMpccn4WPS0NGKJOCxHF+3OjbQORNZsRtTPAtJiSanBgJDfOrMhuOXjk9thdO+5pza/P16z231+N0eTzuXbvNvbHuevpiM6eokC0V8sQyrdaYrjHVFrbODz5+MrreXdJXlV6hpSsIsSmxd/1Db9yIuHcjJvA+DYNlURgijkAslAhFMr5ELlBpxLp0VZZFYy5KL6jMKW/Ir+0obuwpb7ZWtAzqTTW6nFqVsVKYWsxS5eFEWTB2WgJDl8hODcHLouh6P7Q0gKA09T5uWX2DVlcFI1NDkYYIlCEalwkimcC03BRWHgLIQ/PzchtnR568nVo/aJ/a5KZV4sXZYKo+nJieABQm8wsTuaYkQU6K1KSr76+dfV4396Jt1Vk68oScXp3INeE1dURdC0pZDxYVUbOaJSW9JG2xsqijyrrQPLzkOvK1jC5VdE8aKnvo+mJ2Zp2goBOrryYZmkiGBqaplZxaITA3tE6/GFjabOifee3zPXK+bR1b7Jh6Ujeyqq+yqir6BUW9QF4XNqOJau6iGBux6gLAWFbUMTS4+GR85XH/9PTm7rbtzd7Yk5WZ9ZdP9181TE6k1TVFM2QRDHU4XRNK04ZSdCFkbTBJE0JUhuLESHFmcdf42AvbQ9tm7+x463DvKQ0qKp0QXy2jDOaIJ3Mli4Wy1RL5fC53wkAb0VNG0hkzZtFcvnIiVzmUrRg2qQZzld1GUYuW06Rmt2l4HTpBu1bYouK1qvlNCna9lFYnpdTISJVibDEPVsAEm0mxmdjwNERwGiLYiAnPwsdk4aINmGgDJlqPilJCQ0QJPw82duQteuRdcvQDFjSGAo4CB91uryp65Xy57VhzOdbttrXXr/c8217v9u6Ww2O3uTzuvdnF1dKWRlmOkafT0YXyBCghPhFHxAloRFlNccdw5+TzhbWtZ7ZHcw97WhoLTenpShEGBKJDU4R4oozJVHK5Wqk4XafNNGZkZ2fnmE25lvzCopKKiqra2vrmxpaW1q7G9qGajtHK1qHihn5TVVdqcYs8t16QU8vJrE3mZ2E1pUkiSxgtLbP7UfPq+xR5VSjJFIo3BWOzg7GZ4URTLD0viVcCE5Ul84u55t6hDV/3k/fSYms8OzOebYihZUSSsuOZBSBGXgI7FyrIw6pKeLktjQ/t0x7f3LYvr2cFp6qA8Auh/DKEuBohqUPIa2NYuUlcSyw5VZzdOrtx9NTjW9x47zn0LdmOMkr6Eik6gqKcmtYYzy3AaBsS+UWJnDwY34IR5+fUjs5vHniPfOs7vufuj55Dn23fV9IxT9VUMNIbmJkd/IIhYkYn0dBBN7SxDI1ic3N+48j4st174Hvv83nfHzn237/x+dxHviXnrrqoCq8wYuS5CHkBXFoIkRRAhAVJ/LxEbm4ikINXlj2AcUBEsdBQVNU9OLy01DM5eUoOC83AgxpUtPF85WyBYr5ItlIsm8vhPitTrZYo5/NlUxbZRK6yzyCpEFAzcEnKlGgO6AEl+AbxwXVmhJ8EHKVHJxsIcCMRmUVGmejofABXLMAVi/ElQlyxAG2hJmbhY9KRYamI0Ax0VDo2Og0To0NGahCRSliYGBzMi/NnRvvRI+/SI+9SovxYyZH4uFAREQ4N8x/ravJsPPXYXrzacbmctt3dbceWy+PdcdjdLuf2tvd1Z9+gymImK2QEiZQkUcHI3Igk/P0w6KWbEecu+Ps/AGGxTL0us66uYWpyfH3t6b7X5V59/HhwvKe8pjQ9M1upMShUGUpVulJVYM4usphKCyyVJYV1ZSWNleXNlRUNNbV1zZ2VzT3ljd2FtZ2mitbUwkaFuUaUVSWxNLMN1QRVKUJaiNNUciw9wqIhemYPmF8Rz62IY5VGM4ujmYUxrKI4ThGIWxzHKcSmtvSs+dqffuQWDiSKipJlxXGcfKS4DimoS2QUQDiFKHEZVl4KoqfpKodXX/v6n74jaaoiCalwfnkCPT+OXACiF2PULbFAIVxShRSVgsjpmvzeqWcf5l4ezDx/r7F0QumGJEYWhJOfyCmKZuWH08xJgvIYei5CWJZAy4rBqVTm9idu3/Ci+7nHN7K8QxDkRmOV8dRMpKQyASiMYeYjVC1gUQ1CXkvU1tM01SRpHluZl1/Tu3Poc3/w7X3y7fl8Q8vrqoJaVmoe01hKNdQSM+px6fUYfT1KWwtXVcEV1SmKihRJYQw9NYGpjadL81qsS66dR97tU9KkwAw8qEXHmilWzxYp54sUy0XyWbNgQEcZyWC3KUjZmBhRjD8r/C7q9qWw77+KvHD6/uk/Xf79//7hv/7fn377q9tf/CHgm6+Cz3wNuXMD4X+bFB4AJIRLELFqItjAQJg5SDMdmkkEpSLCNfBQLSJCg4hQpYRLk0Ml0IiTwwE96j4p3I8QehcXegcbepcOjkZHBYsISFhkUHNlwcd3Oy7bi223fXfH7fG41tY37Q7nlsPj9eytvbQXV9Rkllaw9el4sQIvUsPZ0mgk804U8vzt6Fsh0Iu3Ir85f+f02WtXbwbGgCBkCkMkkA62DMz1za4vrr3ZenO4d7Tt2FmZfzRsHWmorq+vrqmpqKwpK2sor2iprulqqO9sbWlo7axu66ps6SqpazdXNBoK6jQ5lTJjBUdTzE+rxPBNKewsnKQ4npIRidNTdc2JQHECtyyZVwHmVyTySkHc4mhWfgTDch+bDhSOEjO7RBXT0tqHgbTsOFHpXZQeIWnAyltg/CowUARi5CYCZhAz09K92rHyenTTp64YT+YVICU1aGkDVt4C5dfFsksh0nqcrp1h7A7F6Ijy8od23+jTw+l1HyetIZ6SgVdUp4gr47llKYomEK8inl8JFlQmAsUJjNxklpkgKbYu7D3b8y07fXMbPhgrm6FvJKkbEthFIKCEkN4Ty6sGCWog4hoQKx8pKiYpS1NY6VRZ7hPPx7VXvs1939M9X8fcOkJg4GZX07JrkOlV0PQaSFptkr42QVcD0lTFq6pBqoownjlelp+iK8KlF0163637fAuv9k9JkwKNJFCHHpgt0cwUKh4WypeLFQ/zpCMZ7G411UJMYIdcR9++gLl/DXrzUsjZ08HnTt/5+ovLf/79xc9/e+F3n/3w+8/O/Oa/Tv/Xf1z4/HeX//KHO6f/FnT+m5jrP8AeXCeDAvnQyFRcnAYeLgU/ECUESMCBkqQQUWIQNz4QAAXRYwIJ4X7IwJuw+9fB964k3r2ccPcqJOgePPxBSkRgQtA9PhXvO9x32daeP3u0t7eztWVf37CtrW867O4th2d0ZCozp0CXXchSGXBcFZwpi8Px/MHkWzG4m1H4ayHo62HoOxGYYBAlMokeGou/5Rd/8afgy5ejgh+gkEiJSGIxF7S1dM9OLdierL/yvPE5947s3ncvN72rT9Zn55ZGx6YHBsdaeqyNXdbatu6y+ra80nqDqUyTXiTX5EuU+UJ5Pk+SRweykQRNElyWgtHiGCYQRgsipCfTslNYuQigAMrKAzPMIFo2hF+IVVYnABYQx5Iiq4yg52C0DSnS6iROCUZSixbXwAWlEI4FwjXjFKV5nUt4ZVlq9bjI0g3l5iUyLRCgOIVbCeFWRDEKINLaGGY+RFAG4eSnVU1MrPkk5q6RJwfmpnkIOzeaZIhnF4RRTZH0fBCvLJZdnMgrhUuq4KJylLA4tXx0dtPXM7/TPul8susjKSrQohK4qBynboSKq+5jDfG86gRBFVLZBOYWp/AL0OJCoiyvrGth2+drn3he3Ts/u/lu7cBH0hRi5LkQaQ5MV5asL0/WVybpK8G6qhNJ2iqovipelhcnMCpqe1cPfJ1PNjOa2k/JIcGZ5PjOVM5MsXoqXzabL10pUS8VKadzpbV8pAocxAq7xQi7Tw71h927FXXlx/BLFx5cOHfn++9uffvN7e++v/Htt5e++vu5v3zx1a9+9Y9f/+c3n/3mu9/957k//ubq138Kufw92O8nZvRdeug1cuAlctBVZsRtdqw/K/YBPSYQF3oXGXg76d71mBs/hl06/+Di9/fPfet3/tt7574Jvf7jrXPfPrj2Y+Dta0N9HVu2ly9fPPF63Zv2Dbdn+8XL9Y11x+NHzytKa7KMBWpNnliRyxZk4ll6EEp8O5Lw4wP01TDK93eQ5/wwPwVRbkaw78cIA2JEARHcO2EcvzjFvQTNPbD2TpL6TrIyAKWNpmUlC/LphgZhfqexcax69Gn/imdm4+2K8/iJ+2B65eXU0tPx6eWB4ZmOjuHa6s7SwoainBqzvtQgs6RLLCq2gY2W8gkqCTWNjpKSMHI8XkUkaogkLYmcSqCk4impOGoahpoWGseiC/Ph1LQ4lALOMGK5ZgwvL4maBWdbkJx8rLCAKC1KYRvxklyyIh/KSoOy0tB8E4pnRvEsaF4+klNIVNQk84tTZJUISRmUmxdPM9B1VTJzRzxJIze3GSqHifIyhCAfMLZhVTXJ/GKIuAwpq4KLSxlpLURlRSRWnVY2UD/0AskxEgSmnocuU/00lJ0TTdTjFdUMQxtUUp4sLI9jF6AVNQhJCUKQl0DTo7hG67zdXNMfTxCA8HxxdnXvkoNjrEygqxDibLjUBJdZEPI8hLIIqSpFa8ox2gq8rhwiMhN0xWRtQd34annvJCc1B8OTnlJAQ7KpiZ2pnOki1YRFMp0nWS3VLJdpmsU4Ey5GCwszEpMMZJQYBuYmJ4gxKDEeR4ckw8LCwm/d8rv449Xvvjv3xVf/+PyP//j8j6c///zvn/32i1/9rz//7//n9Gf/ceXvfw66+A/4nR9Srn8DufoN4tZ5fOBVasQ9WvQDSvQDiP/1hLtXI67/6H/h+5vf//3KP7788e9fXvjqz2f+/PsfvvzTmS8+v3Lmmx++/RuVgLGtPfduOx1O+4Zt883+u5drG8+frc9MzxvSsk3ZxWyGhkrV4fAqGEYeDRFcDyGd88NcDKFfiuBeB8nuJqfeT0q/m5BxF2R4AM4JQhQE4CtuoIsuI/KuovJuk0sC2BVB3MogXlm4oDxCUBwlLARJCuDqMpKxHrB0yIvaK9qGGlv729oGu9qG+9pG+puHB+sHR2qsvQUt3ab6OkV+GS+zXmpukJhLWam5VE02U5vOUKlIMilWKMLwhVi+EC8SEqQCkkLDM9JQQkIKVwpk4FK4WAQvBcKFIaUovAZH1hNoehJDnwTnEBmqBBiDI85EEkR4qgqJlyHxCjqQTaRlUDhmsrAgFq1AszKJvBwcKwPHSEURVTyZBUmUs4VmNFWLY2VQRRYU04gGchDMTDjNgOeacEA2mZuDpupFymKOyIQlK7BklUJXlpbdhGdmcOTFZIEFQTdiOCYUywRjZOH5FihZzxBbuIo8IlNbVNmNI0vJDJVAnhOXTBGr87KLW+nCDK7UhCZIcQQZgaQiUrUURjqdbWRysljcTICbKZHkwmGsHEMFNoUGUAQqnuYUNfiyiZ7UlcYdz5MtV6YulWlmc8VTuaI2GbECgOdSks10eCGfnsdnp9FIQhQiwe9eyOUrYdduQMMjkkIj/K9e/+nbs1fOnrt2/ofvv/zrt3/509XvTvtf+uHu+W8u/+1PP/3l18i7PyVf/hp2/Qzk6nfw2xexD27EXz8fd+2HgHNf3z3zD78L3904c/qbP/zu75/9+vSf/vD3z3939os/nf3iT3/97X9eO3/28rnvv/3HVyPD/S7X1qbd5vK4NzbtL16ubzk8gwOjxoxsHkeerivFYhUonIpAz4iGSb67BbsQTLkcIzgXLjwbKT0Xrb0IMl5OzLueXHYLVn0TUXsVX3eZWHOZXHeNXn+L03xf3BqsbA/XdUTo2qL1LbHapnhdfZKuHqKvg+rqcNoyhsQoFOikwlSNMC1DkGESGor4GZW8tHqOvpGpbiRLG/GCRiyvGctpxXJb8ZwGMreWyq2hcmtpgmq6oIouqmJKKpiSYpqokCYpoMny6bJ8usxCV+QyFDlMtYaqUtI1SrpGxVCrGGo1U61mKdUspZwmldOkcqpcTlXIqQo5VSWnqmRUDYBXMPFyJl7OxsvYWDGAFQJYIQctYCN5TBSPieIxUAI6WkRFi0+wsDIWVsbCSNloCRsjAlB8AMXnoLhCvESAl/BxYi5eysXJAZyMjZMz8UoeVc+l6nlUPZ+sEZCVApJMRJKISGIFTaGgyxQMuYIhl7NUMpZKxlJpGKpssjqXqM4laMxEjYmgPpGDV+WRdHlkbT5JXURUFhNkJQRxOU58ih15Mx9I6TMKpwqVK1VpK+XaOYtkNle8XKobyRI0yemVIkoxj6bHI3AhD0IunI28comcmMBDY6Lv3bv4979//Yc/fPfXL//2hz9e+v67i9+cvnj6HzfOfhdy4zI46B402A/if50Wfo8YcIkWfBPvfxntdxXpfy3m0tnIy+dvn/7y4hefn//rH8/85Y9ffvabv372m6/+8Ps//NevTv/pD2e+/OLquTPffvmXC2e+DQ7we/78qc228eTZU6fb5fHuvHi5/vzZenNTO58rEgnUaAyfykzjSfJSCKrrIegL/shrMYyzwdSLsaIL8cofE9N/TM69mlJ2HVl7C9N8C98UzO0I4DbdBxruAbX3gGo/Xo2/sCpQXBmlqo/T1Cfo6qCp9YiMBqyxkZDVyDLWSjV5ekW2QZ6dI88qEBsrhIYGfno7R9cPaIfosiGiYAjDGkbShhHkUThpBEkcxJCsOEIfnmAlkPsI1F4SrZdI7yHRu6nsLiqni8rroPHaafx2Gr+VLmxmiJu4+gZ++olGYVqjMK1RqG8U6hsEugaBrkGQ2iBI/eUFQ73AUMHJKOdmlHMzyjip5Rx9OUdfztaVs3UWouRELkliJknNJLmZJDeTlDk4WQ5OkoOTmHCSHKzQjBGaMPz/hhZkoflZaKERJTCiRAa0KBMvy8TLsvGyLJw4GyfMwQqzMfxsLNeCF1jwglyi8GckUS5JUkQQ1aPErQhhM0LcjBA3IkSNCFEDXNgAF7agxa0ocRtS1I4QdMF5XTBuD4xzSpoUWCHBj+Qq5kq1j2oyVit0D/PEJ8GNZQm6dUAln2AkQITgSEpYAOrBXT4UHPTDmetf/fXmt/8Iu3X97Bd/+dvvP/vit7++/P23N344c/3s6SvffBn401lkRAAHFieAxWqQcSpoRCoyXhQfTA65i/S7Ev7DNyEXvrvytz+d/uw/vvz1r7787Dd/+ezXX/35D3/7858//81/fvHb31w5e+b2Tz9e+Pb096e/NhrSnU7Hpn1jbWN9fXNjfcP2+MmzxcXl6soaIoaEx9FCohFRyRQYSZSA5V8LgZ33B18KRd5KoF+OZVyK518Gyy9D0q4izNfRJTdwVXcJ5UEkcyjZGE7NimabEgQFKYoyrL6aaKhBaYqwmkKivoSWWsrOKOcZy0VZVcrM8urytqaS5taC+k5LTV92+WhGybQ2b0llXuBpl1myFTJvGUNbghMWYegFKGoBhphDwGeR8DkUYgaFmEWjZzDoGQx2CoOdIRCnCMQpAnmSSJ4gUieI1AkifYzImqBJJ+iKCbpigi6bZMhPTDEV0yzlv1FPsbXjgH4U0I+wdSOAZoytGWWpx5jqMaZ6kCIboP7MSpNZqQorVWGlKq0keR9R1keUWYnSPoKkH/+zbhS/C8nrQvI6ULx2JLcNxW1D8loR3BYU70QrktOK5LQhOK1woBXO+m9IdiuS3YYC2lDcTiQwkMIegbKHYOxBKGsAxuqHsaxQphXKHIQDQ3BgCMYegTHHIczxJMZ4Mv2UHh3dqGGNF2kXKlKf1BkfVeoX8iXzeeIZE388k9utpVdyUAZ0vCQxlB8Xyo0Ph/tdT7xxCXTt0pnf/selr/509i+f3zj3zZkvPo/0uxl+96r/5bO3z3wVeOHviMDrfGi0Dp9cwsWXArgaET2LBOODgtH+10LO/e3B2a9//OL3X//mV1/95j//9vnvvvz8d19/9cXZb785/bev/vq7318+d+bOlUuXfjgLBSfOzEzZHJvrm2v2LcfT58+Wllefv1jr6erNSDMQ0MTIiDimUBWbQoqEYJIxtKgktF9Y/FW/sGAQwj8a4R+LDUig+UN4D+DKQExaED4rAp8BJ2swZAmGLMHR5QRASRPq2bJ0ripDZcjTZRdm51cWlzfUN3V3dw8ND01Nj8z017cP1bSMltdPFFZNm0ofpluW1dlP5YaXIu0GR75B5b7EU58hcE9hyMcQ2GMIbDUFtgL/2TIyZRkBX0EillGIh3D4Qzh8DoGcQyDn4OhZBHoWgZmF4+aR9HkkYwHFXEAxFlDMRTTrxCqe+wvOP++X8fxFPG8eL5gn8OYJvId47kM8dw7HmcNxFvG8k4f/DS+YxwtWSbJVkmyFJF4hiVeJ4hWCaIUgWiaK5tH8eTR3Hs19iOLMoTmzKGAWyZ1FcqcRrEkEaxLBmoAzp+DMKThzMoUxnsL4/xi7z9hG7zzB8/XqcMBh9nZvp6enk9vd7rYrOZVdtisHVa5SjqQCJVLMOStQEhVIiaJEUsw555yTSEmUqEhKIqkcKtkuu7sndJhbYBf35l7Q7enu2cUd8MEPT+AbAV/8nwBJXAVTlsGUNTB9BUJfgdBXu3tWu3vWu2m5bupmNzXXTd2Akte7KatQ0ko3eaWbvAajrsGo692UDQhlE0zZ7CRvd5LPiIkdEcFAziIoOUQnHsmRk7drGNvXj+1qR7IztMgoystEeodxxh7EVHdLb/0j2J0vhASYcayv4fMPP/zRf3rvB/9H5fVLlbc+xXc1QeofNN37rPHWx+13PsFU35qANxkH0LHpgfj0wJyY7RimTsPbyLUPGz67WPXJxUtv/fDij//hg7d/dvGXb7/z1k/Ov/vrzy9/dvXK55cuXjz/i19WP3h45fKnmfmF4+PjV1++fv7yxfPXXx6cnO4fHH37m9/JpQo8lkAjUp88rsKSaA1toMeVNdeuXat+8hDR0dZRUwl8+ggJbEYBgaiOTgwYhYUTsZg+HGGIRBgYp/fxemniIYaaw7JJZkIGzazblgl6DlcWD7ILe4tzO3OzpWS8EI0UwqFC0F8KBUp+767TtWcy7yvVR0LpKXfmNXv6m5HJbxljb2iM1zjycyTmbkQvgAAAIABJREFUGAY/gsKOoLADKHQfBt2HQQ/gsAM47BCOPIQj9xHIXdh3dv4degeGOUGSTxDUUyTtFEV5jqJ/70s84zuEvn/fxjNOMT0n2O8cY3qPMb1H6J4DdM/RX6H9Wc8L3OAr7OAL3OBz7EDZKYZxgmGcogdOMYxTDOME3V92iuw7RvUdwKkHcOo+grqPoO7BaGUlGK0IJm9DyEUwudBNKStCqQUodQtB3USSN5CkdRRhHUVaQeGXUcRlFHEFSVxBEtcQ5DU4KQcl56DkPIR0RkICRYRD6+aZol147BafOHj7JvaRmVVUD6wIKHEWKjyCjLDwQRbJxsBoyFAFEcpHtklJsFFIE6bu/r0P3gY8+KIH1oIGPgE+/KL2+gXg7Q/Rz64OAB/KSKAgh74kYWVEYyvK6Qh3QEVFMDvq2m5+WnP54kc//cHFn/z9h7946+Iv3/7FT3/03ru/uvrFlds3b13/7LPzv/rV7atXwR3t//JP//zNN9/s7O2evnj+6us3h6fPi6Xdk9MXzMFhBAxJI1Lv3q7A4XCgjrYuQNPDLz6mgxqNI1T7MMnRj/YNYgNMfGiMEp7oj0yPRkSTERk/IeOV7Modi6RkFm+ZRFtm8ZZNWnSqSi71UdB0HLQ+D9leR5xvot7fxPz/lAj+UzL0OuZ6FXa88lpe2fSvtfKvJDNf86Z/M8n9ZmjkTf/QV5S+V3jyKRp7hEAdIVAHSNQODLkLR+3CMbtwzB4C+70jDPEIQzxGE8sbRxjiEYZ0jCadIIknSOJzJOkURXqOJD1Hk1+gqM/R1C9xva/x9C9x9L+aBNopmnj8HdIRiniIIh8gSQdI0jGGeoyhnmCoJxjyCYZ8giGdYEjP0eTnSMpzJOUURTlBUE8Q1GM45RBBOURQTjF9p5ieF+ie7/pGU8ufPEGSjxGEQyThEEk6QBD3EeRyeTvdlLJdKHUX+l2IO3BKCUXexhC3McQ8hpDDENaxhDUMfg2DX0UTyv2tI4h5GHkLSt7sJp2ZIYCCfMaKgbdl4R+5RCcO3pGZ9dw6fmJmHRnHCvKB+SlikIl0M2DBUWJyiqGjdCsJnUoqlIdtGwLXYeoqCK1P+hHNgAeXa66drfz0beDNc9TG2yI8wD2KTfH7VmTjGeHImpI7yx+xDZEFmE7owxsNVz66ce6Xl37x44/fefvDX79z7le/uPTxhxV37t6vuHfjytWrn3728YX3NQrlqxcvf//7328XCycvX3z17W9OXr7a2d1fyCxRSFQahQ7rgj6uuN9HwINrnuGbagGfXpDBAX4qJEUFrTPAG3TAZg9gu6+1MNRVHIPtcDA7PGJphron6t0V9+9JGHsy5pGGdWqcemUTfeWU/jFu+WPc9qeY449R+79FnP8Wcvy3oPNPYccrl+K5U/LCInyunX4hnXjBG301Pvzl6NDL/v6X9J5TEu0QR9rDEHbR+B0MvoQlbiHxW0jiFpK4jSKVlVDkEoq8j6Pv4+gH2L+GoxYRmAISU0RgiihsCYktorA7KHwJjd/DEHexxD0McRdL2MMQynMPi9tBY3bQmBIaU0Rht9HYbRRuC4ndRGELWEIBSyhiCEUsfgeD38Fgd8tQuF0kfgeFLyEJRSShgMCX7WFpe1jKLoa8iyHvYci7aMIeirCHxu+i8d/9LGh8AU0soInbKNIWirSFopRto6llRTRtB03bQ1P30eQ9FGkXTdjBEApofAGN38bgN1H4LSSxgCAXYKQilLLTTdkBU84Isa2Bqd5l3eSmafrAMXPiEBybJ17YOId61qGeta9lbcqGMvye5CQlMUlLcnsj43TvKNnUi5QQOpmgKkLNna4Hl1vvftBRcantzget18/CKj4c73rmZxOW5aPL0pEV6cgCf3BVzk7NMP1smoLSja283XL945ovPrhx/p0v3nv7i/PvXfnw/fu3b9Q+fVr58GHF1Wu3Pvv8xqeXg2734cHe69cvX7x6eXh6cvT8xes337z55jeBQAgJR/XQemuf1bQ3AxCgzrp7d5A1T5++9xMNoiXZ05mlAFaxT096G1721n45UP/1cPM37LZvueBvBdA3QtRv5PRv5b1v5H3fqAZ/qxv5ZwvnD07BH73iP3jlf/Ao/+BR/96t/r1L+3uX/vcu47+69b/1qb71SL5xiN+YBV+rp7+STX4p5HzF4+z200s99AKFukkkbRAI60TCBomYI1HW0OQNFHUDRcujaXkUPY+mbaN6ttH0LQS1rACnFuDUIpxahFMLCHIBTSxiCEUMqYghlbDksh0cZQdH28FR/hppB0/cI5J3ScRdEnmHSCor4UkFAmkVjlyFI1bhiFUEbBUBW0V0l31XJBq3icJuovCbKHweicsjcQUsqbwmbWOI2yjcNgpXROG2UJgiFr+NxW1j8JtYfB5DyKNJOQxpA03MY6llmzha2TaOXsLQDzC0YzTlCEU+RJH/nB1pF00qIQk7CFIJRt6FkXe7KfsQyj6EckZP64xwqZt67p5NUDRwC9rxY6vg24BiRz1eULO3VawN+fCSaGB2mhYZJwTGiJ4BvJOBN/eg1aRuPgIw3PaMVnsH9/SLnvoKSvUNatWNMcAjFa41NELMzjA3ZGPLIsaSiJHTsFeVLM8IXoQFDgAeQ+9/Vv3Je08unb3/wbu333/v9gfnb1/68P7nnz2+drX54UNES8u1jz5YTc/uFTZfnhx++eWr0m7x62/ebORzr159qVCo6moaaZTeRxWPK+48uH7v4bU7d+qrnjTdvcKFNQQZ3Sl6S5ZUeTTQ8GKg5tVg9evh2ldj9S/Hm19Ntr7idPw3Fe2PMupXk6jfikh/0g39QTf8rXLw/3byv9KM/atT8m9B/f+T8vyLz/jCKP+dz/bPfsvvg/rfB9T/6tP8s0f9O5f6N3b1N1b1G4t6jTW0MjK0NMSY7+9J0shRMjaIR4ZRyAyKtIKkrCLpGyhaHtO3je0rYQdK2P4D4tAhfvCIMJTrJORA+BKMttlFPMQwtqHklXb0FpRcQtLXQNjNbtI+tn8bRtmCUrZhlCKCtovuPcQPnJCYzykjL2jDG3DMOgxZxBFLWGKuG7EFRx8SKQcE8gGBvEsglAj4LTx6A4tYwUKzaMgSqnsDg8mh8RsoXNk6Elu2hSZsoQnl/raQ+E0ErmwdiV1H4NfguFUEbgWOXYHjyzbQ5LIchlKWx1K30dR9BPUIRj6CkQ/gf+UQQTlE0MqO4d85o8Q2BVm4LT3n0CnaN/G21eMlLefIItjRTe7oJguaiZyKtSJlzgl6Y5Pk8DgpMEz2M2muAYKJjlJgO3ndTWPAJ4MN9zig6jHgE07rUxWmLcqibMjYm/KJdfFITsHckA8V9JxN3XhkgqyhdLK7qnCV15s/P197+fzTT849/Oj8g48vPv7sUuW1KzU3rwMfPUC1NN259OFyMnpYru31y52d4otXL4s7pTdvvh0eHoVDUUQ85f7th48fVdW3QR7U1N2/c7vi0gXUgy98/bBlJmSd1nDKBLxmNn4z3PhmtOGbccDXHODXXNCbKfAfxPg/SSj/NIP/3QzxXxT0PxmH/2Bi/cnO/ZNb+G8Bxe9cit/5dK8d6uc21R/Twf++GP2NR/OtW/mNS/OlU/PKpj6xag+tun2L/rXf/cLjOHZYdk26bbV8XSpcFU6tT0/N9wwuUAbnSYxZXE8SRY3DSFEwPtaFW8Ex5mCUZVTvMrJnHd2fxw0udlNy2IGjfu4mfqiAZxZII3k0Y4vA3CWPraP7t3FDm/ihLexgHje4iRnYwDDyaMY6ujeHo22Te477h/epjE0EroQiHhGoOyh8+WpbwuGKeNwWEZMnYnIkTI6Ey+PwmxjyJoacR5cviKRNJHELSSygyQU0eRtFKiJJRSSpgCCWbSMp20jKFoJctgknlRXRtO+VMPQShr6D7dnD9pRg5PIC9jdzB0oqQkl/M8/wwU8dDOi6auzYLTmxi3YNUzu6yT3D1L5xet84vWuY2tZxNpRjS5LBtKA3MUWPsnvCYz3+EapjgGCkIRX4LiGihdfdMAWp5cMaVNh27xA+IxjKKybysvFVIXNHx9nWjO2ZpkpGborfZ2MgBciW3saHnTcvAa9farjyUfUXl6qufFp782pjxZ2WB/c6nj1BA5rvX748Hw6e7BSfH+2/fvVib2/n6OT44Ojw29/8Dg5DM3qZGCThUcWTuuqmjjZ4fVXj0+t36j79FHb141gvKj+IWkRUnfQAXtGbv+ppetPX9PUA8KvhttejXS9ZkBM2/MU0/ish5WQKeziNfa3s+62Z9UIz9K2T98eI5rcB5e+ihm/DplOX5qXPdGhXvwlbvw5bvwo5Xoacz/3OI7/7wOfZ83mPo9GTWOwkFnsejb2MxV7GYq9ikVexyKHbs+907VrtBaN5U61bl6tWxLIVoTTEGHZRen00hg1DsiDwHgLdiSYHib3ObpylHeECY4MoahhNi+J6w2iaDYSKYnvCGHoIRfXBSZ5uvKMLYwehHO3wJVJvFk9bJfQsIojJduhyN7aAoWxAsVtQzDYMu43AFJDYAhpfwOFLBGIJTyphqbsY+i6GvoOm7aJoO0jqDpK6i6AWoaSyUjexrAghlMCEYzjtGE45hlPKK9YRjHwIJR1CSSUQ5ns7ndidTuxuF64IwW0iCBtIQv4/zG00eRND/pt5RgB5ZuuDLMuYBw7hqUN8ZJ05sQlfuqSHZv6hmb9v4pWMU1vaiTXl6KJkcF44EGX3RFi9gVGal0m29eMMdLiGDFESOgXwRh0FEhyjzPGHFmeYq+LRTflEScPdM3C3VaO7+skdPXdewHAxsXJcxxDgGeLBVfC9q+13rzTfvtp05zrgwd32p487q56Ba6pQrS1Prl+Le1wvD/ZODnZfvjg9ONg7Ojo6ODz++s1vO0CQAcYIFkWsr2psqWtrbeyqrqhuuvMIVvGQePu6FwfNDxAysIYX/d1f9YO/ZnR9Mwh5Mwz/egz91TjuxSRhdxJfnMIfy/p2hJSikFiS0F6YRnfUA7s65iuPcM80uWcTPPdrTvy6VxHLoVe/77ft+e0ln6Pod235PDmfd90XXPUGlt3+JY9/yePPunzLTt+yy7vq9C673Pl4bD0ZySViuUQkH49tJqOFeLwQjx4vZPZTs6+Wlnej0WIg/HV2+XeruX9Zz30ZSb0KxF4Hk1+GEi/98Zf+6Atf7NgVeB1MvvRHTz2RA7u3ZHJtas0bKlNeptuRajKDrBixN4qlhOH4NIa8TurP4fu2cL0FfF8B31Mk9JaIfSVi3w6pd4/Yv4WibSHpWwha2Sacug2jbsOoJWRPEUEvweklOL0IoxVhtBKMttNN2QMT98H4fTB+rwtXttuJ3e3EHkAIh93EsiMoqewATt4n9pbI/xOrCNx/dMbBgMYmyeuqsZJ5et/EOzDznzvEX3oVRxbBkUVwaBHsmnlFAzenYS/Lh5ekw9+vbe5Boo2BMfcijT0IQw/MxkAH2NS5mcFl6diajL2t5h6ZhV+55XtaTl46uC0f3VKy5nh9XiZBRegcBlQSK++gn9yBProLenAH9LCis/Jxd10NvLEe2tiIAgJrK+76LKavTo6O9kovnp8cHR2cnJzs7OydnL6CwdFYDIlC7oV0IgH17SAA9NntZ8D7VZCKR9hbd3j11auD9C0G4YhJes7EvxjGvxwjvhinPJ/sOZ1mHM4M7StHNsR9O/rRkm7k2MHZ1A3u2cf37OObxpGvZzUnYdlJSPFV2noSM5Q8ykWD0C/heSQil1TilMpsMrlVpjTLtEa5Xi/VGWR6o9xgUhgsSqNVZbKrzFaN0Wq3mF1mq9vu8Ds8Qa8/4otEQrF4SCoRUch4Eg5LxKKwcDgJi8JBYZjOTha1Z6qnj0vrn6T18HoHpSNjJp7Ir9Yap4VmgdAhVvhUmqjBmrI7M+7Aqje4bLA4hkZNtP7gMCvGZEd6h+M05ix5cIHCXCQNLeEZWVz/IqZ3EdWTQVIXEJQNEnODNJInjuQIw9/BMXM4Zg47VLaBGcyjB3OogRxqYAvZu4/pK7+0O0TRyw6QtAMkbbd8vw8j78Epe3BK+bXILoJa+PM192/85ZX3e2dWFCMbGnbByN02TG6rx7fV43uGqROb8MDEOzDxDsz8cm157fiqcjQrG4lP9EVYvYFhqnsQb+9DW/pQlj6kuR8ZmqD7Rwn+YXx8nLYuZe0bZk7NolOTYFc1vj7TtzEzsC5hznF7/MNEDQk82lpNq31EqH6AfPag++nD7mdPoHVVqKZGDLAFCQCg2lobHj+0a9Xfvnx+sFN4cXx0enxyevqiWNwplvbxBEpHO4TRP4zH0VqaQfW1bQ/vPK1/UN12/yni3gP8nTsuIjbFIG9NDJYmBnYnB3anmLsCVknILkq4Wwpugtfv45AiM/SIkLYXFC8amFkTc8PB3gny/8dJ4r8fJf+0E/3Tbvx0zpwxce28ARl7SMhmC9kTMxNcwSRvenJmiiuampJypxVTPCV/RiOWGuUqs1ZrNxhcOrNT5/Fo/G5twKMLeo1BnzkcsEaC9nBQZbM8bWy4dP3avcpnlU2N9QBAXUtLK6jzydPKuvrG+vrG2rqGpqaWuvrGqqqa+oamri5IZxeksxPcAerq6Ohsawe1tXV0ANp7sXgqFMbrYwQVmrTekpCq43xZbEKYZAtTYzPzw7z0ADfdz0n1jCdpownqSBDXH8T1h7EDIUxfCMMIYfpCqP4QujeBZybwg3HcUBw3kMQOJTCMBGYwhe5bxvauYumraNoKhraKpi2jqSso6jKamif054j9m0RGnsTYJDI2yQNbpIEt0kCBwCgQGEX8/695Zk01tqFh57XjG2pWTj6aV4yVtJwDE29Xz90zTO0Zp0vGqYJ+Mqdhl2ub4w8lJxkRFt3LJLoGcDYG2j6AcQxivcM4Sw/USO7yDqKWBAMlDXdPM1WQje2rJzYEjDU+Y104uMDtjYxRTVTEREddT/0TUu0TTPVjWOVjWNUzeH0dpgWAaWvDdLQjO9oAlZVGuex3r7/cLxWfHx2/OH1+fHy6v3+4kdvGYElAIHh4mEMi9QHbuz+/++jm48p7j57WV9e0Pn3Wdu9uP7BxrL1pHNgw2VrPaW+YBDVxIMAJWNsEvJONAo1jO7gU8BSta4IEXPQIooaRgKYvahzYSkr+x5uFPz5Pfrnl+U0x+GLFuZsyrkWNsim2kMcX8YQzAsmMUMYXqXkS3bREL9G5RN/TO8Rau1hrE+psGl9A7Q9ofAGtP6j1B/W+oN4XNPiCQr3p1pOqn7534Se/Ovdff/qL//rjt//zD3/2n3/01g9/ffanFz74ybmL717+4lZlza2q2g9v3D73xbVffvTJO5cun/3syoWrNz6+dffyvYdXHj659vjJlYp7bdBusVKZnE2nZ+cWkqlsIr0YiGV90VVPdMMZyTkjeXs4bw1tmoObFv+K1pHV2Va0jmWNdVljX9ZYl1W2ZZUlxpXHpqTRSVmUK4lPymIccYwjTU6IQn2jkd7hSA8z3MMM04dC9KHy9JP7feR+P7nfT2EEKAw/hRGkDkTIA2n8wAJ2IIP927lMHM4Sh/9mnklO0+Zm+pYkgyvy4Zx8tKCZODDxTmzC8jPpjp5bNHC3dZychr2iGFmWjiyLWQv84SSnPzhC8Qzh3YM4FxPvHsbZ+xG2PrirHx5nkVaFzF0190A7va/iHGsmNwUD6zzGhnB4iTeYmOi19WImwS29DU/JdU8x1U/hVU+gNZWIhnoMEIhtb8d0gRAdbcCaaq1U/Luvv94vFE4Pj14+f3Gwd3hy/HJ1bRMGx3R0wEZHuURibxsEef7GnVsNjZ9UVFRUPnvw4EHNoweAJw9bH93rfvYIWvUIVvUEVvsM1lgFbamDApu6WxsggGoatoOCBqI7nyV84qiH5zUPey2Dsz7O77+a/f3r1Je7gW/2Iycb7u0542rcpBRxpWKJVCoXy1VihU6kNok0VoHWNq2yctXWaa2dr3fOGN0is1tm8UptXrnDr3AG1K6gxh3SeSN6X9QYiJv8cbUj0DPC7Rubpg9PYmlDfaNT/WPTGNoQcYTTSqB+/qz2wu37N+qar1Y3vH356t+f++BKVf3nz2o/eVT54b3H52/d+/XVW7/8/Prbl7/42aVPgHiCNhjyL2bN4bArGg/PLfjC8WgslYimZ6Pphej8YnQhG8ssxxfX4kurscxqfH4lNle2HE2vRNIrkfRmYrEsH89sxjOb8Uw+trAdWdgOJIr+WNGfKPpjBV+84Itue2Pb3kjOGco5A3lXOO8Kbrojm+7QpjtScoZKGs+e2rWv+tu5KTTnRca/mWfmZvoy4oFVxUhOwy7pJnf03F09t7yw7eq5Jd1k+e+TN9SsNdXYmoKVnupPcRmJid4Im+YfIXmG8M4BlIOBtPbCLD0QNwOR4tDy8tEd9cSmeDjLoW/NDO5IR/dVnH3NVE7KTnL6rX1YOQE2AWmlA2rx9dX45noMoBHeWI9ubaXC4WQkgoJBVT+873VYXx4dHe3sfPXy1enx8+cnr9bXNjdyBSyOXN/UPjTC6WWw7lbW32tru9bSdK22+np15cPamqq62rqa2rqqyrb6hvbG+vbmZlArEARq74CAQFBIFxwC6e5AIkHd0GYMGmAwcOw2jtnAdNiGfe7R54f+N8/jr4/CJ0Xv1pKpsGhZjBm8Nh1ngs1mj0lk0mmhhMWf4Sv1IqNDoLMKDA6R1SNz+hXuoMIdlDv8UpvX6E+YAklzIGkJzlpDKVs4bQunHaG0yuLTWPw6W9DgCFtcMZsn4fDN2oMpR3JRaHGPSjW/+vzmo1bwtarGdz67UQ1GxnMlR2rJm1nzZtZ0wYQxknKklrTBhG1+yTafsS9kHZlld2bFs7jqzaz6Ftci2Vwkm4su5eKLucRiLpnJJTO51EIuMZdNpv9KKpVNpbLpVDadyqZml2aTi6nE4mw8k4wtJGMLqfB8KpJORxbS0bl0ZGEuNj8XzczF5jcWNzeWcuWZW9rKZfO5pa3tpc1iZqu0kN+d39rJbO5nCntL2weLxf1s4Xh593CldLq6f7K+93Lj6EX+8MvN0+9qW5EP5zTsopbzfW07usmSllPQTOTV7JyKtaYcXVGMrMhG53kD89yBJKcvxqYHR8nf12aggPTEdjOlM8TELvJ614WDWW5PeoSwNTO4Ix3bV3H3VNMbkvHYeK+5ByvBd4+BAb1tTcSWemxLIxrQjAQAsCAQCQaj47HgduDta1/Egr7XJyevT56/OHp+tHt4dHC6tVlaXclTqH2Pn9WT6AMQOOGTm/eegDrvAoE36mtv1tQ8rGuobGypaWiurWtqaW4DtLQDW0GtIHArBNoGg7cjUB0oFBSHRhFRMAwYRQCrDVyDZVJjYBrNQw7nyOG+79Vp9HQ/uLftyS+Zc4uW+ZjRa9NMc9jj7BGRaIbLF4xypyclCp7KwNMYp3Umvt4mMNlEVqfM5VZ5fBpfyOhPmAIpsz9lCaStwTlrcM4WmreF5u3hBVto3h6cs/pTZm/S6I7rnVGNI6KwBVXuqD+T+/R+dUVDx9WnjVeeNMgdIbUnpvHGZ4xuhTOs8cYlVr/GGzcEU1pfTBuIGcKzlvi8PbXkml/xLq77sznf0oZvKe9byvsX84E/C2Xy/vmVwNxKcH41tLAWWlgLZ9ZjmY1YZiOxmEss5uKZjXhmIz6/Hptbi82tRdOr8bmNssR8riy5kE8u5MPJlbLI7GpkdjWaWiv7yw8nF/Kzmc3U4lZqcWs2s/n9dnppey5bmMsWzqQFvQsixop8eEPNKmo5pfIFVDdZUI9vq9ibSta6YnRNPrIsYy5Jh5bEzIxgKDM9lOIy4uM9oTGSj4lzDaIdDKQaC1Cim7W4Fk8fdJ5L2xANrQsY2Ulanj9QEA3vyCeKiskV4VholKojI2bQ4DEIcKi7nQ5qxQAaEYAmFKgdA+5CgTuREAiwqRHY1FjczL86Pv3y9MWLw9Oj3cP93aPDg+dLixtj47zHlU2k3uEOKP7mw6pGCKyqrf1RffPDmsbKupa6xramBlBTfUcboLsdCO1og4NAyE4ICgzHgpF4MJqAptKxdBqKjMPSMXIDT22eUhqYGtOQxTlS2vU8fx472g/tbgdyWftaxrYQtwQdehl/isdhCWemp3jTY5OT4zOiKZlqdEY8JpKy5epJtZZvMImtVqXTqXR7lZ6wyhNTeWJqb1zjS2j9yTKNL6HxJbS+hNaX0Hjj35OZfEqzP7qQ/+TG46ZOTDUAev1BncoS4EoMntiSyZPQ2sN6Z1SkcegckWBqzeqO2zwJpz/lDs9741nf7GpgfsOfybnTq670uiu97k6tu1Pr3j/zz63751aDC+uhzEZ0KR/LbiZWthMr28nsVjK7lVzcTGTy8YVcfCEXn9uIzedTSzuz2b3Z7F5qeb8svXKQXjmIzhei84XYQrEsninFM6XoYsmf3vTObfrmt/wL24FMIZApBBeLwcWib37LN7/lndv0zm160nl3KudO5c6kBb3zwv5lGXNdNVbQTBS1nJKWU9JyNhVjm4qxDdnId//gQzKYEQ9khINZ0UhWMJKZHkpy+sIs8p9rg5upXQZSh40CCjPRqwJGUc4qSEc2BIySjLWv4pwYZw5Noi3l1Ow00z5IUlDQLHg7CwNlwMGo1hZISxOiow0Oam9vaexsa22qqx3s690tbJfyW6X81mFpf2t1az2b2y0e+n0xzpTocWUTlTEGJ/S2dCFAcBSgA1zd0FJZ01xb29rcCAY2dbc2dINaEF1AVFc7BtyJ7e7GQRFEGIoMxVAwVAaa1oOl0wgMkkQvUJqn1Ba21jJqc7GLO97Xr9PHB9H9Yriw4d9Y9CynPHGf1aJSyAXTMpFAKBRO8vicGfG0VCUymIUGs9BsF5qtMyYLT6/nabWTai3faOebnHyTW2B2zVi8AptHaPXN2L0yV1jqCSm9MWUgpg7NaiOz+ti8OTantAZnM1iRAAAgAElEQVSNzogvlv3oi4qmDvSjmtYHVa12/6zeHvHFFj2RRZ0t6AjM+eNLBkdUbfS6XQmXM+5wxe3uuMWVMHkSendc54mbQgum0IIptGgJLlqCi9Y/88yueVOrvvRaYH4jvJCPLm7Flrbj2UJkPhee24ikN8Kp9dDsWmh2LZRYDSbWE4s7saWd2OJuPLsbX9qLZ3cT2f3E8l5y+SC5sp9cPphdPZhdOUytHaZWj2bXDsPZ3dDyTii7G17ZjazsR9f2o6sHsfWDyMp+eGU3lN0NZkv+TNG7sOWZ2zqT4vfMC/uz0qF11di2erygmShpOUXNxKZiLC8f3ZCNrEiZy5KhRfHAgoixMDOwLmWtikeXBEMpbl+ETfEP490DSGc/XAKrk8Br9NiWMBO9KR0+NfFfmAVHOu6hhntqEr52KF+6VfsWaVbODXAHjSP0cRR4nIBioLvR7cCu5sauNkBbS3NtTVVHe+vjRw/kUtl+aef1ycu97Z0XBy8K64XDneMvX37j9USmBYqaBhCaMtCNo7fDsHAUvhPU3dgArKlsaqgCAuq72hrhHY2IzmZUFxADacNBQDgYmICAEZFIIgJNgRN6YUQ6hkYnDVCFGr7SxDM4p42OCYdnslD0vXmzdHqUPCzF9wvJzWwol4ksRHxBu9WkUmhkMpVCLZEqZ6Rqkdok1Fn4WtOkyjih1E4otZNq7bTOwDOapgzWSaOVa7RPme3TZueUxcGzuKatzhm7d8bpFTp8M07vjNMndPmELr/E6VPa/NNSHamP9eN3Lja2I67dq3z/8m0wmqK1BiRaW3wh547MqUxeizcmVtuUBpfHN+v1Jt3epM0bt3jiJk+sXJvKFVe54hpnUuNMap1JvSNpsM/qHUmTL230p02BOXNw3hrO2CKLjsiSM5p1hZdc4SVnaNERzDgDGYd/we6bt/vm/Yk1f2ItkMwFkuvB2XxwdqM8y0cCydz3R0KpzVAql1jcSSwWk0u7yaXSbHYvtbybXjlIr+zNrx3Nre6nVw5mszvJpd14phBbKJ6Z5dHLz6RrytEtFbugmShqJoqaiS0la0vJyivG1uQjK1JmVjq0KBlcFA9sKjk5KXtFNLIwzYixqYERQrk2ftcTIfiZFt0UHESuzTBKCtaWmLky1TPPpman+jckrLx8clkyHuEOmIbIYhqaCW1jILoo0A4ECNgFaGpraWxqrK+pqaqrq6murlxeyp4enxRz2waVTiVWiafFXoc/HpmbYM9Q6My6pq5OJAlJZnShiEgsAQzubqxvqXraUPespbmms7UeAWxEdjSh21swoFZMVzsG0oWDdePhcDwMSYBiaGA0BUPrITPofNmkTDdpcvCNtnGbazK/6Xnz9fLxfuKgOHtYnMsthvKL8Uw0mPT7HHqDVq7Ua00qrUmmMiuMLqMvrnSFhCbXtN4qMNilDo8xHLcl5zT+qDoQ1QZimmBMG4prIgldOKGNJhWBiCIQUQajqlBMHY6rIwl1JKGPJFXOgN4ZEqotta3dnSjy9QfVjSCEI5SyBZKTYo0/uRSZX1NbfSqLV6p3uCJzRkfI4AwZXWGDN2rwxQ3BpCGU1ofTcndM4YopXAmlM6F2JHT2hN6W1NkTCmtUag9LbKEyqTUksQQllqDOk9R5klp3QudKaJ1xjSOmtkfV9qglkC4r33R+f9/5N7vlO1F7eMGXWPYnV/zJlcDsajC1Fkqvh9Lr4bmN6EI+upCPzOfKi2j5+JnkNC0t6F2SDK4qRrZU7G31eEE9XlCPFzUTBfX4loq9oRxbV4yuyIezMmZWOrSt5m7KJ9YkYxneQHyCEhzBlWvzDSE9A3D/IDw+hkuzieF+uAFez2+8o4c3WXHtnh6Ef4jgHsRraHA+GjQMARAB1ajmGhigFtrRAm4HAAGNzc2NLcDmp5VPkEj40cGh3WojoHD3b1V8/tHnlz+4/OT+M0AT6PbNxxUPqp/VtzeBECQGC0akI3HEzi5IbV3T4yfVT5401VS3N9RDGxqRzY2opmZkCxDZ2o7q6MR0QlBdMBQYjoXjeiAoCp7eR2P0cWbYfOmYxsRR6ob05tGlrPnVy8zOdriwHt3Lz64kvWvpWDoQSAUiDr1FKVHpdTat0SXTOJRmr9oZkTtCIouPb3Lz9M5pg51vdAhMjhm9bUZvEemtIqNNbLILzXaJ2SGyOBQun8Llkzu9ZbI/U7h8hKExAAL7acWjyrauejCcMjqx9/Vvt55/6YinBTqz2uX3pheDmRVXcl7jC8kcHonTI3V5xV6fyBcUBUIif1gciMgjs4rwrDqY1gbTusC80Tdv8s0bffNqX1ruT0m9SbE7LnRGZ2xhviXItwRlzrjMGZc6YjJHTGqPSmwRsTUstgbVnojaE1Z7whpvROONaH3RMkMwYQwly0zh2TJzJPX9rjmSskTT1thcmSWa/n7XFp+3JxbsiYUzyemetKB3UTywJh/ZVLK+r+0vnkkncqrxNQVrRTG2ImMVNFPbysl1KWuRPzg7QQ2O4DwDSGc/3D+MDQxjQ6PY5DgpNUH29kGloKcjT66IQdUqRLOJBLH3oS39WDkFMYECDUKA4Kr7gCcVwOqnXW0tEFBbK7CltbUVAoFUVlb29fRmF5c6W0HvvPXL65ev37l+9/a1u3eu3a9+1nzjxsO792pawZi61m587ygAjETiSB1gaFVd4/1H1Q8eNTyraq2pB9c1wuoaYfVN0MYWeFMbAtCJagUj2qGIDgQKRe7rxlKIvf2UgR7W9AhHwJSqxmZk/UoNM5nWHx/O59aD69nA9lp8LuxcTARjHnfcFzRrjRKRXKszawxOidYmt3glJq/GG3fPrSXz+4u7LzI7z1Pb+4mNUqZwsFTYXyrsZ4sHy6XDlZ2jlZ2j1d3j/MmrjaMXy7tH81s78dW8f3HFlc7YknN13YgfXXj/5x988l/efucXH11+9/IXb330KXWcs7R/fPgv/6qPxPlmi8LtV7g8gaVVczQZzW0Fc9vejU33Ws6+smbJrpoWl42ZFU0qo51d0iWXDIklY3zZHFu2xJYtsWXbfM40t25IrWoTWXV4QRFIy3yzEk9C4oqLnTGxMyZyRMW2iNAeEVnDIltQ4Q4pXUGVO1RWLu8/xqfzx8r0oYQ+lDCEk4Zw0hiZNUVT5ljaHEtrAzFdMF4+ZYqmLPE5a2L+zCyvPyMeSk33Lgj69ozTe6apnGx4Szm2o5ssaia2VBMbiol1OWdDxd1QT+e1/FURa108lpOy16WsZeFwitsXHiX5mLh5wWBaMDDL649yaN5hnJnercK1ShEtzj6Mb4jsHCSryHAeppONAvWAm5FN1R21T3HQTkgrANQKbGlqbgO2V1fWdbWB79++57Y6RdMzF9692NUGvnX1Tjuwq+Luk88u37hypeLajcc371a1Q/BP6trBKDqBNtLS2g2BoCEQdEsLuKoWWF3bXlXX/qQKUNsCrgNAGlqhjR3wli4EEIJqg6La4MhuAgFKxCOpRFw/iT5KH55icMXDfMXwJL9XY+QuLfsjMWM4ZPC6NV6n1u82uawmi8GoUihFIskkb4Y1LRibFo4IRHytiTbOa4LjbtW0fP6o5tqzhrs1rffr264+rbv2rP7as/qblQ23qhpvVzfdqWq6W938qLH9GaDrTk3zx7cfXrhe8e6VW/UILABH/MfzF398/vxPzl1869yFn599/+fnL/70wgc/ev8ipL9/7uRA4HVLgl53Nss3GXvGJ4nMUcr49MCMfEJnETp8Mm9YEUxoomltYtGQWtanVg2pVX1q1TC7VmaaXfUtlxKbh4702rTBLTD7nHPr7oWczBU1RBb04XldaE4TSGl8s0pvQumOK1wxjStapnXHtO6YzhMvMwVS/wtJc3DWGk7bo/POeMadXPLMZr2pZb03ofcmdP6kIZgyhtLmyLwlunAmzu1ZEDHn+P2LQkZJN1nUTeRkwwU1u6TlFNTjm8rxnHx8Xc5ZV3A31PycRrAqYm1IWHnZeE4+viYZW+APJiZ6wyxqgtuf4PbHpvojU32hyR7/ONXFIrmGiY5+nGeQYukjCrHdwxAAraMB3lDZ/OhOe0M1GgbpBAKBTc3AllZIFwzSAW1rbq98ULm+sIyD46ofVTdUNz26/+zmtXuPH9U8elR35fr9qrr2Dy7dvPekpbEV2QzCVDxubGtDdHfjoFA8ENhdU99W29Be29hRWQusA3TVA8EN7d1NIFgLBAmEotvg2HYEBkzEQUhoOB2LHSDRR+nMaQZHPDqtYE2Jh7TWmaW1cCxpi8Zs/oDB7zUE/Wan1WQy6tVKlUginhLMsPm8MZ5gRDBDHWXjBpiIXiaybxg/wCYOTRAYE+jeEfwIhzDKIY5wSKOT1DEujTVFH5uij00RB9l943zqGBczMEaf4JMnpuvgmB+cf/8fz1/8ybnzPzt7/ufnLrx99sLPz1346cWLP3r/4sUHFZKwj2XR9ysljXjMxdu3zn72+ZOW1rv1wKuVDZ8+qLn8uO5mXeu9lq6KZvCN+o7LlYBPqgCfVAEuVQEuVQHLPqkC3KrvuFYJeASE4ZhTMkfElV53z23Ykyu2xLI1nrXGs5bYkiW2ZI4umiIZczhj9Ka+Z/Kly8z+Oa0z/r8Q/Z/yJtc8iVVXYsUZX7ZHl6zhjCW0cCYyQZ0XDi2KhpYlQ5tKVl45mpMN7WrZO+rxbRU7r2BvyNhrsok1+eS6ipdTTa+J2Tkpe1PJ2VZzN5WcFcnYAp+Zmh7IiEbnZ4ZnBUMxHiPC7Q9y+4LcvvBkn3OQ6BmmmRkkEQ46Cm3t7WpGt9S2VT4CNdV2g9q6Wls729pB7Z1tQBAGSQA2trY2tB7tHHQCOp/ee/r0QWV9TfPNa/fu3nl8717V51crblVU3aqoelgJeFQFbAZhPrlyv60DBYcT4XBiawe8obmzsaWrEQCuawI1tEIa27obO6AtXQhAN6oVhmlH4DqQWAgJ303GlGvrGesZ5g1MSsZ4SjZfNqK3i7JrsUTKlUg6wxFLIGgOBq0Oi9FsMmjVGqlcxhOKJmYELP7MMF8wozNy5KphgWxwWjwqUExItFNy85TSxNPZpvVWvt4mMNhFRofY4JAZnDKDU6KzTyuNAp1V441YommhzV0FQfzs0uUfnrtQru2ts+e/q+38hR+9f/H/uniuEgP/VcXN//Pi2ctVT7k6rTs5G55fciUz7vSyd37Vm1lzpVctiUVjdF4fThtii4bYoiGW1cez+nhWm8hqE1l9PGuNZ0Um/4zBa4tl3al1pTMmNPpUrrghMFdmDM6X356YwxlzOGP2z1l9czb/vM0/bw8s/H9yRxddkXlneM4RSlsCabM/ZfLNGr3J7x4mIov26JIjlnXEss748pkgi5TiM5akoyuy0RUpc1UyWK6tqGQVFGM52ciaZGRNMrYqHV+TT64ruOuS8bxiYlvNLeh429rpDRVnWcrOiEaXJKy0cDg63e/j0NwsiptF8bCpvoleYw/G2k/S9uD52O4xOGgIBqKCW5HAxo7GmvbGenBbGwoG7wZDa6rq4d3omqp6DBy9X9gVTYmufXb98b2nTx5WtTSD7tx5/MHHV7+4du9WRVVtY2dNE7gdgm/pxFY1dLaD0DAkCY4it3cim4GQljYooB32fWrNnXAAGFlODYQidKLxECIRSsEj6ATCAKWX1TvCY05KWHwlhycb01pEmeVwJGGPJR3hiM0fMHm9ZofFaDEbdTqdQqWckUgnRUK2QDjKE4xL5CyxbEwkZ4lV42LNhEQ7IdaPizXMGTlzRj4sVIyJlGyRii1ScURqjkgtVFtG+LJhnpQt0w7wJLB+5jtf3PjB+fd/eO7Cj8+e+9l75946e/7n753/rrYLF37wwYWbrc1dg324Cda4RsU3GDR2ZyA5r7B6Db64O7nkmVuxJ5aMobQ+mDKE0qZIxhjNGCNLxsiSPvodYzRjjy/r/Wm9d9YYnLeEFvT+tDWc8aQ3NK642p3QeZI6X8oUmCuftYYzFm+6zOqbKyuXZ3Ql/yfccUco7Qil7cGUPZiyBdJmf6pM44honVGdJ2nwpUyBOUtowRZZPONnUWJTvUvS0VX52JJoYFnEyMuZ26rRgnJkSzayIWWuiodWRMxl8eiqdHxdzsnJx7dUkyUdr2QQFPX8vIa7puAsSVhhNt03RnEyCdYhnGUQbxshOVlUD5uuJCE0VKyUiGBD2xig5r4uIAnUAm+p72ysba2vBbe1QbvAUAispQnQCeq+ce22WqYq5LY3lnNwMOLh3ccfXLh0/VrFxx9fqXhQDUOSmlth1fUdz+o62FPyxnZUF5zcCkJ1I8gwFLW9C9PcCmsBIQGdqOYORAsI2dyJBIDRrVBcO5wAQpK60BQwltxNIsOoJDSdTByk97EZI7wRrpQtUE1yxaNygyA+7/OFzKGY3R+0uDx6m11vsxqtZovRaFZrdBKFckoiHp8RjfIEk3IVV6GeUuimFDqe3MBXGAVKs1Bt5ch1HLlmUqEtn+Ir9TNKw4zSwFfqBRoTV65lCqX90zNENufsjdt/98tf/+jsn2t799wv3j3/8/fOv3Xuwk8uXPjwfsXFBxUNOHQlDMJWKhiTXJ5cKVLq1TaP2OAQaCxig0NlD+i9MZ0nqnaGdP6kzp/U+VJa/7/7riT/rNGbtITmfLOrwYWcI5JR2kMm36wpkLIE0tbwvD284IgtumJL7njW4IoZnTGjM2ZyxcvM7oTZnfh+92+Y3TGLN2b1xa3+hD2YcoTSzvCcKzJvDc5ZAmlTYM7oT+u9szpPUuuaPePn9AQ59LRweFnOyggHlyVDm6qxDenglpy5KRsqf1fasnBgRcRck4ytSll51eSWZqqo5xeNgoKBv6GZzErZ8+JR7yjZPUKyMfHmIbxpEFdmHiTahnvsI73qPiIXBRkCt/V1tZFAAHhLPRTY1NnSBAIAmusbukBgDArbCeq+dbNit7S3sZbLr27OpTLDgywshlRd3dzVhZzgipPplcraNgSGDkXTifRRCLqnGYRqakN0wolgJBnQiWpohTaBEMAudBMI0dKFAoDRwG5sGwxfTg2CpXXjqVAyBUahYHpoxIHePtbAKJ81JeMIVFyuaEyq44WTblfAFIzafUGb3aU3W3Q2q9lisZjNVo3BKFdreFL5hFA8yhOwRFKWSDoqkDKnRcNcMVugmFGYFUYXR6rmSNWTMs20XMtT6PhynUChFyj0UxK1UGOaUui4Sh1brob09P/66o0fXnz/H987/5N3z5Zre/vX537+3vm3zp7/ybnzf/eLt8/eudnVR79c9XSAz6ePjGksdoFENS3VTEl101IdT24QKE0CpZknN05J9eXffRLqXUK95y+4ZCafzOxR2UIGb8zkm9W5I3KzX2xw6lwxvSeqd8cN3pjBkzD64ibfrMWX0NsjBkfY4IgaHGGjM2Z0RsrTEZhzBFL/cRpdYZM7YvZErb64IzjrDM+5owueWOa7t3ThzL8LLZ0J8QZdbFqEN7AgYy2IBlcVI1tqVlbYn5MNrUsGVkUDyzP9yzOMZeHQqnh4RTqypZ3c1k8VjYKiUbClm15Vji8IR5L8QR+L6mHTveM9nvE+N7vXwaJbRyiWYaqXw3RPDhuH+/hEJAsFGUFD+xFgIridAAZ1NjV2tQAAjU3trR0YFLattZOApxwdnayuri8uLD8/fb2ZL23kCoFAIpNZn8tsHJ583d6F4fKVw+Oijm4CEj9QB4TWAaFtUFwHnNAEQtQCIQ0d8OZOZEMHHADBlFPrQBA70OQuHA2Mp0MINBiFDqfSMD09pEFG3zhzVDDOlXEFat60fFJqmImk/a6QNZTwBGIeh89ithqsVqvVarda7XqzRak1COTKcm1M3gxLJOVK1VypelKk5IpVQoVJbnCWI+MpdAKFfkZpECmNZTK9TWV1C3UWocHKkqlu1jf9+MNL73xxpVzbT989+ze1/f3Z9378yUdAMgE3NrJ2eMgSCMUKjVxlZE2JeTKt0uBQmV1ijXlaquOKNVMS7bREPy3RT0n1U1LjXxIozWKtTWZwSfUOgdIsUJoUJo/ZG1Nb/WqrT2XxKc0epdmrMLkVJo/c6DK5omZXxOKKWdxRiytm9cSs7rjVEzPaw0ZH6D9OndVbprf5DHa/wRkyOEMGV0Tvjhs8CaM/bQ7OW0NLjuiKI7F2JigYs7Jo/qnBlGRsTjK6pmLnteNzPPq6jLkuGSp/CWRW0J+dYayImMuS4S0dt2CYLhoF20Z+TstdlI3NCoYi3H4TA2sdJnrG+0L84ZiIlZBwEhJOVDypH6Tqh3pkvcQJNJQJB4+gYEMYBB0BpSMRrbU1YAAQDuluA7YDgW0N9S1Ohzednt/YyOc2tl1uf3Z5IxROrK5uz2XW1vN7kXjG5opOCVS9Q1wOX9XcjgaC8dUASBME3QrF1XbAqgHg2g5YIwhR3w4DdmNbobjywgbCUMB4OoTQ003shZF74dQebE8faXCwjz0yKuBMyXkCtWBGJVBaZLH5sDfqis6FIqmwO+C0OM3l2ixWu8FiVetNMwoVRyQZ5Qk4YjljchpB7q0Fdt15Unv/WUNDKxSCIkEw5G4sBYqhwLBUOI6GwtHLoBjK0ASfNjyOoDMQfYMf3Ln/w4sf/qd3fvUPZ8/+6L3vavvO2fM/Pn/+737x9tuffdqEx/TwpvbevBEo1QKRnMsT8UQKjkA6zpNOzij4Uq1QYZiRG/lSvUxllahsf8EhUTnEapvC6FJbvHKDU6AwijVWvSNo9kR19oDJHTG6wgZnSO8Iam1+tcWrMnuUJrfdlyhz+JNlzsCsMzBr88b/I4cnGoim/JFZXzjpDs26gklnIOHwJ23+hNkbN3qTBl9K753VuVNa16zaPXuGCqjyC8dDogknp29Wys4ZBfPi4Tl+f1Y8mJ1hLAn6F/l9S4L+ZeHAmmRkTT62rZ/KaTkli2DXJlxXc+bFwwnBoHOUxEcAFGSYc6w3KmQnJBw/b8wy2qvqI3KxUB4RPYmFD0O7BqGdA9AufFsLqPIpCghsefaso7Gpq70D3Anp6OjsaAevb2ytrefW1nOra/nsWm5pJbe0kltczi8u55dWtuOp5XQmrzN5RzmS/uFpDImJIg3h+sfqOpEAGB5JZ7YiiM+AkIYuFBBOaEeRQRhqF47eTeyDkvqhpP5uYh+E0IPvHcH3MYkMJpU50j/OGuFNcsRT0wq+QC2cEE8Y3abAbNCX8HvjfqvHanXbzRabXmc2mmxao0VrsCoMZpXFhqb1YHsYT5uAlU2tVyseoYh0KIrwpKq5vrnzcWXTR5/faACAblY8/vz63aralkdP69q64LfuPfni1v3P7tz/9O79e/VNH99/8F/efe9//9lbP3jvvR++9155efvZr8/+7L1zP33v3I/OnfuH8+f+t5//tLOX9utrV4RG4/J28e79J2/9/FcffPzZ+Q8/uXXvycWPP//4s+vXbj/4fwl7z+Cmsnxvl7q36pzz3jkzc6Z7piPQgGmCcQCTk22ibZxzzklyTrKtnPOWtrS1tZVzlmw552zjBDTQ0E0z3dDkjI0DYLLuB8/bb6j71q16atWqpdK3Z//+ay3ttXT6TLzvrkNHg8NCwpOOBIfvOXDiwJGQ/YdD0rNLN2/bs2tv8JnY1FMRCSFRSUdOhB8LjTkWGnMyPD4qMTO/pCYhPT+7qCI5qyg9r+RYaExYTEp6NqqsCptfXJWZW4IlssqrcTkF5eXVuMzckqy80tTMInR5fUlFQ05BeWUtAYOl1WBwOCINS6BiSQwQVqqMTo3ZTWKLBqcum1sHnb2TzQMzjr4Z9/APzv7ZNbEHdjFKCxQkjIVNaBcxzOTKMSW3m984BpPHINKoiDACYkdFhHGINCmlTsnoF3S8WTX7RzN42SqakDN7QXwzC6PFFiNV+RpsqYOJbRHQ3QDNRMNK60p5ZQW4zGRMamJtcnxtWlJtenJZckJ+VGR6WFhRUnJaVFR+WmZRXn5xISojI4tApF775bfpmXOTs+cmZ/9l2/jkufHJC2Nnz0/OXukfnu7qO9vZOwFAWiZfVlyOryNwc8rrk1FV2eX1ebX4NFR1Yn5ZVhmmqI6YXYbJKa/Pq2z8w7ZVKrH0Khy9hkjHUBh4NpsmBLiwUCAXSbQIDwFMzZa2gQ53b2tTV6vRZTU77Saz3aC3GE02pdag0VtUJqvCYM5Gl17+7dbdZwsP5pf7RqcePV/64PF88HjuPZw7EnQ6Kjalug5/JjIhKSkrKjalrKxuZHw2Jj4tLjU7KjmDwBNABvNnW7b+6bsN3x86/I/t2/4Vb1v/tTL9drv3V97eG/fvXX9g76H4mDM5WVPXr/98++7N2w8mp86PnZ2trGtMSM0sqaylsoCTYdHHTobrjC4ihRt47EwRqo5MFUTFZJSUNR47FgmKNWQaPzw6JSYhc9MW/6o6ogjWEKk8Fk+yOphTUB50IiIxNS8rrzSnoLyqjhgSnrDD/4CP/4G8osqdu49ExqadDouLTcyKik0Lj07JyS87HBQaGp4QGZt2ODAk+MSZwKCT+/YfPnkqLK+wRKU1iaQqhd6+Lyh0YOKisaXX2X22eWDG2T/bMnKxeejCGphKDPLZUp4a16mCTWxCN8I9b5P1S2iDEuqgmDQkIg4JccMgcVRMnoBpkwhtRsU6q6RdMAIXTIJBCbmJVa3HooTo5MqwI5jYE8T0aHp+Cj0vFZseXxETWhgajM9OL4uPRkWHlyfGl8bHZoScjg88GhccHBN8LOr48bTo+PTE5PTUjJCQMAmMXP7p58nZc2fPnZuYOT8+fW5s6tzY1LnRyfOjk+fPzvw4PH6+f3i2s3dCpXMJxBpMI7uRIkA30NB4Zl4tMbUUk1nRmFWJTSvFpJViciqwuZW4vCp8fjWhsJpYVEMqriWj6ihVOFY1nllLZNVT2QQ2lw6CXKlYoJTIjGqBXGRy2919Hc6uFntHi9Zh0dltBqPVaLAZjHYA8ycAACAASURBVDZEoVVpTRqLHVbrIpJSJn64NHX5yuQPl6fOX1p49fbp3NLzuaULF346cCA4Ojo5MPB0QUFZ+Jm4rKyisNCY3bsPHz8Vcex0RFx6ztHwqLjcgs0HDv7X5u+/8vX7wsf7Cx/vr7y9v92xY/32Hd95+6zu7v7Ne+uatV/tj42q4rLy6uraBodb2nsePZ774PHUNOCCT4UeOBp8KOiE3+79DTjyB4+Hz5dERiZGR6eGhsYFBYWdOhUdFZFcUFCRmYPe9L1PSnreyZAotc76Yunty5VPSak5p0Kjd+87ejjw1NHgkMSU7Irqxjv3nz16usjiioJPnKmtxYOQ4uTJiKxcVEJCBl8offx44dUbD4sljE1IP378zO59R+Pj0yMi41rbul6/fnPt2nUSmd43ONZIpMMq076g0I6BKaWt1egetHSMGtvH7L3T5q7JNd12Gxvb6Pfd2vr8zC61tEMG9Mr5g3JOD0TpE5H6hMReAW5AQBwSEUch2riUNqGgj8hI01rOpI7TKcSayWVIdTY9Ozp9//asIzsLTh4sDgsqDjuWc/xQyqGA2D1+1SkJhTHhuWEhBRFnCiIi0k6djD8aFBMYeHrf/vCgY4lnouIjo2OiYo8GBpvtjqkLFyZmZydmZ8enz41NzY5NnRudnB05e27k7LmRiQujZ3+YmL6CKC06UwsfVPEE6gYyUEHm1rDAvDpSYnF1VhUuo6IxobAytaSuoIaYX01YpbCaWFxLLqmnlTbQq/HsGgKnjsRpoHGIHIABinkILFQiKqsRVMImt72pp83W7ja3NqmtFo3FpjdYTUa7wWiDpEqF1qi3OECZMjD0zMjs+Z9v3r700/XLV6/PL75+8PDZ4sJrd3OHr8+ezIwCBp3v+eQRi+THgkMjIxK4HNHi4lsMjhKVnLEz8FhsTv6p1LR/bPf+t2/X/mnzxj9t3vhXr03/tWnT5xs3fe7l9Tcvr79+7/V3vx0bjh70Cw/Zcep4Ugl6/PKPwxPTbB745qOnuKwyNin11JlIQCztH5n4/c7DN+89dDr/5MmInTsPsViiro7hoKOhRQWVR4+crKioByEFClUVn5QZGZn4weOZmDhfhK4qLCyXq4yvX39qbu0JDDztH3BQoTC8fv0Jj6dHRSVFRCTs3HkgKSkrLi4tPj49JCT6zRvPyMi0v//+uLg0s7np6dMlNhtMTEhjs7mPHz8dHz8bGxv/9NkLi73Z3dF3+PgZV+eQRGOTm1uV9i6ppVPh6IUtXWumhkZbrDYOgRC0a6eURnJAgFNI75JyOkW0TpDcKSB0AbgegNAnJA6KqcMS2ghCGYTxE0rGqJLeysMYCGhpVRYjJ4ZbmMwtTueis1ioLGp+emN6YmVcBDoyLP7w/tjAQzGHD0UfOpgYdCwzJCwz5EzisRMZYZH5CcmFaVnZqelpKamp6Wn9wyOzly6Nz8yMzs6MTM+OTM8OT80OTc4MTswOTswOjJ8bmbrY3T9JZ0NShYXNl4kkRhJLUoJnoimcrBp8cmlddi0hraJh9Q/RihqoBRjyqnOFtSRUPbWskVGJZ9fgeXUEbj2Ji6MDZJ6IKYIAuRxUKVQ2k1CJGJodjq42c6tb39Kkstk0NrvOaDMZnXq9XQyrZGqj1uQQSOVHTobMXL564/6jq9dv/Hrz7ouFV7d+v7/y+oPd0uS91e9EcIjd0vT29ccmR6v3Vr/9ew7/ePnaJ4+HSGP57j1w6FQIZDT6HgsOOH1qb1T4N3t2fbV319q9Aev3BGwICNi4e/eGPbvX7dv97YE9pwtzTuRlrt23OzAutpZK40FSRKV7+eFTUWXFqajI4LDQG/cfLr59/3zx5XuPpxFPOXT0eFBQyIsXK3PPX6KKK0+eCD91MsLzyfPm7acD+4+mpGbl56GePH3h+eRZWn5zdmK2q3ugqLA07Ex0clKGj2+AWmXwfPI0NhDjYpMP7D96dmLW88mDKi5PSkw/cTz0559+nZ25GBkRd/BAYPiZGLXKIJdprl75xfPxk+eTZ2Ro+OTJ04+fzDma2vqGzwaeimzuHpHqHHJzq8zSLtK3QMY2QNO8pq9n8McLl+UgZJDJMyMjITK2W4NoqPUtIK1NQG4DCG08bDsf1w0Q+kDyAEQZlpL7IeyQjDKIkJs5GAulXINFi8oyzLR6E73RQMfqaTgVqVGGq4Mw1UBtZWN+Dq44vz4vtzI9DZOdSyuroJVVNuQXVmbk1BYUV+QXo/IKCvLymWzW2OTU7KVLo7MzIzPTI9Ozw1MzQ5Mzg2enBydmB8Zn+kZnRqcvKTR2rkDO5sv4oIrNU/AlegqkLmcAKZUNSeWYQiytCEfPrsZnVmLROEZxI62wllRQQyysJaEbaJV4di2ZX4fnYwhAAxnAMwQUvpgNIQK5UqzRKCwmQA5rnVZru1vf0qRvaVI5HAZXs8HsMhqdWoNdgmgQlUGhNQOw7FRkzN2nc9dv3/vh8s9zC688nzzPni4szr8CuKKYyISQk+HXrv4693QREsB5mQWBh4//cOHKs+eLgFgan561N/j4tYcPA2Ni9oefCS/IjSotjiwrjikpji0pTkSjEtGo+DJ0XBk6obbCJyLELyrscErCliOHwlJTq3AEvkT6ZHkpJi01PCG+pLbm1UfPvWdzD57OrXzw4Ii0lPScjIyCV68+/vzTjZpqbER4fGJCxrOnCw/uP42KjI+MiEMVl79cfjs2OrV3zyFfn4C9ew4pFbp6DP7UyTMBu/YPDY5//OBBFZeHnI4IPxPz9MmLX/95C1OHCwo8GRYa9ezpgueTx+loyc4qOHrk+LffbFi/zmuHtz/A4T68e2dkaDg87MyjR08MRqvL3RGTnNk5MKmytOid3dqmPoW1W+HohUwda2zWJqvFNdQ7LGLzzAiCLc4X1Fdp6bgmId0NUNw8gpuLbeHhOgBil5DcIyIPIuRucUM/TOyHiW5uvYtV62TVG4jlBnKtnoLRUuq1lEYtFa+lEtUUgpJKBBrqGDVVBFRxfV5uY14BNr+wIbegOjO7OiuvtqAYlZlbkJVTkJff3OLuGxqemJ0dmZkenpkemp4ZnJoemJwemJweGJ8ZGJ9p7xsbn/0RQgw8oYLNl0GIkQuo+BI9aGgmwNpSuiC7gZqNoaDJvBISN7W8sZTIReFYBXXUvBpyYS2lpJFZTeRjqCCGIKwnChopAgIDpPJhNoQIFSqxRoMY9VypRGG3GFqbtU1NhpYWbVOzpaXNZG02GFw6o0OmNEiVeolcK5Sq4tNy/nnn/vXb9y5fvf7PG3deLr9ZXlp58/o9DoPf5uUddOjYnRv3PB89CdFJ/t67go+efLn89uGj52mZeXuOBO06Enh3YfFkUtKXO7w3HNznHXZye9jJHaEn/UJP7Qo5tSvk1M6w075nTn++2+/PO703nQrafCLwSGLc0ejorpGxaix+buV1WGJsYGgInsl48WZl4e2bNx89D57O5eSjDgeeSEnNmn/x8v69ZxHh8fFxaUWF5Z6PnvOzF1OTM3Ky8vNzizyfPEFHj+dk5cdGJ/x+487C/HIDBhcbnXA8+NTZ8eknj54TCdRdO/dmpOd4Pnl+v3mXyeB6b/eLiU5YWnx9bvbizPQFm9X19Mn882cL1VWY0NAzQYePzD153NnadvL4idu37xpNNoPZERKV0NozJjO4dI4uXXO/xtmvbx1RNw+tUagNTc3t7ub22bMzZpUaZjGVHIaOTXcI2U6A4eRSXFxiM5fYxid1CcndIGlQxugU43skxG4J2c1vbOHj20RUFw/v4pNsXJKFTTbSSVoqUUMhqMh4BYUgIZMYNVV4dDGpBE0uLcMWFjUUFGHRJVW5BZWFRflpmXlZ2UVFRecunO/s75+4cH54ZnZoemZoenZwambg7Gz/xEz/xEzf+KzN3T154SetpYXEBIWwXqqywUorlS9r4EAspUVsacVw4bii6lwMhQiqsHxZOZmPxrMLMbS8GnJ+LQXVyKwmA/UMcS0ZrCWDGCqIZYrJgJQlUQEKnUhrgPQGBiRBzBa9u0Xb1GJs7dA3d9jae42ONo3BqTW6EI1JotQLYCWIqLOK0Mtv3v/0zxs//nx9/sXi0tLLG7/+5vnk+edP1ydGZ69c+vXp/XnPB89o35hFZRrpGvJ88Dx/9MxgMJHpLKOz6cbTZ0eioiLz8jcdOfw3f9//2un7N3/fz3f6fb7T7++7/D/f5f9ZgP+f/Lz/cWBPcH7mvsSYfAK2kkpF1dV1Dg6Pn58pLi+NS0mSyJAPHs/LN2/v3X/47Pk8GlUeGhLB54GeT557tx8lxKbERSeRCXTPR8/o8MS+PQfPhEYScOQnj54rZOqAnXuPB5/avtUnMjwmP7fIx9s/YOfevp7B+eeLRw8HH9h3OCUpfWnh1dPHcyGnzgQHnjgTGrm8+Foqke8J2L/u2w15OYUEHPn0ybD9ew/UVtd4PB+bnK7s9IxLP1xGEPnQ8ER0QpqlqVMoN0gNzQpHt9LZZ+gY07WOrukaGNCazWq9wWS2DvYPdTibbSqdgsVTszg2gbBJCDi5jCYetVvE7BbS3Bx8M4B3CvBNArxTQHQKiC4hxSWguQQ0G5ds49FsPIaVyzSxaFoqUUnASQmNnLpaRk0NpaICi0bXFxXXFhZWFxZWFRWW5RfkZKTnZGXn5+dbnQ5nq7t3eHh05lzH4Fj70ETb4Hjb4HjrwFhL/6i7b8TdO9Y7ds7dM6q2uClciMKFRAojC5SzREoKIG9kiRtZYqnJrbC1SwxNjv6zTUPT2pY+kcFFEMprGMIqGlDLBGuZYA1DVMOU/AuWuJYN1bEgDFuMYYtJoIIiVrGlekBpATV2sc4JaZ2Q1ml298qNLrHKLJBrpXqzxuqi8QQ5hahXb9/9dO3niYmx+bkn71aWnj644/n0ZnRw4PzsT1ev3J05e/X65Zt3r92+//ONX6fPL/5++8WdO7ev/Tz/9MnK+w/nfv7F99hx7+Mn98Ym/Jef37qjR9YePuofGxeQkLQlLHxbVPRf9+7zT0rcHHp6X1J8XGVpdiMGw2FFpKeMzk5dvHjxyYP7no8fPO/f3/zlnyuLy68Xlh7dued598Hz0bPw9Lnng+f90qvXcwueD57lucVPbz1zj1/MPX5x/9bDxefLH994PB89rxZWLkxf/O3azZWlt553npvXb/106drK0tvXi29mJs71tPedm7ywPP/q+aP5vs4Bm9Ex1Duy+q2rF3/Wq4wNNVhMVYNcouzvHXr95tXLt8utrW5UQf6VCxcNKh0iloeFxapNLonezldbuRqr0NgstrRC5vY13SODrs42pV4vV2usFmdPe6/b3KQFESMoNQKgmcd38LnNALuZT2sFKG0gvVlEc4lpLpDqAGkOAdUGUO0A1cqnWLlUK59h47Esq7bRSEoCTorH0SrKCWVlDcXFNQX5ZTk5JTnZ6Nzs4rzsgpzsvLwcVAlaIBb1Dg8OjI30jI70jI13DU92Dk93DE21D062DZxtGzjb2j/R2j/R0jduau42NnXVEJhYOsAE5aDCSAOkGDIfSwcxZD6JA9OESljf1DZyztk7MXDhmmtwCjK7KZC6gQ/XskVVDEEZTVAPKOqFynqhslGkxok0eLGWJNaRxLp6DoLlK0hCDUNs4EgtXMTKRaxcmRlQWvgKo1Bt4SsNQpVBZrRyRJKSypoPHs+tO7+fOz81P/fY82llaf7BjeuXcPW1hfkVlRWkuipyTTGmMCWvJreYiConl5bX5eUVpaVlJiejS8pqSRT/46cDk9O9Q89sPn58R/iZ3YkJG0NDvgsJ8UtL3ZKQsC48fG9+7v78vEO5Ocfy8wIz0g4lxO6PiTC2uXu7e6aGhjUQkpOc8tvln8QcLhNHYpPItAb8zMgoKjP31rVfMCUVU0PDVpWuw9ls1JiG+0aX51+9fPH68vkrdpOzu613fOisRW9zmF2dLd1TYzNtTR097X2Xz1+ZmTh3YfKH33+5dfe3e9cu/fLzxWsPbz2aezj/8NajW9dvP/j94YvHC28W3358/enj609vFt8uLbx68PThO887s9mYGBvzz8tX1RK5mCeOjkpQGZ2QzsZRGZlqM0frEBiaBLrmNfa21vaBfoe7zeZyK5Rap73ZYXS0GB12mUbPF2k5PCvAdwi4FjbZwad0IvwWKadJym6WsBxipl1AMwM0M5di4JKtfIaZz7DyWCYe08iiq+lkJQkPE3DU8gp8aVlDMao6P78sJwednYXKzinKySnMzSsuLq6oquwZ6B+bnp6Yne0bH2sbGOwZne4ene0amekcnv5Du/bByeaeUUtLr6NjkMgWlTdQaIBUKDfgGAIyV4pjiCqxzLJ6GhpDJXBgubUNMbfoWvu1LX3Kpm65sxMyu1lyI4YLoUjcekBRL1A1ghqsSEuUGMhSE01qpiMWnEBNFGqpkJGFWLkKB0/p5CocXIWdKTWyZDqOwsCV6/hyLawzMYSi9PzCG7fvTM/OjI2NLLx49unjmw9vlzyfVt6+WvJ89CzNf/j4yrMy9+b+L3ee/nbX8/qDZ+XD09/vPr519/q1f1688jOo1H7js3Nb8MmDiUk+kac3nT6yLSZkZ2rszuxk78yUbRkp+8pRu0uK95SijmGqvTNSv4sM//JY0InSktTamoGR8bfLr0Z7Bu/dvOVZ+XDj2vV2h/vc2akfZ354fPe+Sal78eSZDlE9vH03LTaptry6vrqBzeDPP1vyfPQM9o1ymAAEIpVltRKRjM3g19fiOEygtqqBgKXgG8mFeejqstrKkupyVGVpUXlhTnFeZkFxHrqqtKa6rLY4D52WmJEYk5wcl5qZkp2TnpeVmdc92Ptw4TEEi1NTkt4svTSq9VIRkpiUrjE3SfR2rtrEUpo4ahtXY+co7Ws0Vou1xd3S2TMwMu5qajXqLTqlvsXqsquMBkiqBQAdwNHxGXou1QbSW2T8VqXALec3IVyHhGMBGUY+Xc+l6jgUE8AwASwTwDLyWDo2XUUny8h4iIhj1dVRamoIFRUYNLq6uKiiqKCsqKgMVVxRVo5CoWoxdWOTZ/tHR/tGRgYnz7YPDvWOzfSMnVsVbtW5jqGpVVr6xpu6R0zN3eUNFKHcwATlOIaAxIHzy7HphdUldRRUHaWknkYTqWSWVg5iYEh1dFhLg7U0WEuX6uhSHVWqr2RClSy4moPU8uQNAhUW1BBFOpJYTxLrKRIjE7FyFA6+yrUKT+mUWtqFOgcT0TMRLVeuA9XGBhprX/Dxk2ERu/bu2+HrExMTlZqWmJIcF37mVG5mRnEeKi+tsL6soaG8kViNx1diWThGY0UDtg4PiWVcQFJPpCfkonccORGSkXsqOysDVxWPKd4eeWx96JHtyZF7irNiObRUCDhGaDxQV3OSTNxTVupfWPhvBw+daqhvUKjOX73W4nSDPBGhAc+hc9EFKAaZiS5A1VViRHyQQ+fSiNTOlq7xobH8rILhvpErl67dunFv7unirRv37t1+dP/O45eLb14vv3v/xrO8sHLz1zsf3noW5l56PnpWXr6/e+vhg9uPluZevn35/vXim+X5V68WVl4trCw+X36z/G5l6e3K0ts3y+9WP33xdPHhg6fPFl+89XwEhPykhMTHdx8ySUxELM/JQZmc7XJLs0Bv42qsfJ0T0Dp5Sscak92lNpitrpa2zr7hkbPNTe0GnVkBy01KnVmp0kkkMi5LxqFqRWwLzDPD7GYV2KwQumSAHeabRWyDgKXjMzRcmkHAMgo4RgHHAHC1XJaSSZNSiBCJyG5opGIaiNW1DeUVdSWl1Sh0Jbq0oqQUjyWUlpbTGayRibP9I+OtXb2jM+d6xib+yLY/VFvNtq6RGVfXcNvA2cGpS1yJWmFq4ku1HEhF5csyimoyimqq8exyLDOvAldN5AJKC1kgxwNIAweqY4J1TLCRKyGLlAzEWM2WVrFlNVxFLU+JAdQNQi1WqMOBeqxQhxcZKBIzHbExETsTsdNhK01ikjl6IHMrS27mKEwsWMOT6WoIzI3euzZs2+G/Z/+Onbu9/fz9dvqfPHl89+5d+/ft2entF7T36JGAwxu+8vL9PmC7l//3Xru+/Wbb5198/5+fbfjzl14b/Q9FZaOzqnAZVdjA+KTAxPD9cScOp4WfKko/VV7gnxm/JTXuNLExuLEhXiA82oA92oCNZLAjaaxICgMthCGNCVVU+o/Pvv7mq3Wf/9eXu/z3fPPl+s2btn7z5fq//vmzz/76xZbN2//yp8/++ufP9uw6sO6bjVu3+Gz22nHk8IlVTp4IT0rMPBYcmp6Wl5VZGBWZWF5Wl5eLrqyoz88rSYhPL8ovQxVWVJTW1VXjVsE3UhlUnoAnoZE5uAYKEUfnsUVSSCWDNbBEweTzQbk0Nj4uLyf3xZM5Lo1r0lqysorsLT1aV4fE2gyamkTmFrGpRaRvWaO3OPQWh62pVWO0utu6XU1tDrsbgRVqpcak0+uUMhjgSgCGWsrXyQCliOVQQU6F2C4DrVKBCeIbRFw9yNEJ2XohbxWdgKvmceQsGkyjgBQivaGBjKnHV9dgyspr0CUVqJJydElZSSmZTK2sqlFotEPjkyNnp9v6BoanZnrHz3aOTK4m2eq87Y9JW9vAWY2tddU/W1u/0twsMzglGitXoqvEMmuJ3HoKUNbIKKmnlWOZWKYYy4bwXJjIR3B8aSNXguNLySIlXWogwUYibP6fIUnMJImZitjocgdb6eKqm3kaN0/VzFU2seV2jsIh1Lt5artA56JJNCxY08gUevnuO3g85Oip0D1Hgrz9A7z9/AODg0LCQlNTUxOj49NjU+Mjk2OjUjMzSsKjsuNSyzAUOCyxNKkYr2mZMHVPg8a2Ahy7kgnZ+kfVzbbo7ASf4L3/senrzSeOHsnJ+Mu+vX4ZaWcIxMNlVQH5qBwxsiunKInJzxFIjmQWnL92Q6nSV1TUo9AVJBKrDoPLzy/FE6jl5RgqjV1cXJmekZuZWZibV5yYmBkcHHro0PGIiITgoJBduw7Gxabu2XNks9eOoKCQbVv9/f33b9q4fdeug5u9dnh57Vi3dvMX/1j33fotf/nzP/72ly83fLd13Tde//5vf/nP//bZpo3b//O/ffbXv3zxxedrv/5qwzdfbvj759/+5U9///f/+PP/8/lnm3Zs+85rU10N5v3L9zq5vsnaGhOT4mjt1zV1wtZWscUN2zsQe6fM3LlGpbea7G6Ls1Wpsyi0Zo3eYrK6jCabSq1Vq9VKpVyGQLBECMMADPOkYo5JDlkQsQURm6UiEwwaJUIDJDBAAi0IaEFAJxJohHwVn4+wGRCNJqSQ2UQSHUck12Mba+owldU15dVVFdWVldVEArW6pt5odbT3DHT1D3cMDLf1DfaOTbUOjK3q1dI37u4da+4Zbeoeaeoe6Rye1js73L1jKovb1Nwt0VhBhZEv1TLFmnqakMiV1lGAChyLyJWS+TI6qGKKNXRQReDAdTRBDYVP4EkFKqvC0c3Tu7n6Vo7GzVY3M5UuutxBk9mpiI2vbxMYO0Bzl9jaI7b2iM1doLFDaGilSIw8jYujtIOGZqbUCCgtFKFso9++2PSC/cEhewNPJGbm1GGJdY14Eo1JZ3DqKjEVqJrKchyVDtXhhRkoUgqaXse1wq5z1Ty7rP2HUqYWI7JU87RpdfRyMndgYvLW/dujs1NxWVkbd+/2Ox3qExoRmJmXRWWvCwo9jarmuToPpeSt+WxtEU2AJrIuXr9D5wiDTkT47Np/OCjUN+DA3oPH/fccOhQYcuRYSFxS9u4DgfsPn4yITT549HRsUkZGdlF4VGJCQkZCclZ6en5kTHJcXFpYRHxUVFJiSnZEREJ8UmZiYmZyWm5BQRkKVZWamotGV1dVNhQWlufmoIqKKoqLKrKyijIzCvLyStCoquLiyoL80txcdFFhOaq0KguFzilB7z98BFVc9uOFKxBfYtE5EhMzza4upa0FMjWLjE2wtR2xd8qtHWuM1ja13gEhOr3FpdCatSaHXGMwWJ0qvQlWKmG5TKlTydSIAAJ4IAeSCLSIRC+VGBD4f0MlEqrFoFoMqkRCOQBIOCyQTgdoVCGTw2OwmGQqhUAkNOCxDbjGRlxDI6ERS6yowWiMVqPNpbe7Wnr6jU3untHJ1f2OPyRzdQ07O4ecnUMDkxfbBs6a3T2gwgggutUlApYOyM2tLEjLlRqwTHElnk3kSkk8hCZUrjrHgrR0UEXmy0iAjAVpeUqb2NwhNHXy9W1cbQtH1USXO+iIjSK1cjRunq4VMLQLjB0CYwdgaOdrW3iaJq7aydO4aLBRqHfzVXaJqZUmUn3h5XM0JPbI6eiIxIzknMKU7MLQyNh8VFleYQmquLKkpC47rzohozIspZKGtGl7rklar4jafjpTKqQYxrNJKhRLH5KP9z6Vll/PdLX3v3vvefJ8ef7Vx86x2RMJGUHxGUfjs/ZFpZzMKMKCygY+rG3t/9PazXguFJmWZ3H3tPaNVmCIQplWJNOpLU0gouVJlHgarwpLQVU2CBANIFHRAUkuqiojv5TCEBBpHDZPTKRx6CwBlQWwuKLqegKexMSRmYWoyozc4qxcVFp2YWkFprIGm19UHpeYkZiYmV9UnpODCouIj45OLiiuqKnB5RWWJSVlxcSnJSVlJaZkx8WlhUTEhSUmZpeWHgo6XoKuuH711yabu72pOz+/XGtpkRpdAq1doHOITS2ItUNubl+jNbeqjE0yrR1WmWCVCdGYFAaz2myT6QyITgtr1GKlTCCHeVIxRwLyREKxSCgFQZlYrJBI1DJYq0D0KrlBrTCoFXqVXKeUaeRSNYIopZBCIpFDkAgQCDgAm8aikmkkApVIoJJJdDKFSaGy8CS6s6XL3tzR3NlvaWrXWF3dI1Orux5/1NA/cs7W1q8wNbHFSjxTiKUDeKaQxBGTOGKmWMOW6HiIkS8z8RAjC9KS+TI8W8IWa+gCBUukyN+m8QAAIABJREFUZos1OIaIhxgbqAIqqBYZW9lKB2hsExpaQX0rS2FnyWyAzs3TNK3C1zYL9C0iUzts60YcvYC2Sah3c+Q2kb6FBRuU9i6JzvX5hu3rtu7a4L17o/fuLf77vLwDdh0I3LDVd5vv7m0++3fsCtoXGPsfX/oUNIqHrr9KapCLOq+fLhNn0GzBBZxDGeTYKjCbqOi8+GTs5zmDvbcaQ734093HS5+WPZ4fbj4NzyrLqiFmVOG99gYVNZBDEjLogFhnc54Oi9JbHP0T53rGziVkFh05HZ1bUpuUg84sqkzMRiXnoOMzixIyi5JzS1JyS1bfYc4oLItKzIxNyUnJKEzLRWfllabnlaRlFSdlFuYVVeYUV+YXV+WhqwvRNfklNUUltUUltRU1+IoafFUtoaqOWFtPrm2gYBqpdY1UCh3AYGm19WQ8mYNppBKpPDyJXYHBUwEhkcM7ERpRWYWZHJltc3W1uXpSU/Mdrf1SnYMtN4qMTTJ7O6CxsSWGNRpTm8rQLNM4YJUFVpmkWovcYFWarTKDCdEbYK1OrNEIlUpALuchCF8iBUUQJJLAkBSBZXJEppQr1EqVRqXWqNRqlUKlUCoVMrlMikglUhiSSmCAJ+By+SwWh05jU8gMEplOIjMIZEYjnkJlAa7WbpOz1dHa3dE/bnF3NXcP/RFpq6wGm7NzyN4+oDQ3cyVqIluEYwgILHDVNiJXSgHkDJGahxgFCgtfZmKKNRRATuXLmKCqkSaE1Ha6QAEqLFyxFlI5WRITT+kgg1quwg4Z25TOPompnSTSioytoKFFqHcDumaBrhnQNa92QEMLqGsSG1oNLYNCtUOotJJ4yF/Xfr8t4Mj6bbs27diz2Xff1xu2fbfFb+f+o19v2LZt5+G/r/P7zicoLL1aZB/n2c/uTsCcQgu2RtYkEQzC9mui9p9/f++5+MSjav+RBLnKsMCBY3FUoe7i7/Pnfpu799qDIgHHUwqPJedlVjfuDDqdiSqrwRGmzp0fmxhHlCqTs1VmcCZkFX+1acf23Uc2eO/euGPPuq07vXz3rd+264sN2/++fuvaLf6b/fZv3LHnq007Nnrv2ui9a8NW//Vb/dZ/77tui+93W/zWb/Xz8g5YHV+3xXet146vNm77cv2WL9Z9v2Gr/4at/pu2+G/cttNr687VdtP2Xd5++zdt37Vhs6+Xd8D32wO2+u3b4r177fc+W/ce2ODn/9V33zc0kC+f+6nZ1uF2dWdmouVqOwdScxQmQGsX6hwirYMj1q9RGtoUBjeidcFqG6yxSrUWmd4iM5rlJovMaEYMJkhvEGl1QrUGUGqEMrVQjEBiRALJpLACkSrlMrVCoVIq1SqVRqlUKhQqmUyGIAgMwxKJBIIgNpvL5gBsDsBiAwwmj0LnEClsHJmJwVFYPIla7wARLawy9YzOOjsGLe4ea2vfKpaW3lXM7h6zu8fRMai2tgCIjsqHSRwxmQtReBIKT9LIEJH5MoZIzRCpyXwZkStlCJVciY7AEPMlegagILNhjkhD5SKI2knhSKk8BahyEHgyQGmDjS3m9hFz+whfZTe0Daub+qSWdqG+SaBxgoZmiaVN5ugSaV1ya5vK0a2ydQiVVo2tjSvRfLd993dbA/72jdeX67d9vWHbt5u8vbwDQqKS1m/dGXAkdPveU3/bsDsktTyvETyWXoeRtOjGbg79/rHv17djtz0XnnjK6EbH8G99F56qm6dljpHMSnoRXjh5Y55n7mIbOyStw2xL64HEzENJadl1DXtOny6srqTxWTfu3SAxaHpnExWA8ivqvt3is9EnYO1W3/Xb/Tf6BGzYsWvdNr9vt/is3+6/2X/v9zv3bfQJ+HaLz9Zdhzb77d/ovXvtFv91W/y/2x6w2Xfflp0HN/vu8/Ld97+1m333fbvZ99vNvt9u8vl6046vN3h/uWH7l+u3ffHdtg1bd63funOtl+9XG703bd+92v96s7ff0ePrffzXeu3Ak9jnpq9oZBadypGWVqTWN5G5EkBpEeocPLkJ0rsgtX2NXNcm17XItG5E65BqbVKtRao3S/VmhdkqN1mkJjNstEB6k1hrFmksYrVRKFGAkEIkUYphFSRVSxAVLFNLFWpEqUGUKliukMjkYikigiWgBBJCEhqLy+DwWVwhhy9i80Aam0+ic/EUFp7MoXHFVI6onsjE0QFX55C1pdfo6lx1y9TcvYqxqWsVe/uAxta6us1GFyAMoYwhlNEFCAvSMsUamlBJAeQUQM4UawQyE6S28yCdWGEFYAMAG0SImS/WSVUOvlgn1dgRrYMv1QGIHlJb1Y52hbUFUBhhg1Oss4u0NlBjFevskMkls7cqnO0yc7PK0qKxdSB6J6gwqa2tRKZos+++qOScyISM8Li005GJZbV4ChvEUbkl1XgSB66nQTuPRmKY0kt3l4euPDh/5zUWNF974aErWilwU1YVJ7eaN3Xl+dj5h6MX7kut/bbBS9n1nCgUtpyjyCYAPGePZmhm66nINd9ujC+rOp6cEpaaVI7FnLt68dbjB+MXLpK4YE5pdcDRE3uCTm3237vRJ2DVrS83bfvKa/vWgAP+h4K3BhxYlW/jjj3rvAO+/d7vC68dX2zY/veN27/c6P2F146vvXy+3OzzzWbfb7b6r9u6c+32Xd9tD9jgvXvH3sAdewO9dx/ZuuvQFv8DXr77vHz2btyxZ3vAYZ99Qd67j3j57vM/cGxbwOEt/ge2BRz+epvvd367v928A9NIvXrpplXvhoTq5OT89u5xtlglNbnljg6+wsyXmbhi7RqpphXRtSI6N6JvQvROqd4K60wSrVFussmMVpnRihhsUp0d1tolGodEYxPAWlCiBiVqEawRwRqRVCVG1GJECSs0ErkKkilFUjkIywQSCQBBfLGYyuLSOQCLL+YIJByBhMkTUZlCAp1P40qoHKiRzG2gcIlMkdHZpbd3GByd/5+qGZu6zO4elcUNKoyrh4H5Ui1fquXBGsTo5ivMqwsCscaBGN2Q2s6D9aDMzAAUZKbEaO8GIYPW0MrmKWyuHqFUJ5TqVMYmPqRWGF3OjkGdvU2sMivNzSp7q9bVoW/u0ro65DY3ZLALNWaVxY3o7Dpbu8rcDGuskMpc1UA9FhoTlZiZklEYFZcefCqcROcqdZbohDR0VSORDqpMrWfisjOLq62t/TxYywTl+4+dqSOysFQAlBouXLm9sOy5fWf54oU7dJaipJpxJCytuJ5bQhRihbp8IlDKlgDOrqQa4obDJ7/dczABXXYoIio0JRnWa+/Pvzj38y+VOFJ8Vl5xTb1EaxQqNAqz3eRuh3UmjkRG5gnpQoiPKHlSBRUQNdK5NFBGE8tpoIwslBJ5UD0TqCGzK4iMSgKjnEAvx9FKsBQUhlhYhy+swRVUYzNLajJLajKLq1KLKlLzyxLzSpJy0PE5qDMJmRGpuRFJ2WFJWeGJWaGJmaFx6WeSsw+Fx8VkF20POFxXT7v5z8cOYzummpKVWWqydbBESpHWAVtaRFoHpHWCMvMaicoNa9yIrlVmaJYZXFK9VaI1i9V6WGeCdSZYZ4G1tn+ppnbBKhcA6wCpVgBr/3urFsBqQKoUyTRCuVKIKABExpdIuRKYIxZxRBCVCzC4AhZfzAYgNgCx+GI6D6JxxRxQwRLIGAJEgOikGrvR2aW1tqnNLQZX5yp6Z8cqOke7ztGutbfJDM7VBSmoMEo0VlhrE2utIrUd0rskOhcgN5P5smoiF11LLqzEZxbWxKUVl1SRYpIKsvOq8wrrMnMqs/IqwiIS8wrL6rE0VHltIbqmBkuurCcVVdbh6LxGOruBxmmkswlsARWEuIhaqDLwJEqZ1mpt7gERrVznGJ2+1Dc643T3VNURK2rwNQ3EAnSlTG1s7xlKSM2mc4QiWGNzdYdHpwQdD6muqS8pKdNp1ZNnxy+em3107+5vP//yw/T5dnubmA1lJ+SR6plELI9CFmMauWSW3O/QmeNxucM/3la0DMWhMH/9PuAvm3y9j56MzMjfezy0vJHQPjBq7+g5Hhm7fc+BIyHhVEDUSGdT+CBdCDXQWBQ+uDrSSGezIQQxWNQ2F0kA0cRyNqLhKw2AysiV61hSNR1SQAa7WG8T620inRXUWoQas1BjFqhNEr1dordDOptYaxVpLKDaLFSZhCqTwupexdzWB6rNq325zS0y2DXurvCETBpLfPXHW5BQE3UmtbCgRmtuFassZIGcLJALFBa50a2xtK8RqZohrVtqaEOMbrmxSaq3QhoTqNSK1XqxWg+pjJDKDCktEpVdonRKlE6B1AggegDW8aVaPqzhSVU8iZILy4UyNSBTAIicJ5VxJTALglgiMUskZgAggy+m80Q0LkjnQQy+hCWQckAZF1IBUq1EZZXpnHp7h9baprW2IVqH2tqyejmeyuJWmpv/QG50STTW1VPpUp1daW5WW1sUVrdQaYX0LrHGQeIhBVWE2Ex0dGphfCZaorLDSntrx3g9liNXORlsRKl24QjcgoKKyipMVFRSVW1jdh46M68or7g8u7ikpLoBVVOHrmmowOKJHECs1lpaO9sGR2Vas1xjMtlaYYWud3Dy1TvPwqv3iy/fX776q7O58/LVX2cvXJ0+d+nn6zdtzpbRiRmTycXlgT47dqKKC2//9svi4zv3/nnpt0sT5wbbXEpRn1U/1dFyZXS01+K4d+m6Q6rvt3TaEasRthBr6AkxuZUVlNPhWYDUiqplrtt2yPdg2N7A6OCQ5KBT8fsOhorlxsmLVyuxeCydGZeR5e7td/f2d42MtQ0MjZ670D063tTdq3c2cSC4CkeoaMThmFyqSEoRy2kSJUOqZiIalky7Ck2ipMMqhlTNkmk5Cj1XaeCpjAK1iQkp/2D1ZolVOFINXSRnQkqNs72KyORINTyZjiFREoUIYms5FpZQ18gwG1sx1ZRD+04VFtTINA4OpM5EY6pIXIHCQmBBRCa0BlQ2iTXNUkOLzNSiMDUjeodYbQSVeqFCByr1oMIIKkxihVmktEIKh1hlAxAjgOj5Ut1qIeNK1ByJgiNRADININPwpAouLGdDCEssYYpgplDCAmGGAKZxxWQOSOWI6ICEK1LyJGoupBIpjDKdE5QZlcZmqcausbSKFWZE7/gDqc6+ymq+ipRmgcwgUpplBpfa0W5wdWldnTpXD19hxlAFqDpKUQ0JXUsursYXlDW8+eR588Fz//Hyh0+eVyueR09ePX/+Znn5o+eT59d//l5bh713//H8i5dziy9frnxYXnn3ZH7p2cLy3Ks3i2/fL737+OLtu/nXb5+/fD35wyWBVCZRabuGRh+9WHq+/HZi5uL1m/d0pqaktHypwihG1CmZ+XHJmRm5xQnJGYkxCaQ6TMLp0wRUsYFDV5HqHXzqsF56zm28f25o6dfLr36//vTK5edXr90cn338w7UJe9tUS59VpFZxpQmhSVGhSZnp6OMn4/lig/++0757Tu/cH7b7QPh6r33b/YOEsLFneKqRxmjpHUrIypm6fOW3B4+eLr16OL/4+pNn4vzFnpHxmw8eP5xfHDw7bXQ2N3X3Wjt79C2dMqtLoDaxpGqySEYCERIo4yqNHIWBLdczEQ1DqmZIlHRIQYcUPJmOL9fz5XqB0ihUmUC1WaSxrOYcG1bzZLqmvrFKAkOksUj0dq5cRwERpa1l16ETp0MTYqMzzpxO8PM+kJtbnpicfyoiabPfgbJGhtbZXVBFSM2vXANp3ZDWLda4RGqnSG0HVTahyixUmUUa6yqg2iJWWYQq8+pJax6s4cOq/xUNH9ZAKjMg1bJAOUOAsEA5W6RgCuQ0PkzjwzRASuaIsXSAwoU4kIopkDfSgEYaIFZZZAaXzOBiggqR0ixWWRC9E1JbZQaXVOcAED0HUvOlOg6kpvBggcICqmxijWP1tTOR1gGqbAKFhSnWCZX2vApcYm55cm5pLZ4Vk5pnaeqcW3x38/ajBw+fPZ9bWl5aWV5amXs2/+7N++fP5xcWluy2pt9/v/37zbt37z2Ym196sbC0uPT6/oNHt+88WFhcvvn73WcvFh48fPp0YaF3YigdlauymX579OD5mze3nj43NLU+X/mIriVINFa2WBkSm+a7P3iz/97yRlJ+cckB3x3JgYeCv/m6+tgxS3nFD2LxFI97WSWb0ct/HWz/daz/xa8//z41NWiw/tg68GjmcmF0rO+6deXZWTCHE378VGVJRWJcakhINKI0peaU/GPdtoAjod9t2/+3dTt8D4aVY5l5pXWNZKYAVu8+FDw4Mbv45tPLt57niyvzyytLK+9fv/v4dH7x6fzi8sq7T6uHDp/Nz628vXrjDpbBY8NqllRNFCIsmYEEKhTOTjqsrWeDXJkeVP+raLIkaioo5yA6ilDGkxtoIgUH0TElarpYqXF1Iubmyas38FxIqLZAegdscDCEMiJLACE6m7OjtaXHYnQ5rM2wWK7VWKRSHVcg54hUkcn5Gaj6uJzy/8U2UOUAVQ6h0ipUWsUah1jjEGttIo1VpLGslnBQbeaI5VxIxoUUq9cR8GEVINUCUi1XrBZI9aDMyIM0dL6cykXYoBqUmWkAQuJABJaIxIGofCmFB5O5EhIH4kDqVZ84kJohlAvlRpHSLNHYhHIjD9YKZAapziEzuMQqi0hplepcgNwsVFpFaiekbRLrmkCNU6Cy8xVWS9sIlilG1VEyiqqSs0uqsLSDwaF3H829fuu59+jp40fP5+cXVl69fv3y1ZMH9589efr+7YfFxWWtVj8392Jp6eX8/MKrVytv376fn1/weDyvX7/xeDwej+fly9dv3rx7sbw0cXFq3+nDkz/98PTty9/nnlo7u67cvjdx+VoDAwDVltWnEVAYVqc72flFO73WocJPlAQeFiYlXuIJfmByWkrLZoTATw7TxTbX/R/PX5kYTjx2PPZA4LHvfNMPn965fm186PHKgqyt67+uqyzbF7AL4PEtZkdiSuaeg0F7A0P++rXXRt+D630ObvQ/EhB4JjIp22f34T2HTwSdjjp/+drym0+3HzxbePX+xdLKnftP5l8sLyy+evnq7aPHz+/fezw3v3Tzzv1nC8s37j0hsQGFqUmgNnEQA0Eg4yqsHLmFr7aKDC61o53AhdhiJRNSUgQIRSgjAVIqKCcLECoopwhlVFBOEylIgBQ2umZ/uU0XK4VqC6ixWjsGpVqbwd766p1ncfGt55Pn5eIbz0fPp7cez0eP55Nn+bVncOKHmLSi7HJcWgn2/8e2/55w/1INVJtX71CBVEaJ2iTVWhCdVW5wyg1OROuAlBYA1rFBJQNQ0HgyCkdKZsMcSEsXKBhCJV9q4Ep0FB5CA+QAYlSYWniwngbIaYBcKDcDiJEH61kiNUukZIIKvlQnM7jkxiZQYeLA+tWfClbjTaS2r2awQGHjyyx0UIWhChKzS2PSCtLzK5Jz0PklNXcfzS0sv3v0bH5p8fXCwtLC/IulhcXlFwueT57FF0sfP3qsVvvt23ddrub6+kY0uhSFKqmrq6+srAZBcXt7540bvz948OjZs7kPHs/g9MiW3dtvPLm7+PHt9NUfYZ1hxeOhC2FUDd7s7hHIDDQAgbU2U3N3QSUmPCZ+t88WPDq7ISm28njQMJ05wWTJszJtDZghtezqSO8P44Nx4ae2rV17bNeesIAj2/729RE/P4jLOBzgGxp8NDkuuqSosASFhsRIZ8/geq/tX3239fDJyG0BRzb4HPj6+10+B04ePR0dGp189GQEVyS/9tudh88WF169X37zaeWdZ/n1+08ez83f795/8GRh8dW7956PnzzzS6+evli6fusBiQ0gegeeJ+YrzBKzmwAo9K1DI5d/Hb96U6y1McRKscpM4Ip5Mr1QbWPBOrHOudpyZUah2gZq7EyJ1tQ2ePXOcwxdCGrsRD4iNbooPIm9peedx/Punefxo7mlhVf3bz2Yf/LizasPy0vvFhbe9Q5ORybnl+HYmeWE/6NtAoUFkJsBhRFQGFcL+SoileEP1WR6m8LoUJmbVeZmvb1DqrFzRCoyG8LTRRgir6yOWlCByyyuzULV5ZU1FlTgstGYlLyKjKKaoipCURUhObc8G40pqaMwhEoCCyJxYBxDRGSLWSIlX6rjSjR8qU6ssggUFhak/Z+FW62hfJmFhxiV1vaUvLKknJLM4qo6IisuNZfBES+tfHz8bOHZ84X37zwrK28X5l88e/L07u+3Hj14ODf3YmFhiclkT05ODwwMjYyMXbhwcXz87MjI2PXrvwqFIq1WPzIyNj5+9vr1X89dOI9jEDJROW88H1963tvb21r7B58srTRQ2Bpri8XdY3B0Gl2dgFRL40OHTpzx2rZj/bqvcpIiK1PiGhPju9jsYUAgKSw0EXE9OtXlyZH8nFQf361+vjty0jJwJXWHfXaHHA1kUUl+27dEnwn59//7/+JzecHBxw8cPFpZ05CYkvnVOi//fYFrv/db+73f7qMhX3v57D50MjYlJyoxU2tpPjt76ebdx88WXv92++HE1HkKnVNRWVuMKsPU4woK0fUNeJXOOHPh0vzyysO5ZaZQKpDpuTK91OQmi5RkUO0amHH2T9v7JoIjkyoJTK5EjWODbImOKzMyJVqe3MSUaPkKM1uq58qMdLGaBMggveu3Jy/raAK5tY0F6/TN3aDCOD7748u3nvcfPLdvPfB88jx/NLc8/3Jl6e3c86WVFc/ZmR+jknKzSuojMtD/R9s4sH71+js2rGHD6v+xPBHL2JCcI1FwYSUP1gCITiAzCGQGvlTHg7UMobKBKiiqImQU1aTl12QWYRKySjJQdTlljamF1fHZpYm55amF1WlFNWgMNRONyavA5ZZjUXWU+OzS+OzS2Ez0/0uoewdF1a5pv9Y5Vafq1Mzee2b2fn3NSo5NQ2c60TnnAN0NTTepAUFEUV9zDpiRLAKCgAFQzFlRURGzGFByDp1zIqzzR3/z1pz59pyz6qouatUqaq1av+e6r/t+lirnj/U7juw+Vn64uPbk2abi2uaTZ5sOnD5XWFp3tKz+RGXjybNNvpVwtKy+sLRu/bZDmeu3S5VZWRu2C2WpdF5814cfzlnAOw+YzHazya7TGRw2O7AAuJ0uh80OAMDIyBiPJ9BosiSSeJFIIpMpmEx2fLwMjydoNFnXrl2Hw5F0OhMGQ2BwWCQutvZy3bhh+tXHd/XNV8Z0xra7jwu2769uuLp933GRPG3D1v0Pn787WVodEA7BEMghkcHgyCBkeKCGxykQCg6q1Q379pp+dDdVlK7NTl+8cjGBSYlGIJYuW8WmcfyW+Yl4/ONHDocFBcciUevX5Wk0WYsXL3n77lPDxZb/8//6FwgcDYahl68JXuYX9rfFq4JBcByFsyIgQqXJK6tufNj+qn9k6mLLjWu3HlTVXNi+a/+Jk2dedHQajNYv3T/u3H3YdKX13sP2ro/dD569Lq1pLK+7cqKq4URVU2FlU/PDrsbbz0+fb2190hmflrt5//HC4nNHy2uPltUfLj1//GzjoZLaE1VNR8rqjp9tPFpxwedtJ89d/Dw4s+901e4TFQfOVJ+ubiqubnr94bvDC0xpTW7X/KxnAZgH3DYPMA94nPMWs/tx+xuuWJWk2ciIT/n/ou1IyXkfbX+idqi46mjp/1JhydnC4nOFxed82WvL3mMFu47kbT2oyd+pyt6sSM+Xp26Qp24QKrMTMwuSsjZJ1LlCZbYsPV+h2ShR50rUuWJVjjxjgzxjgzJ7s0KzUbNx9/odR7YfLtZs3C1KXsuVZ4hVOWnrd+w5XuH70MNXUk9UNp6obDxWfqGwtK6wuDp7w06WOCkzf1tCskaSmDamNds9gMnqmp0DPN4FAADMZqtRb3DY7HqtTq/VeTyzr151cjg8jSZLrU6VyRSZmdkFBZul0oTERGVeXv6mTVuuXGnB4wlcLj9rbTYSi+r69O5H76/WmzefvnjlngeqahpLKuparj6ormu50nKv4tzFXXuPYon05auCEBh8CCgsODQAFBqYLZfLicTt6pTHjY2WkZGSU8dlygSBMh7NpNBEotUhYYhYfHgYGIVCs9ncyMgoGAyRnpZFIFJTUjVXr93UGqwni8pWrgkKDImEIjCBIZH+QeEhkZAICJpA53MlSbkFO1Iz1wnjkyqqL7TeuHfsZHH1+cYjhSdOnS6pv3Dx1u37bddv79p38Or1O/UXm4+cKi06W3e2ofVIWe3B4vMna5r3Fp3fWlix53R1ScP1jbuPqddtydu6P2vz7tytBzM3712/qzCjYHf+7qOZm/fm7TySs+1gyvrteTuPHCyuKaq9cqik9lBJbcuDlyerGg4Xne3q/mXzAlaHd9YLuBxeYA6wG+xTo9Nu5+zEuLbt5gOWMDEhJYct+59p89XQ/1ZJj1WcL65uOnOusaiq4VRlva/eFRZXHzlzbv22Q5r8ncrMAkV6vlKzOTlziywlX5yUI1HniVPyhKpcQXKOOCVPmpYvTskTJOew5RqhKpevXMtLymbEpwlVudK0fEXW5sTsLb7rEzI2JmYWKDQbU9Zty/njgO9bD9+Ok28Ec7Sk5siZc6k5m7iSJLk6S5WWi8bTlalZWTkbd+87vHff4es37phMlrm5BafT7XS6DTq9xWR2Ot2NjRfB4Bg0Gsvl8plMNp3OZDBYZDKVwWCBwTEoFDo1Nf3ixctEIjkyMvLg4QODY0ODw0ODo2Nj49NTWtOTJ69+9o1/+zb84+f448dvqqovNzZeW79xGxyOg6EwOBqZK+bjcRg+lUaCwA9t3GIeHgM83tLS0uOlZ/afOSVQqygScVbBZiSewuaJKXROFBgaFh4FgSL37D20+PflMrnyj607tTrTs+evULE4MoXx2+JloWGg8AhwVAwChSOTmMJL1+7mFuzAEulxFFY4GJ6iyb374OmLV29PnDzT3NJ29drNu/ceve5813Sldfe+w7UNl6oQ+ibBAAAgAElEQVTqLx0vPXeqsv5QSfX2wjJpxsaEzC25O4/n7T6ekLlJlp7PVaRlbtiRun5ryrptqnXbU9bvVK3bnpq/S523IzV/V8r6nan5uwr2ndpfVJO5ef/6Xcd2Ha88ee7y2i3787cfuPesc8bsdLjnHXYvsAA4zfZZh8cwpQPmAYPW8vDhC3GCmi6Q04WJ/yNtxecvF5+/fKb20pnaS76e9H+pqsE30D9aUn24qOrAyQpfm7l2097sgj2a/J3JWZukyesE8iyhIluUnCtSr6NJUkgCpQ8vjiKTEZ/GTEinitU+qqRp+dzELB9kvKRsZc7W5NxtMk2BIDknPjU/e/O+rQeLdhwpOXSm5nBx7bHSWh9tx0prC4urC89Urd+ym8Lkk+kCjjBh94GjR46dLq2orqq5cLqo9MnTFy6XZ25uwWKxWa12g05vs1idTveHD5+KiorLyiqam1svX25uarrU0NB069adU6eKLl68fPVqW3V1bXv7846OV2/fvh+bGH/e8ayq+pzeYPLOAnq9/devsffvf3R3D1ZUNKjVuSpVdlZWPo3OiQRBoEj0Xxb/hsJjUSgUEROHBSPWqzPNEzpgHti8ZTsEjVWtW0cUCuFkSnAM1C8cDEcTuKL4DZu2gSFINI5UsGVHWGRMeET0pcutI6OTz1+8xmAJvy9ZtmLFqoCAoN9/XwqOhjG4YqZAJlNlbt939GLLjXuPX7z7/OP56/fvP30bm9QVl1TcvvPgRUdnX//wj56+g4XHK6rOF5WdK6turLnYVlTVSJOoeEnZynXbucrcdbtOKNZuYykyFZpNqpw/0vO2p63fEZ+aL8/cJE7JS1r7h+83Pn2DPHPThj0n1Hk7VOu252w7rNm0r2DfqcTsLXk7j+w8fLrx6m3XAjA4MgksAPPuBYfJ5rY655ze8aGx/XsPbd22OyklU525ni9PXVR18W5l4+2y+rbi2tai6uai6mbfTOt0ddOpc43HK+uPlp8/Wl57rOL8ibP1J6suHK+sO3Wu4cTZC3tPlpfWN+86VpK3/bA6d2ti5ubMgn0JaRsk6jx+Yg5TmiFUriPxksUpecyEdJ+NJa39gy3X+PyMo8iUpuWL1OtIAiWOLWPJMhIyNsozN3GScnjJ6yiSNF5yjjQtf+3WQ8lrtwiSsrbsPbbnaMnBExXVjW3HSqqPlVTvKTyzfd9xBIa490Dhp+5fFrvHYvdYbe7ZOWABABxOr8Pp9bnaf5XL5fmnmp8HPJ7ZP6+x2516vXFycnpiavLBo4ftz15MTs1YrC6LxaPXO3/8GG5vf/fy5edr1+7X17eUldVcvNS6sWArEoMvrTx77NRpiUiaokj52PFOOzTl1DuGeke0M6Z7j5/VXm4uPd+wdd/hzPzN2/cdOV5Uvv/IyXN1F8/WNhZX1Bw9UcIVSKUy5ZZtu8cnZn709AkEIjQaSyZS2ExWRlr6/fsP21++7Rmc1Fo8Bvvc15+DP/pGhsa1Veebut5/uX3v8e07D750/9DpzUaTzWC0mu0um3O2/eXbKaOzrPbSxp2H49PXi1PyJOkFAnU+L3kdV5nLVa4VKnOEymxRUhZPoREl5zIT0kXqdbykbJmmgBGfJlKvi0/fINMUaDbtS9uwW5G1OWfb4YSMjWkbdmdu3rt1/4mcTTt27C90eYG+3uGaytpzZWfvXr3ZUHV+x+ZtkSEgHJYklMjZgni6IGFRZePtioZbpXXXimtbz9S0FNe2lta1ltVfLT5/uajm4qlzjb5KeuJs/alzDb5RyPHKuqKaiweKzp6ubtp7sjwxs0Cdu1WWvjF57VZpynqeIoudkMmVZ4tV61kJmRx5NlmYzJZrWLIMSep6ikjl8zaOItNXUkkCJZ4jZ8kypGn58ZoCTlIOQ5ZJkaTxVXnxaQWJ2VviU/Ml6lyxMnPvsdLy2itHi89daLl9+HTl0aIqgUR5+97j77/6Xe75+QXAbHFOzxj0BovN7v6faLNYbP9UXu+cDzKHw+VyeRwOl9Fonp7W9vb33b1/r/3Zi/GJGb3BajQ69XrnwMCU0eh1OgGbbd7lAgxGm9niKC6pQKKwX7q//frV9/nj17H+8ae3n/z8+Muudy24gf7eidEJfU//aO/I1MfvfTNG++DYTN/w5Ni0cWB0+vP3vtYb9152fiyrrHnx6u2U1tQ/MPK0vUOjydq2bUfNudqrLa3Xr7U9fPi47fbD+svXi8/WF1WcLyo79/5Lz+Wrt4rKzjVeav3y7df8ArAAAE7XrMFo1enN0zqz1TE3rXd0fvy5ff9JsTKbJcsQJueJ0zbykvO4ynWcpFxOUg4/MZufmC1QaHgKjVi1ji5N5SZmcRSZMk0BS5YhVOWK1Oukafmp+btU67YnZGzUbNonTslTrduemr9j77HSjTsOSpPSGy5effG8c9/O/aePnjyy+0Dx0VPbN2xJVaacOnFmff6meHmyXK1ZVH7hZmnd9ZLzV4trW0vO/+cWVtONsvqrpXWtZ2ov+abMRTVNxecvldRdLq67cqyyvrjuyqGS6mOVDduOFFPFamXO1vj0DZLU9WJ1PlWUShGmCJPzRKp8sTqfLFBj2AqSKIUiSWPKszBsBZ6nJArVLEU2L3kdO3EtQaDC85T0BI1AvV6ctpGrXEcUpZIl6aykteK0jRxFJj8xW6LOTUjJScnZfOhUxYETZUdOVVbVX0nJyNtz8JjN7rY7XC7nrMvlsZgdBoPJZnPMzwP/O2f/v7LbnVar3TfXdbk8FotNpzNodYbPX77+6h20WJ1mi1Ons+n1ztFR448fo8PDep3OYTa7+wdGtTrTqdMlGCz+08evPd97lTJVslzdWH2p40lX2elzb159vlB3tavr690HL771DL549b6i6nxF1fn9h44VHi8u2LIrb8OWjZu337j94MTp0sNHTmzesn3X7v0HDhbu2X2gtLT81KmiY8dOVFfXFp0pe/Ph6/M3n289fDFtcn3+3ve9d/iPnfsPFJ4qLqvqeP3OaLJZrE7fenN75i12j805b7LN7TxwUpmRz5OlS1LXS1M3ClM2sBXr2Ik5nKRcduJajkzDkWl4snSuPEOizqMIU6iiVIY0Iz6tgJeYw0vM4cizBcp1SdnbZBmbJSkbkrK38RJz5JotiqzNyswNEqVmx/5jHH7850/fgXmg/0fviwePP718Y5yYfvn02bNH7U6HV2e0TRssi0rrrpecb/OhVlp3raLhxrlLt2qu3KlsvF7R0FZa31x8/rKPs7ILzeUNLaUXWk5VN505f/lQSfXRigtpG3YSeInStHyZpkCoyhWr8+M4SXh2ojA5j6vIkaRsxHGT0Cw5QaCiSNIokrRYpgzNkvtoYymyafEZRKGaKFTT4jO4ylyBej07KTdOoCaKUuMEar4qjxafwUvK5sozsgv2JKTkbNlTeKTo7OadB6vqr+QVbBsanXI4vSaTxWy2ut1et9trNlutVvvs7Pz/hJTHM/tPZbM5LBab2Wy12Ry+f2WzOQwGk83uHJua1hssLi9gMrkmZ6xarXNiyrawABgt3pER3ccvPx49fq432+7cvX/q9Jn37z6fOV1aUlTR8axzYtRw5FDRnVvPBvtn7t3raGm5d+DASRZXkpWTf7qk/N2n7pa2mzduP3j15sO7j1/ffuh+/rLr1t1Hrzvf6fTmqWm93eFZAIAFAJifA8wWG7AAzGiNOrNzaNJYeq7h5buvVeebmpqvN1y+9r13eA4AvPOA3eGxOzxuz7zLPWexOrUGq3sW6Hz3jSlQqDI3Jmk2JmRs5CXmshNzaNIspiyHnZjDlGczpRl0cQpbksaRaUTJeSS+CsdSUEWpItV6flIuKyGTJk7jyLPj0wqEyXki1XqRaj1dki5SrReqcgVKTdbGHVt2Hdq9r/DJ4xd3rt/OUKVtzl3f/+X71QsXY6OhESGhMzO6BQAw29yLyi/cLKu/UVp3rbTuWll929mmW9WXb9c23626eLOy8Xp5Q2tpfXNJ3eXS+ivlDS2VTVdLL7SU1LeePHfxUEnt/qJzjPgUZkI6W65RZP4hUq2XpGzAsxMxDDlXkcOQaniJuVhOIp6nJIlSWIpskigFw1Zg2AqqNJ2lyKZK04lCtc/2aPEZTHkWV5lLl2XFidLiBGo4LZ4hy2QnrhWn5DEkalFSliq7YNfh0xu27j9YeCYnf8ujZ6+NFqfVardZrLMeL7AAAAuA0+6w2Rxe79w/Qc3hdTq8Npvjf9KftPmSnNVq1xtMIxPTA6MTkzNGndk+MW0aHjdMTtun9a7+Qe23nyN9g1PDEzPfevrtnrljp06r0lJHRsb6+4aTlKnvP3S/+9jT0fm58fKtwVFD3YVrmqxNV1rv1De23L73uP1l55OOjvfd3Q6n12pzGU0276zvCQCT2W6xOscnZkxmu8XqGh6bNpkdEzN6g9HW0zv0+Xvfpx+DZ+suX7l+v+p8U3fPgN0DuOcBp2dhWmeemtbb7G6Xe85scVisTvcs4PIC5VUNgoSUtRt3yVLz2HINRZhKkaSThOk0aRZLsZaekEkVppB4SQyhmhWfzlOsjeMkISkSijCFI8/mKtZSRalkgZqVkClSrefIs0Wq9QxpBlmg5sizmQnpgqSs/SfKMnI3FWzdvfWPXR/evH905wEwByzYHdvW5yfwhG1XWoAFQKvVm2zORWeb7lQ23i6/cL2svq38wvXKxps+bzvbdKOioa3sQktJ3ZXi85dK66+UXWiuaGwta7hW1nCtsLz+SFld7vZDGKbE13VKUzeK1fkC5ToCV4ljJTKkGrokgyHVYDmJRKGaIknjJa8jCtVYTiKGrWDIMlmKbKJQjeMmkcWp9AQNVZpOi89gKtbihakEcTpBmIKgJxCFaq4yNz59A1+ZpV67RZSkKTx9tmD7/v1HTm7evnd4Qmd1eA0G05+0zXlnnXaHy+VZWPhnldThdTr+SZLzyeFwWa12i8Vmszl8Z8xm64xWPzalHZ/RTxssU3rzyIRxcFQ3MmGemLHPGNxTOrvW5NCabH3DY47Z2UPHjxaeOjExOT0xOb19976nr7t6x6ZnrJ6v/RMd77+//zrQ/vrjk+dvb9571HC55WPPD53TavG6XG6vXm902D2jY1NGk21ySjejNer05hmtcX4B8M4Dw2PTOqNtYHhiYHiid2ji04/BO49f3nzw/Mr1+3cePjPZvQ4v4PACBrPD7prz8epwen0l1eGeH53QZ2Rvik/KSkzL50jTxep8ftI6ojAFx1FRxBqmPJsWryFylXiWgspTMqVpDEk6jqWAk0R/1lMCV0niq1gJmfykXGa8RqzOJ/KSibxkZryGIlKlrNvGiVdlb9yxbuPW+rqL716/fXLvUefT52+fPcdCoDwqwzittRosRqPZ7vAsqm1+WH35/tmmWxUNN8ovXK9ouHG26UbVxZsVDW1l9VdL6q6cqb10pvbin8BVXrzh20E7UdXEUWQSeInilDy6NJUZrxEo1zGkGrIghcRX0yUZvMRcmjg9lin3VUaeaj2Wq4xlKZAMGV2WxVSsxfGSY1kKkjiNIc+mSDNI4jRaQiaMLosTpZHjM8mSdAxbQZGkSdPy0zfuOlxUTWBJtu45WtPYuv/Iyeev31vsngUAcDmc8x73nNvjtNp8+6F2q8036fjvPDm9Dqd3dnb+n8rt9jocLpvN4WsUbDaHXm+cmJye0pu0Vvu02TYyox8Y1/eNavtG9YMTpk8/BnsGJwfGtX1jk++//RiYnMj7Y1NTy5WxmZkH7e2l1bUTZuu30YmPA6NvegZ7xg2vP/+69bjjeHHV3Wcvfo2NG73uCbvBCcwaTEaTwQgsAL7WxGy2msx2u8Pj8gJ215ze5BwYnprSWwfHZt5/6Xna0fX6w/eG5psXr95pu/v01+C4zuwcnTJ4FgCjxenyArNzgM3u9qHmdM063POPnnaSaEKRLJ0Xn0YXqOSaLSJVPp6rRjOTSMJ0RsJaqjQDz1KgafEktoIhSSVylThWIpwkporS8OwksiAFw5BThKlsWTY/aR1DqpGmFuBYiQRuMkOqIfFVZH5iSs6mtQU7t+0+WF93sfR0iWXasHltnpzLl7I5FadOA7Oz8x7v3Nyc2WJbVH/1UW3z/XOXblU2Xi+/cK38wrWKhrbKpmvlF66V1jf7vgH5s0sorW8+d+nWybNNhaV1Z2quwAg8tlwjVOaw5Ro8O5EjzybxVVRRKl2SQZekS1I20iXpCJoUL0gmCFRc1bpYpgzJTIBTJTSZhqXIxnATUYwEsjSNpcgmS9NIohRqQkZUHB8nUNHkWfyU9Ui6BM1KEKrWbj10KnfL3igkgc6Lv3j11sGjp38OjMwBwMDgqNvpmvW6vU6HxWx02OwAMA8sAB6X2/m/HY7/9DCn3SfHf9Wcd9bt9NjtTrvdaXd4LFbnjNY4Mj7ztW/w19jEj+HR7r7h74MTP0emf43q+ieMWtvcpMnZMzzV3Tf8ubd/0mz9Y8++jncfB0YnP/3o//Rz4NPA8MeB8W8T+ofvvl5/8rr1ztOWmw8NVnd7x+tJrW4WmD9zruTj94/T05O6qUmbyTjr8Rr1BgAAjEazr5jO6C1mm3dKb+0fmfreO/yh++ezzk/NNx603np0srT65t32WQBwuOf1Jvuk1uDxLnhnAY9n1mKxabX66Sm9TmsymuznzjejCZzEtLx4dS6Rm0gRpuBYiVhOEoohIwpTGLIsmjgdy5SjKJI4tpwhScUy5VimHEEW08RpaHpCHCcplhZPFaVy5Nn8pFyGNCMhfROWKSdwlQxpBpGfJNesT9KsT8rIbbzShkThMLH4L+8/ey12m9bgMduAOcBmMLlsdrfTBSwAi0rrm0vrm8sbWiubrp27fKO25Xbd1bsX2u5dvvO0tuVW8flLvtmHr0sou9BSWttcd+V+ffMDdfZWukAlSFrLS9AIlTnshAx2QgaKJiYJlD6PpUvSUTQxhikhipIY8SlEURKaIUbQhUS+gpWYQRIkIuhCqjgZyRCJ1DlEURJLloZmS6MILBRLQolXE4SJUAoHhKEkZW9IztkQEAXD0zkrg0KPFZfefvB4xmgx2pwmm93ptDtdVrfL5nLbXC6H22N3u51ut9PjcbndTrPZaLWaTSbDzMyU02k3GHRupwuYnQMWAJNOa9ZqDVNTgMcDzM8veD1ep8tudZgtDqvD2/n2y9ee4R8DE18Hx9/3Dsy4vO9/DXUPTQwbHL8mjeMWj3UO+DGs7e6f7O6f7BnRWmaBgh2Hbz58NTxm7R3Qt3d975kwfx7RtT17e/XRy5MVdXUNrW4X4DQ5x3oH7Dq906jrfPnEadPPOq2jvT+nx4YN0xPa8fGZiUlgAXA63WaLY1pnnpwx9w1Pvnn//XHHu0cv3r7/Pth863FtU1tT622HF9AZbW7P/OzsPLAAeJ0uo3YGmF+Yc3vmvLM2i91kMOv0FnlKLkWQJEjKIvGSuIlZLFmGr40jcJV0STpNnIZhyJBUEZ4jp0lSaJIUsjAJQmBjmBKKSEmTqOK4MhiJSxIkchQZQtVavjKLLlXDSFyqOBlFE8Zx4+mSJGFSakZeQUpWHiwWFxAc0dzS5rB7jHqLccbgMNuBOQCYB2YdHqfZvujpu6/3X3249qij8caD6is3KpuuVjS2VjS2Vl+5cb71dt3VOzXNNyubrpY3tFRdajvfeudk2YWSquay6lauJJ0uUDGEaoE8SyDPYidkMKVpsXQJkZ/EiE+jiFQ0SQqSKsCyxGShgi5NJgsVaIYwli4g8mVseSqBl4Ci8aniJDRDKFRlkQRyZoIayxLHkFh4oYwglKPZYixbxJSpFJnrkFRGFAqNodKDQODsDQXX794d12qtbrfV6XC47E6X1emyutw2n9weu9tjd7ltTpfV43W43LbZOZfTZQWAWQCY9zpdhhmtw2QCvF7AO2uennSZDMD8rFWvn3N7bBbn9IxRk53/8Gnn6LR9yuzpnTJ9H5/5NW3o05p6Z8y/pk3v+0bf942+/NLbM2743D/9uX+6b8Ly+HV33h+Hv/Zqx6ZnX3YNfB80vf46dv3Zh5bHr6uv3Lz18KXXA0wMTgCzAOCZm52Z8eqm+STs5rXp/V8/AnNew8SoTTdj1mpnXc6hgcGxsbGR4QmtzvSpu+fTt973X/u+9Y196R272/6m5mLbxbb7n78NzAGAwWizWu1Ou2PB6zHrpmedNsDjsRj0LpvdqDfYLHad3sKTpTLi03hJ2TRJCkuWwUxIJ/KTMMx4Ai+RJkmhitVohhRBEeI5cqpYTZOoSAJ5TBwDwxRRRIlUcRKeI4WR2BRRIlueKkjO5Cs1NInSdwZF48fxpCxpojg5NXvjHzS+BIaNC4fA9x86NgcAOq3JbLK7bS6vwzPvmp13zc7Z3IuMs8C0Y35Aa/3UP/7iU8/djnfXHnU032s/e/FaTfPN8623fQiWN7Scu3y97urd8tqWknOXj5fU4WlilkSNZ0iEiZksiZoVn0oXq2LpojiujCZRUURKsjAJSRXg2BKSQE6TKEkCOYYpQjOERL6MJUvBsSU+2nBsiSA503cNhilCMYVkSVIsS4Sg83EccXxGLj8p1T8aiiJRUCRKNAodR2deunp1eHLS7nU7PG670+Zw2JxOu08ul8Mnu92q12udTrvZbASA+fn5Wa/XbbWagQUAmJ1zmq3A7Czg9ngtVuuM1mU0zbs8VqPp/t1HMDh638HjUzr7h69Dd591ve0Z+jw0/vLrz+6Rycfvuh92fX7zfWBIb3/5pXfE6HrdPXj72fvX3YN3nn9ovv1sYNLx9stY/5jjSdevlkdvW5++PVh2/kztRYtjwWJ0GEanHRPTtqGR/jedFQf3Vh3dX1dynIyGX66rAdxO3diIYWrq49uub91fe3t7u958eNP14euPvq6P3+63d376MfjweVfX55+NV+8233qsM7n1JqfeYHU4XC6H06TTOswGYGHWabXYzSZgbt6oN5gM5rcfuvEMIS8pk5uo4SgyKCIlXaomC5MQFP6frymWLoKTeTh2PEWkpIqT47jx0Xi6jzaKKBHHlsDJHJpEyZan8pUaQXImWaiAkzkkgRxF4+O5EqZEkZCqydy4BYzCQTF4BJ7IFyXMAYBeZ3bYPR6722a0Oky2edcs4Jxd1DdtHtLbJ6zeacf8lH1uxOj8NWn8NjLzZXDyxaeea486altulTe0nKm9eOJs/dHy2urGG2U1zRu3H4FiGBSeAksT8WTpDFEyKz6VzE+MpYt8900RKQk8OYLCx3OkRL6MLFQQeAkYpgjDFBH5Mka8CkXj+2gj8mW8pAySQE4WKjBMEYYjIQjlMCoXxRQgaVyWPJnIF0FwxFgyFR5HRMYRg8FRFTU1YzMzJofN4rDbHFa73epw/L+Y82FntZoXFuZsNgsAzC8szPkQ1M1ovU6XWas3zehcRgswN2+anOp48qSj/VlmRtbi35afPFlmtHhff+h59eHnnfau5x9/3O98f/t557veoZ5JQ5/W8rZnqP39t+6h6e6h6Q+/Jt7/HO/6PvLm2/Cb7sHGaw9fvOt/+PrH3Y6vrY+7tp8oP1RS/Wt0xuactRutXp3R0NOr+/q1o+XKz2eP+zqfmQZ7nt+/RcNjWhrqdZNj7Y8eDvX1PnrwsKWl5W3Xx8Ghsecvu7719D9+3nntzpPHHe/ut3eu3bDjaFHlLABYHV67w2MyWTwOp8dhB2bdwKzbajQAc7MLc/MzMzNut/f+o2cxGIpQtZYtTxckZ8dxZVRxMlWcDCGw8ZwEnyOgaEIYiYtlScnCJIpIiWGKwDgaliWmipPIQgWWJYaTOYx4FUuWwlGkCZIzCbwEOJkTx41H0fhYtojCl8rSMhUZ2VGxOBAchaXQI8GwGb3FYnbYbW6nxWHRm616s9vqnLO5F9169uZx15euH4M94/oRo3PC6p20zU5YveMWz7jF4/t7QGt92zN04+nr2pZbF689On/pdnxyTkwsLZbMJ7DimWIVXahkSlPi2AlohhjNEBP5Cqo4GcuSwsm8OG48kS8j8mVx3HgsS4xjS4h8mc+NfbT51g1JICfwEtAMIYzKxXAkCCoHRechyGyqSIahsdBUJhQXB8HiEXhCQGTEviNHJvXaKZ1WZzL6aPPJx5wPOwCYB4B5q9Xc2/tzYmJsaGhgYmLMYjH54uqs0+uy2Q1TM6P9g+VFxVw6Ex+LYzM5jQ1X5gDga8/w556R9s7uu8/edn3tv/rw2c0nHbUtN24/73r3c7j9/bfHXV8+9I7de/nh8ZtvHZ/6Wu+/vPrg1cPX3XdffLz++P2FtvbbL78cKKvfcuT0p/5x+yxg1FtmTbapr98XRsZulhZ3Nl/8crftVlXJjdqKzsf3qytKI4IDVIqEwoMHys4Ufev+2tnZ+e7tpw8fuyemDd9/Dtx5+Oze4xc19c23H3WoNHkF2/fb3AvTOrPD6TUYTHazxWWzuiwWq16vn55yWi0jQ8ODg8PAAlBd3xSJiOMmauhSNTdRg2PH+5CCENg+vEiCRCRVACVy0AwxSZBIFiYhqTwQhoJjS6jiJJJAjmYIERQuW57KTFCzZClCVRaWJUZQuFiWGEXjo5kCPJOfkKqh8MUYGisIFI0mUf2Dwh88fu50eM0mu9VgcZjtDpPNqjc79JZFxyvrimqaKpuuNt18eOvZmxefej70jn4bmfk8MPF9VNs3be6fsfRNmwe01nGLR+8Eunsn3nYPydTrSKwELE3EFKvIXDmJI2NI1FiGBM0Qo2hC3xpC0YRwMo/ASyDwEuK48Ti2BMeW+KyOIkoE42g+2liyFGaCmiSQ49gSNEMIJjCQDAGSxo0h0DEMHluWjCBSQSh0FAoNjkVDMOhwKCQrL3dkamJ0cmJGp7XZLD79N+aMRv27d11btmyKj5ekpqozMzPWrs3KycnZ9sf2jfkF27fuqCo7W1NZvXPrNjqRHOTnDwZFb960rb29s+3mo299E5evPyqXAQkAACAASURBVLr99O2NR5132t88fPVu2uZ5+73vQ8/w1+Hprh+D30Zm7rx496l/YtTo7Zuy/Zqw+Irpy8/91c332trf7zlTs/1EeVfviNEzP6Uzuiw26+gYoNO3FZ26eqzw7NaC0xuyD2en7M/L/CM3a/e2Lbu2bgZHhPqvWkkmEWrOVV+/frOm9kLVufPlZ2ufPn/d/qLrZHFlSWVtaWV9vCJNk7NhcGRyesbgdLrNRpNhZtowMz3ndDqtFpNOazaaRkfHdXqj1ebS5GyAYKlkYZIPMjwngSxMIvDkMBIXw5SQBIlEvgJB4UMI7Fi6iMhXEPkKGIkdiSb7aCPyZbF0AZLK4yVlMBPUjHiVUJXlOxNLF6Bo/FgGP44lkKjSYHFkDI3lFxYJQeNCwsFHjp122D1Gg9WiN7ttLrfVaZoxmCZ1iz7+HHn5sef2084LrXeKq5sOF53dc7R4x6FTDVfv3n3W9enX6IjOPmXxjhtdw1rbwJRZbweGpqzxydl0voLIlnITUig8GYkTz5Amx9L4vqXgu1cYlQshs32uhmNLfMbmszqSQB6JJvto4yam06XJRL7Ml+rieFIkjYugcsJjCXi2kMAVRyDQEQgUOBYDgiNjkMhoBEIiS/j2s2dqZlJn0FqtVqvVavvPw/6fh81me/78ORwOX7ZsWWBgIBgMBoFAfn5+wUHhfmuCYFAUh8UV8kUIGDI6AoyAIYlxlJDgCBKVg8RQrt5q7/oyePXuq7YHr569/XrvWWf7m093nr568vpT19f+V59+vv8x9KTzy8efo2++DV+8+fTp2x+XbrU3Xn989tLN6tYHp+uv5uwp7OwdMc4DXweGAAAwjo8BBv3nm9f3JSdtFfD2JcUrsVBmhB89OjR01YqwoMDQwAAMEhHsH4CAwaOjYuTyxMNHjguEUmm8IlWTfbq4Yu+BQlVqpkCaiMAQ1Rk5fYNj3llgdnbe6/bYTEaLQe+0WiwG/ejg0OjwyOTk9Mjo5LfvvZqcDVgaH0nl+eoGgZdAFipwbAmSyvMFaF9ZjIljoGh8Ai+ByJfFxDEiYkl4jpQmUfo6OSSVJ0jOZMSraBKlSJ2NpPJ8J1E0PorOowkThElqMBofEAUJjASHQ+CRYJgmO89ktJlNdofZ7ra5XBaHVW82Tc4s6psw/hzVfekbf/tt4MX7749efbz7rOvWk9cHTpbvLjyz49CpAyfLy+uutN5tf/rmy+vPv771T73++AtD5kExNAyVz5IksyTJDFESXaJEUXkYpghO5mBZYppECSGzIWQ2SSD31VAMU4RjS3yPRBLIw1FEH228pAyaREnky3wdqyRtLYLKgRAZoUgslskPRcSuDo/EUOkwLD4cCgHD4WA4lMFhv/nQpTNoTRaj9T+P/0abTqf7/PkzkUgEg8GhoaHR0dFoNDo2FgOOglLITIVcRaUw4VDUmlV+ocFhYaGgiHAwDk+OiEIS6MIfg7qW2x2N15/VX3107d6zm49etNx8eP/5m0vXH5y/fKPmYltT2/3rD1+W1l6ubb7b0Pao41Nf+YVrt9rfFdVeOVh+4XBVQ2XrrUGz3QIA/RPjFrPRrZ0B3M4vN9u2CLj7FbJUHJIdHoBa/ndqTDgowC88OAgJhYQGBoAiIiHRMbGxGAgEJpMrNxb8UbBpKxSGgqNwKAyBxRX5BYahcZRIMCxBpizY+EfJmdL7d+/VVZ/b8ceWJFmCUi5jM1kMBovHFcWi8WQaGwRDE3nxYBwNz5FCCExfOEYzhD75jABO5kTj6SgaP44bT+AlROPp/5U2JJWHpPJE6mxGvIoqThKpsxEULorG9/0iaVyeXMVXJEdj4v7vfywJjYYGgaJB0XBZonpm2mCzurwOj9PicJhsTrPdMq1b9O7bwKefI98GJn+OaH+OaL8NTH7sGX77tb+7b/zlhx+td54Wn2vcU3imYOeh9Vv35f2x9+yFlsIzVbEkNobCZYqT6EIFniGkCeREXjySwoGRWTiOmCSU4ThiGJUDpbB9ePko9I0/fCsGRmL7oihdmuxrV5FUHoLCxbJF0XEUBJkZEI3AMXhrIsBhUHgEHAlBY6MRiPAoMIFC5gn4j58+mpqZnJgat1qtU1NTWq3WYrGYTCaz2Wy1WnU6ncVi6enpIZFIkZGRIBAoMjIyLCwsJCRMrlCx2AIIFBUQGBoUGBYFgsREw0GRMRHh0av8QoPDocr0vBGdq/zC9dqWRycqL7bcfmJ2AXqz51vf2Kcfw3rHgt6x0DM80zOiG9U7jV7AAQA3n76taGiraLp+uubyvpKaTYeLPo/NfB2dMHg8WqPB67ACLsfsUH/rscLS3LV5NAovIgS7cgk5PADqvxwWGR7g5x8cGBSLREVFgqAxEBaLAwbHQCAwgUCkSFTBEejlK9YEBYdHgaFREHhgSCQchYsCw1at9A8NDoPGQDBIBJ1MYlIp5Dg8AgaHQGAx0fCg4IiwSCiBzkWQ2TAyC0HlYFjCOJ4Uz5X4UkocT4pli7BsEZzCBuOpaKaALJKjmYIwJAFJ5cVx40kCuY9RBIXLUaRxFGnMBLVQlRWFpcZx4xEULpTIghAZGBpHpExZERLxu39wYCTYLywSFA2ns/hu19ysFzBM601ao9Ns99hcD67fWtQ7pu8d0/8a1fUMz3ztn/jYM9zV3ff60883X3rffx/8/Gv0w4+hJ68/NV27d7y0ZsfBk3/sPRqvylriFx4JxxNYYipfRmRLaAJ5HEfiezAcR0wUJGBYQiiFDaWwfSsGzRD62gLfekJSeVAiy9dm/2lsCAoXTmHjuZLoOAoITQiIgWHp7BAILDgaEgKOiUYgQFAoKCYaioJRaOSyitKeX9/MVtPk5KTRaHS5XGazeXJy0m63AwCwsLDg8Xi+fPlCJBJBIBAIBAKDwXQ6PTNrLQpDiAQjwsJiIkGQsNAof7/gsFAQEoULC4uJikH/x9KAjHVbG1of1V19cvn+m/KGW6PTdotjQWdy9w/PDI4afgxMfe0d7xmecQPAiM7x4mOvAwAOnampa71f23pv497jOTsPX7zXPubwDBmMeofdaNQ79VrApJvofFW3a0ftli1iUCRm6e84v1Uwv+WI0KCIoKDw0LAAP/+wkNBA/4CVy1eEhIStXLl66dLlgYHBSBRWpU5nsfn//h+LlyxdGR0DDw2LQiAxUAgyMjIqOgocHhbit3JF4JrVkaEhQX5rVq1YGRISBo6G+QeF+wVHwrEUOIkFI7PgFDaaKfiTtug4Gp4rwbCEGJYQTmFH4Sj/lTYEheuL13iONCaOASdzOIo0tjyVEa8SJGdGYal4jhRO5kAIzBgCHUPjCJPUPtoCIqLWhEaAouEUOmdyQutyzrqszlmn1211ArNAXUXVIhcAOBYA6yxgdAE6+/yMdXbK7Jk0uafMnuEZ6/fBqXffBjo//3rzpffDj6EvvWP3nnWtLdgZBsEg4hg4uoDMjacJ5AxRIo4l8j0Yli2K40lRdB6UxIRT2HiOFM+RxtIFUCILQeHGcePxHCmCwoUQmGiGkCxU+NIomiGEkzkwMgtJ4UAJtKhYHAiFhePJoRCYfzgoLAYaERMTBgZHQWIwBKwmK6PmfFVff4/TaddqtePjkwaDye322u1Ok8mi1eqHhkYMBtOHD5+wWPxf/vK3wMBgLpdPodDW+AUtXxUUEBrlFxjx25LVy5cHhIWD/QNC//q3f0RD0f7B4FVB4NNnG1ruvSosa6q4dK+wrOlYUfXZ6qar1x9carn95Pn7O49fP3j29sGLd9fvd3R+6bt8+1nbo84L1x+dvXSzqPbKpv0nD5ypGjTYjXOAweW2uZwum9kxNQ5YjN/v3q7ZvnVfooK4ehXe3y82KDAqwC8yJBAaA4FAYCtWrFq92i8qKjo0NHz1ar/Fi5dAofCAgKCYGCgYHEOnM5VKVXQ05LfFS0BRkCgwNCgwbM0a/7CQUFBYKCgkBAaOjI6MiAgJ9lu9JjAwOCw8yi8wLCQSgqfzYEQmhMiAkVmxDD6eK8FxxAgqB4yn4jhiNFOAYQlhZBYIS45l8ElCWSyDH4qI89FG4CXg2JJoPB1GYrPlqSxZCl2azFdqfD0EjMSOiWNEx9GwdC5PrlwWFLYkIMQ/HLQmNCIiCoon0np+9Dnsnnn3HDAH2I1WYB7Ys2XHohGtbVRnnzC6pi1enX3e6ALMHsDiBaYtXr1jweIFbHOA0QWMG5y/RnXdfeOjOvu6LXsgGAqGwo0lcwgsMUOUSBcqYmk8KIEBI7MwLCGWLYKRWTEEOozMwrLEWJYYSeXFxDFgJLavXfDdayxdQBLIKaJE3/AGRmJDScwwBBZOYsDiyEgSLRyGWB0Wscw/MDoWFR4djcRhcCQ8T8zf/MfGw4UHzlaVVVaWP3jwoL39+ZcvX3/+7P348fPnz90jI2MzM7qZGV1vb/+JE6f27Nm3Z8++TZu2KJUqabyCxhSAoVgwBMPkiGUyNZcrpVK5LK6EzZeJFekskfJkRcOFa08v3HzxfsB0t+Nr2632p0/f3Lr15ErrnWvXH19quetjru3ei1tPOru+DjXdeNL25M2xyoZT1ZfSN+5493PYDgAzNofeYZ+d9865bK7pCcBlu3+2onH/vgQ4ggOOIYLAi//1L8uXLluydLmff+Dy5Sv//d///vvvSwMDg0NCwvz8ApYsWbZ8+crly1cuWvR/LF68JCICFB0NYbE4WCw+MCA0LDwyLCwiNDgkOjICHhMdExkWERwQ7O8XFQmCREORKCyJysIS6eExsQGRUEgcPYZAhxAZSBoXyxb9iReWLYpl8GMZfCiJGYkhoeg8oiABRecFw3C+kONL22AcDUpksWQpvtzGTUyPiCVhmCIIgRmNp0fhKDgGjyWVLw0MXRIQ4hcWuTokPBwEQcTiP3/65nR4PXa3x+42TuuBeSBFplz08t33rs+9n3tGfg7NDE2ax7T2SYNryug2OQG9bX7K6B7XOca09nGdY8ro1lpm+yf0spQsGI5CZAnxTD6JKyZyRGgqG05iQOKoUBIdzeTFMrjRcRQwngwjs3yBFE7mgHE0CIHpazx99+orrGShAs+R+morhMgIgqAQRGoMlhBLYYTEQNeERy5etQaEgK8OCoIg4Kv9Vi1Z9vs/fvu3pct+8w9YuXLV0jVr1oSHR8JgCDA4JjIyikAgcbl8EonC5wvl8kSRSJKersnNzcvIyMzIyNyz9+DWnYcKT1ccP125ffeR7bsOHz9VdrKoYve+wpNnqipqLxfsOHzn+YeKxtunaq8dKr98rOJyXeP1K1duHT1acu3Gw+s3n9Y1tt179PrStfsXmu/UXr5Zdr6lqPpySX3rqepLG/Ycq2i86gIArc2tM9smtTMOu9lt0bkmRhYmR/eok0s3bZYiYzUCMQNLCA4Mi4TGxjG4OCIFgyUIRfESqTwOT6ZSmAkJ8vh4mUaTJRCIMjOzMzIy12blbN2ybdPGgsrKyiNHjp45U1JeWnHmdFF58ZmLF+pbLzXWV5+trTpbf77u9MmiHTv37t53eOuuA4IEVRgUG4OngPHkGAIVQWX5Xg2ESIvEEDAsPorOQdE5MQRqBDoOSWPH8cRIGjcIivWFHDxHimYIo7BUCIHJTFDTpckUUSJHkRaGJKAZwpg4RhSWCsKS8Uw+TSj93T94aWDo6pDwVcFhoRHRoGj4i+evHXaPRW+2m2x2o9VtdTIJ1EUtNx+33nrSdvfZrYcv77d3Pe748KzzS8fbby/ffX/57vvrDz1dn3s/fh/63j/ZN6ofmjT3jevESWlYKieOwccxeGSeBMfgochMSBw1GkeGkuixDC6CygJhiZEYAozM8O0ZQIksEIYSjaf75jTReDoYR/N15r5Jm6+2xhDoIBQ+BksIioZBcHFRKHQYFLZ49Sr/0NB/+dtfg8PDAoMDoHAIDB6Nj0PzBSwiCYdEIoODQwMDgyMiQD4PQCJjYTAEHk+Aw5Fr1vj//e+/hYSEYTA4KBQOgSKDwiD/WB60eFlQeBQSjiJC4HgUhkRnS3hSVRSCCMEyKhpuVF95eKSyuaTpwZdB08s3337+GHny6PXUlGVqyjY4rP81MN3Uerf15tObj1+X1Fw5U3Pl7KWbO4+VaTbt+TVpcgPAwOikw+OdnJzUTo4Zxofso4P9He3JBEIeT5iAJSYyeFQ8lS9OghAZTJlKlJDIYHIzNGs1mTkMOkfAl6SkpCmVKhaLo1SqyGQqgUDicfgKWaJKmRwDjuZweBwOj81kYWLRkaEh4IhwFDQaAgoPXLMaGgMJDg7917/8x9/+Y+mqIJBfKGR5UBQYS4rCkcB4MozMiGVwfXiFx+LRTB6SxkbS2NFxlPBYPJzCxHNFcAozEILxhRwcWxJLF4AwlJg4Bl2a7Bv2smQpoYg4FI0PxtEi0eQINBHP5JO4wt/WBC4LClsVHLYqOCwkHBwUCrp8qdVuc5u0RpfVCcwC3z52o2MQix69eH/n8etrd9qbbzxqvfXkzuPXzzq/vPn06+W778/fdD/u+HC/vet+e9fD5++evvr0/E33k9cfMBR2dCwhEo6F4ikEthBNZWPpXDCWBMaSfLRBSfTwWHwEOg5KoiMoXCSVByEwI2JJvokuksqLwlKjsFRfjCPyZb7tEV8OiIqNi0Ri/EFgEAoNweIj4IjFq1ct9/MLjwL5Bwf9vnTxGv/VqFhYalry61fPhgZ7e3p+db358PTJiyuXrx48UJiVmSuXKTlsgViUAIfFRoEgkRHRcFgsJAYREw0XihJYwkQqLwEVx4yE4iCIODSeDoZil60KCQYhVwSCVdmba1run2t5VHbxfmHVtX2n6nfvPXn44Om9u4/u2XN09+5jp8/UlFRcyP9j3+ETlWs37T5z7lJR9eUdR0vVeds6vg3q3IDW5Jic0jkcLoNea9JOzgz2OseGOq8153C5slg8OTwaFRYNjY5FEll/9Y/4l9XBKwLC/uPvv6/xC1q5yv/v/1iyYqXfsmUrfv996eLFS/7yl78tW7J08T9+W7L491UrVv7Hv/378qXLfvv74uVLV6BRsUK+gEokIKKjY2ExWCTs3//yr6HBISAQ2M8/ZOWakNXBUREQbCyZE4UhRmIIUTgSlERH0Tk+vMJQOJ8pIKgsMJ4chsLBKUwcRwinMANi0L6Q49stiESTo/F0n7ER+TJmgjoEjve9wYhYUngsIY4liGPx/rE6YHlw+Mqg0JVBocFhUav9Q0qKKzzueYve7DDbgXmgsfYCPDJm0cMXH67f76i/cvtsfWt1Y1vLradPX39593Xw5fuezk+9b7sH3n8b6vrS/+Lt90cdH++2v7nYdh+CISEJdAiGhGPwKHxpDJYARuOjsHFR2DgYkY6ic6AEWigSG4HCQ0lMBJWDoHBj4hjhKGIUluobc0RhKFEYCoLMieNIKTxZHFOMInFgeAYESw2HokEwdBgECY7FxGBwQSDwbytXr/QP8g8NXb56TQQ4KhoSg4xF0OnUd29fu5z27s9fpya0eq1pbGTSYrI7bO7ysnP/9rffVq0MCPAPjQbDf/vHiuXL/MPDIcuXByxe6r9iTcSSVeHL/CL8gqL8Q0CrAsJW+oeuDgz3DwP/9fdVbHFyy72Ogj2nz7c+2Xm0etv+kouNN4oKS9qu3Kqpajp14uyBQ8VHjleU1TQfPHH2cFH18YqGPw6c3rzvZPaWPdOOhTGj3WCxO51O7cyU224BnHbDUL93cqKzrW1TQmIClojwC8WCUUQCY3UYZFU0+q9+ocv8Qtb4BYdHRK9eE+TnHxIUHLFs+erwCLC/X3BQYFhISFhMDBQEAq9Z4x8cHBoVGbNy+Zrf/r4EDkVIRGJ0LPK3f/zbssV/jwwNgkXHgEIjVyxfs3Sp35pA0Kog0OrwaBCaAEIT/qQNSWP78ApFYlF0DpzC/JM2GJmB4whhZNaftGGYIhSN7/MImkRJFip8G9zBMByCwvXRFoEixLEEeCb3Hyv9VwSFrwwKXR0YGhQKWrE68PiJImABMBttxhnDrHNu99adCDBi0bWHry/efFrbfLeu9X7VxZtHy+qLa5vvvvjY9qjz4evuZ+9/Pun6/vjNt6dvf9x+9r7pxpPS2stBYBQES43BkmIpLCSJBosjRmNwYDQWiicgiFRIHDUaQ4yMJcZgKFACA4SnRmDJ4RgSCE+FEBkQIiMKQw6H4aBYKprMIbMkNJaUQOHH4hgIFAWOJIeGwmJjyeEgBJZIXxUQtmR1UEB49Mqg0L/8tiQcDI2Go8JA0eBoCIFA6nj+cmZKOzYwMjUy8fPLT9247k3H28R4pd+qkMV/X8Wki3q+j+bk/BERjgoJRixfGbliFWjFKtBqv6iQMDgSTQ6OiEFiCSQ6S5So+H3N6oDIiN/XrM7KLyirbjx+pqbs3JWMtbs6X/+oLztffbL0fGn11abr46OmgSHjvsKqrIJDO4+cvfH0Y9bmQ4eL6yTJWbced7gBYFJndLptbo9tZnJkdOAXYLfaJycAnaHq4BEVg8eAomFBkTEhYFgMKjIGGQiCrYmICQ6HrgkIX+0fFhgSFRAMWrE6ePmqIL/ACBAIHhAQERICXrMmdMWKwCVL1gQFgSLCIUGrIyKCwKtW+v/9t3/EUfCJavka/5UrVyxb8fvywNXBq5YEhgZD1wSC/7p09XIQeDUUFobCRcYSwVhKDJ4GiaPH4GnROGoUhoykcGJpPDiJFYEiRKAIUAIDReXCiMwgCCYMEQcjsjAMIYLMAWOpcBKbxJeR+DKqKJEuUUagiGi6IBxJiIwl/T+M3WVwHNm2IGpHzIuZuHPPOd0GQUEyc2ZlVRaDVCUGS5ZlySAzy0wy2zIzM7fbzG273aZuu01tZoY2CyxmWbJc70ed69fvnImZiVg/kn5+sdZeO3fmxmSbLyHVl5gcCWMAQUMUyysWBGdoTh4ydFTwa7C8rObNn+9LiytjfLFWk73VrBVbV2w7uHzrgdkrt02Yu2rE1IXj56xcunnfuVvPrz/9eP9N2e2XxZcfvPn1xtNfLt8/ev7GvBVbAEoRbVGSw+eISXDGxjtj422BgOhwmDweiy9g9volh0+0RSnOGNWXIHpjeXeAc/kFT4wanWCOSpAdfs7ikWxRVk+8L9A+OpDm8iRarX6z2Wc2eTlGUxWXqrptzgCE8TqYRGgRJDg9QqGsgNG82eZMSEy1as6fj52srqx5/+e7D6/fP773aOWSVdG+GNCAej2x8+evvHXnRW19MHf4JARXMcYO4maMdUCEiuIKJ9hpzmSE8G49e+09eODkb6ezcjqndeqQnpU5cuy4VWs3zZ63PDY+88ChXzes2Xnsx4NP/7j15PqDz1VfHtx7PW3GyunzNo6dvmre6j1Tl2zpnjtp9LSFPQaOrPsSrGtqqW1seF/wuqamuLGu/GtDVfBLU11hQbC6/sSPu1fPmDeiR7+A1WfiTATKICgVYUTDAYxkTDDGQyiHUzJGSgaQMoBU6Eq4Dg3Xoe0iYCNEo4T4fVujwUDQqKxrbQSNiKJI37X5D1Ghk1Pi+vTu6bDYLZLdonh53maEudZGtC1BkQ4nbXVxNp/o9MvumBA1yRUQnX7NnxTixVq9rNWr+uKtgeRv2lRfgiMuzRKdJDj8qi8hKjXLl9IpkN4lNqMba/U54tIYzcvZogjJFpOaEZWQHA4iYQCshzCCFXGK5yXzxEnTC4vKXr18F/waPHLwOI7QNMG3Wrh+14J1OycvWDt25rL8pZsWrt+1avvhbYfO/HL5/pWHb58X1b2rbHlaUHPtyYcrD9/eePZh7vLNCGcxuWIkh0+LirFGByy+aMnpFB0Oxe02e/2qJ1py+ASrT3YETN54xRcnefyiO1r2BizR8ZboeMUVzVvdvMVldvodUQkuX4Lm8Ctmt6g4ZNkhijaKVZ2eOMnsQClBj1AgwYE0a8SpMAAiOVE0WXhONpsst27cfvbk+bMXz0//9uugoUNonmur0yWkph/+5dTzDwV1wWBJ/ZfJ85dDvBngzDrKBIv2SEKEKcVs9bCCCUDwrM7Zx08cu3jpXK/eOePyRuXljZ02fcbiJSszs3vduvPy8dPC508LHvxxb+HkmTWFVR9flyxfunlq/opu/cZt3Xd22eZDWX3HTlu43pfY8fLNhxW1jV+CwZKyT03NNfX1paXF78qL3zdVlpe8evm1vOrc4aM/bdu1LH9Ol/ZZsd5YhhRYwUQLqsUVTTImCOVAhMVICSVEA0jpARLGeIa34JRM0ArFqgxvsbtiVM27dOn6fj0GHdl7ZOPqtRaZj/M7RBb6/m//LSM1cWDffg6rh8DEv39n+C4chjnFwPCi20dbnKzVKziiJVfgGzXeHmWOSrAGkk3eOEbzMJpH8cRaohNN3jhccdAWj8kbb49tr/oSOFuU7I71JHV0J2ZEpWYF0rvQFo8tJvWbNn9yujcuMRLGQtpAjCJogWKlocNGl5RWVVU3VFTWdcrsChhRk6S1Gjtz2ZCJc/uPyc+bvWLJpr1zV28fO3PZmBlLR+cvmbl8y46j5y7cfXXzeeGVh2+vPfnw8F3ZjEXrEM5s8caLdq/JHWX2RpncXsZi4W022eVSPdEmd5Rg8/BWt2T3q+5YkzdGdEeLzijFE7BEx5uj4hRXNKe5RKtHdfltUfFWT6zJHiWpLkFxiCanoDhAjPHHp5KCijKSHif1OAkxLCnKCMnoQYQXpPYpaQ6L/ZejJwo/FqzfskGxKRAJUQIzYsK4p2///FBeVhcM3nv95llh0ZaDR4ycaBAUA6/qOdN3IAYzoqLZVavD6XZlZmYsW7rwx20bB/frNWvapA1rVo8dPW7C+KkbNuy4fffVrLlr2qd281qjB+b027Bic+8eg7M69R0yakZO/7z9J67mjps3ZvqyPsMnjZ48uzkYLKmoLi0vKyktrG+oqq4pKfv0vraiOPi5obmi4ktZ5bEfd21ZvHL+xPyuadkpsSkUyUsmq6K5EtOzfoA2SQAAIABJREFUCFoJaUMJEcEFPUDqjASEcjoj8X1bY9twCEK5sEgEJURZdRUXVy2cs+jCqbPNleUJLm3K8P7d02IcAs5joF1VOVbiJQ3A+e91cGs9FIniistHmR2M5gmlt1Dw9ijO5jN54yzRibI7hjK7KLNLcgVUX7zsjsFkO2V2K544ayBF8cTRFo/g8Dvi0hxxaZ6kjlGpWaTqsgZSaIuHtfoIyeYMJLgCcQBBIwwPE4wBxnGKN4DYwEHD6uqb374rXL1mIwwRBM6yjNQqd8KcoZPmDZ00b8LcVQvW7Zy5fMuYGUvHzFg6YurC0flLZq/ctvXg6UNnrx3+9fqx32+fufZw+ITZEQirOAOc5lJcPps/xh6IlV0uzmqVnE6TO0p2enmrm9NcgjVKcQYUV7Tg9Ih2t+Lymb1+s9cvOTyM2SY7vWav3+aP07wBxeEVLU7R4pStbl61RyCYP6U9wgkoL+oIIhLHIYYNB2EjioomFcMwnmZS4hIO/Lhr+KBBDEu0Df/O4db27N/xtuDNx08fKuqqiqsrXhcXFVVX/fz7760BAOQF0mwxcmIEQRKKQogcJXDeKFfnTukzJo1dtXDOsD49po4euXL+vDG5w8aOGHfkyOnc4ZMGDps6auysebOXzZ22YNTwiVMnzx8xKn/wiOmzFm/pnTs5o9vQafPWxrXvcu/pm8qaxobGpk/FhfV1VeUVxfUNVTWVJZUlhbWlnxpKSqrefdyxet2e9VuW5M/LyeiantxBFFSLza1oruiE9jglgwgLwAxKiDDG64xEpAEHEZZiVT1ARugxVtAIWhFkO0ErJaVVWzdu2rlxfVNJQW5W6oq8IX0TPPm5PZNcFpZAaYbT4yTEyhEo/fdwA0KynGymTDbK7GKtXt4eJTiieXsUa/Uymkd2x6i+eNHpJ0wOwuQQHNGKJ1Z0+jHZTqqu0HBNdAZwxcFoXkt0kuZPdsane5I6YrLdEp1Eqi7W6sNFq8Mf74tPgiiWUzUIp0PFNBJAMrNzFixeMWz4GIfTR9ECzYgISrVasG7n4o17Ji9YO3Laormrt2/ef3LDnp+Xbdm/avvhRRt2z1vz48L1u1ZsO7h259EtB07tOPrr4DHTI1HO7IljLU7B5tKi/FqUn9U0VtNEhyPUn3KaizE7eM0nO/yCzcNpDtZi561O2emVnV7WYidks8kdZfEFrNGxqidatLs5zcFbnZLDxZi1SIzwJaVAgogIQiSOR+I4wFAARWIMA6IICIJep4tDCQ7GwXZhboupf6+uN66cL3r/quj9q8qyopcvnpSVF1dWlldUlV+5+geAwDjNoDQNE7Ro1RCBgTkCpmCWI1Lio/PHjVi/YPaAzPTVM/PHDxyUlzt8YK+BSQkd0zN7JWf0OXTi4uHDZ9av+WHzxj0LF2/oP2h8YnqvQEr3PkMmDRqVn90zd2L+wtrPLe8/FJWVlX2uq64oKapvqKqrrywuev/+9cuS929baqrL3r7fvHz1wW27F0yb3al9p+S4FLvN44mKNdu9jqg4jJQAmDFCNIIL37QBMIOREkErIMIStIJTssniQQnx1u0HyfExu7esvXRk9/CM+I15ucMSPbvnTzu1c1NGaqLZYftvrdv8px7QU4IBpUXJjOEMJVsJk4O2uFmrN9QQMJqHtrhFp1/xxPL2KEy2YbKNs/kkV4C3R6GSjTA5RWcgVEYR0UqYnCZvvOpLsAZSnPHpiGhVff8c3uGi1Z+cntghEyBok8MdboD0EMZKKkww3ug4GKMNIAYipKxoKEbTjNhq2uINM5dvGTltUf8x+ZPmr5m/dseYGUs7Dxgzduay8XNW5s1eMTp/ybhZy2cs27xsy/61O48MHjPdSEq26CTW4mQtdsXlkZ1uVBQZi0Ww22WnV7S7WYuTMTs4i1eyR7OqjVJUUjYxqkWw2nnNRioqzAmC0yW5PbLHyzucpNmCm1TKorE2O6Ga9TRtj4tDFBnguHYoGknhRppkzSpvkp1ul8DxBAQJOGFmOa+i7FmzqvTZo/r3r6tevyh78aTizatgbVXZuzcV79+Xvnv75vGTGJebRVAwMpInabvdbiBhXKE5E0tSUO+uGfs2rrpweO+oLp0Wjx09Mqd7l8SUgd379+szrN+gsX2GTujYfXCfAaOHDpk4KHd81+5D41Jyeg+aMHXumo45Q/rkjk/p1OPE6YtfgsEXL15VVZZXfCosLykoKy8uKS0sLvpQXV5WXVpaX1Z+69If44ePGtSzX0ZKusvq1sx2UTJzosqIJlGzh/pQI0SGOtNIAxqhRwCY0gM4QUswxqIED2OsIFt5Sbt2/bYkMjs2LLty5MdZvTvlJfnGxLu3Thx578yRGJ/D5NRgVYFUM8CJESCOgASBMqRgIWU7o7o4i4fXvJzFw5rdjOqS7NEmV4xg9eGiFRM0XvPKDr9g9SGi9i3VMZoH4s2oZA2N+SzRifbYVFiwmLxxhMnBaB5cssSkZnTokgOSjDcusZ0OgHCaVywoxUXHJYEYFQkgBCtCKBWuAw0g1mrktEWj85cMGDuj1/DJQybOHTppXt9R03qPmNJn5NQxM5ZOWbhuzIylwybPDx1PW7yu+8Ax7UDK7ImjVTtrsWtRfmt0gLFYQkM3yeEJaaNVe0gbJVtwUcYEiZRNrFmjVQsmygDNMlYbZ3dwdgepabAsg6KIKAqpaZiqGnnOHPDjZtXAsW1QREcTBoowELgeBimGpkmKgCAWQVMDMTfP/lr/9k3T21eFt27WPHsaLP1U9+ZV/ds3wbLSYFXV58LC+oLCXukdRBhmDAa3oso8RykMbRNFi0AzyNSxw66dPnb/zM/dY3xzhw7JH5Lrl83ZKRlxsane2LQO3QYmZ/eNTe7So8/wpNSc9pl9Bo/Mb9+pvzOQ0bnXMJsvKTWzx7uPpSWllV+amsuKC8qLC4JN9U3N9TV11UVFBc+fPTl66OC6FauGDhgkUAyDUQLNWy0Oq+ZkBZMRIRCGl23Ob7Mef9VmhMh2EWCEHmkbDiA4R9ASTokowf984mRycmDv1pVvr59dmpszr0vKpiE95/fJ/vLheXK8lzLxgCK1JqkwnIIpAdTBPCXSvIWU7bTJGdrAirN4GNVFm5yiLUpxBnjNiwkayls4i0eyR/OaFxE1XLHz9ijZHUNb3ABrQkQt1GSYoxJsMSkQb1Y8sbhiD2nzxqd07NYDZYX2WV30EEZyEiebAZR0RcVwsvm//+d3RoSIBBAIp9tEGFoNmTh33KzluRPmDMqb1X9Mft9R00bnL+k5bFJO7vi+o6aF2oUhE+f2Gj6557BJM5ZtjEvPMZISpTg4zSXYXIxZE+1OzmolFIWxWHirk7XYScWKSxZKcXIWDyVbIVqAWNHs9dsD8azFHpPWUY0KuJNSE7K62OISFZ/fndweUtQ2OAlIUgRF/QMEBa+XdjgQs6kthraB4TagMRyGCFFwej0AAJhEyWOx9evSfUDnznm9e80YOGBav/5zhgzdMGPG+lkz1+RP/2HxojWzZm1ZtOjsgQNZcXE2lvUqioRhDIGyqsg6ZFIgJJnOGzbgp+0bz+7cOjg9edXECQMzOvgERaVFu83n8qc4Y9JtgbToxCx/QlYgMTuQ3DkmpUtsate49t3i07oCuNi9d25pRW1NbX3wa/Ddny8unTt75MDe/PxpQ4cPa9++vdmk4iiGQxhHsgovMzhL4gyBMzjBIAQNE3ToPY8RIgGYCgWI0KGAUAZEaJozYaSAkQKI0DZntKw6ij+VDhnS949ff2p+/6SPV90wpMfCnLTpXdoHKws2rllGKpwjNRkwqW1RyoDSFMrAepyTbIzJyaquCJihFQfGWyjZbsAFQfPyFg9jclKynZRspGSjFQdtchoZidFclNnBaC5ENEcSHKnaaYuTtboZzRW6Rap2wmTDFSupWKPiU30xCUaEGDx89D/aRiAkK2p2PUrYowIwzYUBsA7BIyA0Esb0KNFqwNgZA8fNHDhuZt9R0waMndF7xJRBebNycsf3Gj55UN6svNkrRk1fPHTSvEF5s0ZMXbh255H4Dt1D2liLk7c6adXCW+2spuGyTJvNnOZgzDZC1kLaWLM7OSsnPiNLcvgMDG/xxYour+z2q1EBW0wSrdkdCamcw43IFkBSWsOEkRMRWYVlmXd6cE2DFAWSRMpqlT0ekGURlrG7ParFnJ6clhqfOKB7n0E5PaIUJVGzBGTFJ4pxFotbEMwk4ZAEmcBkEk8N+I3t2gBhbQWa4ClclkWAxiGeQChMlJg+3TptWDhrx/KFo7tmTRvQr3NMwIxTNIQztMgIGi7aUMmm+ZIt7njFHitYfLTsxDgNokwgIaGk5I9NmTV7wejRY3O6dgv4vKrEayYJRVEUx3CcJAiKICgcJzEERxCMwBkCZzCcDlGDcCr0nucbtW/aIJSBUOY//tYWp0QQoSP0CCda3L44ilVu33mwft3KQ7s2Bus+dTBRs3PSN4zom8qjzy+eefX0oSMmyihL3+GUnhFBSpQlq0myGWFGtkcLmje2fbYrJjU1qydv8RgJUdC8nNlNKw5SshGilZRslGynFAdAi7TFGRIGC2oEzhImWwgfbXGGboWoYbJGyGZHVFxKh06yxT58zPh/tI0gOYk3WxnFbI8KQBT7TVs4jP5T2/ApC+au3j5mxtKB42amdc8N/Q5u6KR5I6ctmjB31ej8JaPzl4yavnjktEVLNu3+qzZOc5CKymk22mzGJIlSVdZiZ8w2XLJgopmUHazZ03fkhPjMrqLT/3cjgsk20R1NWlxhOBNJiWZ/PGv36WjBFBUPS2ZE1CizA+JNlGaHRBUzWTCTBTWZ9AwfjhOEbNLjBMmJBgimSQ4xwqlxqSMGD2MwLDbKk5oQ67ZZRIZkCFQUGLvD4nBqgsSazApG47TACKrEyrygqYxFZVSTare73c5O6SkLp09eMXNq/vDcIV06pfl8ZpqmEAxFSD1EhIFUOMzoEF6P8QZMBEgJImWEllFGIVhZVO2CbAn9DhcAINAI6CIiCQwHQRiCUQynSYojKQ4nGAQmQAj7pzOcgnAKwikjThpx0oiHnDEAzIAICyIshHKhiNBjNGdGCRGAmVCLgFNyQWHphAl5+3dsKXpyd87Q/hsnjlw6rJ+fhqYNG/Dm5bPUTtmgbNLxJkS2tgVIBOdAkORMjqjEDE9cWr9heSmdevQdOs6X0MHhT+bM7lBiwwUN4y24oJGSjZTtBpInVTuuWEnVDnJKOMZgshYC9y2rYbKGShZENGOiSXX4OmR1jYpN7NV/cDsdwEoqLaucqtmiAyDNtgPhCAQLg5AwGNVhRKtV2w9PWbhu/tod+Us3rdt1bP7aHSFeg/JmDZk4d3T+kuFTFoQmRHoOm5Q7YdY3bYzZwZhtuKTQqoVQFFQUSZOJMdsok4aJZlRQCclOqq7MPkM4l9+WkC754sIpCRTMijf+v4cZGatP8sS0z+nfe3jeqGnzCmqa778uKqprefS66H1l4/3XhU8KSh68K3xaWPrgXeGjD4W3X74+d/3m9fuP7jx8eu36nbmzF6QmpBEY7XC4XB63bFIwAmcE3up0iGaTHoNVj4MxyyBLIgIDCrSBJSIZTM+QhGwiBVUy2yTZZFVNwwf0Hd6/V27PbrFOq8azLAqTKIbhNICSRoxDOTNIySAlgpQMkSJEijAloJSAUpxksjK8Ehaul2SzZnWG1juZTGacYFCMAiHMYIQNRhiEMBSjUJKBMBLESBAjAZQwYIQBI/QorkeJkLYQtb9qI2gFgBmdkTBCtN0Vg+ACw1vOnr3EMmJOVpaVZx0M6pfoWInidW2R8DZZmZ0Agg5D2UhG0dNKG4jmTA6Mkv/je/0/ImBB82b1HNSlz5DUrJ7+5MzopI4haoRoRTkzwqqhTaQJ0arDWVyxopIFV6xGRmoLk4hoDoEL5bOQM1hQId6E8LKo2RNSO6RmZEXHJRGsSLAiLaswzVmj/CDNtgWgcARrByFhMBqB4q3elDf/fufl8Qt3fjh89uCZqyt/ONRv9PSc3PFdB40blDdr4rzVebNXTF6wdtriDWNnLpuxbGNCRg+AkknZTqt2WrWigkTIJlQUEUEgFIVWraRiQQUV5hRMsBImpz2xg+xPzBwwsuuwsZTd/w+IMvlTjIKFswe6DhqVnjPIGpV04vzNx28+lTUEH/5Z9PjP4o8Vn9+XNRTVtTwrKH9ZXPW8uLKwvvlDVcOLgk9vistLqhu/BIO1dU2v/yy4+set3v0GJ6R2UDQHyUkwzcI0C9KMniR1FAUJQiRNGXlOLzAGkcU0E6aqlGwXFLeqeTlOlWXT0CGDh+cO7Nezm1niGBJBYCOCIBCMRhrgSCNhxDicUzFWhikJwlkjQulANEIPhetAAMRIikNQSrO6vL6YiEgjAKIUzRsB1AigAIiBEG78r9BDGICGeOF6FNchWCgiYQxE6H+hBmM8jPEgwjK8RbNHgwirMxJhkQhOyTk5A2xW7/Qps86eOHn9wrmTh/edO3H45wO7b1y5eOzoL4eOnTp6+vKBk5e2Hzmzad+xg6cv/LD/+Pb9x3NHTe41cFT/oXmdew5mZAdCm1BGpSU7KVhxzoLQJphSENqEsWaMt4QjFCKZIEFGZVVHsa0hFOQlWFRQWUVlFZFMsKhAggxwIsCJICMIJi0usX2fgUNUm0tzeiMBRLG7IIq1RvkBimkDQGEw2haE28BIGIa3Ovb77dNXHx357ca2Q2dW/3hk+pKN/cfkj5mxtP+Y/PylmzbuPbF259FN+37Zd/Lysd9v33z+8Zs2ymQjFQvMCZgoQxwH8zwuy5RJI2QzwpsgVkZ5DVcccnRyVHbP7mOmdR0+Pr7bAEhxAoKDd8d17D08KqUzwtrNnsTopC4PXhTdfPD+l3M3b95/c+jExWNnrv529f756w/vvy56+PbTn2W1zwsrPlY3lja0fCirfVdQUfipqqampbEx+CUYfPFn4ZFjZ2fMXRyTmGZAaYQWze7oNgAC0CwkyBEEGUYQ7XAcFEUDLQKYQtEOTnBhpCQrWp++/YcPH5rTvbPZIjMsgeIISVMEwyIEjeAcySkAShswEsQYEKMgnIYJGsEZlGQAEEVQEkZIhldiE1KNEImRAi9pLCczrEQzIk7xCM4YEUIHomEA/BdhaCSMRkBIBIREQOg3bX+lBmN8qIzilByuQ0GETcvotnzV5tNnr34qqi8raQx+DdbV1TV/aWj+Ut/4ubaxsbGuvrmy+mt5VbCqMVj9NVjaEiz+Enxd2VDZFFy+bnv7Tj3TsnqpjgBISHqE+0YNZVSIlEOB0CaEVdpBRAgTJMgRBP0dABtZIQQu5AzkJSMrGBheT3NGiqMFJS0je8yEKTGJqQ6v/7t2kY7oGM5i1XzRRoppbQTbImhrCG4DI+1QrNW2Q2d+Ondz8cY989b8OG3xhglzV3UbnNdj6MTs/qNHTF04a8XWqYvWz1vz4/rdxzfs+XnvLxcSO/b8po2QzRDLI7wIMAzEcZgkkYoFl1SYU0BGQjgLKjuFqGRPp57jl23qMXZ612GT/Vm99bzDGtcxKXtgRo+hmd2H7zr824lf77x8V/3oednoCfNXrd0Tl5LTqduQnH6j+o+YPGPJhoVrf9yw+8iBUxeOnb969sqdGw9fvfpQXlbVVFzW+PZtWVlxw6cP1dXlXz7XBYs+VJ8+ebFv76F/+1s4SogowctmN0LytGRBGYmSLQSvcbxPMcWZLXGK6nO4Y9MzswcOG5LdvQtn4iASMsBGkmUUi2axu2xOn9sXQ7AizvAELeA0h1EsSlI4weAEw3ISTjB6AIVQKj6pAyNoRpgxwgyEMhBE6QE80oBGGlAdiBtg3ICRkTAWgWDhMBIOIxEQEg7C4SAcDiIhbf9CDcZ4A0iJiiOrS5/1m3beuf+iqralqSVYXRtsbgx+bQmWVX4uLK18X1r89O3L6ubGD8WlT198uHf3z8tXnv528fH5a8/P33117Prd07cf/Xzu6pDRU+y+xKQO3RjZQfAagIs4ZyF4DWPNMKWAhATgIkhIECnDjNwGwABONDA8yEthGPl3A6inuRA4kJcATgxR01GsjmL1BEOwYpec3v0GD+vVfzArqWF60OqNluzOf9HWGkHaYlir+Wt3HL9wZ+nmfUs27R03a/m4WcsH5c0aP2dl6A39yh8OLdm0d8uBU3tOXFy6ed+cFdsSO3YHKZmSrZRsJSUzRAsIJwAUDbNcaFKNEFWElSBaQjkTJttJW7SWmHnk0p15G3blDJ/Ufdgk1Z/WsffwOSu2tc8ecPjkHzVNwerG4OUbLx48LpRM/qnTlnuj0qbPWD573tr+QyZmdO3vjsuISsp0xKUF0rtk9Bw4ctKsxWu3/XT64rX7L57/WVxXFfzaGPxcE/z0obq+5muwJXj44EmWVllaNRgwWXaAICkqDpTgUVLCCIXAzSzlYBk7w1gYXsUoNhCfYPO4XFFuVuJADEJJguU5muFIgiUpDiFZhGRhgoFwOjTqAhAcQHAIpTCSQymO5JTYxAxasv69Hdg6DDSABABiRggHYAKACT2E6UA0EoAjoH/ms3AQjgTgSACOMEIRRsiA0kaMMWIMiDEQzkI4C2MsgnObtu56X1DRHAw2B4MVNV8LyxvfFde8K6p/87auoPjL+Sv3n74tOnPl6sXbd3ce/mnpmk0Tpy7In7liyvSVQ0fNGZu/fN2+Ewcu37xfXDFx1uLUDl3t7lhfIAUlJRgXeNkuW704p6KMApEigPNGjANwHiJliJbaGGCQEYwUB7FiOEL8QwcYSBageYgVIVYEGQGgeSPF6QlGTzB6jMZosVuP/nHJHYaPmagDcZjgRIuTlMyaN2Ak2NZGOAzGW0NoawhthxKtlm7cP3XBhvmrd67ZfnTGki3jZqyYsWTLwrW7dx29sGXf6e2Hfvvp11s//35vx5HzSzfun7tsa4cu/SIhSrS4Jc2DcwpE8igjUZIJZQWcl0hRCX3mhTA8KSq8aocYVbLHnDh/88CJC/NXbh2aN7NXbt70eav7DpkwdsqCqs/Bxq/BNwW1j19+Wrt5f2bnfpMmzM3pOqixPnj61B9795+sbQyWVn89eOLcuWv3tx/+JavvENkbO272on7jptx9W/S8sOxDUVVdXUtt7Zfi4qqqqs9fvwbLy+uvXbvXuXOvXn0HpaZnxyeldczqnpSa4YmK9/pioqPiUpM6eF1+rzs6IS4xPjYhKSHR6/UKHM+zHIkTiiRjCAoaAc1sZRkx3ACFGdFwAIuECD1CGTEGwFmQ4ECCa6ODIiHif7bW+RM70IotHCIRWtQDKACiAIiCEAZCmAFCDRCqByE9iEAYDqJYpBHQASBCkDjNgBhpoKg2KPo9CIEMB1D0dxG6mMSUXfsP1TcHm4PB+pZgeUOwqPrL84Lqe69Lz1x9uvfoxbzpy7v1G9Ot78isHkPs3pRO3QYnpnXv2GVwXGp3V0wne0xmZr8xo2avPPfk7e+PXt57+ueevQftbp9qdUiqxggyhFKMaIIJLoQbwtkQdyPGGVA6zIhGQKgOwQ0YacDI0PxFGACDJGPEKT1K6BBch+B6lDDiFEhwBohOTutsdQayu/VjBM0A0YLiQGjZ4grAlKSD6TAjDuA8gPPfhYOtpi7YMGX++jHTl/UfNWPI+HmL1+/98fC5zXtPLVy7e/3On/ccv7Tn+KWNu39Z/cNPO46cP3PpQbc+Q40ww8t2XrYTrIzRIsHKtKBiNE9yEsVLBCugFItSLC3IomplFWdSes7N+3/+9MvFLTuOLF/746T8xaPGz+rRb+S7otqPJQ1lNcHiiub3xXXR8R2nTFvYqWOvoYPHLlmwjiLk0aOnlZU1/HruRmxixk+nL16++ziz9+Cew8cMGD8td0r++/ov156+qmsJNjYH6xpbauqb6xpbGpuDtQ1fyirrrt28l5jSwWRxJKZ0sDl9itluc/pi45Icdo/L4bZpdkUy0STDs4LZZKFJJtrnZygWRwkUxvSRBsAAojAGwTgja6SkYbwK0ZIB5yJgqh2AtzGgbY2YDmVY1QFSoi0qHuPVNgbUgNIIyUIYaYBQHQDrABhAcJRkCIZHCBpAcISgGUGGcer7dhFtwnUQxaCy/P9EhIURuIGlvtfruvTpfefRo1BKq6pvKqpoKKsPVrUE/yz9fPNlSe9R+YPGzUnK6jcsb97iVTtmzN1w5rc7dx8UHPrpwv4jF28/+tgxZ1hO7vj47AEz124/fv3Jo6KK5mDw1q07aekZqlljWJ5muEgjBKIEhNOhADEqpM2A0gaUjjDCOhA1wLgRIYwIYYBxHYhGGOF/PokQegjTQ5gRIUCMgnA2TIfGJXViRXtcUicYl0BUkFSPYvGZbX4QFSIMZLtITA8yRpj7ri3Yavik+cMmzus7Ymq/kdOmzF+7aN2uOSu2TZq7euPun3cdPb/n+IWNu39esmHP8s37tx04feT0lUEjJsK4QLIqyao4I5GcQvEmijdhNE+wIsVLOMMjJBPSJpg0RtD8cR3OXbx95Pi5fYdOLV6+acz4mX0Hjr778HV1fbCqLlhc1njo6K+795/onDNw8tQFmRndh+WOGT1i0ojheY8fv2lpCe498HNKh2xndGLPQcNcMcljps2M6ZB94e6DRx+KC6rqymsaKiprKyprK6vqysqrP5VUVFTWNn5uKSwqvf/gSUbHbAyn09IzU1I7OF0+1Wx3eQMOdyAxpWN8UgebM9obnZCY0jEuMZ0TLXoAd7gDSamZHTK7ZWb38PkTo2KTIyEqAqYiYCoSof8aKGcy4JwOZdoYUMURpbr8ocEDRPIoxaEUh5AsiFE6EG2nA74P04UboAgjHG6AwvSgDkRBjIIJBiBoSBC0mOg2oBFi6K17dtc2NVbW1pRX13xpCVbVfq5pCNZ9CZbWBp+8qXj4pjI6tfvMRRvbZ/W9cf/dzv2nBgyedP3mi4bGYGZW/7Hj5m0Y70fxAAAgAElEQVTbdTy7x/CMHrnJXQYs2LjzwsM3H2u+VDc0nzt/weONohmOollekFCSgXEqpCcUIWf/R20ASoZOQw8AKAnhbLgeS07rykkOly8JQHgIExFC5mWnao3Wg0y4nmgbgUYYSB1A/6MN0GrawvX5izdOmb92yYY9+3+5vPOnc4vX716wZsfY/KUT56yaNHf1lPlrF6zZsXH3z1v2nVz7w8Gxk+fgtIKSEkKIGC0yopkWVIKVUYojWJHkRJzhYYJGSIbiJV6xEKyckt7l5JlLi5dvGD1uWk6vwYuXrT/165Xmr8HX70vrGoOv35eeu3BjxpylvfoO7d1vmMCbo6PievcaNGf2wuPHz966/WD3vp/6Dxo2Zca8vMnT5y9bkz9/UZc+A4tr6n7742ZlY3NNQ1PL12Dwa/Bz05f6uqb6hs/1dU1V1bVfW4IFhcUV5TXLV6wicAZBcVEwqWY7I2iUaLN5E+y+RM7kgikFwEXO5LJ5E0JTAyijwpTyX9cdgubmzE7GZCdEC8IqICUacE6PsSAlho6/18Gqy08rtrZGjBAtMCNDtACRIkByICEAJAeRIkQLESCJ8Qqr2HHBxMg2szva6okVrS5rVLRkt02dO+f5+zclVRXlNRUtwa+1tbWfPzc3fm75Egw2B4PvimrvPy24eud1h86D5iza0KPfyHkLN6R26D571qrGhmBVeTCjQ89hQ6f07D188rQlA4ZOGDByysHTF18U1xbVtdQ3B69dv+l0eewOl8PpFkSZEWQdAIecASgJoKQBpfUIFYoIIxwJIKHsFcpkkQASYYQBlPx2+u0BAKXbRsAp6d1Ua7TDk0AwZpq36kGGZC2aI0YPMpFGKsJARhhIA8S2jUBbjZ+1YvbyrdMXbZi5dPOWfSf3/3J597Hf9524tPfni4dOXz146o9dR8/vOnp+788Xt+4/tWLTnimzljCChlEyjAvftGG0iJAszggEK2A0BxM0TNAkJ/KKGaf4xJSO8+cvT+/YNS0tu++AYT/8sPfEqfO7dx/euefwvn1HT529ePHijYtXbl26dPPtu8Jr1++c/fX3P67e+v3ClV9O/vrg4dOr127v2r1/xOjxk6bNWLJ8zfjJ044cO3n/8bOK6ob6ppbS0vLKysrqyprKysq6mvrPnz831n+uqKh49+Z9MBgsKymvrKx8/vTFokWLMjM6gRCG0CZctFGKU3YEbNHJtMmFCVZ3XDqjulFe+06HhcOskZTbgbSRlAFKDgOJCBDXwaQRY0KDVJxTCN7EKlaI5NvooP/ZOsIdSJStbgNKqy6/AedARiIlG2txCpqXtTgp2Y6JZsbklBw+hz/Z5k8gRGs7iMAFLSqx/fC8CVduXm/62lLTWFtZXdH4uba5qbG5qbG8tKy8tOJzY8vXYLC0ovFTaePRExdGjJm+YNH6/PzFo0dNX736h41rd314U3710oM5M5bNmr50QL9RuYPHT52+qP/gcZdvPr79+O2bwor3hZ9OnjoDQgjHiybVAkKIaLLA+D+d/dMQQulgMhThBiiEyQDjBhgP8Qo3QKE8F5IXEmmAcSNC/SMMiIrvoLnjJM3HyA7VESAFq8nud0QlGVDegPJGTIiEGAAXIyGm1Ywlm2Yt2zJ35Q/LN+9fv/PYii0HlmzYs/bHn0I7uK/+4fCGXcd/PPzr/l8u7/354s7DZ6bPXc7LdoozY5SM0SItqCSnICSPkCxG8zjDoxQL4RRM0AQr8LJqtthVs83h9AEgStECSXEkxbdtFxkeYTQYYZaTbXY3TrCq2RaISTSp1uzOOQmJqV279Rw5atzceYvWrd+8dt2mk6d+PXf+0ts3H+/dffTg/pP6uqaCj5/qaj8XFhYHvwabGj/XVtfU1dTW19bVVFVXV1bVVFXX1dRWV1Z9bmj8+P5DaDfcG9euHzp8bOi4KQPGTEnK7BGVmuWJ74BKtkiU/7sec8a096d15jWf4onzp2RFt8/u2H1g+869O+b07dC5R3JG55jkDu5Aoub2KzaPaHGGJvZUh8/iirZ5YxhZCzOiKCO1NWLtADwMJELFV4cyeozVY2wYSLQxoH8PB/4eDoCUmJrVfdXmHTfuP/3c8rW2vq6kpLiqqiL4tamxoab8U2FlaXHwa0uw+Ut9bcPnxpaPH0o/vi/funX/okXr9u4+nj91/vw5y58/eXfu1OXi9xUNFV/2bD+0Zd2OUyd+37B2++/nrh84cOLx4zdPX3woKK78GgzevnPP7nDJisrxosEIAgjeLtIQSl3/rJUwqYPJSIiIhIhQxQ/Vym9lNNwA/fX4L8+QECm6A6memPYwpWCsWbZGSZrP4op1B1INKA8SEkwpOpiFSNmICa0WrNk+cc6KKfNXz1/9w9QFawaNze8zfFK/kVNGTJ43eNyMIeNnTZ63avH6nau2HVi17cCqLXumzl4aWtVN8xackUKNAkxwMMF80wZiJIRTBCtwkgknGAwjMJQiSZrAGaMR5FjJ4/GJgslqtWMo1bZtGMdKer0Rx2gQQgiG5WWFEcQwnV4PQiCKQTDKCxJNs9E+f3xswqABg8eNyTtz6uz1y9eKPxQ11NR+bfocbPnypbHhc13t57ra5ob65ob64Jfm2sqKksKC5ob6morysuKi4Jfm8vLK2uZg9ZfgkzfFj14XXbnz9Ler9369cmfY+HyTMzBu+vzDJ3+/+/x9UVVTYVXTy4/lD199ePji7f1nr+8+eXXr4fPr9578cfvh5Zv3L9249+ul65dv3r//7PXeIycUmye7R7+tuw7cf/b62u37R385s3TVuqGjxmV165neqUtml+5devTJmzx9ycq1u/YfPvXbhYfPXlXVNzW2BMur64qLSyrLK4JfvzR9bvhU8L62siz4tam5vuZLQ+3XxsbG2rpgSzDYFAy2BEuKaj4VVlcU1zRWf3n15O2ty3ev/Hbt0K6fzp/4/dCun3Zt2fv7qUuHdx89vPfY1k07163e8uO2vQsXLFu1em3ehPG8IEEwyvGiPxAb6le+UTPAeMjZ/15baConNO4M04PhBkgHonqIoCWr2RkTl5odAdIgITGyQ7ZG0ZLd5U+JAGkjJkCkHGYkAVw0YkKrbQdOLt+8d8aSDYPHzeiRmzdp7splm/ZMX7QuN2/mwDHTR0yeN33RujkrtkxftG7qgjWzl66fMmuJbHabNO+3nhQheQhnYYJBKS7UIoS04QzPSSZekBRFBQAIghAMI2iaDX2/DkEIAEAIgvXt23/KlGljxozLzR2a2Sk7PjnF4fPZXG6r0yUoJhgnzBYrx4t2q0MzW2N8AZZgwluHUSjpc3hcmq1nt5ylCxccPXTw5PFjf1y8UPThfVN9XV1V5ZfGhuDXlmBzU21lRXNDffBrS311VUVZeUVNfXVTS0l1Y2Mw+LqgtKyusbY5OGjkGJxTZi1a+rG0uqb5a2VDS2ltw8MXb18XlD5/W/jsTcGTPz88fPH23tM/7zx+eevh85sPnj188fbG/acv3hXduP/UZPeu2vjDx9Lq6obm8oqqsory8vLKsoryysrq6tqa+vrGhs+NwWCwpq62vLyyqqa6rq6hsrqqsrK6rq6usbbuS+PnuqrqmoryYEtT8Gtz8GtTS2NtbUVpxafCV0+evXj07I8LVw/uObx66foRg8dkpWVnpnbyWL19uvUd0jt3eL9hfTr37preZWifIVFWn1mwkBDV5j/bJvqTMlM7ETDJMBxJUwzLoxjhi/LnjZ/IigpC0CFMf9UWAeIRIB6mB/9dW5ge/FZS2+mAdjrgvwouEQlRECnHpWaHGUmMNXMml+aOw1iz3ZfYVo/rYBbAxdaRqA5mdTDbas/x89sPnd64+9ia7YdWbt2/Ysu+5Zv3Lt24e9W2A1v3/7L72Lnth06v/uHggjXb56/+YdmGHcvXbbe7YyXVpVp9IMaQnEKwMiOaQYzCGQEmaBAjv/UKFCfygiSKsiybzGbNarU7HC6Xy+Px+Hy+6Pj4xI4dO/Xp02/EiFGTJk3Jz585c9acGfPmzV+xfN2WLdt27dq2Y+fq9RvmzV84Zer09PYdUpJSY6NiHBa7zIo8yYoEKzGcxPEOzZLRPvXIgf27f9y+a/sPi+bNPbRv792bNx7cuV1TUR782hJKeI21NU+fPHr79m1dQ2h/osam5pYnz55+DQaHjxzhcnu3bf+hvuFzS/Drx4Ki9x8/lJZVfCqveP2h6H8ZJZW1N+89evWu4Nrt+7SgLFy26m3Bp6cvX1eUl1aUFpYVffxU+K6k4H1p8YeKT4WVZUUN1RU1lSWVJUWlxR/Kiwsqy4rqKssaayqDLcFgSzD4ubmmrOz1i6d/XDz/06G9P27bOGHsqIF9e7VPStYUC4uxNMJItGwRNZtotQoWjTebWZPMyBItCaQgkAIJkTiAszBtomWZFCmAIAwYjdAkSZM0BYCwIMoOp7tjZpZstuoA+NuwTAeiESAeDmBhRjTMiIaagH+P0HAtNGILhQ5EdSCO0DJIyYrDz6ouqy9B0LwwY/LGpzMmpw7lvotE2gFkBMy0MeDf69BWP/9+6+Cpy6E/Q53548Gv1x4d/e36rqO/nbp87/j5m4dOXwn9wnjfiQs7jpz9Yf/PW3YeTuuYQ/MWVrQiJG9EKITkEZL/qzaCFb5pY1ieZXmG4f4lKIrBcRJBMBCEQ5kPQTAUI/QwDJAEK8tWtzsmITE9s1O3nB69evcdMmTY6JFjpk/NX75o2doVa5bMWzRhdN6AXv16d+/h93pwGMrumDFk4IBlixbOnTlj9fJl+VMmZ3fMGDEk9+DePb+eOnnp/Lmy4qJgsOVzY30w2FxXW/36zYuiwo+FRe9bvjR179El4I9av2H1p+LCpub68rKSsvLixoa65ubmtx+L3nws/vd4/OL1+6LSuqav95+8oHh57aZtZdX19Q2faytK6yuK6yuK68qL6sqLassKa0oLqks+Fr19UfXpw9eGquDXxmBLQ2NVSdHbF38+fnD2xMl9O/YsnLNgUL/+ibExiszjGAQCOqMhAgKNGIJyDGtT7QFvTFpCeqf2Wf2698vtm5s3Im/OtDlrlq7ZsXXn4X1HTvz0y+mfz/z2y297ftgzNnd0tM0nYpxKyw7VQRG0bFJkRbXZnRkdOyUkJps0O4SRf9UWDmD/99q+gQsxRRmlrZGITurIqi6zO1a0+hBW9Sdn4oKmQ7nWeqyNAQ8DqXYA2caAt7r66M9rj1/ffPbu3p+Fj96VPH5f+uBN8d1XBaf/uHv22v3ztx5fuPP0/K3HJy/fPnTm0t5jvx4/c3ni1LkEYyIYE8kpkQCG0SKIMQBK/lUbRnMQTlGciOEkihEoRiAojqA4jGAwgkEwSjMcSTHf7hIkTTMcI4iiqpGiDBBUOAiH6YEII2SEMRSjEJQkCZameAKjCYw2S5aU+NRe3Xr2yuk+fOiw3EGDu3fLMckKz3KKJCfExQei/QxFu52uvr379Ozeo0NaercuXQcO6Ddv7swjh/fdunbl5YvHdVXlwWBTTUVp1y6ZKQmxy5YuePn0UWNDdX11RWlJQUnhh6LCj+8/FLz9WPTvUVxWWdPQ9PZj0cmz50hWWL563cOnL8orK6pKi2pLPtSWfKgr/dhQXvi5svhLTWlLbVmwsaqy8M29q78f+HHT3Kl5A3tkZyT647wugeIYnCUwmiRpnuc1zeyL9sYlxMYnxqWmpWRnZ/fq1Wtg/9zcQcOGDhw+ZMCwzh27ZGd07pSeld6+Y0pSWmJ8SnxsUlxMYmpyemZGdkZqR5/dZ+FUt+psH0ju1L5TbCAuEBMnySa9AejarbvXF+3wREUaoRC1b9pC1NoZ/n+q/hrfmoO/prdwAMM59W9hYEqnHpItSnH4VVcMKdkCKZ30GB+JsG2NxD8i4O91aAhcq/uvix69K3n0ruT+66LbLz7cefnx0buSl8XVb8sbnn4sv/nsXUjb5fsvbj1///DPwks3Huzef5yTbIygMaIZwtnQDAiAkhjNQzgFoMQ3bQQrAAgOohiCkghBEiRLMCzNCBTHGwHECCOh6xhOgygGgKgOgHUgEgEhkTBmwAiEZCleEmSLbLbiFA/BuBFAcYJRZM2s2lhKBI1IeLsIg8GAQCjDMA6bMzk5uWOHzA4dOvTs3istLS0+NsHhcAicqGlabCAuyuszq5JJEQSeFnjaYpa7dc0aOWKI1+NISowdO2bEgf2779658fzZo6dPHjx7+vDly+f3Hzy6+/DJv8cfN27fe/T06s07u/YdZAS5c07PlWs3PH324sWTh6+f3n/1+O79G5fPHD+0ec2y6RNGDxvQy2szOVRB5UmJRmUGsylclMMc43N7HT6fOxDwJ8TFJ8cmJgXi47wxfle0RzSbeJPMigLF8TjBoAgFAyRowAE9AhhgCEBhCEdQEsNpnGAIksVwWq8DI8MNKIBRMIVGwkBbg6GdAQAgXpBwgvru+zZjxuYlJCbHJ7dvHRb5jVoITYja/1HbN3Ahc+EAhvHq9zrUl9DB6ksQrT5PXJpsj3bFpP4jAm4HkG2NxH+2A/4WBoaBVBhItfpY3fSmrO55YcWLosq35fUFNc2hPRKK6loevi0+d/PhqSu3L959euv5uzsvP9x++vbSjQcX/7jriU7iJBtC8gQrU7wJZyQjQnzThjP8N22hpaoIzqAUi1M8zvAkIxKsQNACwQoUK5GciFM8iJEGEAs3QAaMNOIUgLMgyYAEBxB0KHG2iQBgjOZEC83JEERF6kCjEccJliBZgqRpijcCUGSEsXWbdhCI0QwnCiZekJwOb3xCUlJi+8SklOSktPj4xPj4eJ/P4/W6vV63JAkWi6ppZp5nWZY2meSoKG9aWmp2dqeePbsPGzZk0pTJq9dvWL1+07/HzLkLps6YPW3mnGGjxgqKmWQF1ero1btvRkZGfFyMVTPTFIGhMEXiiizarJbkpISkxPiE+Ni42EBsjD8mEB3wRwWi/Qwt07SJoBWMFkGS0aN4GAS2AfWoyMMsA5CEDsF0IGoACQiiUISBIQKCCQgmQIQEUBLEKCNOGXGK5CSM5EiKZ2iRgClDOyPYDsAB/D/+4z8BECZIGgDhcXkT7A6XJzoGQP5ZQ0PavlH732gL9aH/Ai4cwGBGNpISyls88em85k3I6GaNShSsvv/RWv+9HmsLkH+PgP8eAYdBdDjMtDpz9e75W4+uPnoV8nT31cf7rwsfvCl6WVz1vLDiWUF5aLOEF0WVj959uvfiw/k/7tx79OfAIWNZ0aoDcZyRQpXUiBAoxYVWSXybByFYAWcEhOFRigMIGkDJSBiLBJAwAMZoHqJYEKN0yD/X5MAEA1NCaF5bB9M6mDSgLETyBGOieBOIcggtKhZPbFJ6py59Mrv0DMSnm60em9OnmDRRUjlephkh9DocJxgQwvQGSG+ADEYYAFEYIQiSpThRsWhmm93li4qKifVE+z3RfrPNLppUk2blZYVkOYyiEYLEKJoRRMWiwTj1vwxGkCMMoA6AQZSQzVanN1pSNdls5WVVUEyKSVMsmtliV602i+ZQrTZRUhlBJCkOxgkYIQAEhRECQikQpI0gCyC8EeOMBGukGD1N61nKwNFGjgZZFmK40IJhjJQwUsJxHiM5jOQwmkcYPvSNN8KLf4/QGTASIzkAxCLDjKAOxow4CmAcK8EIBoAwzXB9+w2gGQ6nORinvlH7q7a2+v8vh/1LfJv4+Cu4MCMaidC4aP1ej7nj0njNm961r8Ub//+WdmbBcVVnAnbNw0zNYLCk7lYvd9/3/fa+d2vfW6u7te+ydsnyjh0HGzsBm0DMmJhgIGOwYwM2xqwxXpLYGJsQwCwhkIViKlOZysxDXudpHo7peCSZQE3VV7e6j/Sg2/3pP+f855z/0mrwLhfqRDkfrfhoxUvJMKuhvLHmzJtXLty4eeM3f3zn0y9++f6nl3710Vsffv7+7//07mdffvCH/3j/93+69tHvLty4efGdD69/8odPv/zL9fc//eO//9fJF15VzSjByrSgcbLpRemibTBBF22jBZkUFVxQUUaCaMGDMS6UcvjwUh+GcwrMiF6cdaGUEyKcCOlGaQ/GeHHeg3EumHXBtBvlYUoieJOR7arGrlxhcGB8YXR6aXBisXtoMj8wWRjcMDw2le8ZrG9qy1TW2cGYovsl1TLsMM3JomJSrFTuRT0QTjIiK6gEKzog1IURZTDqQDCEExBOIGWV0Qxa1TnDEiy/aAckf1DyB3nTZlVDMf3qaoiqoZp+3Q4SDA/jFM1LKMmwksYqFiUbOKdBtODBOCdClnmJEi9a4sYcMOEjBIxXCF5HORkiRQ/GeWDeh4owpaCcikgqLMteWfRIQrnAeSQBlmVMUSnZoCWLEWyaN3jJZCWNFBVMkGBO8LCcm2HLaWat2+tAcQ9O+RCSJDiBVThSQDwoDOFlDleZw6UbVnNLq+0PemDM6YGKtgFpgGp/17Zlwrlg8h43Ski2A2GteJUcSLb2jEr+BKuH3YQIsxqrh8EhVnDEcM1bH35+9eZnwLMLN25euHHz57/+5OrNz4rtl9/9uNh+7YPPfvvFn//7r//zhy//EoxW6P4oJ5tGIAYWcYu2UbwEbCNFGWF4mBERWlx2dUJEOUb7CA5mRJSRYEb0EZyHYEnBwAUdY1WYkWFKgmgJphSIVvJDU/mhqcLwdM/obO/YXGF4ur13rCU/0FYYaM/3NuS6cp2F5vZCrrOQrKgzg1HdH1WtoKDavGLwioUzAoSzGCvDjIjwso/ifYxAycZd5b4yCEd42YmQPkZAORnmJJSTcUlDOdmNMyQnUZy4EoSgGUHmZY0RZKcHQklmnaMcwmkvzvsoEWEVsJAKM7KXFNw4B1YUIFqCGRmiJbCi7yUl1U5JRpzTw5QSIFSbNGzK72eCQToQIG2b0C1cNTBRx3gN5wyc00Ds9xCsE6PKEOIeGFvrQ+7ywl5OLIXxe9ywEyK8MFVejrrLUQgmHG4fhJHlPgTCyLJyL8kKpeU+pxdxY6QbI4sjNgd8yzYn/O1s+6cyj4eRMMHk7JgcSDb3jOCiJQQSpOwntaAWzoSrmsLZBi1WYSeq15x67fK5y9fPv/3BG2+9d/Xm5+/97k8ffvGfN37zxWtX3r34zkdnL147ff7K6fNXfnbt/WdfOn/x7Q/e/eT3r1+69vBjR5s6ukE0YhTdg1MYJ4JjATgvohwLM7SXJNwY4SMZH8nAxPIrhNOgD112/ReHB+FlQtRgTiJEDWJFhFWMWGZkbtPQzMaByY09Y3Prh6Y6+idae0Zz3SNtPcMt+b66tkK2IRetqLdiaTWYEK0QWB1HORVhwVd7axPHrQ0dGOcheC/Oe0nBRwjFK0xJCKugjOKjRBdMl3rQ4kaJZRQT8cXJHRgJQV8tOBbXgkDiFOcUmBK8OAtWXX3ErZ0XlOynZD/5FbhiAQjVBlCqfeunkk1KthOhnQjtQJdThlC3gMhSH1HqwUvcWIkbK/GiDphw4wxECwgrQbTgJTk3zpRBeBmEl0EkoBQGL3AHhP5dnDB2CxRHZW0dSrhIHlMtWNAgUWOtsBhOqNGslamN1bZmWvKVrd3ZXCHV2Lnm/NsfXPrVx798/7eX3/3k0q8+fuOt985evHbi5QvPvf7z517/+bnL1994672Tr1468+bVHz17+six5+e33TezdO/A+ExFfY7X/DingGODtKxSkkKKMs6LCMt4SaIcQ50IXFyPW8btuewiXoL2kLQTIzwUg0sKxIpr3RAmqrXt6wenF/sn53vH5wsjM50DG9p6x3LdI835oXBFXShbaycr9WhaCsQ4M0Rrt47hgA3rCK9CrOxjJC8teigBIsXbgSkJ4CMEhJYJXid4HWUUHyG4UbYcocCJhJXcvj+suJkCIdlVGxGSxRkBANpRiiM5iRJ1jNdQ3lgJKfsJycZFCxNMlDcQTodZDWY1NyGuSjkuAFwY70Q5J8o5ENaBsKUwWYZQRSlLYXKdD7/Hi5XC5GrgDt/qwpX5kDIfssw2B4Jhil7O8JCo4JoJiRppBMx0Vbim0UzXxOpbazr7GwrDoB55ZVvPmovvfPTalXdfvPDWmTevnj5/5ezFa69f/fUv3vv0p69cPPT0yceeeeGRJ0/M7ti7sGv/6OKO7tHZwvB0V99Y3+jM1OL27qEJ2Qq7EJwUFfCnuBDMg5MQxaAsjws8IQrf1jZGM9wkDXMCo5seinPhdKSydnR+qX9yvmd8pmNgrKGrN9PQEc42mLFKLZzBRB0TdWAVzCk+RgJi3W5YOcG5cBZ83C74bzghqghEiqRg8FqQVfwoo3hxHsxR7mQb2EFe3EcOwGh+ZQsAwmmcEWhBITkJ2MZKmmJHCNHARWslRckgRvVSspsQgUYujP8mAOGcKFcCEet8+N0edK0buascXutG7vag/0/bisI5EMxB0CUY6aI5J8U6SI71R+INuUyuM97QVpcf6BqdXT82l+ufAE+bXHPk+JmnX3j11GuXX7/662fO/mz/o0cnt+weWdieH5ur6xpo7Z9oH5xs7Z+Y3LJ7854Dux84dP9Dj+1/6PCBQz9+6vjpp44/Pzq9yKpGOUqA6uUIwyEMh7I8xgmEKFCSsqpVd8JL0AgneCgGE2WEF8sJxoynu8cmJzZu6RmfKYxOdQ6O53qG6jv6qlrymYaOVF2bP1UFsJOVdrLSSlQA9Ghaj6bVcFIJJaRADBTC4a0wo/pZxc/INi1ZlGhSokkKBikYCC1zakD1xwU9hDKKB+NQRmEVP0Lyt4eo22PVsvAGgtayt0WcXgQkiQhWBN0uI6paIMbpQVYPrwRmNYhRfbQCPHMgbClEl/ioO1EK0YAymCmDGRDYHAjrxJgyhLrHi611I2vdyDofXoZQLpy9g21kqQ8DYn0NReEcCOZhBRfNeTjRJ8i0Fapsz/dOL3RPzjX1jnSMTPVOLfXPbO7esJgfn+/esLjmxMsXjp46t+/QE7sPHsomfjAAAAofSURBVB6e39Y9sdA1MjOxadfM9j3zO/dt3nNg7t77dz5w6LsPPbZl78H9jzz+2NMnnz39yk9OnX329Cvnr1z/yakzzet717p8EMN5KaYcJx0IVgYjThQrxwkPSYFt7N+cMhgthVEvzfoYjlLN+s7CxMYtfRtmBqcXB6YW+ifneydmu0dnCyMz64emugYn2/pGWnuHW7oHm/L9jev76jt7atsLte2FiuaObFM7eJxDsq4lXtMUq26MVTfa8Qo7XmFGM0YkrYWSajChBOKyP4bxGm+ElECcN0IwI3sIHrTcvq/1dlYdnLlR2oNTHpwCY3A3RpajBOBul6ccJRCG95EM+LYwTpTMEKsFGC20EqAaiGrluAB6xjKYuVMwA/2ph5S8lOyjFYhRQc8r2BFGD6CC5qEEYJ4DpcGLVSn1YatS4kVLvGjxLRj2lcL4Wh/yjy7PP3sgJ8VKkWRL/8jw4pb8xEzfzFL35EJhYqF3aml4YfvoxnsHZresGZjZPDy/rXN4um9qqa5rID821z+9afOeAyML2xd27d998PC93//hkeNnDh97/nv/+uThY88fPX7m8WOnDj1x7PBTx48ef+GBQz8anJyrbGrDRRlmeTdBOVHcgaAuDPeQFMSw30o1D0ljguTCSR/DqeFotql1/fD48Ozi4PT8yNym4dmloZmNA1MLfRMLvePz3aOz3aOzXUMTnYPj7f2juZ6hpnx/fWdPTVu+unV9Va6rKtdV2dKZbWpPN7Sm6nPJupZEbXMgWeVPVALh9HAKqCbZUUq2OD0omGFKtsBEEuM1Vgt8dUJkOcAtwO3rjKACLeBvo2kYK/FAxaIYIDxAFEtKOsIqQItlQIy6DJC7opTAqjBaiNXDnBEpFs9SQ2k1lE7V56JVDVaigrfCqKC5cLYEIu72oHey7avZw3KAbcuEK4VxF8WWYKRPkNV4qqJtff/sxukdu4cWNo9s3N49udA+NLV+bG5oftvY0s7+mc1rRha2b95zYPE739v5wKHxpZ3b9z+89f6H9h16AvDEyZcee+aFk69eOvHyhWMvvnH83Js/+NFPdu1/eMfegzv3HZxa2pEf2tA3Pj21tK2ho1DZ1BbOVirBMK3quChjgogJIvhfX8mdbBMsP8KLCC8GMxVN+e76zvX1nYXuscmW7sFcz1B7/2jX0ERhZKZ3fL5/w+LA5Mb2/tG2vqFcz0Bzoa+hq7uuI1/T1lXd2lmV66hsaa9obss2taYbWpJ1TYnaxkRtY7SiNpKtCaWr/ImsFUvr4YQajCmBKKvZjGqRko5yMkQLEC1gvEJK+p1sA/uqV0a4O8W24j2CRjdGQhSLsJKXFDyktBKY1RBOR3kDFy1CsiklQKtBRgvJgeSqaOGMHska0QorXhVI1YYy9eFsQ6SiMdvUnqpvjlbVmfE0bwVRQXHhdAmEOVByVf6ubUXhgG0lKFFG0Hwwkmpure7sbu4b7hqb6hyd7J/dlJ+YaxucbB+aAhGuMLGwZnrbffsfPbrv0BOHnj6568FHf/zTs4+fePH4uTdfuvT2k8+9/Mov3jn24huHnj65++DhTfc92D+9aWBy49DU0sTC9p7R2aauvp7R6YEN81XN7TW5znRdsz+ZFiw/LsoIJyAcj/LCt7UN5gQvzZYTFG/5o1U1ejQuBSLZptZ4TRMgVt0Yq2q+RXVjqj6Xqm8GMsVrGmLV9eDJ4KC6uZXIGLEUqGGohGJyMKqF4mowJvsjghlkNZuSDULUcEHljQAlGwgr+SgeJAtQTsZ45U62IbQIKLbc6mQpFgBSP8UjcYQgo6wA3oLjcQjDQ7QAsfLKMAYxalE1SgncXu7v620zY5V2ojqYrgtnG6KVTbHqxlC2NpStDmWr/akKLZLgrSAuaTAnfVvb1nmQleENxDZU0RONLZ2jE819w1UdhabeoY6RDevHZ7vGZjqGp9sGJwEdw9Nrjhw/88zZn5189dKb12/+4r1Pwfz0yedePnrq3A+f+umeh49MbNo1NLe1f3pT28CGgZnNU5u+MzK7tXt0tr1vvDk/VNteSNXnQtlaPZo0YineCtKaJQfDgh3AJYWQVckfpFWdlFVWNylFA8M7lBcFyw/gTRvAGRZnWIIdEP1BgBQISYGQFIhIgYgWSdnJykhlfaSyPpCqteJVdqI6mKmJVTfGqutj1fXxmoZ4TQMIYInaxlC22k5mjVjKjKcD6cpgpspOZkEpVjOe5syAEooZsRS48lZQCcWkQATUMWF0mzX8nBkQ7BAlW6vC6UFG9VOyRYgGIRqkZNKKzagWreq0qjOawWgGq5ucYRVvcBWMACGbmGAWExwIp2OCSUg2KCLJm1HOiBT7RyWYEqyYaMcBxQKAoLKkFs6ooTTI3YOSgJwZkoNxcF+0ZgHPvDTvJlknRjlQshTGSyCsBMLKEMKJUeUEA2as63y4A6Xv8WIlEPEPdzt8jATmEA6UduGsm+S9tOhjJIiVfbyEKjrrD8nRBHi4mRxNieFEdWdvbmC8fWiqqr23Y3i6uXesqWd0zed//uvHX/7lwo0Pz12+/uxL5x958sT3Dz+1bd8P7v3+D7fe/9DSdx8YX9o5u2PvpvsenN+5b/fBw7Nb75tYvLd/wyLIe+W6R2rbC5nGtpq2fG37+lR9c7ymobKlPd3QBApAx6trA6mMnUiFMhX+ZFoJhiV/UI/Evsa2onC32yYH42Y8G8zUhLK1dqLaiFaYsUp/skaPpoFDRiwF3AIE0pVmPK1FEqCctD9VYcbTajgOfvMb2sZbwW9iGy7opGRSssWofloxv5VtcjAOFnaAVWCFp1iydKVtRdWKtoHYtrptRkQKxER/mLeCjG6TioFLGjjsTioGIevg+DsqKLikUaoJqmqQikWpNmeGSMVi9ICb5LVIitEDrBHkrbBgR+RgXAkltEhKjaaNVNbOVoVr6uMNzemWjkyuM5PrTLd0VHf2tg5OdAxPV3f0dQxPt/SNN/WMrnnkyRMHjvzb1vsf2rL34Pb9D+/43iP7Hz2695HH9zx8ZPfBw7sefHRh1/5N9z24ec+Bqa3f3bL34Ny992/Y/J2hua19U0u9k4v5sdnW/vGGfH9zz1BL73B1eyGba28o9NZ05pONLZnGXLK2PpSpCKQykYqqYDqrhaNKMGzGEqIdWCkcb9r/17ZIEcG+Fd7sZKURrVBDaS2cMaIVgg1qe0VEfxQgBWJSIGbGs2o4KQVicjCuR9NGLKOGk6I/qkbTWixDG0EplNBiGXBlrbAYjINSeJQeADBmiLfCINe/ktvLUeGCSYgWJfu/xrbizf4fzKAZzxrRCi2cUYIpJZgCN2XGKlfaJgeSt9t2u2pfYxv4TED2hzNDrBEEtRyLiSEgkBSIfSXQred4BLL1oMo9Z8dSjR3+TF0gWw+eIBOtaYnXtSYb2pMNrdWd+erOfE1XoS7f09gzmBsY7RjZ0DU2VdPVt8y25t6x/wXoQhmNbBxXmAAAAABJRU5ErkJggg==" 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" /></a>Además se implementó desde el 2010 una Resolución 10/10, publicada en la Gaceta Oficial 39407, que establece mecanismos de protección a los atletas y deportistas menores de edad, la eliminación de marcas que promocionan conductas nocivas a la salud, como el consumo de tabaco y de bebidas alcohólicas, y por último la supervisión de las marcas y logos que representan los equipos deportivos venezolanos tanto dentro como fuera del país. </div>
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También con la aprobación de la Ley Orgánica de Deporte, Actividad Física y Educación Física, en el artículo 64, se refleja que <span style="font-family: "Times New Roman";">las entidades públicas y privadas, podrán brindar patrocinio comercial a las organizaciones sociales promotoras del deporte domiciliadas en el territorio nacional y que se encuentren </span><span style="font-family: "Times New Roman";">debidamente inscritas en el Registro Nacional del Deporte, debiendo informar al IND las organizaciones ha patrocinar y los acuerdos establecidos entre ambas partes.</span></div>
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<span style="font-family: "Times New Roman";">Para definir un Patrocinador potencial es necesario, realizar un análisis de la planeación estratégica de la empresa u organización deportiva, permitiendo definir más puntualmente los objetivos estratégicos a corto, mediano y largo plazo, los consumidores actuales y potenciales, así como sus necesidades y niveles de fidelización con el deporte, para entonces analizar cuales son las organizaciones con un mercado similiar al de mi organización deportiva, permitiendo que exista una similitud de intereses y necesidades entre los consumidores y clientes de ambas organizaciones.</span></div>
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" 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Es necesario que en la segunda fase donde se realiza el estudio de mercado, se analice la situación operativa y financiera de la potencial empresa patrocinadora, además de sus estrategias de promoción, facilitando una consolidación del acuerdo. Cuando se culmine el tiempo establecido en el contrato, se debe realizar un análisis del cumplimiento de ambas partes, para definir si los objetivos fueron alcanzados, y si la empresa patrocinadora cumplio con la entrega y otorgamiento de los recursos en los plazos establecidos, concretar si efectivamente ambas organizaciones alcanzaron o definieron un mercado objetivo que le permitiera obtener una adecuada rentabilidad. </div>
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<a 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" imageanchor="1"><img alt="" height="459" 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" 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Es necesario entender este proceso para poder determinar que gana o invierte cada una de estas partes, además de tener en cuenta el proceso de disonancia cognitiva que está presente en el Ritual de Compra. Los patrocinadores (ya sean empresas públicas o privadas), invierten recursos en el Deporte ( ya sea Humanos, Materiales, Financieros o Tecnológicos) para obtener beneficios que pueden ser desde beneficios financieros, extensión de imagenes o de marcas, y el compromiso social con una comunidad en específica. Recordando el compromiso de Responsabilidad Social de las empresas, que están obligadas a devolver a la sociedad los beneficios que la sociedad le invierte a ellas en el consumo de sus productos o servicios. </div>
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" 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CVtdtQOYRhKkQSL46REiKZZimIkPDCMoiiOorjk59y5nMloW2pJkdlkP9fP0rAD2THYRkotyUFgGoZpu500WlAbTOGMCOO8DaVdvnjbwJovPvLDn7301hvjEzvfnt47WT4OwEgVvPn21OEyOFwGw2VwsAQOvnvDfdRs/gY5xwE4PFcdnqkcmwdHy2DfxNy+ibmjZTBSAcMzlb1nZ/dNzB2eqx6bB0dK4MDM/IHSwj9V++cq++fmP9SPJGfP1MK+GTBcBrsnq6+MTj31x72f+fqPUp0bQslef6gtGmkXhajLk2BdIcYdQliPCXXYEB7HXJhVsDbiFj1mMiAWPbJMZzGrmw31Ws1ypeISmeJSubJWoZaptSvkqjqFuk6hrpWrauqUy2sVy2sVNXXKOqWmRtmwQq6uUS6OQo1Gu96K21EHwfk9gXQ0U8wU+pL53miywx9tYTwxyhXBhSDi8Nlpt5UULYRgIQSM9+Oij3QFGG+QD0Y98XQgnQ/nWruG1nSvWi0tfgZWr+sfWjswtHZgaG2utSOZLYQjCZfbzzpEgmRxjMZQShIi+ZHmb1JL2wlLfiRCkhNJjrHZKtVssHzoDjVkx2AbvogHek8OAtNGI4xhDpTgLHYMJTjRHWB5r96Ke1Jt137yP558/pUX94++dHh818mpQ7PgaHlxCnS4stjBeSBNzf+p5AzPgbdOTew9Ozs8UzlSAkfL4EhpEczoAjg0u7B/snRgqnykBI6UwL6JuTdPnh2e+8dreb+c+f9Vzv5ZMFwGe6bAK2OT3//Vi1fc/gVXrBhJ9YQjRbcrIfARXoz4otlAskA6Q0020mRjEFiAjKxJg1ibMGsTYm1CltkcnImidTCiMprrG/W1Gl2tWlur1l4qVy2vV9bUK1bIlDK5Wq5okCsaZHJ1Q6NBoWmsU6gvrZMvr1XUyFQypVahMej0VoMZQ3DeIQZ9gUwk0ZZIFePZ7mC6w5cquuNtQiTL+BO4Kwzzfhvrhjiv3eGysU67w4UIXtIT4kIJVzSZ7+5t6e5r6x0oDqzqGVo7sG7j6g2b1266vG9wTe/A6s6ewUJbVzKV9/kjDs5FkCyCYIsnPhiB4yRFMQzjYFlOWgtJi58lPwiC2ayINEmzmCEJT7PB0mywXOh4B7LjUjBEwBABI6QUhjMkxVE0jxMMitEYTjOsyIo+E8bT3mT/ZTu++sgTz7y279Ujp/a9Mze6AA7MLAzPgUPz4HAVHK6Cgwtgb6m6e7Zy4N1R6CPq0EV2pAQOTJf2T80dnCkfnCkfmC4Nz84fq4AD06W9EzO7z0ztn5o7Og+OA3AcgNEqOFRa+KdqeK5yTgtLHZytHi6D4Vmwb3Lh4Aw4XAL7JhdeG5v65hPP9G64zhvrjKd6U8lelgkIfIQVQm19q4ur1rsiWZ0FbzaRsE2w61lLA4YZacxIYkZyGeYLIZ6A3em1sKIBY3Q2RG2yKQ3GWrV2uUJdU6+olatUal2Dpkmt1iiVapVaI1Op62WKmnpZbZ2iTqFWqRvVWoNS2aRsMOh0VoMJRVGB5YI+XyoQyYez3aFcTyjXE8x2+9Lt0nY2G0jSvhjhDsO8x8Y6bawT5j24K0D5gqF0IZLJx3ItqdaOQldv5+DQyrUbV2/YPLR20+p1l61Zv3lo7aa+/qGW1s5oLO3zhzmH0+HgaZpdGm1ommUYB0Ux0rfn+sEwAkVIBCZgCLfbUKsFlsYfY7P1wmej78mB4PfkoBhN0byDczKsgGKUzY4iKEmxIuuKmHGnERUCma5bPvPln//h9TdHz+w6OfXWqamdZ+f2zVUPLoBDAOxfAHvKYOc/nZzqobnKrncm90/NvQ3AaQAOlxYOzpQlJKNVcKwCDs1VDs6U90/NSaj+4VT+SjnSUm14Fuyfqh6cAUfKkpyJr37/vxId68KpvniqNxppd7BBrzcZiOS3X3/bFTfdkWjt1ZrwJgMB2wTI4ICbaMrsoCwMbWaWoYEoHopT4SQdSRH+GOL0WWjBiFFqo1mu08tUGrlaq9E26nRNDSpNfb1cLpfXy2UymaxOVi+XKxVKtVqla9A0qZQ6hVKrVDSqVPpGrdVkwmA7g2Ai6006QnlnvNWX6Qzme4L5nkCu058t+rLtYjxH+WOw6Lc6nFaHExI8qNPD+cKcPygGwp5IPJzOZdo7i72DvSvXDKxat3L1BgnP2nWXrRpa39u3qqu7P5MuJBKpQCDkdLpZlpOoEARF06y08ln6ibSpTRIsgTM4RqMICdkXh6Cl3YIPwQPhUhC8JIeAEcJihVGMIikHTjAkxdCMA0GwJr3ZhnC0EGadUTvpwl3h3o1XfOl7P/7Na7v/fPTEy+On35qY2VdeOADAvirYPb+wc658cB4Mf5RJ66u/vqPzYAyA4wAcKVd3np74/fDRn738+qPPPv/HwyO7z0yNA3AagNMAjAFwrAJGFsDhcvWfqvfLOdcPOFwGw3Ng/3RleBYcKYP9U9XXj0/e950n/am+aKo/nujhHBGvJ5VItPetvOwz993/6S/dX1y5UWcmGvU4bBMQI0+ZnIyFYyysw8wug9whIpjgEnl3ps2VbhViWdIXRkVfM0xoTVaVzqDSNml1Bq22USlvWLG8VvHul1wul8uVMplCVq+S1asa1I1qVaNKqVMqtEpFo1ql1zQ0q7VmM8rbWA/piTpj+WCuM9bWl+gYSBYHksWBUL5TiGRwV8ju8FgZl411Iw4vzvtx3kvyPtYVcodSkXRbtr2ntXuwq39198BQ36q1g2s2rN6wed1ll2/Ysm3T5dsHVw51dfdmc4VAMMwLTmmFgyAYTbM0xdEUR5EOSQuJMzhGMzQv/XAJj92GLk3hbBbYbkWkoL8oB4Jxk9lutkAYTkubfjCMoghJkkKzGUMw0RPOMu5IM87FOvruuO8//7D/6J+OnXj99MTe2fmDC++NOQfnwXAZDJf/wt1ffX8XJeeDf/ZcJNJy5UgJHClXpY7NgbMAjM6BB5/4tTffe2kTrLAxKsixTG74N52di7dcdffnHv7ZM8++ceCVwyf3npw8NFk+NnfORd691D9QznmjUFVKknOoBPZPVZfkvHl88ksP/dAfbYvEi9F40WLjIvFiumXV1mvv+drDP/3Kwz/p27BDZ2J0TRhiFzEz77A7KRPNmEjGRC5rhhmIcQvBVCjfmSwOxIu9oZaiP9MK8U4rxeghRKU3ylU6mVwtq1crZOq6FfV1K+rra999ZkeuUinU76b5QAqlVqZuqm/QK3RGrdFuRhiC8zoDCX+sEIi3RDPFTOtArn1lqtDnixRoIQoRPoQMoVQYd8RoMcF5Ms5gzhPJ++KFXPdgoXewfXBV95p1A5s2rd66Zd0V2zZetW3j1i0bNl82tG5tz0B/ob0jkUz7AxGX20+RDorkaEJgSJGl3A7aI9BejnGTBEuS9NJYhKI4AqGQDUZhDIUxHMIwO4raEMQKI1YYtkgfa4CkIQiGcBQhMZTCUAqBiaXT0qUfYiiFLb6mMZxBCQ6meIgWbaxz6813ffvpX790+PhLo2+/fOLMcAWMALB7emHfDJD+Rx6tLG71HlsAY+Dcm75ybtJJy/l9+BvwfOXAQnlftXxgoXxgoXKwUh0ug8MlcLgETgAwUgIHJ+YPT5VHSwvjlerIbOlnz/85V7ystfOq/+9SqL6B01uDzkAf6+3afsN92675/KVypKFZMKMBV6AYz6269a4vvzMHxufAWQAmADg8UT5VBWcB2H1q8gOEzv37H35X6f+xo/PgQ7vQWLrrndLhEjhWAQemwb5JcHAG7J2ovjV65qprbuzs6IlGMoIz5gm3OSNdq7bdc89Xfvytp1+675HfdG+4paGZM5hYs5FEzQwHc4QRpZpRqhld1mwhLShH8gEhmPIl8/5Mqy/b6s202DnRSDI6C6xoNNQpNfUytaxerZRp6msVEht5veI8OR9MqdDI1VrpOFWlMzQa7WaIQAiBZD0uX9IfzsVSxXS+N1Poi6e6A+FWty/v8reJ3jbWmaeEFMknKCFOuWK0OypGs95UIdpWzPcPFNet7du8cXDr5qHtmzdetW3TtsvXb7lsaMOG/lVDnb19rcXultaiPxD1uIOcw0PhIo5wOMJRiEjhPIEzkhwpkqQJjCQwkoBxAsYlObgdxWwIaoURK2x59+THZkWkQx7JzFLnycExBMdRAsdJnGAQkoUpHqJ5IZLJ9a+59d6v/tef39p9urR/YuHgDDgOwCkATgAwPAt2vVPaM1GSjhoPld7PplJe6m+SM7ev+q6c+UU5R2bAoSlwdBocnVk4XgJTADz0+E8vUTfrjE5dc4AROtOFbUZbrNh73aUy8ulf7/7hT16m+EKT2W20eRAsaLV7KDbW0rn+24/98nQFTAJwqgyOTC7sPTl9sgr2vD11vpyDlX+knH2TC6NVMLIApDPokQXw+vjML158vauzryWdjQQT3mCG9xci7Zdtv+sbDz39+kM/3/kf332ua8PtWqvbCrlNzYSl0U7bKcKIEkaEMKLLTDbGBDlsuCA9HMD443w05UxkYd5jph06CyzTGGpkqhW1ivo6laxeXVerqKtV1Ncp6+uU0jxNLlPLZWqFvOH85IoGmUpTp2yoVahrFep6lVahaVI3mrQGqw1hEUKguYDTm/CHc+F4WzTZEU10JnOroql+f6RT8GZpMYFzIcQRQBw+mPUQTj8fiQdy+VRXd8vgYPua1Z3rVq/ctHHVpo2rNm0c2rR5zcbNazZuXrvp8nUbLy92DxRaiuFwWuB9BM6hCIPBDgxlCZzBCYogaYKkpY24xb04jMRRgkSIJT/S4GM559j03AOfD8h5D885cjCcXpJjwjgr43IlWjZcd9s3f/Krl4ZPDE9WD02BY2VwtASOzIHDs2B4pnpgqrJvqrRvqnT+u/XfJKd6sFJ5d8B5V04ZHC6DEwtgbB7sOTl9FoDXj77NxQrLlitwd4Jy5w1wKJxdd4kK44KdH5PDt3zy65/4j+/oYffH5OYGI6U24k1WymBnrBiPsB5fol0I53/94ltnAdh3amYCgNMAjFf/gWOO9C89D08JjAMwWgUHpsGxCjgOwO+HT37ziV+u37Bl7eoNuVwxnu12x7r6t9x5x5ce//4z+7/5s7fufeR3xXW3aq1umAiaTVSz1kbbGdJKURaCslDLSNaPUB4b4bTgvJUUYd5HeiJsKE77IijvMSK0qslcq9Aur1XUrJCvqJGSnd+F5NTKVSvkqhqZskamrJGpVsjVtYqGOqWuTqmTq5sbGq0GMwZhHOXw866oy5dK5vuT+cF4tjeS6vLH212hLOdPMp4oJnhx0Ud4/EwgLEQT3nQm2NISbWvPdHbnunoKPX3FgVW9q9cNbdqyaeuVW67YsWnrlWvWb+7uW53NdgSDSdHpY1k3RfMEyS49xSNtxLEsx3ECiVMkTtEYRaGk5IeAcRTGLIufQ/3gFsLS420f8IPCmHTEhGIEhtMoySAkB1M8zDgpVxjl/HaHN9+7/r5v/fCFNw+/eujtgxMLO0/N7p9YGAdgHID9k/M7357cP/2ukMrCoaUW5g9VFi4k50Idqiz13p89Og9OArDvnbkzAPzg13/4Nx1sYsM2PmblE6S/q7DyOl9uvdLqsziy2f6rejbe3LrqqkjbukTXekSI1+nRZkw0ES4jysGs919k+kbI0YyJ93//ySkARmbA21UwMgdGyou38rn/FUcqCxe64/9eHbmAnGOVxV2N4VlwrAIOl8Dv9o5++8nfPPidRz/9qc/3r9qcaVvdvuqqWz7/3a889sJ3frXroZ/vvO/7z7evuVmud9hQn93mMDejJMyRdofUMk+oIPpSlBhGWZ+ddtsdHkTw466QK5J1+KOow22ECI3eIlM21taql9fIJDw1y2U1y2XLL62/9JK6Sy+pu+TfauWyhvOTydXL6+Q19bJauaJeqZJ26uRqrVylu6RGdukKZU2dul6hU2uNeiNihWg76nAGUr5IIZbpyrQO5Iqr0u398UJ3JFsMpFvcsQzri+CiD56k48gAACAASURBVOY9mMtL+YKOUNQTT0sPIsTy7fmu/u6h9as3bdu4bcfWa67fetW1l227au2GLb0DqwvtnbFkLhCJc04Xwwsk68AoWhp8aMbBsJy0EUeTDEXQJE5JUzgcJc59Kmdp221Jzvl4ls6XJDkIQaMEh5CcFWZgSiT5AM77SSGUbhu46zNfffK//7T7xOTuU9MHJ+bH5sF4FYxUwKHZheGZytH33f3v+TlysTdT+d3mwdH5haPz80fn50fK88NTs2cAeOCJXy2r0Snt7gYkcPnNX3ZnNsV7b14mF8OdN266+cEttzx0x31P7bj74Tu/+MQ99/30/h/8z0M//uPnvv50YXBHIxpqgoOIkOJDhfomWGnENXbmrnu//nYV7Ds1dRp8UM5SR+fBSPmjSpLzXqX3dkGkhx4Oz4KjJXBoBuw8NfvC/rHfvrr3hZd2PfjtH22+6rZcz6atN9/71UeffeL5Q48+e+DHzx36+uMvdq6/rVZL6c28xcaZjYTNRMFWVmpZMN7hi7W5wwXel6TdUUIMIUIA5n3OcMYZSvPeOCX4EUIwWlCt1qRUNinkOrmsQVavrq9T1dUqlxRdQE7Ditr6FTK5TKVWarRqnV6t06u0TUpNo/SAQp28QabUKtSNaq1B22TR6a121IGxbsEXCyVbUi3d2WJ/ttif6ejLdg3EW7u8iRzri6CiD+Z9iODHnEE+kOQDSSGY8sSzkXxHrru/e2j9yo2Xr96ydf3WKy67csfmq3Zs3H7l0KbNPUNrir0D8Ww2HE+4/QGH6CRZB0WzkhyW5aSZG0Oxkh+JkDQHW1QBEzCEf+CR0A/gkeQgKI6gOIpRGE6jBIsSnB1hzTYSwUROCFOOAEZ5Yqnixq03PfCDp5/fdfh4GYyVwKGJyrE5cLwCDs+9Nxv5wMhzsWxGSmB0DozOgdESGC0tjMyXRsulkfnSOACP/PK//7XRbubjYmqo//JPrtz2eZklFeq+6/ov/Obm+54duPrBjk1fdOeuXbn9P1de8eXuDZ/lY5sSxeuuvvPbl9/09ds///j6HV+q0fEm3K824loLpTIRcgN6/cfvnQLgNACjpffu5qPzS2wWPjo2UheSc3gOHJxeODwLjpXBgcnqa2MTr4yc2XNydveR04///H/u/Nw3Vm69/dYvPPL1x//w1B+PPfbc8JN/GPnS958rrrtFbRINNtFs46wWxmjAbVbWZmVtVm6Z6M+7wq3eWIc/2eGNtwnBLOmMopyfcUV5f8ITzvqieU8gzQoBBOfNNlyvtzU1WRsbLVqtqaGhWaXSK5VNCkWjTKb9kOQN9TKFXKlQN2i1uiZdo16jbVSpNQqlWt2gbdDoGjRNDZomdUOjuqFRpW6Uq3Rag7nJZDPZUYhiadHnCsYDyVwk255u70219cQK3aFMhzdeEEMZ2hcnPVHpn4Q7QnoiXCjlS7ekOnoLvYOZzu7WvoGeNWuHNm9Zv/2KjVdesfHKKzZcsX3l2g1d/SszLe2BaELw+FnBxfBOVnCxDpF1iAwrMDS/tHNNkY6l1yTx7vM+CInAxIXwQDAKIxiMEAhKSnIwnMEJlmXdKMra7TSCOEjcRRFuEndhhDtTXHnr57/yyz+98dbo6b0nJw+enRuZA2PzYLQMjs2DYxVw9N0OL4DDCxdEcqzyIY2WwVgJHJ8Dx+fA8RI4Xq6MzZePz8+OVWbH5styGyK3M1y899+0Dn9+Gx/dvO2Ox/qv+g6ZvNHdcXfrpq/efO9/r7/u4avv/sn2239w62d/futnn/7cA8/f8YWfJTpvHrz8i7d97mf33PeUlYrwgUyd1mYm3XqErzcgn/rKN09WwPESGCuD0cW/WHWp0XkwVv47NFr6kEbK4Ei5cqRcOd/P8Ezl0OyC9ADewSmw6+25XW/PDU9Wj0yA5149dP+jv777y49+4Tu/eviXrz/23IFHfrPrm0+9suOeB+PFLXYmRglJnPKzTIAivYwjzDjCDBtdhnER1pP2xjrCmd5wptcTa2W9SZwLwbSPESO+SCGW7Uxmu0KxFtEVo1iP3U7bbITFgplMSHMztATpQnLkCpVKrdFoG3WNeq2uSaXWyOTK2jqZSq15F49O3dCoUGrqZaraOoVK2yRv0NWrNPIGncZoseIU4/Q7Q/FgqiWWL6Y7BnJdqzLFldF8tzvexgWzmBiBuaCN9VgZN8z7aV/MFc/7M63uWCqQzibaOtoGBwc2bVp39RXbbrz+qltv3nrNdRu2bOsZHErlW33hmOgN8C4v7/IyvPN8PDTFcQ6ngxVZRpD8SKeoGEpdlBwMZ0iCh+wkArEs5WZIF2yjYStLkm4rIXCh9KZrbv3Rr/5n34mJo1OVkZnqySoYK4PR8iKAJTlHKxct5/gcGJ8F43NgfA6MlyrH50vH52ePz8/mh1Ze0mRUQQ4N6ndnNiS7b+jf/KX2tfe2bvjSVZ/+eff2+0Pdd9icq63C4CWagNqa0kJpLZS2OTr7t3z2xk//aMfHH9104zd/8szwF+7/8SUygxV3aS2UGXcifMhEiiOTlfHSe3hG55fYVP8ubC4kZ7QEjpU+XM7B6flj82CsCo7Ng8OzYHgaHJis7jtdOT4PXhqefPhnLz709IsP//K1X7wy9vjzB773m7fu+doTLauu5UNdjDcfSva6fdlwtDWW6AjHOqWWiZF2V6zoi3cFkj3BRI8/VvRG2j2hAudOiu6U25f1hXKBSCEYbQlGW0KRAsN4GMbDsl6W9dK0mySdOC5gGI9hvN1O6/WQStUskzXW1+vk8ialsqm2TqFS6xqbjLrGZqWqoV6mkMmVKrWmrl6++DlUuVImV8oVKoVSrVCq1bpGlVan0GoVWq1Kp1cbjFqTtdEMw4yTdgW9sXyytTffvbrQsy7buTrdscodbxMjBdafxl1hVAyiYgBzBnFXwM6JhMfrTqaSnZ3FNWsGLt+y5spt63dcednVOy7fcd3Wa67fcvW16y7f3rdmfVtXX6alQ/QGOdFLMgKCMyhG4wTLsCLHu889TpXMSEKk10tDkDSRgyEcRggII2GcQggaJxiCZCmSoykeR2gCZQjUQSEOGuVolKNRgcRFjPVaSRHlfC0D6770rUdfOThy8J3Z146dlA4Zj5bBodmFoxVwEoC3ATgOwNI6YXQejM6Dscpi0rcfaKwMTsyA8Wlw6FT5zAI4VV4YL5dOzs+9dGj/ckOTBiVrmpBw+4YGeyTXd8tl137r0197tmPjJ22+rmUqYlkdtLyRlZsEhdEh1zPKZkaPehqsogby2vhs65obb/7C97ff9uVlH2to617v9Gd1ZkpnpiDGV9dke/CHT79dAUen5k+UwWkARuYqR+fmxwE4vnDREi7UBa8zXz0vMDoPRsuLjZTASAkcmwPH5sCRObD/LHhuz5lfvDJ6/xO/f/z5/b/b/c5Pnj/w4BMv9G6+NdG5yZ/qC2f6w8luX7AQjbe3dQylsgOJ3EAiN7DMFe30JLr8ie5AsicQ7/ZFOz3Bdleg4PLm3L6sx5/zBQv+UIs/nJdyeRJOZ5jj/BTlIgiRIESKctG0m+cDNO1GEIfJhOl0VpWqWS5vksub6mVqdUNjY5NJ19isUGpq62R19UqZXCnJkfBIfuQKlVyhkqtVcrVKrtHINRqFplGl0yubmlV6o1zbrDHBFpynnCFnMOONt/mTHf5kRzjbHcx2hzJdvnS7O5pnA0ncFUIEP+b0Ex4/G4y4EslIe3t+cKB744bBLVs2XHn15h3Xbr3uhiuuv2nrNddv3H7V0KYtg2s2tBR7Uvm2QDjBO30UK1I0z7Cig3PRFMcyAudw8pyLczhZRpBGHmnwOXf+hsCLzxbYUcKOEhC2OOYQOEsSDhyhJTwUylCIg8ZYGuVIjMMoJ+0KE0IA5XyZ4uCnv/Lg717ds2d8Yt+pqf3vzAxPlg/NLhwug0Ol6vDcwvBMZWlC/1fKGZsCp+bAkdOVUyUwPjf/zkJ1vDz7X394fll9vZEVdDC/rN7mTa/bcv1/brz6fjPVtryR/ZjGXqODNFbaALM6C64zISYbqbfiTRZCbUAaLFS9nlBaBJuQbrC7koWVsUyPqhGRa+xW1GlGxTqt5YpbPj4NwPHZ6uh05dQCOLkAjs6Uj0yXjkyXPmo5Y+W/JEdic66c3WfBs/smfvjCgW88/dJPfn/wZ3869Pizb336/h/mejeniutSbUO59jWFtqFsvi+d7ckV+rOFwXTLYLYwuMyT7POmev2pvmCyLxDv8UaKLn+ry5vzePMeb97jL3j8OXcw7wkVPKGCN5yPJdoDoZzgjJK0FyNcOOmmWb+DD/kCGY8vJTijNOuHEN5gxNUaq1JpUKsNOm2zvsnaqDOqlLq6WsWKGnntCrl0IrR4LiRTSNXLFCtk9bXyxc8IydRamVpbr9KuUGn+rU61XK6RaYwNRsQA0VZchGkP5vB7IvlAqj1R6M0UV2baB6P5Lk8szweSjD9KekKo6ENEN+ENOJPJSHt7trdvYONlqy/ftunqa7bfcNPVt9x29S23XXnTLVdcf9PG7Vet2ri52DuYzLV6QzHe6WN5N+twSmwE3u0UvS6nTxQ8POdysCJJsFJL8zcMpRCUtEOYDcEhGJce0kFQUmrpqJTAaAJlSJwhMZbAWYJ22QkeIgWEdcGM2xPL77jjU4//9vldx88MT5SOzIADU5X905Uj82CkCo6UwEj5fbfO8fnFPvQ2Ol4Co1PgdBmMTYLxWTA2VT4LwOnKwref+EmNTl/TaK7VwR9T2Ndu/5Q7tgZmi5cq2AYD2WCw6/T2hobmFTXyS/61pkGuRqxws96sUup0OjvFhuxEQNZEa6xuA+JD6SCMubVNWKOJsqJOI8wb7Eww3fHWkfGjE6XxEhibAyfmwYl5cHS6dGhi5kQZfGhjcxfX8dKHJMkZm68sVq6e0/t8jsyBkVlwZA68+Q74xa53vv3bN7/77M6nXhz+3i9eeugnz23ccXcg2RXL9aZb+rMt/dl8by7Xk053RuNtsUR7NNkeS7RLcvr9qYFFOaGix9fm9ORFZ1Z0pkVn2unJOv15b7jFH28PJovJbHc03ub1p3kxQrN+ivExjgDLBYPhfChSCEUKgVDO6Y6TtNdqZw1G3GCAjQbEaEAMeptWY1QqGutq1Stq5HJZg3SEKpepZfUqmUxRXy+vr5cvr6ldXlcv7WLXL56iNqyQqxU6o0xjqFMbalX6Ok2zvNGqboa1ZsxOOQkh4A5mY/mubHEw37Uq17ky3THgS+aFSIr0hBDBC/MezB1ggjEhmkh397X2D/au27Bm6/bLr73+yptu2XHr7dfcdsdVN96y/bobN2+/evWGRT+BcMLpCQqiR+Dd0oDjYEVJkcC7lxZCS8/FSUEwLsk5NzuELS57UApDKWmwwjGawBmM5JstOIRxvDdK8gEDRLPeWPe6yx/4wZMv7BoemQWHp6t7zsxJEzbpkZmLkjM2DU5XwKkSeLsMRibmTpUXpgH4xmM/XrZCoYcYnYVtMDLOYFeDwblCyegMYpPOZjdaWYT00FyAdvgoKkDRIZZf1zOwedXGXKxNr4VrVpisSMDh7jCjoTq5zWLjrHYewT12xGnH3TDpxhz+bz76033Hz0wDMDI1f2xy7gwA7wAwMjt/ITkfKuGik5BcjJyXx8EPXjz68O/2PvGnQ0++uP9rj/7q9s8+EMn1iL6UN5gJRXPRaD4QSLhcIVHwi2KA47xSy5yJfk+yz5fsDyYHArE+X7jT62/3eFs4NsE6Eg4uyYlJ0ZfzRzsi6d5EoT+WKkYS7cFoizeYFT0JhxihHAGS9bv9aX84H0m0x9OdkUS7N5jlnFGK8cMwB9sdkI21WUiLCTc0QRq1SalobFAbGtRNalWjSqlVKjQKeYNEaHlNfc0K2QqZsk6hlj6UqtA0KTRNTSabRm+SaQwrlLpLFZoaVVO91ihvNGuNsMFGwLjIOIPeSCaa68gWBwvdQ6m2vnhLTzhb9KZaxWjWEUwy/jjti7kSaV8mH2vvzPev7Fm7cdXmbeu2X73hymuuuOHWHbfceeMdn7jxjk9cfePt6y+/qnflutaOnmgsFQxEnaKXoXmSYCnS4WBFgXc7WFHaOWAZ4dy9OASlpGCElMxYYcwKYxBGSvM3FKNQjMBwEsNJDKdhmMYpAaecEMbZCR7nvSjnMxJ8MN913Se/8PTvX3vz+Nm9Z+YPzYBjFTC6cHFyxsrgRBmMz4N3quAsAEcnSscmy9MAPPDoT/6lTosw/kYLrTMxtQq73iw0W52QXfAz7jjLpRx8XhA63J4+f7DPH+z0BlxGuw9metNdV2+8abBnO47EGzQiweT9gXbRlWzQwjZYhDE3RHj0FgplfQ9+/yf7T5ydBmBsZuHY5Jz0bNt4qfr/q5z3+TlPzhw4MgdeGCl/49e7n3h59OlXRx575o2Pf/nh7tVbIdLJiUFRDISC8XSqEAzEUISyGCHYhkM2VGoZF+nmoz3uRG8g0R+M94ejfaFwVyBYFLg0xyYYNs7yScGV9oTbIuneZGGlP9oWjLYEIgVfKOf2p3lXjOFDJOvnXTG3Px2KtSYyXclsdyxVDEZbfIEsywQYykcRHopw06SHwJx2K2M0IPpGu77J2qgz67TNmga9WqWTCNXVK+vqlZIcpaZRZzA1W2ELjOuaLQ1NRpm2qVatrVHpajU6eaNR1WRuNNp1zbZGA6Q3oVaYwR0ewZfwRHPJ1t50e3+2c1WuayhZHIwU+rzJDmcsz4USQjThTmYCuZZEW2e2q6/QO9jav2rjFddcccOtt97zmY9/9ouf+Nx9t97zmR033Hb59h29fas62rtTyZzfFxYFj7TgkUYhqaXNN4kQSXEE6cAJFsMZFKNghLAhuA3BJTkQRkI4BREERBAwSSIEjaAUjnMI4rDYKRjnaTFAOUMQ47Y7vHQo1bvlmq8+9tTvDxzfd7YyPPvu+czFyBlfAGOl+dMAnAXg2GT50OnZaQDuufcBnZnSGAlZg80GiwYTbbY6GEfQI/gCKLI66r1rTe/Xrtv2nduuffj26x64/op7t226opAbisZTrNuNip2Z/k1rb4iG+o1GNwJ5GTposrBWO28wUjZYbNAjGOP7xe/+9MaB0bGz5fFZcHKuemJu4fhsZbxUHZ8HH9qFRF2ctHL1eLlyUXKeO1x68Dd7fv7W20/++cj9P/rtpmvv4rwJvRlmaMElegu5tjWDq4stHRTBNmoNzTqjtdliNZpszaZlZKCdCRbFSI8/PhBKDETjA7HYQDza6/e2eVwFjk8xXMIhpARfwRsphpLdvkirL1hw+7KiO8U7E5wYl+KdCZc3Ewi3RhOd8VR3PNUdTXRGYh1eV9otJERH1C3EfK6kz5UQ2CCFi1YTbjEi5mbYqLfqdaZGTbOuwaBp0CtVOrlCUy9TyxUatdZgtqEkI/BOnxUhzBDWZIU0RrPaYFLpm6Wdg0aDRdNoVKsNclWTssGg1duNVsqCcrQzwvuS3nhbNN+baB1ItKwM5/sDmS5vquBJZT2prDuZcScznlTWn8oF0vnuofWrNm3dsuOGa2+7+5a7P33L3Z++8Y5P3HDrnVddff22rVdtWL95oH+opdARi6Y87oDAu0XBIwoeaea25MfBiqzDybAizQgkxWEUixC0BMaGYXYct+O4lcBtJGEjCRuJwSRJUpzNRlitOEbyJOuBKRGiXbgQoLwxE+u2CsFk/7qb7v36Y8/++Y+H39719txo6X0T/b98J42Vq+NVMFKaOyWdTk5Xjk3MT1RBcWibQoc2Q1yjiWpsxmyQg2W90Wg25nFf3ZP8/ObWB64f/OYNAw9dP/DorWt/cMem79624d7Le28ZLKxJBryIjbdjAd6fT3ffdMMnLGa2qRFjmRCKe5pNtA0WDVYaIlxf+sZ3v/XYU8+/sntkonyqBMamymMz86fmwYU6Wb64xksfkiTneLl8vFw5p+pSS8uk0VkwOguOzIHnj84/9tLxp14ff/R3O+/56neD+R4LypqsCIaQAY+3v7N787oNA109XtFjM1pNTUaLXm/R621N+mW4p4Xyt/KhLl+sN5wcjKZWxpMr48mV0VivP1gU3TmaT5KOOC2meH/BFWwLRdu9gbzoStKOMMWGWD4qulMef07awvaHWkLRYjTRHU10R+JdkXhXMNDqc+c8zlTAm4uG2mKRVr83LfIRyMbarYzVTJiNWLMe1jdZG7VWndak0RgVan2dXFuv0GkazXaMETwhfyzjcAdplx/jRSvF6GG0wWyV65vrdU0qnUGhbqyTa1fUN9TKNDJlo0pr1jRBaj3UZCHslJNxRd3hXDDZHsl0h7Odyba+SEtnMNfuSeadsYwQSYnhpBBKxFu7sl0DxVXrV162fdOV12+//rarb77rmpvvvP2uT95218dvve2ua669cf2Gze0d3aFwXBA9otMrOr2C6BFEDy+4Od7l4JwOzskLHo53OzgXw4oEs4gHxik7itnRRTwQQUAEBhEYRBAUzTtYN45zVitugynp13zpLGijjaS8Ucaf0GMc7Aqtv/b2R37+7Au7j4x+2Jjzl96DK/PH5mZPLoAT8+D4DDgxC8amASbGmmyc0c7V1utNJkzkPCLr9Lt8/bn4liz/qZWB/9ze8q1rij+4ZeDJj6/76Z2rH7m++xvb227v8m9JcJ0uLCeQHgRibFBPR98nP/7FZhNttfAY6uUdSQL3Q3anDRLyLf1bd9z6o5/95sD4mbGp8omZytkqOFsFb5c/Qjnjpep4qXK8XB4v/bVy/jhS/vX+ycf/dOg7v3zxuk99yU67THYUQXHIZg97vf2dnWsGVna2tAU9AQKjYQvUrNU26xqadQ3LMGeG8ReckS53rMsdLnqjXeH0QKp1bbKwOpTqdwbbaWeG4JO0M+Pwt7hD7cFIm9OdoKkARnhJOsByEV5I8kLS5c3Fkj2Z1qF4ZjAY6w7FeyLJvlC8JxzrDATb3J6cIKZEZ9rrz4Wj7YlUt9ubEV1JlouQdAAnfQTlpdkQy4UYR8Bko2Uq4wqlQW8lHd5YsrW3rX9dumtlonMg2t7rybZT4aRF8DagtNICK/VWdaNJqTHJG/TyBr1CY1DpjOpGk/RarTU2GmwmKwZjLMW6WCEQznTEW3ozxZWFnjW5rqFEa58/0+GM5cVozhUv+NLtkZaeTM/q4potg1t2rL3i+uvvvPvmj3/izk//+12f+exNd92z7drrV228rHNwVSJbCMaSLl9QcPuc3oDTG3CIbpLlBZdfcPkF0cvxbtYh0gxPvftLeXCcxHEcRVEEQWAYhiAIgiDpw3MQTCAohWI0SnAYyeOUwIo+gwUx2jDeHWScfpRxtXav+tQXv/7cmwdfPfbOoanFPVZpd3VkbnFidgaAswCcBeDEPBgrLZxcAGcAOLmwcAaA0/PgbBWMToEJAOxCRGkkdUacItxe3uejxYTT0xaNdAbELQnu1lb3f6zLf/eG1U/cuemnt6999Ori57vFb2+Mf/fy3Gc6XJ/pj10eF7sEIoJBpNlayHXfcvu9GB7C0TCFxOyNrrirnbF5PFz09df3/+hnv5oE4GSpcmKm8vY0GD01d3oOnCpdTBc5Ro2XKuOlyslSZbxUGS9Vx0uLZiYAOLWwOE8bK4MTFTBaAodmwKvjpSf+vPc7v/zDpx74nitZUBvNKElptVoHRXp4PhkOd7S0drR1RSMpFGUb1E1GQ7OxqdFs0C8jXRnGm+cCrXywjQ+2CaF2V7TTm+gJ51YGMwOeeLcQanf4W1hfgfUVBF/B7cvyXJjAvQjmJii/g4/yQpJ3pkR3JhArSh8Q8AQ7/LHucKo/nOqPpvpD0aLHXxBcad6ZcnqyvmBrKFoMRYv+UJvblxdcaU5cvILLm+OdCRh3avWIUmc3QQ7el4y39Ob71ub712X61yZ7hiKdA55CpyPdQkTTeCAOMW4r5tBbcbXeJpnR6C26ZpuyoUmhblSpdeqGRq3OYGi2WMyQxY4xzrAznI/n+1p61xdXbm7r35gpDkVb+r3JDleizRlvdSXafJnOcPtAum9d66oNq7ZesWnHjqtuvfWGe+658e57dtx625Zrrl2//YruVatbunuTuZZgLOkJRkRvgHN5GcHF8m6Wdzs4l4NbHIU4h5PjBOkpOBIncOm3/cIIBtkRCIbsmPRRU0kOTrAE6SBIh7TH4OBcgWBMdPogmKAZIZppv+zGux/+5e/3vj1/YLK6+9Ts4WlwYgGMlMDRmYUj05WjM5XREhgrLYyVFsYr4DQAhyYmTpRK0wBMA3C2CkYmq28eO/sxtcWACnbc6aA9LlLwoWSEouMOKooY1/mJe3qiX1zX/rXNXd++evCRq/q+vTn/rQ2x72+MPXV165PXFP/7E5d/9/p1NxaTRSfrMJlcTj8thNs7Nrr4vOpS2GGN2BXUtlXXfv8bP3r8x0/d/e+fG5+bO1MFJ2YqJQAm5sBHLefkXPVkqXJyEc97ct4BYHx+cXlzfP7/EfeWQXJd2YKuXsybeXHntm1BMWZVZSUzn8yTeThPMmMlZ1ZmMTOTpJJUYsmSbMkgyQxqQxtkhm4zt6HdbZZsMZeo6LwfqdZ1z+t+MZ6ZiFvxxQlF/dZXa+2111qbOrlI/TJH/XCV+vYS9dyHf73v+deD9W10voQjlNDpdLlMJBPyNAopiSAOi9VudeGESS7XstnikpKywoK8ooLCZZglgphCOjKgIwOQIagjAyDhA1A3bKyBjTWQIajV+9WYR66ziwCTUGGQKgi+UMfiACwOIBAiMqVBqTbLNWaxwqgE7SqtU6Q0iZQmAHYjZAQzRTBDCMG9Gp1dAZhkSoNcZVRpLGqtzWAO6401mN4PYx4d4tIhLgh1w5gH1FnFMozOVJTRJUy+Rq41oZaAwRO3BGpNgRThi6OeKOKOQO4w7IlgnrCGsCm0JEcMlDMERWXM/GJ6QWlVYRk9v6g8t6A0J7do5aqClavybywhb/HPzwAAIABJREFUyS8pruRVcuQiBQridtJeY/HErN642Rsze2OEK6Qze7JbsxW4FSAdoNllDobd0Xi0oam+q6dtYKhzeLRjaKR9cLhzcKSlpz/Z2OIORQmTDdChUhUoVqgFYoVArBBKlCKpSiJVSWWqbEaX3YuQ7SXlsjkcFpvNZLGZHOavtMl2uGXlYbL4AqFMrtAolKBIrODxJTy+hCtUcQHcU9ez4/4n3/jyx+/OL/xyjTp6hfr+wvzJRer4PPXztaWfry39cn3x+Dx1YoE6ubB0anExW9c6dY366dy1I+fmX3z3y/+6onx5QXUVUyLhKeQciZYjQPg8QsS1STkpHW91UL+zzrOnyffgQPKh3sj+Rsvjna6nuxzP9Xlenoh9sHPg/X3rDoy0DEV9LlhXXFysxU0iCRT01bXWDjdH+5rCXY2h1rNHzx0/fvJPH73/y8Wzp+fmvj9zfnaRukZR565TZ+Z+A7/VnNPXqdNzi6duQJ2au3GbdGqBOnaNOnJl8edr1IkF6tQSdWyeOnKV+vOxi0//6dPV2/fyVbqSimqJVF5ZUQ4qZQI2QykRYlqtASdwlATUkEik4nKlZaWVhfkF+bkFyxKNQzWpbleo2R5osAcaLN4Mbo1q9X7EFMqaAxI+FeKSglaB0sCX4SIpzhVoWRyAzdOIpLhcY1ZqrQrQIpIbxCoTX0Yy+DBLiMq1DtgQwcxRLerVwk4AtCoAkwIwKdVmtdYGQg6zLWayRrP+EIYgTgYwvR/T+zHCA+qsUjkuEMNiGabSWWCDl7CHCHsItgRAk1dldKuMbrXFp3PUoO4IavHpCLsc1HMl6kqGsLCUkVNQsSKvpLisuqCYll9QmpNbtCqnMCe3MGtOTkHFqiJ6QQmrpIrP4KkkAAaiNtTscYcy9mDS4osbXCHcFoAsHp3ZozW5YLMds7kMbr8jFAunGzNt3e0Doz2jU2NrN45PbxqaXNfcNRCM1urNTg2sV2mxbLYmVWikCo1MrpbJ1VIZIJWpxCK5SCQRCW72YvN4HC6Hk61T3+htu2kOhyvi8SXZMgOTxWdzhBKpSqEEJQqIKYXoMgSyhwc37H7mrU+++OX8jxcXjl5dymYgx+epX65TJxao0xR1YoE6cvXaeYo6NT9/7Mr17H/EyxT1+XcncUuwmi2XSrVyvkrK4MurGcqqSlLCb7TjIwHDuB/b2eR/eLTp+ZneFzZ0PTte+8ra9AujNX9am/r8jr6P7xz69L5NT28evXO0qzcdJfUIi88Wi+RCtvSx/U8+su/xQ3c9/uGrH7z5wquffvLR8ZM//3jsyKWluUuLS7OLv1mb/xVz5hb/qTnHrlE/X1k8cmXxl+vUyUXq1BL1yxz10+zSh9+evO+JV2y+RBVTxGIL+FyBQiRSiQRSLksrlxggWI9ioForEiuYHHE1S1hN55QW0wryipcNTmzrGtzQ2DGRbh5ONQ5G0z2+SIvNm7a4U0ZHHDeHIL1PjTgVWqtMY5ZpzHwpxhLomBwNk6/lSwixwiiSG/gyvVBh5MsNDAFWzgTpPEQMOkAyAhsiUpVZChilgFGmNim1VjXs0GJuiPCS1ojeEtZbwoQ5hBmDCOmHCC+MefQGP0Z4IMSh1loA0AxAVohwoyY/YvRpSbcCtUlgs0hnFCFmKW5TEg4VbAZgkwoySgCMIwBKaOxbVxb/t39fkVtQviqvdNWq4pWrClauKsjJLcovKC0oLMvJp63ILVu+suy2VSU5BVXF5Sw6S8oUKDSoRUfaCJvf4g07gklnOOmoSdlr4ojFBZkcIGnVGe2kw++NplPNXc09w02dg12Dk4MT6/tG1za3D4TjDU5v1OIIQrhJhxlBhFRpMQUAZ3sRhFJFtoqQ3XGVnWi4sZSUJ8pWsbPcVIgvkHK4IhZbcDOFY3OEdKaAI9EKVDhPhUshsz/dvvv+Jz79/vhZivrhwvVj16hfrlM/XLr+45XrJ5aokxT1y9z8LEWdnJs7eunK2UXq6IW5o2ev7X/w6TIaH9aZVRKQXc5il1YoGEyIxwrhuumm+Mb6QLdNs6839freda/tnnpz19i7u4e/uHvszXWZP+/u+u7gxNOjsZ11jg6LOgLJEGF1Zfny8vJV9PJilUAYtnqo2aV3X3j9/NHjzz726Mzq0R++/ZJaun7p8sWT589fXqIuLlJn5pd+E/9nzcn+iTm1RJ1cpI5cXfr+/LUvfzg9PLmVJ1Cz2WKJSC7lC1G1CpJLMUBJajVGGMF1sAYAlSotAGI6xCQSKqsqWUWF5cvWbrprambP2Npdw6u3DU1uH5jY3DO8sWNgbaK+P5Lu9EdbncGM2ZU0OCJ6a4SwhOUas1hJ8qUYT4IKZaRATnLEWDVPJwYsAoWxmo+WMDVVAlQMOgC8Ro36+TK9UE5IVAa5xgxAdhB1QYQXIf2oIYAZg7ipBjfVoIYARHhB1AVCDozwGEg/aQzgei+MOrWwHUKdsN6DmwKI0QfqXXLEKtGZRKBBqCGFGpIl0vKlkBQgpGpcILlRXfiv/7byluWFv7st75Zbcn/3u5xbb81bsTI/N684OxmRk19WUFCZX1RRWFiVV0jLLahYmV9aUFJdVs3li9VqhCRtPkcw6o9mgskGX7zBUZMinSHY5NbpnYjJrbcFTe4waQ26gql4prOxY6i1c7SxdaC2vjte22ay+Q1WN260w4RZA+uVakSq0IplgFyhuVGLk6pu+iMSyvgCKf8fb4HYHCGLLRBLlNlfisQKsUSZNYfFlbD5AF+KCJU4R6LlKVBbqHbb3Q++8+X3P124dpaizlPU0auL3126cnyROkVRJynq9PzSkYuXf7x09SJFzVLUpUXqucNvyUQ6rRzlVXIr8kr4FVW4TGYHVREc6vKam0hlRMXY15d+a/+WF2+fPLxl4I0dA1/ft+bNmcbDo+F768k6ySp90f+lLfivyqLfiYtvCTg0qbCxxgYjIraqqnL3xOq/vvPOw3fuFleWFv7u/963ae3siSPU0hxFUcdOnzs3t3R2gfpN/FZz/u5bFur0PHVygTqZnXq4diMgn1qijs9T3128/pcTFw6/+iGOOdlMmVigVAgVkAIQVlWphXwcUCIKmVoskQlEcqlCB+EWu88fqlUoYAZDUFxIX9Y9uK5/dMPw5NaxNdsm1+1aM7N7/Za7Nu24Z3B888DYTN/ITPfg2tbuyUxzfzzTHU62271pkyOOmWpg0q8j/GrELQHMXBkhA+0ilZkhJso5OoaYEOuccsQvBh0COSlWklLAqAAtAGTXIE4QdYGoC9b7UEMAN9VkYw5EeDWIU621QbCL1Acs5ojRFMZwnxZ2amGnDvfgphrMVIMYAjrSB6BOuc4qAgwCFV7GkNI5Kq4YEsoRgURHZ0kLSpjLc8qXryy7bWVxtmv7ttsKV64sys0tzQ7n5eYVFxVWFJdUlBRXFRaV5+aWLl9VsCKneFVBSVEpvZLJFUgBNUoYrG6rpyaSbq+pbfXFm+3BlMEVhYxuNWpX6IwytQGAzJjRb/cmwrHWZKYzUdsVS7WZXWGTM0jafJjJBeltOsyogfWADpWrtHKVVqYEs/5IpMpsITt7+XNTnqw2LLYgm6plczaBUCYUyaUyAAAQNldZUS3mCNSA1iBT63lyncEV6hhd+/Qb73525OSJBerYHPXT1bmTFHWKoo4vUhco6vT80tGr82co6sQ8de4a9dYbn0hZCpCnBNhSFU+k5HLlTLqaWaGtLAYKbkPLbjUyVg0EyM0t4T09yQPDdQ8OJT++e/zwVOJAI7neKcpIc+wV/xaUliVR6XDSuWOqYetE7UPbR166d+d4IuxXKzqD3qnmjEsjhZilvSHXvdOTX775KrUwf+bs+UuL1Pn5/xxzTi1QJ+dvaHNyiTp6jfr6zOznP53auHWfRkkAUghRozgAEYBGWFGhFQp0IqGKz5VyuFKhSKOG9Eabwxvyh2oVAEpnivLzq5bZvYlArKG2sbepc7ijb2pgfMPqDbs27bx7w9Z9m3bevXXXgS277l2/Ze/omi2d/aubOkYa2kZSDQOhZKcv0uIKNphdtYihRoW4FDqnRG1lSYlKPsKSkhLIJYXdfJVFAphlapMCtKh0NgCyq3Q2lc6m1FoR0o8Zg4Q5lE3YYL0PRF0qnU0D2vSE32aNWawxQh/QQU4QckCoG9b7ENKPGAKIIaDFPUqdTaQkeVKspFJEY8gYPDVHpOMJdUyusqJaXELjFpWwCooYBQX0vDxabm55Xh6toKCyqKhyxfK8lSvyV67IX7WyIDenqCC/tLCovKiYVlnFKi6ryissy8kvKSyrrOYIJEoNAOsNjpDVn/LGmmpq24OpNmeojrSHYYNXrjFKVHqJSg9AVoO5xulJuX1ppydlcoSNrpDBHtRbvbjZjRqdGOlASatcDSsAXVYeqUJz8xbo1zenN81hsvi0CkZ2By+Txc/WrDlcEY8nY7FkbLaczwcEIpAvBtkiNUcK8pVworV39wOPv/e3n745d/nIlbnTFHWaoo5enT9xZeHMAnVsgTpOUaeXqOsU9ePXR2GBWlrMQnhSvUrFryxb9d+Wlf73/yLJvUV4y38Bcv8fhHabiVMM01bUk4pN9d7bm9yf7F/z3GTypdWpP25ufnYiOWAWx5UVQXn16np3fwzeP53Z3up7ZvPIRw/se2Jm6q6xvvvXj1qFdDu/ak97/WNTY/eOjswfO3710uzxM+fPzy/+p5hzZok6vUidXKROZxeMXFn88uSFT747NjK2MRltJiGLy+B0kVZcpXagqM9AQmKRViqBlSo9Tjhdfk8wZvdFTc6QTIVVVAlXrCpfVlbJr2KK+GJQrSMNFr83mIylWmvrO7r7p4bG1q1et2Pj1ju27Lh749Y7pmd2TU1vX71hz+S6XYPjm5s7x6O1nd5wsy/SUpPoMDiTpCNB2GKwOaI11KgJvwrzKhA3ALvUiFOmMfOkGE+KKbRWLe7R4h4N6tIRXtwcMruSZlcSMQSECn0VG5DK9CrADMEuQh8gDTWY3g+hbo3OTphDBlvU7ExYXEmjPYaQfgCySwEjnaMur5YXV4hLKkXVLCVPqBNKEKEU4vAABktWWSkoKWHl51fl5NBWrixbubIkL7c0P6c4S17uDXLzigsKy3Jyi7Kj3bkFpQXFtPyi8lUFZdV8FV+JqXGH3hG2+lMWX9LgiOCWoNEewYx+EHUoQJMCMKi1FgR3Y0a/3Z80uMKI0aPGLCrEpMYsiMFFWDxmV43R5kH0FkCHS1U6iVydRSxRSmVAtoYmk6uFIjmHK7rZ/HbjkudmCYEtFvCUQr5KJADEYo1YppUoIAmASDSoUA2bA9Hpnfv+9Pnffrhw7Ztzl785d/nY9cVzC9Qvl+dOUNTRJerbCxfnKerqydn1bcMly/7NA8A2nQ6WC3GlMEhq212mTiteh8kbDEBGD3jlLKwqzyOizSRtL2/pe22m+fnJ+F1pfACnR7jL63UMn7gsjfJ8shVxdd6UR/3EUMOrM+O/H+/dP9R+cKInDUkGbdizY4MvTowfGhn//tU3qIXFi1euXphfPLvwTzgzv/BPOf0fGvxP8a/MOTlPnV68kaf9MDv/xYnz73579K3Pv3319Y/uu/dQT8ug1+zJhFJeo9UOY0Gz2U2SPpsl4g8mEqlkujmabgnEmzzhOk9NhicCC0pYy1bllecUlucXVRWVV5dXciuZfAZbwuCKcdJhtHm8gUSyrqWzZ3R0av36jbdv2nbnxJpt42u3j05u7uibqmvqi2e6M82DzV1Tda2jtS3Difr+UG2PL9ZuDzVZfXVmTxom/YghoEacIiUpVOgVWqsGdQGwQwXZAdiRlYewhHWEV6Qkq7kaoQSTKki11gZjHkzvhwivFnaqdDbMGNRbwiZHPGsOZgxmYxRfirGFEIMHsoWQRK5Xqo0qjUkBGMRSVCDScjkqBkNSWSmg0Xjl5VwajVdcVFlcUF6UTyvILcnNKclZVbhyReHyFXn5+eWrcgpvWZ5/64q8VXml+UXleYW0lXnlq4oZueXc4mpxFR/gKVA5ZNYSLsToMzmiWQy2MGkKYnovhDo1iB02uCHjDWCDGzI4IYMTJp1GRw1p8+EGJ0yYQYQEdLhKiwEgIpUBMrk6a45cocleoYolypulgl8X3DhcEZ8nE3BlQr5KLFRn5RHLdSIlJNGgWoMtmGqe2Lzrydfe/uqXMz9fWTxxjbqwQM1S1M8U9dMSdYGizly8Mtk6gNIE8lsKzByxWalIh1yTPc0jTbE2GxFW8Mmq/IhWVIsDNlE1TMu18kpHvdjjY/WvbWp/aU3mlbXpp4bC9zTb97X69nZGD+8Yfv2O3hdn6l5f0/TRlpF3N00+N9V/aHXvs9sm2jBFWsx4obdrr9c/ipH3D49Ts7PX5+cuzC/8U3P+FWcWqN/Gvzbn1MKN2sBPVxa/PjP78ZGTH/7t6F+/O/nGax9t23xHKlLXEKuLuAIBi81nshgh2OdwpRK16UxTNNkUqeuo7x7vndwcS3eJZHBuYfUyOp1XQWdXVLBLyunFxVX5ReV5eWWr8oqrqriV1RwmU8gXyUEQN1ldNTXJRG1Toralrqm3uXWwrqk3Wduequvq6JkYntw6MLapd3Sma2C6tWdNQ/t4qnkoXtcXTff4o62BWJvDX4ebQzDpx80hvTWCGoMg5tagrmzkgUk/iLklgJEtgoUyUqoyAzonhPtRsgYmgzrMp0E9kD6AGkOkLW5ypoyOpN4aQww1OsKvBO1ytVWhsakhF6YPEoYgSvh0iEMNmlVqo0JOSMSQWKQTCbVikU4i0TGrRdV0XiWNW1pCL8yvzFlVvHx50a235uXl0W5bWfjvt+bfuqJgVT6tsIxeVMbML2Pkl3Nyyjgripkripn55bxypowl0goUGES4cVPA6k64g3XeQJ3dlSBNQYhwg3qXWu8CDR7Q6IKMbp3BpSWdOtKBW3241aO3evVWL2HxYCYXYnCgpFWphlSATqnSKpSgQgkqVVpADak18M3Kwa/h8sTZOTk+TybgywUChUCsEkoAgRTgCJQiJQRiVkcw2TG0+p6Hn3r3y+9+OX/9xMX5E9f+vir66rW/fXckbfb1WkPGYkZYBta57H2NiVTQqqAXgPm3ediVU1Hvto7MWNTrUwmMrHK3uLrfpjvYHX9huvnpwfBLE4lX1tS9tLbxlY1dr24f+fjAzAd3D7+9re399R1fbBr9aOP4S1P9T04PHN4+Ne4iOpXC98fGPplYu15vfW/vfurSpdlrVy/ML5xd+J/n/5g52Z7xU0tUdlL9x9n5r8/Mfnns3IkLSz/8dO7VV99fPbmprbEj7A3XOH1OgxkFdS6rMx5L19Z31Db3tQxMr962/44Hnm3tnZJryOV5lctYbAGTxft7SzynsopZWcWqqGQwmLyKSkZJaWVBYWlhUXlpWSW9msNiC8RiAARxvd5mMDgMBpfdFUrWtnf1TXb2TnT1TXb1TXX8B2va+9c0d021dK/OtIzUJDq84WZ/tNUXaXEG6i3ulMEew80h1BhEjUFI78seXRRauwpx6Qg/YgoRlihujeLmCGoM6Qg/YqghLFGDPZGVh7TFCUsUwv0Q7oeJgN4ctTlrbc5aoyWG6f0Q7NLBdi1o0ahNGrUJ1Bh1WjMMWZVyVC7ViQQaDktaVSEoKWHk51etyitflVtx28ri391atDyntKiMTWeJ2XwVW6SmsaSlTHFhlTC3nJ1Tws4tZeWVcQtoXCZfw5dCKp0FNXgs9qjDE3e4kzZP0haoNXjiqK1Ga/SCepeWdEJGN2zy6PRO1Owx2IMWd8jmjVg9YbOrxmwPoIQFQUlQi6oA3U1zNCAi+Xsjws2DULaQwOWIsvLwuGIeT8bny7kCOU+oYHFlXKEK0BpIs8/kDNUkmjbs2PfyWx8fP3f9p3NXf6SoExR1fGnh0uy1JG7bEmupYUhCAnnKTLYmfc0pT8ioGa9xPjzce+9gx57eljYbaREw3BJuTCsdsCMHumKvrGt/bbrx1cn0q5Pp58eS72zvf3XLwPPrOl6aaXxlXeaDdR1fb534fOuaV9cOPbq655G1vesi1imj7vPVa76Z3niXL3r2tTep69cuL82fX5j7LeYsnFn8jfL869pa1pzTFHVykTo2R/10ZfGHS3NHzy8cP7/4wy8Xf//0K1NTM8FA1GFzG/RmAjMYDTaPP55u6htYs2PjvkfveOSl/U++Prx2O4jabs2hLaumsxkMFpPBZbO5XI6QzxcK+BKhUMzniblcPovJo9MZFbRqGq0y+1pTYUFpBY3BYvLZLAGbJRIKlRBktNgDwXA6FK1LpNrqmnpbO0d6BlYPjm4YmtjUOTjdNTzT1j+daRtNNQ9l2kbTrSPxhv5E40CotssTabYH6qy+tMEZR0xBNebS6v1aYxAxhRBrBLdGUVsUs0RQcxgyBBFTCLdGSUfC6EqZ3LUmd63JmcKNEcwQxo0Rkz3ldNc73BmTNY6TARTzwogbhpyQzgbpbAjswDG3nnATuAvD7DqtWaXCxSIdm6ukM6Q0ujCviLEyr2J5Di2nuLqSJRMqYJXOpMGtDJGaLlDSOLLiakEBjZtbxlxVzFhZTC8s5xZVcEurhHSuXCSDtYjFZKuxexPRxt5gXbc70WoNZYzehN4VxR1h3FmjJZ2I2WNw1tgDCXc47Ylk3OG0uybp9IRsdg9psEIwodbASpX21/w6f8sqxOOLf4WEx5fweDIeTyaXQ3wRIJZCoM4EIVaMcIZiTUNjM089+8b3p2e/vnr1q7krZynq8pVrHik4469tkyMJkSJlIuIeQ1vG2xF3bMxE9jSkphOBwYA9Asq9MmEK1ca0smZUsTPtPtSXfHum4+3ppo+3dL00lvrjhs5nxxqfHMs8v6Hh5XX176/v+mLT2Mdb1ry2ceLQpuFHNg312LSTRt1f1q0/FIweqm8/cvjFpbmrpxevnl385+acW1z8p5xdWvpN/P+Yc2Luxh3oqSXqxMKNBUM/XqK+P7d08gr1xfcnHnv6xfqWLqvNjRMmo8lusnsDsYbu0Q3b7j504Ok/HXzm/XueeGNqy17Y6Lolr3xZ9pGZ7GuB2T2xYrFUIpFlH0LLbsH89SuC9MrqqgoGrayquLAsP7eoIL+0rLSqsoolFgNyuVarJXDSYXeFguF0oraltr6rqWu8rX+6fWBdS++a1r61PaObesc2dw5taOufbuyaTDUPxRv6I5meQKLdEaw3uhJ6VxJ3JghnAnPEUVsUsUZgSxi2hLMiEbbYTXPMnrTFmzHYk6QlrjfHDNaE3ZlxuOrMtoTeGMaJIIb7UMSNwC4EdmCoi8A9pN5nMQdNRr+ecMOoXaM1KdR6qRITyxEaXVRYzs0tZhbReEw+IANJnd6JmryoxaslHQrYyFfC1QJlOUtcVMUrqOAU0jh5pcyVhVUrC6uKytjVbJlYDqt0Jm+ixZ/urKnvCTf2heq6fMlWe6jO7E/pHTVGd8TmS3gimWCyKZxujda1x+vaYsmGSDTl84dtdo+etMCIHtSiag0MalENiKg1cDYW3fRHKJJlEQil2YyOz5dnzZHJdCIRKBRq5FIYhi0Wc9DhikXjLbsOPvrM519+eP7032YvXLw4u721f421ppGnTPKlnUFXbcDUkvG0x+wzqeCmsHc6Ghj2O5sMeD2JZgjYK+LEZNyZsOXeOvczfdE/dPk/3dzx1e6h9zZ3PzdS9/zq5iemks9P1723vuezzRMf71j/p9tn/nDHukO713S70W0R17P19Xv0pgdSjbMffnT+8rkjcxfP/CeZc2MWY546sXCD4wvU8QXqJEV9c27pyGXql1nqw7/+NLxmo80bMto8Nm8omm7pm9i0Zd9j9xx6/b5n37v32Q/vfeqtqS17EZN7eWHlMvbff1j/+MNkMtlsdlYdoVDI5/O5XC6Hw5GKJTwmt6KEVphTkLcid9WKvOW3rrrldytyVhXm55WUllRWVXG5XKlEolapYBVIWjwJT6S5JtUZTnenmoda+9Z2Dc+0D6zLutTYNdnUPdXcs7q+Yzze0O9Ltgczvd50jzveYY20WIKNRl8d6UmTnjThSumdKcKRJBxJvTNlcKeNnozFU+fwNVucdaQlSVqSVnutw1Vnc6TNtoTJHDMYI6Q+gGNeDPXgmFdPeEm9jzQGSGOAIH0Y4UFxN4Q6tbBdg9i5YqiKrSypFBVXieg8QKjElZAFwKxmb9TsCxs9NZjNo8ZMfIWWxhYVVrILypn5ZYy80urcEnpBSXVRGbOExi6u5Im1ZjnhQR0Ra6jek2zz1XZ4Ey2eeLM31uSLNwaSzaF0W6Kxq659oLlntK13tKG5q6GxLVPXHE9kgjUxlztgtjhJgxVG9BBMaHWYBkRUgC4bfKQyQCxXieUKkUwulMqyO65uXPgIFBKRRirWiQQaMV8jl8I60ISjDhR3Eq6a9Oq1973zx9f/+tXc3ML3L7wRpvHGtGSCI2zzWGNuoqnW1RAwrKlxrvPZN8SCfS5LBoPiWk1ALnXxmY2QYkfS84fBzGvjdc91B18biZ87tP2LPcMf7xh6f8/I2/uGPzm4+sf7th05uPtvB+54566dj++Zvmfr0KbO2CPDbdtI/QGXd8bqoo7+dOrK2ePUwqml/xxzssNz/7AqZI46Ok+doajvLlPfXqK+vbDw7l9/6p5Ybw1EQ7VNtS3dw2u37LnvqQefe/uhwx/uf+bDe5/55ODzH47M7IFN7lWljGUcDofN5XCyL21yuRzeDW4GIbFUIpFJZQq5TCGXK1RyqYLN5BUXluWuKsjLKczLKVxxW052r/TKFXm5OYUF+aXFJRXltOqKSmYFnUvnyvlyWAmZtITD4Aj5og2RdHso1drUNdrUNdrcPdbeP9U9PN05uKapazTV0tc6uK6xbzrdORlrHq6p6/OluryJDk+sw+jJGNxp0lWrd6b0zhTpqjW402Z3xhvqsHubDLZavSVpdmTsnnqmH/HjAAAgAElEQVS7p9HmrrPaa83WpMEcxckanAhi+iChD+jJIIb7MMJz84sSHpTwoYRHAZh4Ql15tbykUlTBVLKFWoGcEKkIoRLNTphavFHSEVRAhiqOLLeEsaKgMq+0uqSKS2MKK6oFxeWsnIKK360qXV7KyK0SVArUItAAmf2WQG0g2Rqp60o09cUbexMN3cnGnrq2wdbeiZ6RdYMTMy3tfa0dva0d/U2tXZmG9mgi4wvGXd4aGDNBKKmFSbUWVaoRuUorkYNSGaBQauQKVfY66O8TdQqRUC6TatgsEZctUykQQIkKeEoBD1CpcC1kBjALE0EdLU0ze/f++dPP577+aYh0N0k07gr6QNjXnfT11fkb3dgdremXN03d1ZGZrHE0EWAckIRkwoRKMmjGtifcr67t+mL35LvTbfclDd/fNfXH1Q1/2Tf59f51f35g/V8f3fLzo7uP3L/rL/fueOvOTYd2TN6zoW9zZ+2T68ee7uv9cMv2J0YnqNOn5qm509S1/yHmnL/B3IXFxQuL8xcWF3/NucXFc4v/K+ac+ZU5N+SZv7En5OjVpSw/X6OOXqOOLVJH5qkfrlCf/nz2yTc/DDV3E55Q48B4/9otW+566KHn//T0Hz///etf3H/40/3PfXzf4Y8GpndCRnduOXsZm8OrZnPo1cyKaga9msngcDkCIV8s4YrFHJEoC1si5sqkAqVCrABEIhWHLaaVM/NyS7M7cm+7NWf5irz//u+33XLrypWr8gsKi8tplQwmm8sT8ETigpLyovLKsipGFYvLFogFUoVEqZarte5AyBeK1sSSkWQ6nq5PZBri6fpIuj7T1t/QMdzSM9kxsLZ9YF1b/3RT91RD51SicShc3+9LdDnDrbZgiy3YYq9pdYTafNEeV02H2d1IWGsxc1JvS5ndjXZ/syfcYfM14ZYEiAfVsA/Eg6gharAm9GSIwH046if1AbMxajCGMDyg1TkwPKDWWIUinMvTCUW4REpIpKRQgjE5GoEMByC7DveodBauGCqvEuYVMYrLuaUVvNIKXmEpa1U+bUVuWU5heX4ZfXkhbWVx5criylUlVYWVbIZQBaBm0l5Tk2yJ1XVmmgfrW4cb2kaaO8e7BtYPjm9es37nwOjqprb+dGN7prGrobW7oaW3rrmzrqk7Vd8ajGQsTj+MW9UQAWj1IKTHYBLVYjoAVstBmVglESpEfJlQIJNKVBKpSirVSKUasUwjkYMSOShWgAK5VqDUCQDI4q1BMcPqwclv3/poKJwMygF9Oa2BJMYSwf6AdTLueWS88929Gz+4Z+PDww0tkDCtZDkqcweM2m0xz5Mj7e9um/x415ov9qz58+3jH2/r/2RH31/2jn1/cP13D2w5/vu9Rx/Y9vOD23+6f/vn+2b+uGvtw1O9m1tqn929/dDGTXeNjH/2zGFq9gq1cO3K5Quziwvnl6iLi9TFpaWLS0uXFhcuLS5cWpr7j++vuLj0L2PR+aWlfwZ1YeEG5xaps/M3OD1PnVuizixRR2YXjl5ezD648NPlhRML1Pfnr/1ylfrrqUsPv/BGZmAc8YTcda1DW/bceejw/mdee+Cldx965YP7Dr934Ln37n/h40df/nR8010q3JFH4y2rZDArqhk0enV5Fb28il5RzahksarY7GoBv1rAp/N5dD6PLuBXCwUMkZAlkjA50qoqYVERfeXKkhtdYbflLF+Rd9vy3JWr8vMLSkrLaPRqJofHFYpFEpmUKxRwhQKOgJ+FzedlodGrqtksnkgoB1QgDCEEjhtIwmgKxTPhVEuivrO+baCla6y9f6pzcLpraF1D+3h9x3hd+0Rt+3iyZSzWOBypHwzXDUXqhwOpPme40+ipx+1p1JpArSnMljR5mwhHrdYQVWF+BeIH8ABkiustSR3shbQuBPLo8aDVHHfYUhZTzKAP6fEgAnlAtR1QWtQqaxalyqLS2FQam1xlFkn1bJ62slpRUi4qKuWVlAvKKgXlVcISGjevqDqnoCK/mF5MY+SX0QtoVQXl1bkllauKaPlljAqWhC1SQ4STMPut7oSnpj6c7KxrGekd3ji+dufaTbuHp2aau4Yitc3ecG0gVpeob29o7x8YXzc4sb5/bLqleziUbDTY/WrEqABgCCQQNQqpYI1CC8g0CqlaIVXLZWqJVCXJjgbJALEMEMlvwBTI5CAqVelAEIc1qENvH+0Y3DkxbZEqnTLFYMC/Lh3rdxm3NUQem+x8cevIu3eu/ezAxoNdkSYN8+6W6N0t0fvaU3++Z/uFlw6deeaBnx/b+82BzX/dt+a7e6dPPrLl3JN7fn7o9uOP7/35oR3HHt7+w4GZz/ZM/mn72P0DzfeM9j28bct923Y888DD5344Qs3PUxfOXT935srCf5hzaXHp0uLC7OLC7OLcP7Iw+3dzLvw2c5ZumnNh4YY22Z7rk9epMwvU0cuLv1ylslNu31+8fmR24fwidfzi/Mvvfda3dhPmCZui6fbpLev2P3T/y+8efPHt/c+/tf/5t+47/N79L7z/4OEPHzr8/siGO5WYc2UJa1lxCa2ktKKcRq+oZNDoTBqdWVbFyIYIOptH5wmYQjFHIuPJFHylSqhUVzH4NBqnqIiek1O2YkXhihWFq1YV5+YV5+YVZwfIKquqWWyuQCiWSOVyhUqpUSvUgFSpEMmkfLGIzecxuRwGh11YWlJCK8/6w+Jx/26UQIeRMG4ljC6rs8ZXk47Utqab+ho6hjsG1nYNresd2dQ3viVbY2jpnW7sWp1uGU81jUYzQ8FEtyfcYfc3WjwNZnfG7K43OFKoKaYlAhosAOJ+iAyjxrDeGCb0NYS+xmCMWG1Jqy1pMEYwPADBHhTzE/oaPRnCiSCK+TE8gBNBggzDqF8BWPgirJqloVXJsuYUlnBLK/jlVcLSCl5+MSO3kJ5fzCgqYxZXckqq2EUV7NwS+m15ZbfklK0oqMwvY5VWCavYcq5YK9eQCOl1B+vqW4d7hzeMrtkyNLmho388XtfmDMStnrAnlIrUNncNTg5PzazZuHNi3da23tFArA43uzWwXqclEBBDQEynQXUaFNQgGjWsUcNSGZBFLAOy03UiqUooU0mUGoFUKZYBYokSRYwaOaQSKAeae5pDCbcWDsPQQI233226q7fuiemed+7a8MOTdx17/r5Xtgz1G5XPrO450JHa35L88fF7Tz7z4F/u3fbG+v7Do81vrG77aOvAX/aMfb138qeHb//xkdt/emTbL4d2fHXP6vd3j72+c+zOnvSRd149/uVnv3zztyvnL1KLFLWwMHvy+PXLF2/EnBsBZ+l/CDL/35jzv29ONmE7dmXx9PyNUepzFHVqgfr+4vXvzl2dXaLe/fM363fdbfBHWQBiTzWuu+fBu/7w0qG3PnvotQ8OvvDOwRfeefClDx948YN7nnpz90PPN/av4QPE8iLGsio6u5rByb5LzmTxK6pZJeX0glJaQWlFMa2KVs2m8wQskZQnU/DlKoECqKBzaTROSQmjoKAyP788P7+8sLCiuLgqv6C0qJhWVl5VRWexOYKsOTK5UqYCpEpFFolCnkUsl0kU8pu/FEolXKGAwWHTWWwmR8jgCllcEVckkyl1IEISRpfB7g+nWmL1HZnm/ubusY6B1V0j0z0jG3pHZ9p617X1rmvtmW7uWtPQPpluHk3UD8Yy/d5wqyvYZHGnCUsU0gc0qEcFORVau9mWMFpiBmPEYI5arAmjJYbhARBySaSkRuc0mqJWR8pmT5ltCZs95XBnSGMU14cQ3K9DPABoF8tIBhssq5AUFPNKacIKurSiWlxC4xWWsorKONkH8GhMcSldkF/GWlVEzytlljNETIEqt5hZUMYpovFKq4R0jkIKEHpLwFOTSTV217f1NXUO1rf1xTKtnlAqe9XjCiZimdbmrqHWnpFUY6c3XGt21ZhsfpK0G0irgbSSeguBmxCU1GkxDYhkL1LlCk22liCWAdkQhJEmOostB0C5SqsAYAyzyqU6CMA2jE1n/GG3TtvucfR5zYfWD7y4ffTj+7d8/uDOQxOtm+OOXlLZqOY1KHktgODhnsYPdqx7frzrweboA03Bw8MNH20d+nrP5Fd7p746OPPn/ev+9tDMkSd2fHbP5Dt3jLxx58TOvvTVI3+h5i5R1OLCIrVEUfOLC1euzC5SCxcXFi8sLGWPMRcXbjL/j98bZE8+/yph+6f8K3OOX106NXdjA8HpRerMEnXkyuLfTs9+/t2xrXccCKaaNSYnR4NZYpmZex56+LV3Hn3z40fe+OiR1z9+5PWPH3zpw31PvrF5/1NTO+8LNfRyFGhOGWeZUqFTKkCVEsq+zcTkCGlVnOKyqvyiisKyypIKJq2aXcHglVaziitZxTRGcRmzpIRRVES/aU5BAa2wsKKgsKyomFZaVlVZxWSyeFyeSCiSiSUykUwuliskCqVMBSjUGhWoBbQ6tQ6SqQA5oFZqQECrU4FahVojUwEShTK79YLF5lezeSy2gMOXCCVKsUItV8MKLaZDzYTF4/DHQrVNda29Ld2jbT1T7b1ruwbW9wzN9I1suklTx0RD21iqYSCU6HD660hrRId7AMiOkjUwEUSwAKKvIY1R3BhBsACgczHZOrHChOtDFmfa6a53eBs8vqZATZvJkjCYYkZz3GqvtTnSBnNUo3MKJQSdqebwdSIpLpZhfBHEEag5fJAnAqUAIZQjTD5QXi0urRIyeCql1oibfGIlJpDBLCFQVi0spHGKK3nVPIVADmlxG2by2H3xcKqltqkn2dDlj9ZbPVHC4rN5Y55Q2uFPEBYfTDoJi8/qCXv8UW8g5vFHnZ6Qxe4jDHYYNoAgDoK4RoOp1SgAIEolpFDo5DJQJlfDKMIVCtQ6SAnC1TyZUmuEcQeXr65NtnQ2dbbG4x1Bb6fH+Pztky9uH356fderO6e21/lHXOiU1xDhV7RoJIOE9mBb7VMDrU8OND/RU/dYR+Lx9ugTXdHDQ5mXJhvf2TX0pz0Dnx6c/Pb3mz85MPH23eNv3Ltm52jD9VPfzV09f+Hy7PGLly4uLF6jqCvUwsX5axcXflUDWFi6weLiP3z/7tWFxcWL/yK2/FZzsk2iv1ylfr6ylN12/ePs/Iff/bL3/kPRunadwakxOGSo2Zao33D3g79/66NH3vjosT9+8tibn97/0nt3HHp14/6n1t7xyJpdD3SOb9KZfOVs+TKlHFYpIbUKAzUYqCY0GkytxpVqRCzTSuSgRK4TyTUcgbKSyS8qY+YWVhYU0wsLqwoKKvPzK/LyynJzS3NySnJySoqKaSWlleW06io6m8nic3kigVAmEstlKo1MBcgBUA6oFWqtQq1RanRKDShVquWAGtDCIIzoUEKHYloEB2EEQXEIgUEtpAKyRSSlVKYSy1UcgZjFF7H4Yo5QKpIDCh2i0xsJk8Pujrr9qXC0Kd3Q09k9MTKxaXr9rpkte9fP7Jme2T29ftfk2u1DIxvausYy9T2xZIfT12BxZ4y2JGlLGKwJ1BjWwB4JYGHxEbHKDOEBoyPl8Da4gs2eYIu3ptXprjdbk6QxarIknO56l6fBYk/iZI0CsGhhN2EIkqYQTgZgzAVjHgT3ktYIrPfJNWaOSMcSgFKAJK0hX7jeG6qzexOYySNWoeUMUV5pdV5pdSGNRWOKK9lSjlgDYlaHPxFOtURqW4PxRk8oHYg1+CJ1BntQBRmlalxH2C3uUCzTGss0xzLN4VSDP5y0uYN6owPGTBhmRlETDBt0Or0WxDVqFFDBgEorEglkCrFQLpeotRKQ4CoxnkrPkaISFU7qbW6TNW4ztXtND67tOjiS2dcV2RB3TPjNaY3Qz6WlZJxePXh7PPCH0e49Md/jXXWvrR54ebLzUEfsYMb9WEvo2eHMyxtbX9vR+f5dQ18/uv7T+6be2T/56r2rd000U/PnFpeuXKeoyxQ1S1HnKOrU3NWzc9cuLWaTtKWLS0sXF6ks2ZPPjfPP4n+cgrJJ3b9KzH5TtnZuiTp5/cbKm2wnzkc/Hn/gDy/XtvSanCGQsCkwM0A6oh39ux/9w1PvfvrEO58/9sdPDhx+e/vDz03ve3x63+O3P3T4wNNv3vP4C9HGXoYIXKZW4GolCqr0OpBEYStJOMxGn9XqN5v9ZpvfYqsxWX243qXRkWIpxBUoKyt5FRXcigpueTk7+wpIQQEtP7+cRmNVVLDpdB6LJeLxZEKRXCJRS2WATAnKVJrsV67SZtMGOQACIKKBUB2ih3ESwY0wTuoQvQ7CCILQ63G9Xk8QBIZhEAJrdbAG1AFqUA6opUqVSKEQyGQ8iYQrFnNFUrFMI1PCIKgnDE6fL15b197TMzY0Or1mzZbpDTu2br1z++1379x596atd6xfv2Nizda+kU1t/evr2yYSjUPhVI8r1Eza4lq9H4BdGtyLGkNGV8oZaHSFmp2BRpu3zuFtII1RHeyFEJ/RHLc7MxZbSm+I6BCP3hi2u9JuX4PDnbHY42ZbwmxLkJYYagwBsEusMoiUpAZzWL3JcG1HvL4rXNvmCCZBwsYUKQsqWNkSXF45K6+cVVDBKWeJeXIdgJoJm9/siXgimXC6NVbf4YlkcKsPMjhN7nAgUZ9q7kq3dmXautOtXYn61kAs7fCGTHYvaXLqjQ693objFhQxwhAJgYQWRBRKiUwp4klEAkCjIm1crZEmgfmQVagxciWgWqXxmvSdYefGltBMnX1vZ3jYT66JeWJKvp1e3GeAJ52mR3tbX1k3eqAh/ofB1vc2T325Z/0Xe9Z+smP8o22jH+0cPbyu8c3bu9/bN/jFg1N/fnD1W/eMPrd7dMdow/VzRy7Nnr28tHiZos5R1PG5hdMLC5co6u9nm6VLi0s3tTm3RJ1fvPE9v3SDmwr9Jv6VOWcXqeNXl45fvzGo88OF64+9+lbTwCRqdOMGN2x0gXq7OZDoX7/tgeffeOaDz5945/P7Xnpn+8PPrdn3yPS+x3c/9vKhNz9//fMjz7z5SWPvZBUfWGYx+IyEm0DsiNYMgyYEsuCoXY87reaA3R7yeOIeX9LliZutQVzvghCrQKDKwuMp2GwxgyGorOTQaKzqaj6DIWCzxTyeTCRSSaUahUKnVEJ8kVIgVoikKolcLVdplWoIABG1Fs3+W61FtTChQ/Q6RA9CuFaHAgCgBdUwrMNxFMdxFEV1MATqtDoYglEEIXBUTyAkocUQANIqtdrsZjOBQCESK5RKCEFJi8Xj9gRra5ubWzoHBibWrJ3ZuHHn5i07Z2Z2TG/Ysen2A9Nb7xlff+fQ6h1949va+qdTzSOh2i6jK6W3RwlbzOROOmuaXKFGq6/OYE+Y7EkE96vUdjXoxPUhozmOETUarQuEXDhZ8ytzkiZr3GCNqyE3ALuVOqdMY1Vo7Ygh4Ao2xOq6Q6n2QLzJ5o9r9Xa2BCiq4qwspq0oqiis5BZV8YqqeHnlrFUl1QUVHDpfIVQhqNnjCtUmGrsSjV3+eIMnkok3dLb0jqVau9Pt3Q3d/Y09A3XtPbH6Fn+01hOMmexek9VjMrlI0k7gFgw1IbAB0mEWq0GiFClhLU+tKRMqGGqCDdt0niTsituDqUxdUyYa6oh5R1Ou6Vrb7q7Inb2Nd/a09NjI6Zj/9ob47kzsxbWjr6wZfmvjxKtT/a9OdL+zYeiz26fe3Tj4eHtkmx95YbrxvTsGPtw7+OV9E189sObtfcNPbe3b3l9HzZ29dvXi2SvXTl6bP7tIzVLUZYo6c+1G3Wx2YelSVpvFG/Xim5zLivR3cy5R/5zfas6pOeqXywsn56nzFHVqgfrq+Plt9z0KWX0yDQGjNtToNrpCybb+DXv2P/LSWy989NWjr39051OvrLvn8dV7H97x0OHHXv/sja+Of3Lk4hOvvJ/uGClhSJbVJ9sbazub0l1N6a76ZHs83Fjjq/V5EjWBdCzSmEq0xmJNfn/KZqsxmXwmk0+rJVUqWCYDZTJQLockEpDLldPpAj5fKRKpZTKdSoWq1bhajQMAplRCKg0qV0EiqZovUgrEKokcVGlQENKrtTgAYhodAWMmwmAnDHYINWpABIIQBIIRBEEQBIZhnU4H6rQaLUgaDQaTkTSbDBazwWYyOSwmh8XstOOEEcMNMKIHtQighuSKbJeKQqnSohjpdPlrQrFEsq65pWN4ZHLt+q0ja7ZObtyzfvv+TbsPbt79wKbdBzftun/T7oP9E1t7xmZa+9Zm2ocjmR5PtNHqS5ucCcIc0iEuucosU5rUWgeEeiHUC0IusYxUqq0w5jOYoxZ70mJPGi0x3BhWgg6p2ioBLEqdAzWGTM6EzZu2+VImV8zqjVu8UcTkFgFwFU9ayuCXMvgri+nLC6pySpgldGFptSi/nJNbyiqs4JUzJRyJVo1ajc6wO5TJXgclGrvS7b3pzv5M10Bd92B910Bde1+mrbeutTde2+IP1Xr8cV8w6XZHSNKJYVbSYDVbTZAe4iokwbr6zQcfuv3x5w6+/N7T7/3lj1/9/PYX37370We//PhdezK4qTfT68ee2zV192jXurp4TC1LqWWtiGamxn1HbfjFyYGXp/q/uGPzZzunnxto7FOz6rmF3WrG7gj5wmTDOzu6v3tw3Vf3Tnx+z/jbe4bvGUhu70kvnDpCLc1fvr5wjaKuUtTP569cXqJmF6g5ipqnqHNXr1+hqKsUdWGJukhRFyjq+wvz5ynq1CJ1cp46NUddWKLOz1OnrsxdWqRuJni/ZnaJ+qf8k6r0AnV6njpPUbMUdewadXqROnaNev+bo5vufVCKmKRKFNCQCOEgLL5AsnnN9r37n3rpjsef3XL/UxvufXzmwBP7nn79mQ++efu7s+//cOHdb0498+Ynsaa+crZ8WWump7W+u72xv7O5v7N5sKOpr72xv6Wxp7t9dLB/anx0ZmxkXU/XeH19ZzzeHA5nbDYfQVg1GkylgkFQD4J6pRIRizUSCSiXQwCA6XQGFLUQhF2vd+n1DpPVR5qcKGHRwmTWFgDE1FpcqtBK5KBUoQVADEKNMGYCIb1KBasBHaDSKpWAUgmo1aBWB6MYQegNetKIkXrcYMRNBtJqNjutdq/b6feabHazxWE02UiDBSeMKEbCCAHBuFoDaUBYA8JqDaTWQDoI05Nms81dk2iK1nfWtw+1D64enNw0MXP7uq17N+y8e8feB7bve2DbHfdt3HXv6o27B6Y2dQysbuoaDSfb3b603hiAUCeEuhHcm11zBaFelAiQpojREjOYoygRACGXUm3lCDGmAGHwYYHcAGJeoyPpDNR7Qk3OYMYdqneHMkZXSI1ZBEqYJVazxOpypqSokl9A4xZV8vPLOTklzOIqQTVfVcGW0XlKplDNleqkGj1i9Lhq0tFMRzDVHG/pauwbaRuebB0Yq+8aqG3pTjR2NLT3JzNt4XhDLNWcqG0JReucnojJ6rI47GpM503E9j166PUv//b29yf+fPb6lxcWjl6jfjh35dSlKxcvnHv5iYfqveRA1HpgTc+u/vbJVNQn5ZvppYbSvACrLEAvbJIwB7SSFgm9W8Hs17DvTTmf7k29v23ko52jn94x/pd7Vn9/cPqzXYOf7hl6b/fwA8OZOwYaX330Pur6tWtXF2avUxcuL124Rs1T1KUr8/MUtUBRF65evUxRVynqzAJ1lqKOzVPfX1o6Nk/9MEsduUydWaIuUdQsRV2lqP99c7Ix5+iluTML1PHr1FmKOr1I/eXEhTsf/wNs80uVqEgESuWIBjJhZl+suWdk8561ew5sOfDE7sdfePCVD57/+Ns/fXP63R/Ov/Pt2bf/euKZNz+JNvaWs+XLTJDVjNmcRl+NK1Ibbmit7+xtHx7qGetuHRzqn5hevWXD+m3Ta7aOja4d7J/q7xsbGVnT3t6fTDZGIulwOOPzxfV6BwBgMhkslyMAQGi1RhS1kaTbbApYrcFgOP3/svaWv5FtW5ZvtvS6X9+ueq+rbt26eM7JQ8lgZjsYHMzMzAwOO8LhMDMzM0NmmpKZ005mJic7wcze74PPrSq1Wk/dUktDS9p/wE9jrrnnGpPNk7O4MgZbQqEL8CQ2GktDoMlQBAEExUaB0DEQDBiGi4FgwiLh/kGR0dGI8AhQUHBEQGBYcEhkZBQEjohFYQlwNBaCQoERaAgKBcdg0GQCkcWkcTgUBptKY1FpLAqVSaEyyRQGiUwnkelEEo1ApOLwZCyOhI7Fb0Ta7twT+Lefd27eHrArMDoSjicyRCK1xehIsidmuFPykrKKswqr8ysaCyuacsvqMwuqUnPKfGlF8YnZJluSWu+SyG1cgZ5Mk2LwPDiKhUCzNyKvoAhGZAwxMAS1NwCxYy/01x3RP2+L3LYbHByBh8fy8FQpmamkcTQMnobB05CZUhSeHQMnhYOwYTGYsBiMXwh8h1/MrzvDf/g18IdfA3cHQmLgFCiaEQUl+YXAf94e+tcf927eErQ3GBYJI0CwNCJPJjE6DQkp5oRUncOrtro1Vrcxzqe1uBV6p9IQZ3H47K5UjcHFESvJbC4oFp1SVHzz9ZuX8yvvAOAzAHwGgCkAmAGABQCYn5tZmf6s5VBsAnKilNWZl17rdTkZRC0yxo6BFEtYNUpOr005HK85lmS4VZp8s8T3tCn/dkXyw8bsew2ZT1vzn7TkPKhLGS9yXi2LP53vaHFIKx0ap4gDTE0Ba8DyMjA3B8wtAqtrwML8yvr6+hqwPrWwMLcGTK0D7xaBNwvAvQ8Lz+eAR9/WbryeuvZi8tXM2ocF4P3c2sz6/zFy3s2vfQP+Pfr98eRs7cAIhMAMj0Tt3B6ye3d4cCgsMBwBxtCkZrenoKp+/4mBczfPPf5w/e3s1YnZi8++XHj6efz5l+Ez138jBxIKBQXHRAVEh/mHh/tHRYfEQMLhsBgEg8QRcSUGlcVhjU+I83kTU9NSc7OzitLS8rzeDLc71efLSksrcLvTlUozjSYICgIHBmJXRxMAACAASURBVIICAmKCgsChIfDoKAwUQkQiqGSqkMYUsXlyrkDJ4SvoLDGRwsUSmFgCE4WhwpBEGJKIQJPhKFIMBBMehYCjSBA4PiYGHRYJDw+HhUchYiBoMAKLwBDAaCwIjo6EIaLgSDAGiySQMBQakcogUhkUKpNMZ9HobAqDTWdwqEwOk8WjMjl0BofNF/EFEjKdFQOC7djj/4e/bP7nP//wh79s/utP23bsDQ6OgoIRWGgsEU9hUdhCsUKnt8V7kjPTcovziisLy2ryi2uKyxvKq1sqaloLSxuS04ssjmSFxkFny2lMBZkmxRFFcBQrIprgH4TYtRe8KwC6ZVfUj1vCf9ketScQGQmmwmLZKDyfSJdTWCoaR0PjaCgsFZEux1FEWLIQTxUjcRwQghoOwgeEIf1DEWAkjcJSSNVOvtRMpEtDo7GbtwT9/s9bf//nrX/avPPXveEBIBSawqULVTyFUaKza+2JFneaSGOV6OwitYUr00u0Nr3Dq7MnSrQWmdEqNlq6Dx199m321cLqRjT7NwD4DAALAPB1dmF6ehpYW97XUqdhU1Q0fLZVn2lUWWg4DRqUzCG1OtQHEk3HUq1XChNvlPqu5MXdrfRdLXI/aMi4VZN6vzHrekXKWKnnSpHrSpHrQoFjIEFermIVGiRCJGT92zdgFVhdAdbXgeUlYGFueW1lHVhfXV1fm1lYnFsDPi8DE3Nrz6bXzj58l982mNuyP6uhL6e+99StZy+nVyeX/096zudV4Os68H4JeDWzMjG39nhytrxrXwSKFBkd6787MtA/JjwSFRiOgGDpuvi0gqaeY9efnn/8/tqbmWtvZi4++3Lu8afLL77dej+/Qc4P24M3RftHRviFhe4OCdkVFLo7JDwgPCYUBImAhOwNjQiOBEdCoWAECo4lE2lCnlSl1LvdqS6XLz4+OSkpMy2tIDExU6eL4/PVERHIkBCo397oXTvDd++KCvCHhIWioqMwSDQNi2eTqUI6U0pnSolkPhrD2NhdFRaBDAmDR0ShoXASKpaOiqUjUFQEigZHMeBIKgxFhSEoEAQZgiDFIIgoAgOGo4JR+Eh4bDgUFQZDRMCRkQgUAoNHYPAoLAGNJ2EIZCyJiifT8BQ6my8iM9h4Mo3MYHMEYjqHj8TgQyJjfvh5y19++Okv3//445btfkGh0VAEHI2Fx+JCIqLDosEgGBKFI9JYXLFCbbDYbS63zeVJTMnKLaqoqG2uqmsvrWzKK6rNzK1ISi1wJ+XaXWkavZsvMhIpYgSaCYKSQ6OxfiHw7XtBW3dH7w6EbcRlhUThIEg2DM1F40V4ipzC1NA5ehpbR2WryUwllixEE3goPBcWy4Sg6LFEPpOvVeoTFLp4gcyCJvB2B0L++uPeP32/628/7fnT5p3fb/Pf6he+JwwSBsUiiCy6UCXW2kQaq8KaoDC5WHI9XaIR6mwap1fn8rkyCyo6B64+e/N8evH9CvAVACbml6cAYHoNWAKAuaXlxfkFYGXly8RrNhZjFPG1DLKNT7cxiXY6pkwv7nbr+xM0/XZJj4F7KEF2LsP0rrvoy2DN/PGWp+1516uTzxTEH043n8i0XiyOP5iqq9UxSjSsQpOUA4ue//jxw8T7L59n1tYBYB1YXV5bX11bX1tZWVmaXVyaXwcml4A388CTr2vDY4+3gYh+KGYInh+C4xS1DNx8NTkxvfJtBZhdB+bW/lf1/+857+bXPiwDb+bX38yvP/gwldfYEQrHh4XBQwMhMVGxUCgBDCfxZMaCmo59p67cfjNz/c302KtvF55+Ovf404Wnn6+8nLr+Zmbo9DWBxvHD9uBNFqXRINUqeDIBjcfA0YgIfCw0Fg1Bw6Jg0EhodFhMaEBYoH9IeGgUEh5LIlDBIAQIhILBsBgMhUYTcLlyHk/F46lgMGJ0dGxgAHjXzvCdOyL8/cDhYWhQDIHGkLI4Cp5AIxDpeAINgyUjkvkYHCs0HBEYDPELiAkMhkREoUEQPARGBEEIMRAKGMaAo1goDBeDF6AJPDSBhyJysFQBhspDkdgwAi0mlhiBwIZAUEEgWDQCDUagwQg0FIWBobHwWNwGS1QWF0+hY0lUMoPN5AkpTA4YgfYPCf+XP/3593/81z/97bude/fA0bFsPk+iUEqVilg8ARGLBsMR0RBwDBQGR6OwRBKJRifRWSy+SKrS6S0OR4I3KS0np7C8uLyhqKy+oKQ+O78qNbPU48tzuDLNthSDOUkgs9C56lgiH4KiR0LIQRGYDRfaE4jcG4QKCMVEgKgwNA+FEyGxYhiahyGJNoBB4bkYkgBN4GFIAhJDJlLYJCoHV2xE4bl7gqCbtwT9siNsdyDkp21B32/1+27L3h+2+W/1C98bDg2DYqNRJJZcLzY4ZGYXR22iiFV0hV5uSzB4M5KKa49ce/h8auXFzPI3AJgGgFffpqZX1+aB9W+zM+sAsLSwuDK38P75K3BwuEYgYCIgYgxUTUDY6egmt24kM+50gft8nutOle9eVdLr9rwnTWlvugvv1Pru1CVfrnCfKfEOplqG04xHs63NFm6Fhl7vVKSr+JA9294+efzi2cvpmcWlZWAdANZX11aWF9dWF5eWFuaXV5YA4PMy8GEZeDIN9J29uxvFCiIIIykyfxS9uu/Iq5m1r2vALPC/Tc70yv+cnI1lB9MA8HYBuPb83eDZMW1i2s4wSFAQOCYMGYugYjAMIlXo9Gb3HTp34f7Le+/nr01MXX7++dLzz2Ovpsdfz1x+8e3Ck4//To5WpNBLVCa51qoy2LQmu85s15ltWpNeqdUrtWqZSi6SSQUStUxlM1rd8d6S4sq8/BKfL8tgcLDZUgyGBoUSwGAcAk6JjsIEBkB37ojYuSMqMAAeE01EIugCkV4sNcmVNqXaoVQ7ZAqrSGLkC3UkihCDY8MQlI1l2ahYBhJNhyPpEDgTBGeB4Cwwgg1DcxE4AZooxpDFeJqMwJKRODICV4plieBkdlQsOQKBBaN/EyQW92+CYvBRcFQkDBmNQMOwBCSBHI1A7wwM+f7nLX/94fu/fveXH3/+KTA4AIvHcfkcgUjI4bFlCrlIIuTwuHQmjUKjUmhkGoNOZTKwZDKBRiPRWWQGm8ri8sRyrcnmSPA53clx7rT4xIzE5Lzk9KKMnIqcgpq8orqMvKqk9GKHO1Nv9co0cUy+Fk0QxMBpf89LIEVDWQiMCI2XwtHiGBg7liCOhlE3YrRwFAmRLifQZES6nMnX8yQWttCIwvP3BiN+2RGxKwAaFoMLikD6h0H9w6AhIHQMihSDIgXFoHYERQdDMZEYMpopoEg1DKWBo7cqnImWtNyijqGxl19fLwDvloFpAJhcXpmcn1tYW1lYXfzy7TMArC0tLAIrwPj5cVAYiILC8gmxHGSkCBGhwURX2WQ9idpT+a7rlb6rxXGX88z3a7zPWtMXjja+6Su8WePZ75UdKUroS7X0+3TdHkWhFFdj4TV7dXxYCCcW+vz+3du3764CwAoAzC+vrKwsra0urq4sLC3OL6+sLQHA11XgKwC8nAe6Tt7cg+LuQrCDsPwdIFLdvhMvp9bfzQGfF4A5AJhf/5/of5ecbwAwuQJ8BYCLD14UNHaqXL5oEnNHKBgUjUFDSVQin82UieXm7OK6oxdv33w1eWtievzV17GXX8dfT914t3Dj3cL465lLzyY3yPl+W9AmDoklpPOVfLlBrrFrLHF6a5ze6tRZ7BqTy2T3OBOSErxpSal5Ofk1VbWtre0jw0eGho52dx8oLKk12zxMjhSDY6HRNDAIHx6K2LMrYtuvITu2hgUGQCFgEhrDptCkdKaMy9eIJEaZwrrBj1LtUKjsQrGBxVEy2QouXyMUG0QSI19kjCWIERgBCM6KAFHDQORIKA2C5iBwPDxDTuGpmGI9W2FkS/VEnhxN4UFxdDiehsBREDgaHEuGY6lwLBmGocAwpCgYNhKMDItChEXDImJQoVHQvYFR23YH/vDzlu9+/OnnrdtCIiLxZApXKGDzeRQGncFhMzhsJpfD5HJYPC5HyOUI+FyhgC+WCCRSrlBEZbJi8SQkBo8jUWlMHlcgFYgVUoVeo7dZ7Ilub2ZKekFGTml5dVtxVUtxeVNheXNhaWNGXo0nqcASl8kXmZk8I5NtYPGtIolLIHVxeHYSXUugq6LhjKBIPAjJIjJUdJ6BzjPQuHo0UUxhq5kCE5YiCYsh7A6CB0diISg6FE2DxlLRZA5TqBFr7RyZCYJn7wyFbQkC7YxCQql8iS3RmV2UWFyVUdNc3D4wdPHW86m1yb//UZmcX9jobq2urwDA2srKCgAAAABcvnSVTuNEh0VR0XB8pD850o8HDshTs8t0rK4E6eEM3Z265AeNKTer3M86s283JN2o9w2lyFsdvH3ppk6PpjNR1WAXpvHQDfHKWrd+9x9/11pR8PrZo8HBwfnllVUAWFpbXQNWAWBlZXl+cWFmZXV9CQCm1oEpAJhYBjpO3YxiagLwojCK1A/F7Dxy+dUs8OrbyuQ8ML8GLP4Hza//dv6vk7MxK/1pEXj5Zf7pp9mmgYMUkXpPFGJLKCgaRSbguSQcl8fWyGU2vdVXXNt58uqje29nbk5MX5uYujoxvaHrb2dvvFu4825u6PS4UG39flvApugISJB/2O5tewO2+cFCIexYqoTCk1J4Br48Tm1KMDniLI5Et6e4uLilo71nYN/pU5dOn7wyNHqytLJFa3ET6EI4lo7GMBAwUkQQNHB3ZKgfOCwIFhoMA0EIeDI/PBIDhpIhMEpkNC4aRMDguEy2ii80aPVutTZeoXKKpRaByCgQGSUyq1zlZAkMVI6GyFAQ6HI8TYYmCkFIRhgYHxCBioKTY8kCCk/FEukZIh2NpyZxZEgCF4ZlQDFMFJGDp4qxZD4cxYgEYUFQMgRGAkFIIWGIXTsjf/nZ/8fNfpt/2vvDz7t++GXHL9v3+gVHxsBiUTgSCkeCx+LxFDqJzqKy2QwejyUQsAQ8Jp/P4PEUSrVao9PpjSaz1WyxmcxWg9GsN1hEYjmbI6BQmVQai8sTKZRag9FqtjjjEpK9KbmZOaXZ+VV5BTWFpY0lZc3FZa11Df3FZe2paVV2Z67BmKo3plqtOTZXgUTjFWoSWVI7nqVBESVokpTI1ND5pliyDEdX4OkqNFkCRrEjYLQoGB2EZmLpQhxDiGNL6GK9xOhVWFPJIms4mhuMZEFocr7Jm1rd2XPq6rlHb65OTN58M/ni88zsGjCzBkwtrW4ws7C4vLC4vAHM3PziKgCsAsDtB4+zikogCCQRgyRCo1Ahu2gx/gpsWKaKnC3HjOYYrjb4HvfknCmzHS8wHy209iQrunzKDo+sK0HW61Y0mHhpHFS713CgOC3ih38xC5ifXzy6d23s4Ojwzdu35pYWZ5fm5lbnvsx8XlyaWQeWVgFgenl1ah34BgBPZ4DB8ccCVzbHno5VOKWe7H3nbz2fWnkzv/5pEVhcA5ZW/10bn4trwDIALK0DC8C/UzS7CsxsrEtYBia+LLz9tvR1CZhdB6ZWgM8LwJuvS7PrwPWHr10pedEoagyahqWLY8kCIknGZurUGq/JnuVKKqluGz1x7enY00+PPq/e/rBw9c3U+MS3G29nbr6bvTYxfe3F5LHLtwRK0zb/iE0WS7xQIIOCkHu27vX7eTdoTxguDEaMhCP8I9ChIEw0HAtF4GMxfD4/PtFTVlXd1zvU13OwoakvJbtUrLHGUrjQWCoqlh6LoEIjYkFBcEQEBgHCw6FELJ7N4ikRKBqBxKeQxbFYFhxGhcLJcBgVBCEg4DQkmo7DckkUIYetFkmMGrVLb0wUKWxcqYkl0rNEeq7UxJEYGQItma0AoWhRcHIElBgJI4FQNBiWhSRwkQQuGMWMgFFCYwjhYBIYyYBjOBvhhhAobSPBIzQEvWt71M+bAzd/57f5h727/KJ2+EfuDIjaEwzyD4P6h4F3B0Xt8A8NByOj4CgoBo8ikrFUOoHJIDAZJAaDyeJwuXyhUCyTKTQandFotlrtdrszOTk1Pt5tNlt1OoNWq1ertXK5UiSWYwlUDJ5GpLBFUo3NmZSeVVxa3lxT11VR1V5QVJ+aXuaKz7VY08yWVJs9wx6XY3BkmTyFxvhcid678W6PxNXjmGoMXYmhypBEEQjNjoDRwqHkaCQTgmFjmCKqSM1V20SGBLk9TWHP5Gq8GI6ZJHLyDMm+ko7eUzcvPv107e30g2/LH9eAyYWlFQCYX119P/l5bml5HQCWl9a/fZ1dXlqfX1hZBYD3n6cWAGDf4aMVza1ijTosKBAHiyGAwmKDd9AidiYKMSlCRJ2Dfbsz52xFXKuT1ZskPV7mOlgStz/H1uQSHc211+vo+UJsS7yqOz2ODwomhfu/vXvtwdWxZw/vjY9dvnDp/NzC7Mzi7AqwtgKsAMAyACx/mfm6MdL2YRV48GXlwNgDbUYZ0+qjmRJt+TXHbjx+PQdMAcCXFWBxDVhZ/U3/EaH/gZzZVWB2FZheAb4tA1+XgOlVYA4AZtaAzwvApzngyyLw4v3M1bsvqpv7uFJDDJIaSxYwBFomXy+SOCWSeI0uxWDLdvnK63uOnrszcf3V1INPyzfezl559eXyy8/X30zf/jB/5+PC3XczB46eY/DlW3YHbyosKvcmpgj5EkQMAh4KZqNJBo7UKdHahCo9RyShsmgYLDQqChQTxWIxnK44rzst0Z1hj/NJNRYiSwjH02AYCgbPgMTExoTAwEFQZAQaBcKh4EQcjkGni5lMqURiUCvtUqlRyNcKBBoBT8Nmy6lkIY0mYjFkXK5SJNCJxXqJyCAWGXgiHYOnorBkVLacJdBwxXqOSMcSaPBUISyWHg7CRoBxCCyTzJSyhVqOxEhkKFAEQTScFgYi/pb4DqOBoFQIlAaF0aEQangYZs9u0K+/hPzyY9AvPwcGhsICwxGB4Yi9IeBte8M3b937t593/uXHrb/uCtjuH+QXFhkKgsYgY6EYHBxHQOGIcDQWhcbFYggEIpXJ4kmkSr3BYrXF2R3xVluc1RbnjHN7EpO9SakJ7iSHMwGFJfgHhW/ZvickPIZAZvBFcqXGbLS4UtILvMk5cQmpJkuiVu9Squ0KlU2utgsVDq0zw+bJ1zsyVOZkrS1NbUkRaxIYQhOBLofGssPBpOAoXFBUbHAULigGAyEwyQKlUB8nMXnEBq/ImMzTJtEV8WSJg6NLsmfU1B04c+bB2/ufl1/MA2+XgC9LK9MryzMraxuGM7u48vXb3PIKsA4AX77OrgLA1PzqxKeptPyS/Kq6kpp6KoGCh0AIURE8NEiJBcWz0fkq6ulK76UaX1e8oMnCuFKX8rC/7HSl90hRwuHC+BaHsFhOanYqetIdDkZs+Pd/qMlIenFz/PTB0Ye3b9++dePi5UsLS4vzy0srALC4tjQ98wUAVqZmpmdX1+cAYHINePx1efDyfZ4jjWbwYOUWUVzqiRuP3syvTQPAPPAbOUtrwNKG+fy9bFtaB5b+fueZXQdm1oDpFWB6BZiYWvq2BswBwJcV4NMi8GkReD45d/3Jm/6DZ4tqOrR2H5WvJnEUdKGWIzHyJBaTOc1gTLXasx0JBYnpVU39xy/ce3Pj9dT9j4u33s/deDtz6/3c3U/zdz/N33o7df3Fx32HzzD48q17Qjb19O5rb+8szC9ymu12lTHb5W3ILW4vqmwrrGjILihOTku22XQSsZjNVEiEVospLTnL68k02zxChYHEFqFITBSWhsHQiLF0MpLGQDM5OC6fLORSRRymhMeRS8U6rdqm19ilYh2fI+dzFUKeksuWycQ6mUSvUVrMxniXw5fgSnU5fDZbEleoobLleKoQS+YTaCISQ0KgibBkPgLLjITgA8LgYTGYWCKXLdQKZCa+1CiQWVhCI4mpxJLFKDwfgf1tGw8ESoPBGQg4Awwih4agA/xhgX6woECYfxAsKAIZGh0bGI7Yvjfyx20Bm7f6/7Tdf/PWvb/s9N/hH+oXGh0cBQ2HwCOgiCgIIgoED48Gh4XHhEbGgMAINI7IYPJ4IqlUphbJlHKFVmu0OJzu+ERfgtvniPdwBOKwKNDWnXuiwDA2XyRX69R6k9HqsDoSzDaXwexQaU0SuYYnlDE5QipTRGHJRCq7yuSR6VxKo9vmzkpIKXT58u2ebLU5kSs1kFhSLFWAwLOi4MTgaHQ0ihxLF9MkRpbCylW5BFo3W5VAETsE+mSZPUNmz1C7c/KbBk7effF0avnJ17kvq2uLALAIAJOz89/mfqvNVgFgbQ1YBYClNWB6CWgfOOhKyU3ILOzoHzl38rzX6sRHRnIQYCeHkiyilep5R4oSbrTkniiIG0rVH8w0nynz3GzNu1yX2e5WlGmYbV5diYGniY0A/fynoO/+cLyvfe7dxJ3xK7euXT96+MipU2du3Lw9Pb+wsLI6szAPAGtfvkyub8zgLANvZ9emAKD18IVomiRWZAjCMCF0weErN9/Nr3xeWV8EgMX19ZXV9aW1f9O/k/NvhjOz9hs5U6vAu9m1aQCYXAaefpx5/XVlcgm4cu9VeXO/1ZOlsiQK1fYN8ZVWgcIqVbss1ow4R443qdSTXOZJr6jpPHj65oubr6cefFq6/WH+5rvZ/0jOtecf+kZP0nmyrXtCNrV3dPX09NRW1/gSPG6TrSQlvaeydrCh6cL+oUvDoxcGh4/39g62tXY31NWVFBVlZfjcyTZrgkxpYApkJLaAQOcSyCwSkSlhSTU8tUVksEvNDoXVqrTq5SalWGtQWRxWd4LdazHGGVQWjdKkkRlkYo2EpxALlGqp3mpypXgyMtPys1Lykn1Zaq1TojBzhRomV8HgyKlMCZ7MQ+OYSAw9EoTxDwYHh8PhaCqZLqKxpCSGhM5VswQ6vtQsklr4IiOLq6Ex5GSqBIagIdFMLIYTi2bBYVQohIyAUtEoZkgYKjIGD4KSo8HEkHC0XxDYLwgcGArdExDtFxQdGAoOiYBt9BVCIiHBEeBoKDo0Crw3IHzrLr9tOwN2B4SEhIOjIAg8iRlLoGDwNAKVyeJKhDKVRK4Ty9QUBjskInpPQCCWSDJYrAneJG9KampmlseX7E7yxSd6nAnxZrtNY9DLVEqRTEllijhiLV9m4Ep0Uo3NmZiZXVRTXNVSXNWSU1ybmlPmTS9MSM41xyXLtHaWWEPmyqlCLVNq5qudakeGObFAZc9kKePZqgShKZmhdKHZap7BXd49fPX5h7dLwKfltcnllZl1YIOfJQBYAYClNeDr9Mr8MnBx7N6xs1cFCnNaQVVCRkllY8+x0VOFKdk8HJEaE+0W8TrSPSOFKW0J2lOlvoNZ9lNFCWdKPAdS9V3xinaXrNEp7Ug2JgkJFgqMHLz9u/+yScsif3v99OH1q3euXbs+Nn744JGr4zcH9g3Nzi19/Tb78NEzYB3Y0PLGnWQVePhh/uLDNwn5tQKLh640u/PKbjyfmFxem15fnwPWF9dXl9Z+0+L66uL6+obm/6PhrP5mON+Wgc8rwBcAeLcAvPiy9Orb2r2Jr837jilsPpEuXqh1CVVOvsIuUNmkepfW7rO6MuyOTI87PzmlzOXOMzkz8qs7T117/ODj/MPPi3fez1x//eXaq88b5+Wn7y/cf5lZXBMJxfz1px2bGpubOjraystKbEadXizN8yTur2882dt3tL3z7ED/xQND5w/sPze4//hAd1dNZUFaql6h5/NkeBITjadiKSwSk09jChhUnpKrtMstKQZPujkpw56S5kz1mD0mtVkt0cRZXZm+rMyUrFRPmicu0aa3a+RapUgl5knEHIlKqrYbHC5bvMPo1GvMBkOcUuuQKi0ShVkkM3KFGjJdFItnITH0KDDWPxgcEAKJAmPROCaRKiDRhESqkCPQKNRxWmOCQh3HFWrJVAmOwEVj2DgCl0wSkYh8PI6Hw7JJeAGVIoHAKDAkHRnLQqCZUAQtBkKKhuCjwLhoCD4GigfBiGA4MQaKjwShQyORweFQCIIQGgPf7R/x47Y93/+087tfdvyyzX/L7kD/4JhdgeF7AiIDI8BgOB5FoOHJHDyFFREN3bkncJdfIBKDlyo1Znuc3RXv8iRm5uZl5uZk5uZk5GamZacnZ6R4U5MSk332OI/F6TFZ43Vmp8ZoN1hd8d609Jyi/JKqvNLqwoq6kurGkurm/LKa1JwSd1qu3ZtjiM/UOtMsiflpxc2Fdf3JBY36+BypKUVo9PL1HoEpURWXllRc23P0/NVnb6+9mHgyOTkFADPrwOsv0y8/Tn2aXv4yvfbs1ef9o2fiErM9acUYmig+vdSeUphf3tLc0N1Z35HrScVHRO394x+Q23/OkHOrrIrOREOdRdzr1Q2mW9tdijqLsCdJf7G5IN/Ip4Zu3/xfN0X++pcsh3Hy6b25Tx8unDh2fWx87PL4qZPnzp29XFXd8Pr1p9evP126ePXq2A1gHXj75tOb918nZ9YWAOD5p4XJVeDQlXscnUOfmD7++NXrqdlvK2uLADA5N724vrz0dy2u/wbPPLD+H+u0DXKmloFvy8CXVeDdwm+68+pr58gZZ1oxR2VXWn1ys3cj3E9hclvcmXHJ+U5PjjcxNykx15uYb7T4FIaEnLKm09cfPf+2/ODj7J33UzfffLv6cvL8w4nRK3dbD56p7BpkSbR//H7L7/7pz5sKC/NLywoT4h0YBCRk104aEuHWaHLjnA3ZWR0Fefurqg62NB7vaj/a1TLYVNdRVZmVkmG1xPEFUjKDQ2bzaGw+hcrCY8gimsAhM2VZkwrjM8p8eeXpRbneLI/VnZeSU1dRM9DW19/Z29XQ0VBVV5pdnJ6U6rEmmLVGrVitkansWqvTbLeqzSqpWihUCsQaidyg0tp0xjiV1iYQa+gs8b9Nu0ERBASajMbSMHgGBsciU4UCkU5vdJutXo3OxRNoSBQhBscikwR0upjJkNFoIgKei8UyLBvUVgAAIABJREFU8TgOiciHI+kwJB2OYqCxHBxRgCMKYnFcZCwLGctCYZkoDBuFZcLRNAiCFA3BR8TExiCIoWDUnmDQL7uDftwWsHm73y87g3/dE7zDP3Kbf9gO/8g9oTHBUcgQEDIoErE3JGbrzqAt2wN27gmNiEbiiAwOXyZVaNV6k95sM1isZrvDFud0edweX5IvPTklI72yti6/uCwvvzgrr9CZkMgXy6gMLocv8SSlJWfkZBeU5JdUFJRW55dU5JdU5ZbU5JQ1JefXJ2RU+PLqShv3NfQcKarri8+oEOo8LLmdKbMxlTaaxEiVGQzujOyalqHzl2++fnPj1dv24cO1XQP3X35cBIAPX1cGhk+ZHKkMnkZj9rHEJpM715CQk5Rdnp5Z2tLYdfbw6f7mdoNAsPcvf0Dv/oUWsjOejam0yQ7kJfRn2o9VpF5uK25MUNlpsL/9p03BP/1LRZpr4e2zxU+v3zy5+/Dm9eePH7168frI4RPtbT3p6fn5eWUjQyeuX31w++aTgd7hQyPHDh08OfHu25kLN6/de7kAAO9mgNPXH/E0drkl/u6LtxNfvs2vA0sAsLi+urS+vLS+uAgsLgKLi+vLi+ur88Bv5MwBvxnORg/62wrwZQX4sAS8mgUefFw8c+dVbe8ha0qhyJAg0LnUdp/S6lVZErV2nyMxx5NWnJCSb0/ISErKdcdnxLsyLDaf1ZVW1dR79sbDO28+33j98crTiTN3nh0Zvzdw6krdwKGsmrbE3DIKV/LPf/7hP//j7zcVl+RXV5X5El2xcLD/1l+x0RFmIT9Jp03Wa9L02jy7tTIpsTIlsdQbX5XqrS/ILcrMc9oS+AIpicoiMzgUJpdApMXCscgIuBDPdoj0SRpnpi0p352Z6vTZ1OZ0T3JlQXFnQ2tfa8dAe8+Brt59Hb3dTa2dDa2VBcUZiSlehyvJ6fbYnFaNUSlSMuh8Nk8ulxtNVrfbne5yp1ksbqXGqtHYdMY4q9Vjsro1GhtXoCSTuWgsDY9nc3gqvd5ltftMJrdMYeELtRyeismUstlyNltOo4lwOBYSSUEiKWg0LQaMjwIRYiAkFIZNocuYHDWdpdzIU4/FcTF4HgbPQ+NYiFg6BEEGwYgRYFxwDGpvGGRHYNRWv/DtAZG7gmP2hIJ/3BH4867g7QGRAZHwcCg2DILxC4du3xv56/bg7TvDtu0I/XVr0JZtwXv8okLCoZExCBgSj0DjY3FkEo3JEYhlKrXebLE4nEm+lAR3YkZmdkVldU5uvlytobG4HIHYnZTiS8/KzCvKyi/OyC3MzCvKL6kormrKKW1JLWxMzK5Ozq8vquurbh/Jr+6OTy+Vm726+AxDfCZPYydylWK9q6y55/T1B6MXr6VV1icWlDcPHj42dmv84asX72fef1uxxKXLNHFaS7LJmcESWzxZVVZvgdyYoLN6VCpTYX7JrfFrazPTn549mH356MmFo6c6qg9UpA+Wp7dm2FOVdB5oNy3451Q1K80iGz8xNPv26cyHF6szk4tTn548uDt+ZezevQfFReVZ2QV6vX148HhNVXt35/DJo5drq1r7uoeTErMOHbnweWotMbVw5PiVBQBYAICDp8dyyxvuPJ2YXl5bAoDJ6ekVAPi72/ymeeA3cjawmV37jZxvK7+R83YeeD0HnLs3kVvfKzJ56HILXxsn1rs0jmSt3ad3ptjcGS5fboIvz52c703Jj49Lcdo88XEpib7s3MKqnqEjZ67fPXvr4eVHLw9eudk8fLS4rTevoaugsbu4pa+spVdjjf95h98//stfNnV3tba3NVaVF2UnezMSXaXpKU3FBV3lxb0Vpa0FuTXpvnKfu9QdV+R2lvniK9OT81MyMpIzPW6fSmfkiqQytU4mVxMxJDKSwEAQxXiWhaeKV5jtcqNWpFLwZMnOhLKc3Paahp6m5r7m9v7Wtu6Glpaq6n1tXZ31DfUlFVUFhRW5hcWZWZken9sRr1Ob5HK9UmEwm12+pMyUlJx4l0+nsyV60srL65ubuiorGzMzCnQ6G5MhoNF4OAydTheKBGqpVC8WaoRCtUSiUyrNRqPLaHRpNDahUM1kihkMEZMpZjKle/yid++NCg6FozFMJlvF4qiJZFEslgOBURAoBhbPI5JFJIoYTxTEYjkINBOJY0XCCP7h8D0hkIAIRHA0OigK5R8O/3V32IZ+2RX6886QH7cHbd4WuHlL0K690D17Ybt2Q7Zui/jxp6Affw7Yuj1s157IX7cG/fyr//adoYEhoJBwqH9QpF9gRGBIJAqNoVAoXC7XaDY54+JZbC6ZzopP9NU2tXX27W9s66poaG7q7K9qbM/ILy2sak7Oqc0qbXdnVIm0HqXJZ08ssCRkizQOpy9PoHF0HjiekFnU0jf67P308IlLvvwKX3E1Vqjgm5xtI8c1cb5rj96++7rq8uW7vHlCuVUgtysNia7koqMX754ce1jZuq+2rbexs8flSbI57O4EZ6rXlWjXVeX52soyj/bUXD7U9eTyoVfXT7y7cxb49ACYe7P06cXC54nZD6+/vn818fzh3VtXb94Yf/LkSVNTiys+MSe3qLy8/s6tp82NfW1N+5rqepvre9ta9pWVNflSCi9ffXjw+NiZS/eau0drWvbdevTm6yLwZW5tfg1YAYAVAJhbXlsG1hfXV6cX52eWFhaB9SUAWACARQCYWln7srj8ZWltahVYAIBvK8DLL/MzAPD08/L5+2/SKlrIUqPUmmRwZ8lMboHGYXSlxSfnpeVVpudVeFLzbXEperPbYIhLScrIzyqsr2vr6xvu33+wo3+oa+jgwNHTzftHyjv6M6sac+tay9r7ew6dPn39wciZKwZn4ne/7PjP//j7TT2dLT2dLe1Ndc3VFZ0N1cPd7Sf29Z3s7+6uKOmpLO2tKhmoLR9trjvW2XK0s2mktTEvJdVqsDjs8TkFhblFpZ6UFIvVqVZq6BgKFY6lgbFcFElM4kgZfAlLJOGJrBp9WoK7LCe3trikubKqu7Gpr6W1t7llX3tHV0Njc2VVfWlZfWlZTVFxSVZ2TnJaQpxXq7EIBQqlwhDv8qWl5nrcqWZTXJI3o7qqqatzX3tbX3lZnSsuSaU0GvR2pz3J5Ux2OZMtpgS10iKT6OVSg0plUSrNOp1Do7EpFCadzmGxuDdmuiOi0NEgLBJNp9DETLaCxpASSEIMjhsDJoKhZBiChkAxflvxG0UIDUfjKAIohh4OwgZFoUKjY8PA2LAYTHA0OigCGRCB8A+F7Q4G7/SP3uYXuXV3+JZdEdt2gHbvRvj5offshW/fAdqyNXLrtqgdO6N/+TX0p18Cf90asscP5BcA2r03avfeyIDgmKDAsMDAQD8/v/CIKCgMERQWGQmCiuTqnMLS4qqGkWNniirra1t6Kho7qpq7ho5fPDP2ZOjErQs331S3jR49d7e2bSijqK6iqad35OTQ8QtXbj29/fjt5CxQXt+Vnl9ldKVAKDycSBuCpjEU1ur2IbkxAYSiybWupPTSjd1HfLklq6j+0JlrZ68+rGrpvfX0+del5dtPHr9+93Z+cebzl/dfJ19Pvn/67f3j5alXi1+fAbMTa1Mv5z8+Wpt+sfT5+dS7Z58nnr979vD+rfF7N69+eP/68aN7XV0dmdlZryfe9vYduHHjQX/vaG52xciBM831AzVVHU2N/eVlLVU1ndV1vePXn1U19A0eulDV1G+KSysoazp18ebsIrCwAjx58WGDn5nFlZW/v4dbAoDZdWARAKZX12fXgImvc3MAMLmw9nFuZXIJePJx5uztFxVdw7b0YnV8qiYuTWZyq+0+W2KmJ63Qm17oTcl3edIdruS4hOTU1Nz8vJKB7n2DfftHhw8fPXJycPRwW9++5t7+jgMjFW2dlR29VZ19bSPH+o6cHTx1eeTseF33gQ1y/sv/8y+bjh0cPnF49Pih4dOHR8fPnLo3dvH2pXNjx48cH+i+NDo4fmT0yqHhq0eGrx8bPbOvu6++Kjc5Jd7m8CQk5hXk5xUVe9NSNFo9iUDEwdCI8Oio3UFh2/dE+4Uio8FYJIaIxSlEIqfBmOb25KaklmTnNJRXdDY0djU2dTc1t9fVN1VWNZRXNJRX1JWWVRYUFufm52cVuBweqUjJZvC5LCGfI+YwBTQyK8mTWl1Rv69vaGTwcEdrT3pKttuVVJBbUlpUXZhXnpGaF2dP1ChNYpFKKFCIRSqFXK9Rm9Vqs15vT/Rl5uSXOeN9dJaYSGTT6UI+Xy0S6YRCLZstp1JEJCKfTBJQyEIKWUwiCgl4PiaWjUTQITAKlSmNJXGgSHIUDB8DxYOQpI3ZbQiCFA0nRENwYaDYsChUUCQiJAIREo7etRsaEIAJDydHRFCCg/F+/si9foi9fnA/f8TOXeCdu8D+AfDAIKR/ADwoGBUZjQHFwMPCIvbs9d+zN9A/IGTX3qCA4AgIEme0uhV6u92dXtXc8+jV5xuPJp5/mJEbEyJhDBJLr7dns0TWGBQLTRZFwck7AqLDIBgqT3r/2fv7z96PHr9od6c7PVlUrkoTn0EQGzE8jbegnszXm+OzqpsH9o+eK6loUeni9GYPjaNo7Rk+fGbszNitquaOYxfOv/nyaezm1QfPH0wvTL1682xm7uOTJzfevXk4+f7J29d3vn54PD35ZPLtva8fHr57fuvzqyfvnz25ceHc2IUzLx7fP3/uZG5Ohk6nMVstd+89uH3n4bFj51qaeuurOzsaD9RX9zQ2DJSUtaaml2VkVxWVtjV3Hhy/9Sq3uJktNDo9eXklTR19R3KKGq7deTU4cu70+ZvX7j5dAoC3n+fm14AlANjwnMm51VkA2HCbBQD4ML86BwATUwuX7j9rOnA0saAqvaKprmcoOb9a50gyJ6Q6kzK8Kbme5Ey3N93tSU5JziwqLG9v7RrZP3z+5OlTR44dP3Ts4Mihnt7+6obm0tr6iubW5n37m/cPNe8f6T92+sCJC0OnLg2dulTd2qd3eL7/dffv/unPm5qrK5uqKhoqypqrKwbaWg729+5rb22uKNnX3HD+0OCdi6dvXzh1/9LZFzevPB4/f+XY4aHurp62ju7Ors7urqa21sb21uLysri4OBaFpuAKbSqd22xPcsbH2exSqZRCoahk0gSLNduXXJiRWZ6X31Be0VZb11pT29vS2tXY1F5X31Jd01hRWVdaVl1UXFZQVJxXkpWelxDnVcq0dAobjyGTCXQGlaOS65K96XXVTd0d/bVVjfHORLvFVZRfVlPZVFFaV5hXnp6S64lPcVjdNnO8xezSaixymU4kUimVRpc7JTUj3+ZM5AkVYrFaLtcrlUaVyqLV2rVau0SiY7FkXK6Sw1YyGTI6TUalSChkMZkkIpMEDJaMRBPiCBw0jonBsXAkLpkqpDDEWDwbQ2DHYpkoLAOJpiFiaUg0DYmmR0QSwRAGAslFILkQKDMGRAOBaRAoA4nigsC0qGgyGEKHQBkQKAOB5BBIQgKBgUBiIqMgQaFRQaExIZGQkAiYfxgYhCSJVFaGQNu+72hr31EsU+7Jqsit7KxoGNLbc7fuhf+yCyTTJ4IxjBgkGYKhVtS3330y8fDF+2OnLnf0jIDhRAZHIVLZ6XK71p1v8hYb3XmOxKLqpsGhw5drG/r7Bo464lLVOjudLTlz8er5K9eOn7lQ39p67PTxJy8fjV+/NHbt4ruPL588vzc18/7eg6svXtx59+7xxKt7nz48+fj+8euXdz68efjm2Z03j+6dHh2+N34FWJidmnx/5+b4hfOnDh0e3revf+zq+PUbdzo7+nIyS3o6hnl0ucuR4XRlZuTVtHYfLK3ubOs5UlzZabSnJSSVpGbVJmdUx3uLswuaZWq3WOHqHjgjkDoq6nomPs4vAcDrD3Mfv61OzgJvvyxtvNB+N7X8cW7l8+L6tzXg7czS2INnp67fK27sKmvp7T18ZvTsWF5FY5wv2+pOMcclOlxJ3qS0nOyCqsq6zvaug4Oj506cGjt/8dr5C+ePHT9x6NCh0YP7Bw+09fS09PZ0HhgcOnmy78jRtsGRroPHeg+dGjx58dD5q639o2qL6/tfd//D7/+6qa2mdqNkaigr7WlpGh3oG+zp6qyvrSspGu3vunD04LED/SM9HUf2dR/f3zPU1Xaor6+7qbmrrbWjo620qix9o8ea6kuMdxXl5LTV1vV1dAz097Z3tuUU5Zmd1vg4V1FOXmt9Y39n9/DA/qMjB4+NHjo8NHJkePTw0Mjo/sH9PX09bR1tDU3NtfXNtfWlBWUl+aXZaTlOS5yALcSjCSgoGg2LxSJxCrEy2ZNSmFOUkpgqFciEHFGCw52UkOxzp6R60zNTsnPS87Iz8jPTctNTsk1GO58nIZEZdAaXL5ILJUq+SM4XyfUGq1ZnVqr0Go3F5fKlpeW5XD6ZzCCR6IRCLY+n4rCVHLaSz9OIRQaZ1CwUanlCFY+nYPPkfL5SJNVpNDa9yaVUmmVKk1xuFMv0AoGKwZZQKDw8kYsnCkgUMZkqIZCEWDwPR+CTKTImS0NnqAhEMQbLJxDFRJIETxCRKTI2V0OjCbA4MhiMDo2ARIHQSAwdiWOBUJRoBIXIUpL5+uyKjj/+Eiw2+5KLWnOrekvqRlAE1aZNf+LJnByxtbl7tLSmbfDw6Ytjd2aXgDMXrzY0dx09cbG8qjkjq6yspqusediYVMpWeaxJJTZ3weDhsQuXHxWXNp09ez0/v1KrtYrE8kePn955cH/k8KGunvaenpbzp0evjZ+6cunY6xf3Xz67++LFvYsXj18bO/Pk4Y2nj26+eHbrwb0r18ZPPbh35cndqy/u3p59+/bDsyfP7tx6+ejOtctnz5w58vTZg2fPH924ce3IkWMZ6TkDvcNZaSVpvsLsjMqUrAqe1Jpb0lLbMti177Q7pUyoiDM6stgCi1KXZLLnmOw5ZmeBzpK9eQs4p6DT7MjOL2lv7znR0nmkve9ES/fhmw/eHzh68dCZa3MAMLUOvJle/rwMnL1x7/qz17U9+xoHRg5fuHb00o19R06l5JZ4UrMTU7LyCsuyMvPKSyu62zuOHz4yfuHCjStXrl+4OHb29OWTJ04eHDk4uO/Q8NDo6PDg6MjI0cOHz57Zd/Ro7+EjXaOHD5w8M3LqwqGzl49eGG/qPSDVWf/6045/+P1fN9k0WrNSpRGJFTy+ViK167U2nUYrFcdbTAUZqfXlJbVlBdUlec01Zd1Ntd1NtV11dT1NzQNdXU1NDdkFOWk5Gek5GYlJnsyMtOrysramxrbW5s7ujvbezuKGSneGT61Wp3i8NWUVXS1tB3r7Dw+NHB05ePDA0PmTpy+cOnPuxKkTh46M7Dsw0NXT39k90NW3r2egt6OvtaGtuqwmJz3XaYkTccVkHAWPJqikap87OSc91xufJOFLuQyeUWOScKUKodKoMrmdidlpuSX5ZcUF5YV5pTari8cVY3FkPIGKI9KQsQQsgcrmi8wWh8FoVan1Or0lNS27sqo+L6/Mak1QqSwymUEg0HA4Ch5XLRYZ1CqHwRCvVls1GptWa1errWq11WCIczp9Xm+Wz5eTkpKXkpLn9WbZ7V6FwsRiSYhENosrY/PkbJ6cwZJR6WIGSyYQ6eVKG5OtIFNFJIqYxpDTGHISRUyhSVkcNQ7HwuAZUAQhBopHYRloAgeMpkfCqSA0MwhMsngLLb7SP/wS/q9bI6u6TgoNaSiyLgYh/Kc/+7HFNok6obFz2ByXfPzc+JeZpVv3nw4fPGGP8yan5Xf2DPl8eSnpZfq4XK7GF4ORlNQPpec2X731ZmT0Ullp85VLtwf6R7yJKVqtdmLi1fOXT0YOHTh4cN+Rwc4rJwbvjp28M3765cNrLx5ev3f9/Onjw2MXTzx9eOPVs7vvJx6/fHLv4d3x96+ffnn38suL5x8fPZ59++bj86e3r5x/fO/G18k3ExNPxq9evHb9SmZmZnNTe1/34PCBYx0t+wf6j5bV9uZVdYjUcQKlo2/kQkZ+o9aSpjGnytReAkULR4uZfKdSl/Wn7yL/+LeI//bfd2/6T9+FRdFBMN6v26EYkuIvPwb9wx+2oEhCGl8n1jrP3Xx05vr9px+/3Z/4WNuzr+vgscMXxsfuPTl09nLn/pHEtJys/OLquuYTJ88OD44cPXjo/MmTNy9fvH/96t2xy+OnT549NHpqdHikv2d/V/vQvr6R0QNDh4ZHjh4+dPpE/8HR/sOHBw4fPXj+0pHzY4fPXRk9fbG6pZsr0fzrd7/+t3/+y6bK3MKqvKLSrLy8lNTclNTirOz8zMzMlKSkhLhUb0JmijcrNSkzxZuW5E6Ks8eZ9Eou16RQOkwmjVrJlwjURq3eauSJ+Xq9Nj0tpbqqoqGhrqm9ua6z2VecLbdoVRq1Nz6xJL+4vqquvaltX8/A0MDggb79+3oGBvsPDA0MDnT3tze1NdU2Ntc1tTe1lReVVRSXV5dVNdY0NFTXF+cVeeLcOqVWwhd74txFuYUl+cVZqZlmnUkmlOpVOpVYpRKrjCqjx+HJzyqoKa+tq2msq2lM9CTrtCahSCaWKAQSOYPDp7G4bL7IZLZarXaTyWI22TPScxrqWyor6pK8aQq5XiRUMukiEoFNInAZNLGAp5ZJjFq1Ta+z6bRWldIolWjkMp1Bb3fYPUnejLTU3Jzs4pzs4mRflsno5PNkJBKLzuax+SKeSMoTyjh8CYcvEUrUcpVxI4aBShezuUo2V0WhiclUEZ0pg8BIsVgmDEGGIilEihiJ44XGECLhdKUl9e6ruYSMurTSrk3/9w//74+hzqwmtjo5LrmOJ/Vs+q+b2/pOm+MyR45fyi9ruPP4dX1LV0Nrp0yp86XmjI6eSk8vTE7KK6vsUFmz6FKPWJ+WlNNU23zw6Knb5y/ey8mpOHniwvXx2x1tnSaj/vWrZy9ePjx2Yuji+cMvb1+YfDj2dOzkh4fjbx9cnbh/7d3TOw+uXnxx/8anV08/vn765d3L9y+evnh4+/2Lpx+ePfn6/MXim3efnz798PjR54nnr5/cuXvz0oMHN27dHjt0eKizs725ufXokVPdnYNFeTUF+bV1rUPFDQPlzQfKmw8YnJm9w+cJdBWdaxYrvUK5F0PUxXlqcGTzDj8KBKWWKrMdrur/8rvt2/dg/6/fbf3df9/h9JQlZdYcOn3r/uspR3J+GIJQ2dbX0D+osMe3Do5cffzs0u37Jy9dbeoeyC2p4opk6dl5wyOH799/ePv6jZtjYzcvX7xz5dL98Ssbl/kzwwcO9Xf3dzT1tNbv7+86ODo4emho5MjoyImjg8eODp44ceDYiSPnLx46e3H45Nl9h04WVjVSOZJ/+tPm3/3TnzdV5BY2lJU3V1U3lFc0VlS219e2NdY111V3tTa1NtR0NNeP7O85d/Lw2ROHRg/09rY2eW1xCr5ExBVqVFqpTMHicTkCoUAiJpJJfD5fIhJzOBy+WKQyG0Q6FZ5Fo9IYUrHMojf/f2y9VXBcWYKuq+6+091T3VV22ZZky7ItlVky27ItW7IsZmZWppKUoGRQMjMzKcWUYmZmZpMsM1S5qrq6e/rcuXduz6nzoIk55+FGfPHH3uthP60/VsRaa/8/HksoI1DYTI6YJxLyRUqJQqPSmrRGjUorF8lEArFcJFMp1DKhVKvWVdmr62rqq8trdBq9kCOiUmglIDiPw9erDCqFWsyTYNE4YH5xcQEIAUFCgTAoEIZBYFkMrlKu0evMBr1FIlYwWTxKGYNKY9FYXGIZHYZEFwDBqFIciVxGJtHwBIqAL7XZq6yWCqFQicdR4XBcYT4sPb0wLaUwM7O4qAABBqOBQCQIhAQCkbm5xSkpeSkpOdnZxQBASUkJHo+nsVgSoVDJ4chwOGphYUlKalZ8ckpaVnZeEaCgGJIHAOcUgnOLIPkAeHo2KDUTmJEDzgcg8wHItCxQUlpRWkZxWiogL7ckISk/PrGgEIjPKcSl52NgeNHQ/Aux3pkJofF1jS6Hz7lfCmif2MGw9CFxYCrX4uLiaq/pYwl0je2D3f0TU/PLCyvrar1JpdZbrI7Orv6Jybl3776srO0ZyrsITBOghC1R1Zns7TtPPq6v78mk2u6O/vdvP8zNTmPQiNevnu/v707PDm2uTu2tTv34fHVpoOXL8/X3u0tvthb/7x/efnix+cOrZ798ePXl9d5fP7/7t+8//PT+1d8+vfvyeu9vb9/+25t3v7x+/fn5s3dPtz/tP9t/trU0P9Xf19nsrK+trW1v6x4aHDfo7Xptua3caa3qlBhqZKaGypYRS3W33taKwAmAMGZcChyFVxCpJizFkJFHR2A1EKQyPZeRnk3HkoxfH7l1wy81LBqSnkukci15oLJz14NP+zwopYqbeidhRCZJIGcrDCp79fLOc2dXL1sgySks9jjtjSrFjI6O72xtP93e2lpZ2ViY21yc211e3F6YWZ4YmervtunUGrlYLZfYrMb6+tqGpvq6psb6Fmf3yHDfxOTA1PTkytrI/GLnyERdWzdbooxPy/nm6ImvDrm64FEoCh7DopJFXJZSItQppQa13KRVNtdXN1bZnDXlA51Nc+P90yM9bQ0VFo2SRWXDwKUgABwGRYOKEcBiGBiMAgChhQUgFBJHItII+DI8gYInUGBIdE4BICe7AAZFkonUMgoDhyEiERg0CofHkVEIDAqJLUViUUgsEo6GQhAgIBRQBC4GQGBQJLaUSCJSyQQaBk0ogaCAAEhRPohGZRl1Vp3WxKByoBAEFIRAlxLAIDgEikQgsTg8hVLGZLEFPL5EKJLjCWVldA5fJJcpdWKZmsbkIUrxRcWwUiyFQuMymcIyOo/NFstVRq3WKlUY6XQhkcJBo8vAMCwAgMgrhBUUwPIKYQUAeEp6QXRsZlxiVk4eDArHlyDIkBIcBscsxVKxeFYZXcBkywlkdl4BPDImOTYpNSEtLSUzJy08lF6pAAAgAElEQVSvMCMfnFkAS8+Hp+fDY5IB/o+TwmJz49OBGXnwmKS8yPhscAkhNTE/PxOcnQ4qyEeDIbSoOLBc11rXvoCh62nSquQiotzWdvzSvd8c8RSZK011bZVNQ1JN7b98dSoiOovNVRrMFZtbT9fWNl693G9va1Eq5XV1NXUNtS9f7S2vrnT1DrEEBgJNCYYz1Lranr7p+dmN9ZXtSlvFUF//m5d7W2vLVpN2fm5ye2v1ydP1tubap2uzWwvj24sTA211z9fn9reX9reXPr3c/vv3r79/tfuPL29//fe//PX9i3fP1v76/sXfPrz8/sXzt9vbH548+euHD7+8f/9qZ3t9dq6vtW16dNxZ1+SwV42NTtttNTU1zSZTld5YbbE3G+1Og72lb3S1vnVUrKoqY+tKMDwax1RKkJNZRhrXTuWUkzl2EsueVcDMLxag8AYXF68z5yMpTMfdwJykTHxGPvm4171T5x9Q2LpsIB5BECDIAqHKYahoqna2wlCYuw8CT57xOnXa67KvT2Nj49TU1Mb66vLSwtrS/NTY8Mr8zEh/d1NtpVzEJxNJaDSaQCTz+EIeX0ihMzgikam8vLalrbm7t6Wnr669o6q5xVbXINbqCXSW34NHbidOf/X1EZd7t288uHv7ceD98JDA2IiQ+KiwhOjwhOjQouzUwqwUUG4aBlrEJmPELJKQQWCRCRmpOfGxWYnxOYnxOTFRqYnxWSlJudFRSdFRSclJWVmZhTnZhTnZhdlZBakpWXGxycVAKAqJJZNo1DImmUQjEsrIJBqdxiYRqWQSjUKml1EYFDKdSCjDYUkYNAEKQYJB8GIgDFAEKSwA5ecB8/OAebmA9LQcGBRFLWPRqGwkAluQX5yXCygCQDJzCrPzAHmFoKJiGAiKhCEwiFI8CkNElOJxRCqdxecJZTyhjM7i44hURCmeSOFQGUIKjY8jMokUDlegFMv0ArGGzZMz2BIKjY8nsUqxVEQpuQRJhCEI6dmg+OS8iJj06PistKziAiAKCMECIVgkhlaCosBLy7BENpkmROOZeUWI2MSsuLTMxMzs1NyCzAJIFgCeVYTKKkRnFmBikosTM2BZhWgwipqcWVwMJ2QXwZLT8rMzABlJefnZsGIg4WFgWlvPypsvv8pN3RRhJZFvy0dypFZnVEaxy5+OqezV3lduufzhmMpYf+rs7eu3g+qbuqprGveev5qbmf3rTz/2drYNDnTXN1TNzI5v7qzuPN/uHhwUyUxsoZFIFuqNNaPDcy/33r7Ze201Glrq6//+85cn22s7mysjw33v3+2vrS+urS4sz01sr8wMdrWM9be/2F7e21r+4c3zz692/+2HN9+/2vnb5/0v+ztf9nf+9vH5+yern/d3Pr549v2r/Tc7Oz+9e/tsbf3z/qvBtq650YnZsdm2pvaG2uaB/lFnU6fT2VVZ02Ky1GmN1Y6qjpqm/qGJNam6Ek0UQEvZABgNiRNjSHIcVUNiGuAEBZ5hxDPMV++m8iTNp89FuXk+JtLKD7n6/faPl9Ak3dfHbvzLny9gKKrIRBAcJ2KJrGpzc/vA4vTyM53ZcdPvrsfJU8dc3d3cT/hc8UUgEE6nc2FhYXFxfnpqYmS4v7+7o6ejta7KoddpoDB4Ulrm47DIwOCwB4+CH4WEZ+UVkuksnlgmUmnkeqPCYJJq9QyRGIbDZxQUXb15x/245+FvXV2uXrl047rvndvX7929FXDfL8D/TuD9OwH3bt+7deX2tUs3Lp+9dvHM9Utet3zP+l0573fVJ/BBcFBgVGR4UlhIfMCD8IiwxPi4tJDg6NCQmODHEcGPIyLCY6Mi4yMjYqOj4uPjkgsKi4HFUAgUAStBlcBL4Qg0EoVFYwggcMnBIByBhiPQJfBSKAwJhsBRpXhYSSkACM3JLcrIzMvIzMvOKczJLUrPyAUWw9AYIgZLgkCRhUVgYDGsBI4uhiBAUCQYhoKUlMIQmBIkFlGKR5TiCwAQAKgEUlIKR+HgKBykpBQAKikAQFCYslIstQRJBIBQxRB0KZZKpHBIZVwCmX0AjsjE4OlINKUESYSU4AqAqNxCeFYeNDsfVlhcCoETkRgaGs9EYmgwJBkCJyLQVCyRXYpjACHY9DxQRiEoCwDJAyMLYVhACQFQQiqCkosgpKyC0gIAJjG1MC0DiEKRCwuhmVn5xUBYXHRKRlohGIQLfJzY2DE9uviap2lmKhtQDBOKYSQJ7Hi2DkUSufzmG4nC7Hv9QXFJGVdi+cPXp373h6OlWCpfIP388cvYyOjPP3w/2NvV1trkbK4fHOp9+/7V+MyYrapKpXNwRCY6U1Fe0Tw7vfb5008f33ww6bT9nZ0fXr/c3VqdGh8a6O+aGB+amByZmh7taneuL80466ranbXN9ZV2g+rN8+2/fXn347u9Xz7tv322vjo9NDfSvTjeuzk/9mp79d2zJ//j5x9f7WzvrCy93N4Z7eldmpyZHZ8c7BrsaO7sau/raO/taO9vaGivr++wO5yO6rbyqlabo7V3YJ4lMNC5WiSWn5GLjk4Ep+diY1PhydmYuFRUDoAWnghDkjTRiWiXf7kYGo0g0R0guJRAtbqffvjVt1fDYsGpuTg8TV3GMbb2LlQ2DjsaBiYWdk326lt3/T1PefteuXH12q2gxyEZGVkGg2lwcHh6enp4cKivt9tRbquuqjDrdQadPicnLzgkwvfKDe/vLpz09PL0Onvn/sOktMwCIDg9Jz8pPSs+PTMyMdk/ONT3tt8F32vnLvl6nDxz+sxZl/i4mKTE2PS0lJzs9MLcLEB+DjA/B5ifnZEcnxQbHh/xOC48KD7icVx4YOSje0EP7l27cvP61fv3/B773X50xcfP705ASHB00KOwB/5BV6/cOnf28sULvj6Xr129ctP/fmB0VPxB6OajoNDARyFBj8MeB4cHh0QEh0TEJ6QkJaenpmVlZOZmZuVlZOamZ+SkpWenpeckp2TGJ6RGxyRGRMaFR8SGR8RGRMZFRMYlJWdk5xQe1NAmH6RpgOGFQGhRMQwAKgGC4f/tIjAMhSjFw1E4GAIDhqEOPJNXCMotAOcWQHMLoDn5kKxcUG4BFABCQUpwMAThwEgHz1A4vhiCLgQi8gphOQUlB+QWwvMBSAAYA0OSkRgaAk09uNMNguEPFh8InFgIweTDSgtLcEAkEVJaBkXTYaV0GIIKhZcBQdjMzOJiABIEgIGLIJAiIKG0NCYsIjkxLScbEB6VzOSrazsmoCSJ2NrBN3cUk1VojkVm7UzMKZWpa11cDhfko6oqO4LC08vY6hI067e/P5KZU1xb55yenBsdHnn3ar+3s215aU5vUK+uLb54+XRhdV5lMOhM1TSOisVROlsGlhd3Xr/6sPfkRYXNujI39/bl84/v9vu625YWZ7q6W5dX5sfGh5z1NVPjQ/1d7TazTshhFOZkbCzP/+Xz258/vXm2udjRULkyPfLm6cbbZ+v/8csP+zurf/n0/unW+j9++Wm4r3t2fHywt2d8eGR5fqGhurHF2d7TOdDS3Ols6qyudlZVNVdUNCnVdkd1W0v72PTcLpmh4IhMLL6JytJCUGw4RoihqBgCO4FmiEtF5YKZRJbVxeX00RMPCVS798XIErQqu4jxh298vvrWtwQrjk9HCpU1LT3zOlsbX16hL29TmWoraloweEpkVHxePrAIAMkvABIJZWKRvK62qbOzu7W5zWEv57DYDBqdRqYwqbTkxJSgR6HXr92+cNHX68y5k55e585fvul3/9otP+/zlzy9zn530ee8z9XTFy6dPnvhu4s+Zy/6XLx05e69hy5QKBSBKMHj8TRaGY/LFosEColYKRWp5RKZmKcQ801aZY3DWmkzqCU8OpnwKCD4zp0Af//ghw9Db970v3MnIDQ0NjYuOehx+LXrt894nTt1+jsv7/OXLvs+eBiYkJgcEhoZ9DjsYcDj+/6Bd+899Lv74KAd9tr12zdu+t2+c//uvYf37gfcux9w997DO37+QY/DAwLC7t9/7OcXeOdOwN27jx48CDkoh7l///Hdu4/8/YODg6OjopLi4tLi49Nj4tNiE9LjEjMSkrOSUnNS0vPSMgvSMguycoHpWYVJqTmxCf+V8x8ZkxwVmxIRnRIVm5aYkpuZU5xXCMsrhOUXlRQA4OlZgMyc4px8SH5RSV4hLDsPnJ4FSEkvSE4vSsoEpGQXp2QXp+WCMwtguUBkARidDyrNKixJywWn5oAy8qE5AEQuEJlTjMwoRmaCMTkQXAGMUAQjAsEEQDEGWITKzSqGAGA4GKYgNZNDJOJAgFaH5adXe/WVlelp2akZ+fuffqEIdY72cYzAjBOXE6RVZFmNqqIvNAHU0bX456+87t+IHB9aS80oQZOEh90ueJz2OeV1uaW1a3J8ZmxkdGxocHJ0ZO/FM61WPT8/u/Nke3FtyVxeqTFU8SQmpbq8s2d0ZXn75d6bZ9tPmxvqJ4aGPr97/e71i6c76wvz06trixubK0vLcyPD/a0tjYuzM3qdSquUIaCgl89295/tDPd1tTZWL8+M/fzpzc7q/NL08PevX3zYf/ru9YuPb1+tLMyuLM83Nda3tji3NjaHB4eaGlpamjuanR3tbT2tLT1trb3Vlc0WS41UbrY6mjp7J+eXnzI5aoW6QqqulKlrWEILAiegcUwKXVMhlBkSA5DpnH88dPnrIze8L0SUMR1FYF5aNjk0CuzicjIuBZmei8eSVUZ7l0BegcAJeFK7wd4m01TpTNVKjZlK5fL5cpXKRKWx+TwJlyMy6K0GvUUuVcEgJanJaRFhkSnxyRnJ6aGPwm7fvHvuu4snjp9yPXr8yLdubq4eJz29XN08vv7myKHDx06c8jpz9sLxU17Hjp908zh19dqte/cDEhJTXeBwJAaDKSuj8fl8tVJlNhnK7daqcrtaLpMKeQqxwGrQHOyzSQUcXCki+HH4jdsP/PwC/QNCb970v3L97n3/Rw8fhd7x87/oe+3U6e/cT54+6Xna+/yFm7fuPAoKTs/IycjMzcjMTU3LSkhMjY5JiIqOj4qODwmNDAuPPvhROSo6PjIqLjwiJjQsOjQ0NiAg7M6dgKtX/a5du+vnF/joUURYWNyDByG+vrfPnLl48eL1gICw6Ojk8PD4+w9DDlKqHz4KDwiKeBQc9Tg0JjgsNjgsNjQi/nFozEGY9YPAsICgiMehMSHhcTfvBN6+GxT4ODo2ITM5LT8+KTs2ITMhOScqNi06Lv0gfDQ6Lj0yJjU8Kjk0MikqMTsyISsyISs6KSc+rSApE5CUCUjMKIpPK4hJzo2IzwyLTQ+LTY9MyIpJzo1NLYhMB0ZmgmKzIUnZsORMcGo6MDW5ID0xOy8lJz44PDk4pAwMKogOk+DgDHAutxT8ZGH+9ZPnJoOVw5exJFpH23ApX0tSlNONDTRNvczWlZKPr2+evHTh0S2fEK2iBlJCZ/D1FKb8qPvZr752kyu0SrlmaGC4uaFxe31tdGTIZDIMDw9+/uH7salJa0W1xlBpKm+uru1o7RhcXtr6/OnHV8/3ezra5yYmXr94uro0u7G6MD42tLG5srQyPz45Njs77Si3rSwtm4x6sVDEYTP/+tOPe093nm5v9LQ3//Ll819++Li9vPDp9fO97Y3XL558fPtqdmZie2ttYLCntrZ6enpyenq6t79veGi8taWzvq65t2doaHByeGiqoa5Dry3XG6v15pqG5v7RyVWZstxgbuCKzQyejiuyInCCMrZOa2676Z9QxjEnZKBcXE5cvBJNKDP94c8+OLIeCOX/X1+d++qwD1voSMvBmcq7uRJ7UiZcrqurqB+gcfUGW7NKV6HRl9tsDVZrbV1du1ptplJ4YpFKKtFQy1ggAMzv9v1L56+c9vS+eeX2rau3r12+fsH74qnjp91dPdyOnXA9evzot26HDx07+91Fz1PeJzxOH6wEJ055HXX3OHzM/Y6ff3BIRE5uoUtGZm5efiEEisDhiUwmWygUyuVytVKlkMmlEpFcLDJqVVXl9qpyq0GjFAn5RQBwWnZhTj4oHwjLyC5KzshLSM4IiYyNikuMTkiOjk8Ki46LiImNTkyMS0qOTUzKzC0oBEKhcDSkpLQQCM3OA+TkAw+O8/OLwIVAaCEQWgCA5BYUZ+UWZWQXxCdlRsYkB4VE+weEHrQehITHRUQn+QeE3rj94PKV29dv+Qc+joyMSQ6PSnwcGvM4NCYoLOZRaPSj0OjAkKiA4MiHjyMePo64Hxh692HwHf+gW/cCb90LvOMfdPdh8P3A0Nv3H93we3gvICQ8Jik6IS00KiEkMj4qPjUsOjE0KuFxeOz/+ZGAx9GPwhP9H8fcexT1MCQuNCYtIj4zJDo1IDQ+MiHrwDbBUSlBEUlBEUkh0amhsRnBiXnByUVhyYCo5KKYpLz4+OyEqJSk8PjsqAQpibw/O5n+4LYSB1VggMM2eTmLIMejt8cnf/2P/yRhCFyBtKKpS2ypQfHUBJmFpa/jmxpRVAWOoiwsJJ85cVvEs2oNjb/54/H+0WWX337teeZSSmpWQlyyQWcc7B94uvuko62dz+e/fv368/dfZheXDNZyk62+vKbdUdlSU9+6urL145dfnu88G+jpfv38+fOdzfXlhfnpiY311fn52a2dzenZqaGR4aqqqvn5xebmZiAQxOVy//LTzzvbm91dHWtL8//46y8rC7M97S1Pt9bev9r7yw+fdjfX1teWhkf6G5tqJyfHR8aGl1dX6poaJyZn6xuaOzr7hocmxkZn25p7muo79Rq7RKLTGSv6B2dn5rZUugquUEumSkSKcipbzeKbpJoalbEpIDQDhZe4uLh+fdT3yq04ItUERUoKQMyULJzLb04kZ6Jjk6E0jqm5azYyAaAyNtW1jFmruvFUOZ2rbWju7xuYMVnqDaYak6lGItGVkfkigZrDkpaiiEnxGVd9bnqfvuh16ty505dOn/C65H3Z56zv1QvXbl657Xfj3u1rfpfO+ni4nz5o/L529faN637+9x8Fh0SGhEYFPgr1u/sgOCQiIzPXJSU1KzMr76Ang0yhs9lcgUAkFkvZTA6dSiMTSWQ8roxIopFJNDKJRCIRyHQ8hUljC+kcEZHKxpEZoBJ0VHxydgEQikSjCWQUjojCEVF4PBiByMwrBMNQeBKNw5ccbHCRypgUGpvJEdKYPDqLz2ALGGwBjckjU1l4Eg1LKAPD0CBoaTEEVVQMzy+CZucVZ2QXpWUWxMSnpaTnZecVZ+UC0zILMrKLiorhMBQeisSB4ZhiWGkRGJEHgGYXgDLzgOk5RTmF4Mw8YFp2YWJaTlxyZkxienRCWnRCWmxSRlh0YkRsclJ6bkpmfmxSRnxKVkYuIDkjLz4lKyo+9cA/wRFxoVEJIdGJ0Uk5IdGpB52ECemFyVnAmOTc4KiU2JS82JS8mOTcyISs0Ji0kOjUsNj0sISssGRAeAowKg0UlwZITM5Pis9IjUpKD49ilSCYwEI7kyQA54hBGUMGXj2rtJlHrmFQ5XBErUj2H59/qC+vtFkrlCYHVazB8hRiayNPVy3U1camgKtqBlxcjhp0jVAky1LVdtL7+unvrl7yvUMi09lMHp3KaHG27u+9lIolMplsfn7x7bsPdU1OtcHiqG422OsVaou9on5z48mHD5+W5uYHe3uWZqfWFuc2V5f2Xz7b3tqYmZna2Fp/+vxZV3dva1vH3NzC+vpmWlqGTKb4/PHT+OhYV0fnr7/+597TJz0d7VOjQ2/2nv3z3/+xvjS/NDf9ZHez2Vnf5KwbHh3af/2ytbPD2dba3T9kq6geG58ZHZse6B3Tqsy1DqdJX6HR2OQqc3Nb/+j4ck1Dl9ZYTWVKBWKTylBjrexQGxqLoGWZBdhDbpe/db/qdSEAjOChiQoQnA9FCQ67XfvzkUtcsSOzANs3upFdhJeoa5o6pm3VPVJNDYGmQOK4E9NbP/z4/7C5Ki5fQybzUKgyDktOJnKpFB4KQUqMywwJirp1/f69O4Hnz1x2O+xx/dKNO1f9Ht4JCHkYGhMeFxsRH/Qg+IbvLZ+L1/xu+T988PhxUHh0VEJKcmZcfMqjoLA7fv6Bj0ISElNdcvJBeYUgMAxNKmNKFVqzpdxqqzCZ7VaLw2q1GwwmjUqt1xpsFqvFZFartVqDXaa1StRmmdYq19m4ElUpkZYPgpcSaQKFWm22aa3lRkeVRKPDUKggZCmoBMXgisUKnUCqPlCuSCFW6IQyzX/Dl6g4QjmLL2VwxXyxhsmVlTGENJaYyZXRWOJSHA0IQReBUBgCg86WkKg8cAmuCIRCYalMrozFk9N5MjpPRuNKqRwJlSMpY4vL2GIinU/jSkkMAYbMwlLYEBQxuwiWAyiBoYkoArUYjskFwmBoIpbCxJAZWAqTQONgKUwUgQotJRRBUdlFkNScoqTM/OwiOARNQZFYxUhiNhCRDUQUleBAKBIETcHR+HA8PQsARxAYxUhiZFI2nMBMB6ALETQ8TQyC4NFIIgJQwsOTRKVYNQ5TwSRbiUgjusiIzGvnY+ftkkYqvBaLqsMTyrE4BQK50N71emNbLVNRaGxMGVustdHEGp7CkpoL6+yf/e2/uF30eXjY7cIh93OHXM9+c+QUqYwLKynVqg3NTS0jQ6Ob61tMOquhoenF81cLi6sag1kkVze19qlNVXpTZXVdy8T47E8//WV+emawt2dyZHB3Y3VkoH95aaGzvWNxcXFsYnxufnFkdLyisrajvWdleSM3N99stv7w+cvo8Mj7t+9WlpaH+nr7u7v+xy+//Pjx4+L09JsXL/7977/MToyODPSOjQ6ura0sry71Dw91D/b3DY8Njk7Mzi0vLW80N3Y21LYO904a1XazqUKtNo9PLfYPTXf1jg0MzeUVIehsuUhqqWnqR+F5mfkoOJb39bELv//ay/tioMXRg8SKRLLarHz8b37vWQyjZ+SiNUanxuhMyYTHJYM4Qktj6wRHaLFWdjB4Og5ft7f/U3fvVFRMJqCoNCcbCgXj4DAiDIKHgjHAQnhKYs6jhxE3rt6/evHmtUu3rl+85X8zIOJRdFJUamJ0anhQ9P1bAdcu3fK5eOPG1bt3bj/0v/84PCwuMSEjIiLh3v3AK1dv3rx198HDIBdEKRmFIRPIbJ5QoTc5HFX1B5eYW1q72lq7Wpo7GhudLc72zvau1ua26poGoVTHleh4Ur1YZZHrynlSLYbMOmhR5kpUCr1VbSo32KslGj2OyoCicQgMiS9RqfTWg2oAucYkUepVequ1os7iqDXZqw3WSr2lQm+pMFgrjbYqlc4uVZpEMr1MZVbp7DKVmcGRYggMCl0gVZpMtlql1lbGEKLxdBpLLFOZJWqzRG0Wq0wipVGkNAoVBoFcL5DrxSqTyuiQaixChUGiNrNFKiKdT2YK+TKdSKmnccW4MhZTIBOrDGKVQaoxCRU6gVwrkGt5UjVbpKDzJBSWgMQQoEgsGl/BkxsYQhWJJS7jyjhSnUBpKuPK6AKlwljBlemhmDIcjc8Sa5AEFoYiIDNkCFSZ2VQhoPHaHFUcGEJUAuUWZpeTSydNktVqbSsbZYCkODDZ1eiCplJIM7p0VCToE/JFgKI+q+Xz7q6cy5PwxSajTa7Sc0UKDIGh0FgjYzMOH/P61v38Ifdzfz5yGomhFQDglDKmTm1anF8ZGxmfHJ8i4kntbd1ffviLvbxaqTHWNrXPLW2LlEZ7RaPOWP761Yd37z6MDQ1vrCxPjw2/f7U3MzE+NjTY19P79OnTpeXV7Z0nE5OzGrVheGi8r3coJiaupaXt1cvXb1+/2VhbH+rrH+7ve7q9tbaw8GRj4y/ff/9ye2esp7u9rnZhYmxrbXlrc31sYrS7v298drqtu697YHh8an5sfKbZ2dXTOTTWN21U2+UynUplau3on5he6h+anpnfAEPxbL7KaK2vbxpg8HSxyYCGlvF/PfzdN64XXT2vX/AN+tdvvjt99t4Rd9+jx69QGGoYijM4thkckX33YQIczUVgeMkZJVn5mKDw9MSUYv+HMUAQfnJ647ZfSG4OLCcbGhudEROVnpVRnJFWmBSfFfwo+vqVe9+d8fHyOOflce7iGZ9rF2763wwI8g8N8g+9fyvg6sWb57x9XI+cPHfW99pVP1+fW74+t27cuO/re/uM1/nzF3x9fK/fvHXXhc1XcQRKkcyoMTjKq5y1Te31TR11je11je3NLZ3NLZ1Nzra21u7Ojt6mxtZyR41MZeVKDQyBminUsMW6Mo68BEvPKUaCUCQaXyZQGiRai8pcIVDqMGVMaCkBT2HKNaYDhxyoxmg32auNtiq9pUJjtCt1FoXWrNJbNUa7zuyQqcwCiZ4jUPPFOrHcJJDoyTQhAk2ls2UqnaO8qkVrrCpjiEtxjIMRtalKbapSGSuVhgqF3qHQO+S6crmuXKK2qoyVUo1NIDeKlGaWUE2kCykskcro0Jgr2SIVgcZjChQHfpNqLDypli/TCRWGAxMK5HqeVMsRq0ksMU9ukOrsAqWJLdEKlCaFsUJtqdbaatkSbRlXJjc4NNYavsLIEKpIDBGFLlIoTGaDXS9TE0BQNgKOSUli52dacfAaMrJPXNbNxzVRYQ3kYi0wjh7pJ4gMGGUQukilnVR8ORKqLSlea254Ojxg5LC1XK6QSseVIKUCCQxSYtCZXVz+cN73nsvvDucXoyNi0pPT8vUG60DvSHdnX29HX3V5DZ3KevP6Q1Njm91eK5Jq9Oaq6vp2talCZ6yw2Kte7r15+/b95uraUF/v9Njw3pPtkYH+jpbmsZHRvb39+YWV9Y2dzc3t/t6B2uq6ro7u/NyCtpb296/frC0tO6y2kb6+5dnZ3fX1ubGRj/t7P314t7u81GSzvd/emR8enhronxga2n/5orW9bWpu1tne1dja0dkz2NDYWlvTPDww2d8+YlBZ1CqDVmdubGobnzDdl24AACAASURBVJidnl7uG5zAEhgSmamipr2ipp3KkOMowut+4VvPvnc/dfW3f/D46muvE57X//DVqa8Pny0EEjNzEDZHJ4dvOHTkLJOjBUEpSamg/CJsagY0PgmQlArKyUMUAkrttqbQkKT798Nu3gwMCoy5ffNRdGRKRFhiUEDkzWv3vjtz6bjrafdvT7p/e/KUu7f3yfMXvHwunrt68dzVc94+ZzzPe5zwdnc77e19+eLF61ev+gUFRcYmpPsHhJ7w9PY46XX6zNlz5y+76Ky1eludpbzRUd1a29jd2NLb3Nbf3Nbb0t7X2TPc1zfW1z8yNDg+PDTR1dlfXddCZkhQBD4IQQMhaDA0C4ZhFEIJGQUlOUAUhsKjchUMoepgGsHxdAAcS6Tz1QabrbLeXF5zoAZrpa2y3uKoNZfXGG1VBmulzuzQmso1RrtaXy5TWdl8FbGMjyNxCBQelsiGIkgFQBSWyOaJtCqdgy/WleIY8NIyNl9lrmgy2OsP0NvqdNZaraVGa6nRmKsN9npLpVNlrBTIjTypnsKSIPGMUiLL5Kg3OeqFCkMZW8yTahV6u0Jv15grFXr7gak05kqloVyiNvOkWqZIiSAwSCwxXaCkcKREpojGV3CkOq5MT2KJhSozX2EksyUssYbEEpfgaDypViJWSnlSEZ1dnJpGg4CFcEgdl25CQ2uJiG4ecUbHb6aW1BEBgxJiIwVkAaVUFafRAq524MCjHFI/Ez8l5w6KOT+ND05Y9MuNtcutzdVScbVSkR0d3VrhOH3c4w9fHb39MCowNLEERWls7tFoLPU1zuHBsYnhSTqZQaeyDHorGISEQtFsnpwrVDE4Up210mSt0hltb998/PDhw8rC4shA/5PNta3VpcHent7Oromxye3t3bXVrZ3tZ8uLK5vrWyatcXR4jM/iDfcP/Pj5+4Gurv2nT59tbS1PTY/19bx78ezXf/7H+uzMZG/vcv/gy7nFqfbO97u7n/dfrS0s6LW68cmJtq7e6gZna0dvk7O9q3Nwdmq5ta5LJdGZTeUarbG3b3hyan53d99gKKfQ+Aq1RWusgiLIVIacw9fhyyQ37kY0to25n7r6xz95/vFPnsfcL7md8MkrxIhl9vmlvUu+AS4uh9E4Xkh4RgEAd9c/JvBxMhLN/sNXJyAwYnomKDMDhMMxz527ERWVdvninYiwxLCQ+KBHEXdvB/hcvHHG8/xxV8/jRzyPH/E8cfSU+7FT7sdOubn+l7q5nnJ1PXXihLeX16UrV+6ERyXiiHSxQgeFY2/5BXx7xP3osePuxz1dZDqHXF+hMlSpDFVqY7XWUmOy1VvK6zUGh9FaYy2vt5bXVlQ0VFU1mUwVYpm+jKVCUyQwLBeK4ZTgeCAUPbMIHZtWnJxTAsHQSyl8DFVI4SqxNEERnJANQBLpfKWh3FLZaCyvM1c0GMvrdNZqc0WDuaLBUtloq3baqp2WykaDvfZgymrM1RyxFkVgFsMJwBI8AIbLK0al50GK4QQshfvfyWMlGKpEba1v7bfXtNpqW601LZbqZkt1s7nKaapsMlU22WpbbbWtcoODLlASmSIImpIFgOcUI7kyrVBlpPKkeDqPJ9dprFUGR521xmmrbT7AXNWotlTyFfoyrgRP54FLyegyLpElJrLEZTw5T2GU6OwSnV2stXHlBkNFI09hLOPJ2VIduoxL54h4DA6PTE569AiRmswFA5xi1qhB1sLA64BpFYj8Xi62g4HsZKNHZNQODrpfhJ+QEBpKcxRpjxcUtKdW8ROz5J9j3fMyjjw5WpWVbAAW1JJxK3WVfTrVRJUjPzrG5/LNlBwojsKvrG2XKowqlamrva+/Z3h8aILL4PHYIqPBNj21NDa20OjsG51cml/eeRQeS6Sw+ofG37/7vLOzs7m6Ntjbs7u+vrawMDY0PDEy2trcNjIy9mT3xZPdFzvr25ura9V2R21lFY1IXpmb+8v3379/sTc1OFRhMkwN9H/e3/v7959++fj+y+v9nZmZT8sb49UN75fW/vHm3ZvNnSqTub+7Z3x8fGBkvLq+qaN7YHRsenFhY2Vxq6GiRcJT6DRGpVI9OjK5sb6zvfOcwxVx+DJHldPucDLZco2hqqah2+ZopTLkl64FdPbPHjri7Xr84u9+7wpH0dMyITX1vf1Di3/8k8c333r5B8TiSSIXl8O+14IOHz1HpEgePooPi0gtBmMPHTrJZks9PS94e/v6Xr7jf//x46DI+/eCrvrcPut10fOE1wl3z5NupzxcPd2PnTp25NS3hzy++eb4oa+PHz7scfToqaNuZ/74p2Oux72v33qYWwhT6ezltS14MvtBUPifvjn6zaGjh791dZHrK5TGKrWxWqGrkKrtMk25xlBptNbpTNUmW63ZVmu0VNvttRUVDSZThURhJjFUOKoCQ1EQ6CoiQw3H89PzMWHxBUnZ8GIkDY7nwvFcTJkYTmBnA7EpeTACQ/j/6xyV0aE2VWgtVXpbjcFee4DeVqM2VbGEajiWVgjB5INKDw4cU7KLc4FIEIJYgqEWwwn5oFIYukyoMFU2dDoaOsrr28vr2+11bQdusda0WGtaTJVNxopGgdJEYAhRJFYBFJOSC0rLh0DQJDSFhSDQUCQGT67Tl9daqpvK61srGtsPsNY41ZZKjlSDp/PgeGpSTnEOCAVEEqFYKpbGZ0m0Yq1NpLHShSqtvc5S00JkiWkCpVRfnl2MDHwcDisoJIMB2cGBajxagQCa0GAbqsgCyzEAUvWFifLMSHF6WA0OMK5mjyiZQwrqZo1kSkccFCIqYYmbOuZfW61zjNL3FnldVkInrLAyN02fnqDNTHYS0aNK8f7YiIgr8brk19A6qNZXoHE0CoXtbGhbXlhvrm+hkejnv7tckA+WSw1KpZnGkETFZV664lfGFhYVw2wV1Zsbu/v7++vLK3NTk2MDAxtLSxMjo0+3d3q7+3p7+58/29/deb6ysPhkY6ut0dnZ3GzR6TbmF17tPulra3HodS821j7uPf/bpw//89/+tjA6vDA6PNfTs9be++vL95/mV5e7+vaX1rrqG5219fv7+5NTc+VVtZU1jT29QyPD0yODU/WVLVK+Uqs2aDS63p7B7a2n7R29fIHUYK4YnZjXmyoNphoqU1rb2CMQm5gcNVdsLADhnjz//ne/dz3mfoHD1wFA+IHhJQpNmp4F9bkaYLI2tXdNQ+E0ocSq1FTTWeqO7qmKqja9qZLBEPH5Sm9v3wsXrrm7nQ56FHH/XtC1q7e9T58/4e7pduyEu6vHiWMe7sdOHnc/4+p65ttvTx46dOLQoROHjpw86nbG9bj3N996fOt62vf6/UJIqc5abbDX5hUjvC9c+fqw66HDxw4dPuYiUtklGodUWyFQWDkiHUekEyutKmOlUGoQy01CiZYrUAolWpnSJJLq6Gw5ka5CkmVQnBiGF8GJEhCak15EiEwBpRViITgunCSEEfioMgkEx04HYJNyIGS2RGOuPFhYDtRYXmerdh64yGCvNTnqHXWtTR0DPcPTI9PLTR1D9ppWlbFSorZKNTaxysIWachMMUesFSpMUo1NqDBxJTqJ2mqtanZ2DrcPTB7Q1j/R2jfe0jvW0jvW3DPaPjDZMThV3dxjcDTo7HVSnZ0nN4g1Vr5CrzJXKE0OtaWytrWnc2iyfWC8Y3CiY3Cie2S6d2y2e2S6pXekorFda6uW6qwsiVakscqNFWprjaWmpaFzqKVv3Nkz2jM2X93Sa6lp6ZtYVFmqr957fPXeYwKZDspIR6QlMIC5ZnJpu4TZKaBUY4sNwGQrOL2dDKtE5GoLE6wlOU4qckIv2mw0LjeKu1WIaSNxQoacFiCfaWjbXOwTNl5840JrWlx9ckx1apwtKcaemWTMTBrXadNiUhF4NpOvLobieEJVdbWzq71vZHBibnIhNSG9srz++rW7v/vNn8+fv3nqzJUSFGVgZLZvdDoqNkmlM64sb+zs7CzPLyzPz40NDCxMTSmlsu31jfXVjf6+4bXV7Vf77z6+fvt0bb3GapNyuEIGc3Z46NXO9lBH+8fnz5fGR//26cP/9/OX58sLX14+//n1y2aTcbqyvkusnalq/LK69Wx6oclaPtTTt7SwODoyWe6oNtsqO7v6u7uG+rpHulsHFSKNWqnT642jo+Pr65s2e6VaY3Q6u0ZGZhRqi1xlFstN9c5eNl/N4ChGJ9ZRGFZ4dLreXCuQGOKS8ipq2vuG5oqKcRg8l0gRtXVOVNf1mG1OrsCo1tXW1PdX1nTV1HVW1rRIpXqTqcLH59aRIx4XL1y7fOnandv+ly5eOXni9LEj7seOuB93O3HSzeO420l39zNH3c4cPup56MjJQ0dOHj7qedTtzLHj3qe8fVw9z/neelAIKRWrTBSOOCA87l8Pux1x9Th67PiRo+4uXX2T3UMzvYMzHT3jzrZ+Z1t/V9/40Nj8+NTy+NTyyMhMf//40NDU5OTi+Ph8z8D0wORWdeu4RF9PZGtLCMKCElpSLio8CZgDISHIIjRNdqAwAj+zGJ+UB6fy5Dp7jaOu1VbbfKCWysby+tbKhnZbbbPJUW+qbKht7h6YXFh/8mr/w08v3/+8+/LTxtO3m8/e7b78tPX87ezKk8GJhdmVncWNZyvbe0ubz+dWd+dWd5e3Xmw+e7P+5M36kzdru69Xd16t7rxa3tlf2n65tP1ifuP50vaLicWNgcmFkdmVwanFvvG5sfm1ruGpg9f+ifmZ1Z2FzWfjC6vDM4vDM4sTi2tz6zsLm09mVneGZ5Y7BieaugadvcPtQxMdw5NtA5Pdo3PDs2sjc+v9k0s9YwtzG89b+8apPPkhN68/Hz0FQ5cFPQrNT4gkF6ZW8ilWKspBgs/blPUkWC0GaAZl1KIBVajCIQl1UErVgdMriaBZu3DUQh42lPbLQM8auS/r+R9rxX+v0zVnxyf+xoV7/7og4Db/4R2B353SM9+Rb90zghEGgQqJplCpfAZDQKdxqivqO1u6B3uGRVxJwN3HVy7f4rCk1dVtlRWtDJZSKDXGpRecu3qnsqFVLFPvPnnxev9Nf3ePmMudHB6ustl8L17Saw3jo1NGk62mvvnps5cNdfUSHm9iaEjO42tE4l8+fpgfHVmaGN9dXNycnvrnTz/99OLZ//zh+7+/eEHKzu1SannxOQ4Qrpej4GcD//n8jZHGHm5seb/zdLC1s9lR193Ysbu0tTO/uTW7vj6+pOErpRyhTqHZ233+bOtJu7PDYansbO416cuFfBWFxBEK1UZjpVimd1Q5G5t7RicWtcYqABgTk5CtM1UPjMyTacL45Hwkhm51OHsHZ+0VbUZLo9HiLK/s7u5brG0Y0JtrWTxlflGJo8rp6XnO1/d2eFhMSlL6Pb8HvpeveXqccT163N3Vw9PjjNdJ71Me3q6up464eh49evLIEY8jRzyPHj11xPX0Ubczbh5nPU5fvPcwDAhFYUn01KyCC743/3T42PETp44f93Bz9XB58eLlk6fPt7Z21tY2VlfX19c3t7eePtl9sbG+s7mxu7mxu731dGf7+e7Oiye7eztPXy1u748s7Va0DtClBhiJA8TQMsG4qIzi9GIMlMhFlAnhFAGWJUfRxIVIei6UyBRrNPbK6uaOqpYOR0OLo6m1ytle4WyrcrbXtHXVtXVXtXTUtnZ1jkws7zx//f3Prz7+/Hz/0+buq7WtvfXtlxu7e2tbe8sbT7ae7u++ePNk7/XW073ljZ2F1c3ljZ31nRcbO/sbO683dvYPWNs9YG/7xbvFjSeTS+uTS+vjC6sDk3M945MDk3Nj8xsj06u9I3OTCxvDU0uTC2vj80uLmzuTiyvTy2tTS6vj80sT86vTSxvDU0tt/WNtg6PtQ2PdkzM9k/MDs6tjy9utQ9MTSzu948spOeCQqDSX33zt4XEhIS4zPbUgIz4BlBqqpQKrRbh6EbFDziwnIthpsYyEiDoCyknF9ArIExpOtxDbryA2MIHtPMjzRvF6OeV1G+/joHSrgfq3yfIRBrIGmk+OCQv1Ph7k7ZZ8wSv3yCmM911bNrGda2m31vQ629hkKhwAknKEFUabs7KxzlHPpHBRUPyVS3ddXP78p688/vSVh4vL4SPHL6HKBIPzG1gaH1pKGp+Y3d1+Vm6yKfiiuNAIZ1Xt1Yu+fK6go7M3MS3L99b9F+8+BjwOvnLlSgkYYtZq9TL56vTMu2fP12amRzs791ZX/u31m/988+HvS1vs5NxRgVYUmrJBU+4LLcaorF+aB7hRacMS7Y8Ti7JiBD42DREaN2Otryrj23DsboX1HxsvxTB8tVhTkpa7v7D5fv3FRNtQjaZitHWIhWXzyAIhXWRSWW1Gu0Fn7u7sWV1dnZyamV1Yn55bHxyZ7h+a1JscIeFxBQAYkyNt6xzq7B53VLaWOzps9o76hpHm5mkm21AIIpdg2GgiT2+u8b12LzIiDlwMQ8NLk+OSfC/4fHfK+7zXBU/30xe8fK76+Hm4f3fhvO8x1xPfHnZzPeZx9IjHcfcznh7n3Y6dOXHc6+KFayHB0dlZBZkZuYGBQV5e3x0+fNjd9bi7q5u763GXjx/fv3v35vXr1y9fvtzb23v58uXr12/fvn3/5vWHt28+vnv76f27zx/e//Dxw5ePH768//Tzs/c/zGy/qGzrpwhVxVhqAZKYBcEm5EEzwZgSMhdJFcApPAxTgijj5yMoWSAMTaBUWirKG9vKG9vMNU3mmiZLrdNc02SorLfUOm31LZZap6XWWdPWMzC9uLT9YnnrxcLK7tTc+sTM6sTs8tj04sDodPfAWM/g6MDo5ODYZO/QaHtPf1t3X9/w2Nj0/NDozNDo3AGDo3ODo3P9YzP9YzN9o9Mt3YP1HV2NXT2NXT1Vza32hqaKxtb61v7qxh5rVXNtc7etutFR32SrqattaatrbW9o76xrba9sdFY2tFY2tBrL6yRqo8ZaobE7JHqzUG+Sm8r1VU1DM2voMt43bmfdPC9d8rn3zTceYcFx+ZmA7OS8pJCQkqQAHji6WYxrFROtOEgTk9jKpAjSEssiQrrYZT1sYp+A1MGGD0gxL5oVdmTUpLzoWR3mH3PiraaSRkZEJTpCGHmfFPAg4YrPlROu3x37U0l8dAuB9ev8y5/HX1YyTWwgvMtsmWpqmW5tXxsame7oqdNbxTQuHVt28phnXkYRAcfIzYWSKAIuX9PQOshTWx7FpxXB8QK5/smTV/09wznpuTAg5NKZc0M9Aw/vPhgbneroHjh76QpLInM0Oq2VlQqVsrW5BYcslXF5e5tbs8MjLdU17549/c9ffvnb3v5f1nf6JbpBjlIZm7fNNbQlgutDs/7fyi5NeEoPjmnIA79t60f4h0ypbYh7oZ0MKfjmo0oUXZBerASiwYFRlGwAOi3XqTJ3mqrrlfap5uEKqUXDUvHxPAlDohWr7UZrZ2vb0tz0yvL86Ojw6trW5MxyS3sPGkeOS0yLS0wTSpTjU/MLyzt9AzNtHaNGU9PE5K5aUw+BsKNjgSS6Nh9Cjk0GVNV1PgqOARRBzEZLR0srq4wWGRwaeM8/MSrx3s2Hnm7feXn6XL5w0+vMudOnvbzOnDtx/NTRwydOnzx3zvuK29HTx11Pn/W6/PBuYGJMUkJ0/L3bd057nDzyzdduR44e4GK2V5hsDoPFrjfbdMb/jd7kMJgrDOYqg7nKaKk2WWtM1hqjtYYl0VJFagxDCMJSC5HEAgQhoxgZmwXIhWGRZVw0XYAs42IYQjiZnQPFpAHgBKZIpLYYKxoNjgaVuUppqjxQhbFCZa46OEkkMkVYKq+MK+PK9BSWiEzjEygcPJmNJdHhaGIhCJ6RCwBCETAUFo7GFcMQuUXF+UAwAoMvY3LYPDGbJz2Axf/fYClMaCkBiMBAMUQYlgSAo3OKYVkACLAEXwTB5QKRMDQZhMAi8CQ4jkBksHhymVCl5MuVbLGUJZQzBTI8lQtG4pIy84vgSAAcnQMuAZcSMVTeUc/zf3Y97fL7I3cfhHufu/rNN27JCemJMUmZSZmglCRI+C1y/J1mOmxSzWoklHRS8Usq2RCDas7NUqcmjDLJkwLqGA/7ql71zylnHydzzpgwZnjYIrnKzPqdLvuEOvY78YNrRSdOPfzGNe76neDLF+94Hvf5859pQMiv//GrmifPufcQFxZBT0yhJKaqkaUDZtu8s2Wuo2uooSniQcDvXVw8jp88e+6C9/lL1+/cczvt7XX5WnVzB5bChCJxL/ffxcelNNQ2z03Ohz+O6GrtvuJz/dPHH/3uB3b2DV31u8+VyiUKJY/He7KzCwdByjD4ncXVudGxzYXFf/z05ee3b788fd5lsLYKFPig2JeOVmsS4L3U8WvjqNQ/Zldpz/e+agKX7tR3IINjpIUl5Oi0Ebm5xD/815239XQxIjyFC4AHnrlYwZd1m6sUeOZIbSc0uSDIx19KFQkpAhlLopNonLWNS3Pz2+sriwsz8/OzU9PzQ6MzsQnpMAQuOS1bqTG2d/V39w03tfQOjy4uLj+zl7fn5mFy87AFBRQ213LbP/HQ8cunzt6cXdxxVDV2dfY92dnde/pkaWamq6Wlr6NrcnjcWdci4shyMoFXfW5fOO/j7X327HcXz5w+e9z9jLfXpSuX71w4e8392JlTHmevXL7x0P+R/70HF89fcDvmeujrbw59ffgAFxpXTOOKqRxRGVtIYYkoLBGZKSQzhXgqH0/l48sE/yc4qiAyOTcxD5wPxULwdCSJDSglJ+WAAmNSCktwKCobS+ciKEwsnQslULNB8NR8CALPZPLVcq1DpikXyEx8qZEvNXLFeiZfzZMYBDITS6AhUIVoIodIEzF4Kr5YxxWqOAIlR6Bk8iR4CrMYVpqZBwRCEXA0HoklFMMQGbkFWflFSCyBLRAzOPz/gi2gcw4Q0TkiOk+CITNgWBKKRENTGBA0IReEyCiEYCncUiILhiYTaJxSUhmexsCW0Wg8gVCllOq0Eo1OqFQf3CQgMQTQUlJuEQRQgoRjyXAsGU/lup067/Ivh377r0ePuHnfuff40CH3I9+652Xmx0XEJEZEg1MTsfGBoqwwCyyzClVYjSxqJZRMiuibBumnRls/FdpJzO+h5b+sY35o4zYTI7DBLtb/xdRdf7WBbXHDZ+7cO1ZX2kKNAnV3t6l7qUEFd0vwQIh7IO5GHKJE0WDB3aGFFnepUpuZe3l/6Hre5znrs85/cNb+Ye/9PTErtKQNOv5OHXVfK89TG/Qn8tSJ8/9eGXTu8YUd564cPHti5wGPW3dCI6OspVX5ecXnN7vcd9kUefr0iwP7r25cf3nTxpNrHU+udyrLkhs4LHE6HpsUj4yP8bx748yhA2QC1mw2X7p23euFr0KpzlLp5Qr18WPnLpy/dvrUn3qd9fKlW4FB4XAE1ts/6OKV6xEAoECY4eHhYTEY46OBydGx7TUN9fbyhvKK190dnfV1ZoVCzWC3GnMywWjY9ccNeJ7uBVDuEdCIYdxduUkDQkiSIA2Z+uA/r0+U16tQaSYC3WPnodTHfmGX79JiUpO9g56eu1ShyRahiRqGIFeq8bvtGejhjYqDkhBpFAxJLpJWlJa1Nzc1NtTU1VY2NNSpNQbPZ/4h4TFBoQCuQJZXWKozWEvstU2tPQW2mshosI9vbFBwChLFPXTo9vqNRza6H//pD6fDJ6/VNHRPzc5NT89+//rtn2+fv3x4+9fnj/98+fJhenZmfPbt5Pvy0lpICuL0qfObN29xXO203tll1UrnxYtWLVnouGSh45pVm9as2rTR2W27++6tbjuc1jovW7J8yaKlC/9YtPCPRQv/WOIQB0XHQlBAMCI6GRaVBI9KgkeDEIBkZEQCLCIBFh4PD4+Hh8XBQmOhobHQkBjI/Wchj3wifEPjwuOh0Ulwv4j4u55+F255eIdERydDYlJgEYkpwJTU0LgET/9Aj2e+QWEJIDARS+BiCVw4iv4DDEmLjoEngHCpMHJyalpsAhoQi0hMxkORZCiSBEWm/ZACw0THJT/3C7n78GlAaCQgHpSQAgmLjvF84ev5wjc6LhGbRiaQ/n/UH/AkGp5EQ+DJMSBocFRCKCApLDbZNwz48EXwrUfPfUNi/IMBvoFRsUmQOFAqFIVFYAlkJpMjEvElEo5QTGVxiRQWEkcCxkO8/SOeeQc99wkEQzF0jmjteveff126bsPW3xet/m3ByhUrnP7z799XLFt559qNBzduely7GnD/duLjm/y4QBUUyIv2zgD62tJB5XSwEeZjhD35VsNWQ87SQzfa6Oct5EPZxB2Fgn2F4t0V1jP67BNmzbUy7gu697Xw09fPbrqwY+P1g/uer1py8ODBO8s27H0QlqQqbM5QmKOePr6xfaPH/q2x964IkgFlGaxiLtVKwSGeP7SSsE2Z4iIWdbaidH6434hDeR49fPXE0ejwkCA/X4PeSCEzdDqrxVJsMhXzBFmENI5Mma1U6nNybXyBuKioJCND0tDQBIXC1cpMKCglLjSyrqS8rsxut9laGuobq6szhQKbVtdoyiUERw1bS0Dnb/dwlDUoOujsDTM8LeTcVR2JPlzTOFhV35VfrKMwm7JzW4z5pQptc46tUKkLf/SUmgrtqaiWppFfXLtNh2FunrwY8TzgxT0vMipNyOBWFNt7urrbm5vaWhtrayqUSjkAmODxyJtIYmMJ1B/d+aLS6uKyGhSWcuXaw5Onr584eWu1484lS91Onny4xe2U85bDK9fv8g4EkumCua//vHv3bu7Th/n5v+b/99f8P9/m//76z9e5r5/mvn36OjUx29bSqVBkIhAoICA+BpgYGgJ4cP/5sSMXnddtdVrr7rhq05rVmzesd3N22rxyxZqlS1auWO64cMHShQuWLlywzAGQAo9ITA0CJvpFxPuGxwVEJYbGgiMSYJGJ8B8vJywOFhIDCQamBkVDggBgT9+oEAqCewAAIABJREFUx94RLwIAoUBwRGyqdwjwvqfvdY8nzwPCIhNBgKSUiITEmGRwWFzss8CARy98gkPjk8H4NCKXmM7D41g4AjuNyCWkcSlkIY0hYTKkhDQuJJUYl4AEJWFSoUQ4mgJDpf8AhmMB8Sk+geEeT154vvCLAMaDIPDouMSnPv5e3n6xSSkkBoPGYtLYdBqLSWMxaSw2jcWmsrhUFi+Nyo4HIwIj4oIi40NjUgIiEzz9wh88DQyLSoyMSQImgIkUBpMnVGVnm/Ly7DU1TR0dzZ2dtU2tRfZKg7VQotQSSNz4JDgAkMThiqzWorMXrq1as3ml46ZFS9cuWe60bp3L2nUbVy53XPDrby7OzhdOHPO4etn/wZ3IB3fin9ylxYURw1+EXTuGD76dz4w3UfyHSrCDpSBm8hZE6H84iOVlugM1uYeLsnfYrYcLco7zFDt1ptsmzvO04Acex664O57ZsOneSqc7y5edXrL88LZjd+75J+479Sg6AipAIfDBT7GBnii/R7F3LkZfO5N45xLS85YoJtiCTtFD4lpEzJcyfkU6pkcmqBdxUOEB104doWBQaHAql8ERCuRcroLFUXAEWTAUhUwVShV6hVKTm5svFmVoVOospaow32a3FSNA4ECvF6XW/Oaq2lft7a97X5WWFBGxKL1clq/M+t43HH/3cTacmHThDi8AyI9MxAeEy/EkozBjoLG5vtBWl5uvZnFUNE5Rlq4+zzbc0c3EpwsotP7mltaSkk57RZne4H3nfmpUbLR/sM9DzzQkTp+l7m7v6Hn5qrmpoaWlSZ+tDg0PCwyJJlEEfgEAnSG/rKKxvetNQVHFsZMXzl64cfzkFRfX/dt3nNqw8eCSpW5bt55133Z2yeptqzft8g2OvffwxdTbD9+/f387O/nh7fj8/77N//Nl/u/P8//7a/5///3n2/e3M++GB0cGBoY6O7sb6lsrymtLimrMRhsMQjx98qrLpt1OTlvXrXFzdnZft85l5ap1K1etW7tu45Klq5YsXbV0iaNDTAosIj7ZLxzg5R/m6RfqHRIdAkyKSoRFJcIiE6ARcdCwmNQQQEpQFCgwMjkwHBQcmeIXkhAWCY5LxsSDUL4hMfcevrh65+FTn4CwmDhAQkJEfExcclJkQqxPkN9TX28AIAmFIrGZYg5HymaKuVyZkK8UCjNZjAwuV8bnyqlUPgZFhsEIWDSFROJA4IQUKA6UigGlYhJS4JExSd4BYQ88vf1DIlIRGBqbl05jJkMRyVAEkyc05+fbq8srqsoqqsorqsrtVZX2qmp7VW1ZVZ3WmMvgZkDQ6TAsGU/hESgCFIEFw9CytNYsnTlTayooKbeVVdQ2Nze2t/cM9L0eGugbGXnVN9jY1llaWW+wFrL5SgSaRCaxqiobb1y///PPC5YsWbtwyRqHnxcuWe70n/8sWr5izdLFKxb/sWDFokVbnNYe2Op25uDeWxfOHd7qenyH22HXdct/cti81CHK66iM6l2oCk2H7JZyjmaJ93MYjsbsbQbT5kzVGqN5pyn/qLbkfHGtj1Huk57w+MGl69tczjitv+y2zePg7ntLF25dv2Hfzh0nHl33e3T6bsi587F/noLfv84N81MlA/IJsOYMZmMGrZ5PLiEjX6n4vRrhVKHmY7m5jk9skDKqVSJSMpACTZKz6FQcUZ6h5HCkbK6SRBXDUXSp3MhmS5gMnoAnlAkzLHqDgCcsyrPlG6yw+JRgL99Sa35Nid1qNOXkWGg0Cp/PVUjELxsaBhub50cmzRT2UJ7diKVmk5hMMIyGQOdodf1d3e119Q32cgGFpuaLC/Qmm9FaX1mdY7Ga9LqepiYJlTrQ0tJdW2vNzLQZTAQYnILF0dJIJYUFXW2tzU0N1VUVanVWUlLCg4eP0Tjq7fvPFSrL249/l1e3XL358MCRs7GJMBiKTGFk4NO5icnE3fsubt5ybPOWE67bT7vtOnPiz7vhwNT7j7xfvRmYn5///u3T54/TXz5Ofv009W56aHzo9fuZyf/99f2vb9/fzb4fH5+cnp6dnvkwMjo1MvJ2ZOStyVQcEhy/fduRTS57NmzYsWHzjvWbtq9xclnj5LJh87YVq9evWL1+1aqNDnA0LhEMjQDE+gaF+gWGhUQC45NSwXBsYjI8PhkWlwgBxkMAseBIYHJkdEp4dLJfUMzTF5E+/jHRsVBgPNwvKPrBE997j7yePPcNAwCi4uIiY4FxyQmAhBi/UL8X/t5JoJT0NGqGSC6TZkolmUqFWqM2aNTZ2XqL2ZRrNuVp1NkSsVKcIVdl6U3mPBKVQyCxcWlMLJGBJlBSEThgAjgkMjYFhuKKpNaCIku+Ta7SylVae3Xd0Nj40Ej/0Gjf0Ej/0Ej/0MjgwMjwwMjowMh4XXO7MccmEKuEcq3aWGjIsWdby3XmksKSmvxiu7WguKK2wV5TU9fSVN/a3PW6p/1Vd/eb3s6eN03t3ZV1LflFVVKlkUQRZOvytm/b98t/Fi1evOaPP1auWLV5leMWB4ff//PbklWrnf7z799Xr3Rc77h24b//tfy3X1zXrd2yxnn7+s3Oixc7/vafzYt/XfuLg/tyh/tn1lJTb5jEPiruzWz59SLLHR7D3Wo4UVZyOTfvvMl6oaz8UWsDoMoQJ4T53TtwdJnDUuefdy512LLGYZPLHy6bFjhv/GXt/mXbQ848UINSSwiYAiyynEpo4NHbxOyerIwyKpoX9oLu/5DgdZMf8UwNjqgXEfuMIgU4TJAUoiOj8MBgXHw0OjGRjCHCIWgORwpDkMn0DFAKFgYjqJQ6pUSRozOI2TyrwSIVSgyZWgqa6OPhpZVkFlvzeCw2GAzG4NBMNqO6urK9qb6qoKCtuLSnrLrZkNdmsWVSOEwMHgtHNtTXvn79OjfXyqYzDGqtjCfkM9ldbe0FBQUVNdUZElFjZTmTgHvV1NBWXZklEBgzlcy0dAwMlsHnVVbYa6orKyrsxcW2pGTQ5atXfAND/IKAQomuu3cchiIfPHohAgAKDo/zeOzzzCfcLwiII/IodKm98mUKhLpj18U16/c7/Lr2/I3HUDQViaW0d/d8+fLl+7dPX+dmJ0dfz70f/fJx8v306PTE8PjwwNjo8Oz0zMTE1PjY9PjE7MjIzPDw7ODgrK2wFoGi/vi4ZfOWfS7u+ze57l27aZvzpu0u7ntXr9uyep2b41o3BxaTTiTiU8HJAEBUVERkXFwcHArD4QgQMBQKhScnpQCi46IigLExiQmxyTFA0NPnYb7+McBYBASWnpSM9Q+Kvuvx7OqNu/ceeKbCEfwMsVSp0Bp16mwNnUODoaFypayysry7u7ujo62tra2pqaGpqenVq+7Ozs7u7s6BgYHe3ldVVVUVFfaOjo6e3jfFZTXWfLvWkJ+ltar0FpXekqk1yVXZGoPFWlBc09hS3dBsLSjKKypt7Xo1NDY+OT02OTUyOTU6PjkyNjE6Oj42NDY+NDZZU99izLFJFHqFymSwlJhz7XpLqdZcVF7TVF5dZ6+qLSqzG605WVqN3mS0lRVV1dUW28t0RktxWZVGb1VprWAIgZDGcduyZ72T+9LFa3/+ecmyFRt/XeD4r1+W//u3lQuWrPvXfxb/+uuShQuWLl+64o9ffl3y+++rFyxZ6fDbvcMXHxy58PTk5YcHjvudPBd95Sro7k1WhE8hDZZDiisXgtTopxZaQLk0ukweYhA96KuHtGoDX2miBzRI+sPLMq9wxpVw1vWktCtxzGdgwqNI9N2AuDMPbzoe5gZA6tiiBj77jTZrIFvTKhZU0EmC8IBnu7fc37LW54Cb3yG3gCPuMX8egt2/IIh+VsKAN8io5SKSmY4Ro8GklERccjIehk7HkWkUfmoqNjkJSSIy+Cwhm8rkUxgKnkgplhNRRCVfxktn3btwTcLgi+hceCoEg8Eo1arCUltOnjU/L6epsqq1srrKnNuUX1ptKaAgCfR0skqtffXmdVVDg95k1Omys3V6TWaWKjOrrqHeWphvLbURqenV5aViFrOlqqLOXlJVbCvKsxLQCB6Lnq1RN9TXdnd2mc3mqKgor6fPb9y8HZuQojXYbPYWn6C4bXtOxILQBCo/IDw+IRUbEB6/98g5sdJy+aaXbxAIT5LkFbX7BIICwlNvPw4SyU1kusBeVfv169cP72emJwa/fJz8+HZ4erxvuO9l78v27vaWrs72l13dlZXV1TUNNbVNNTUtlTWtZmsZBsd8+jzCbesR161HXLce2bz18Cb3Axu27tvovm+D294Nrvs2uO7b5LrPgZaOJxEx6ThUGh5FJxH4bIZSItJmKXKNRoshO0sqpZHIaCgcmgIGxcZHRQC9vIK8fQGAGDgCRUWgKJHRKY88/a7fehASDmBw+EZrjq20pKahvqah3lqQo9Rk5uSZu7rbRkYH+gd6e193d3W3dXS29PX3dL9sf/mqo3+gt/tle3lFSXlFSUdny+u+N+VV9YUlNaackmyzzZhjM+cVm/OKjTk2c54tv9heWddYXF6Vqc3O0hlKKqqb2tq7X3V0v2zr6GxpbWtsaKqvqautrKqxV1XnF5XKM7UMbgZHoJAqs6VKI0+i4QgU6RQmmc5gcnkcAZ/GYqbTSCw+W65SyDKVar1OlqnW6M2ZaiMclc4TZO3ac2LdOvdff12xYNHa9Zt3OzgsWbh805JVbg4OS//12+rFKzf98seq3xasXLBgxa+/LPz9t0UHdh4EhyWRYjHpABQyIIGbQBCDiNAHgfxocAYwhR0SJYmNZwb6S+Ki2OF+4rhQUXJAFi2SnHDLAPHMh7ywwkNLcPA6NKcOIu2jFvZwipuluXVKSylLLoxBQx/H0MIQ5QJJg0JcQCeRg3xCz53w3LP14fZNj3e6RJ455LPPHfPougUZX4ABVVKRLQKSjZhcSoXmpoGMBJCRjDSy0lUMMhuLRaeAMTBUbFQcIDwGA8UySUwGgcbAk/kUFofKwUAxQhqPjiE/unJbwRKK6FwCCkcikZRqlTk/V2fSm83G6nJ7XZm9MNus4klyVCZgGDAzU9X+sresrra+oz3batVkG+SKzCylymQy9fb36XLMKquRr5TW1VaLuKzi/JyB3pe9Xe15FiOLRpbLMlRZyu7u7srKyhfevo+fPNu9/1BcIriorE5tKD54/NqVW885Ii0CxwIkINBEdmwy6nlAVFwyRm0oPnbmJp2jiQOlHTt9L7+0vaiiO9NQhsCxAkJiB0cm//vf/05OjHydm/3ry+yndyNjQ6/aGqutJh2Tlh4fF+Pr6+vl9czjwZObt+5fu3bvxi3Pm7efnr94f/+hS1vcj27eenST+5GN7kc2uB90dt/n5LbX2XWvs+t+5y0H12856DDU2znc93Jy6PXM+ODH6dFPb6e+vpv5/H5m5HVPf093e31tgcWilcklfD6XQk3DEhMSEMA4ZBIYh8YzMQRmXBLymU/onQde4YAEtkBcUFJe29Ta8ep1fWtrttUqkkpKymy9r7tGxwb6B3p6ejs7Optb2xpe9XR0drW0dzR1v2xraq7NL7AU2nJaWutf9b6sbWgtrWi05tuzzTa9OT/bUqA352uNuSJZplihytRmC6UKDJGES6eIFVnZZku2UZ9t0Oh0GpUqU6lUSuUysUQmypBkyJREEj0FgoTAcWgCBYWjpsIJSalILJFEopC5fJ5EJhaJhVw+SyITZRv1WWqVTCE3W/LMlnyhUKFSmcPDE5cu3+jiun/hUueff3f8bcnGBctdF65yX+i4/ZdlW35evMnhF8eN7sd++tXR4edlfyxe99w7PDYG9uRhyL1rL2CJadhkEioGR4wnIEIhiMDELBzbQBJYKLxcBq+IJ+rNLygVCetNenuusak0d7K8YMRmel1bONDe2FxYPdk6+aZi8E3raFVHZ+PA64qGJr4oMz6J+NDD9/bZU08vHbt5aNvdwzsSntwmhLxIC3oqAIaIgcGFeFgJHtrOJc2X5f1VYHjFJXdxiDZUbAkZVMFGFVBgSnQCKzmamgSkQpJhAEB8aHhiBAALRpCQRFwqmgDB0XBULo1HxlEEVC4Jgnt6/QEXR0uDYqCgVA6HJ8/KzNRpMhQylUZdVGgrzsvTK7L0Mg2fIUhJhkkUWcVVtSqzpbyxKctgEohlKrVWJpFnZqoaW9tySoqlRq3SqGvv7JCKhEad9tXLjiJbnsmoKy4qlErFeXl5za0tNDrz0LGTjus2psKwOfl230DAoRPXU2B0bFoGIAETn4IPA4D9Q+NRBJa1sNo7EMgT68/8eb+6ob+08uXNe4FgJEuuLk1GMJ/7xyKx9A9zfw8Pj859+vD54+yntxPvpofGBntftjcW5pnJadhnTz1PnDjh5LR+/QYXly3b3Nx2b3LZ47xh54bN+7ZsP77J7dhG92Mb3I46ux1ydju01m3/Gtd9a1wPrHU5uNbl4LrNBx3m3k1+fj/19ePMt0+zXz7MfpydfDs5Oj02NPduZu7dzMzYWG9nZ0tdXX1lZUVxcYE1XyzVk2kSFI6BwjHgaEpMAtzbP+rBE1/fwCgMkSpRajWGHL05VyhVQlG46LhECo2cpVYYTTqVRqlSK2QKsVQmylTJVWqFIlOapZILRFwcHkVMx8nkGXpDtkprFIhV6VQeAkNOReCSoehEMCIOBEXi0pC4NDyJisASgAkgEATO4AoUKrVaq9JoVBqNSqtVa38cXbZWl63PNjM4fBgKC0PisGkUPImGIZJR+DQancnhsWUKqUqjlCnEfCFHJOarNEpdtlYkztDqsjOzdCKRks9X/P7b6vUbdzk6bV24cvO/Fzk7LHT+faW7w6/rHP691mGRy5INh/+1bJvDT47L1x9cvn5/YCQsFIC8dtvv+fPEsyee4KACj8t+J3ZcenbJ++aBG36XPJ+fuhN6yYMFSOXFpASfvZL66CnWxz/ugWedtbjOUOh94HgehdJUabPXltU0d9a2vrbXdZe2dVl6Gm2j7baXdVl51vtegYcOnvS9ey3W8zrY5wElNjCbjMhjYHLJyDI2sZyJaxHRh7TiUa1kXCf9p9Q6X543rhWNarkv5aQaJiwPH6+BRYpAwVSALzbcBxMZhAJGEkEgMgyJTYanAlPg8fA0RDo6FYeBYklIIiIG7H//GQtNxibDsRCkSJAhlsg4IgGVzRSJM4zZBoNaLWbzhCxRsG+4RKIy59n0eQX6vAJrSZnGYObyRHm5NpPBXFBgq6mtt1VW8DNlOfbioZFhjUYjFUtevuyqqLBzeGwKhYQjYMlUSkl5BQSB3rH7AI7I4AtVZy7cvnPfN40qT4bSI4Bon8Ck+09CnvsDqWxZZX13jq1GprJKMq1UtgKFF5TX9J489yAZxgqKQoPgnAeekbEJ6C/f52em33/+NPe/v77OjA9OjfbPjA++nRwdG+5rqKmUyyRoNPrPPy8fOnx8165Du/cd37Pv1NYdx113nNi+5/xG9+Mb3I+vdzu2zv3IWrfDa9wPOrodcHQ95OhyyNHl0NrNRxw+vJ18Pzvxbmb87fTYzMTo9PjI1Njo1NjocH/f6ODAwOs37c0tdVXV1eUVpYUlFnO+ItNMYUnhWDoERUmBp0fGQp/5Rd339A+MSADBcHAcBYJOh6DTY0Bw/7AYv+DIdCpDqsxUa3SyzKzMLLU8SyVXZGZpdSq1Vp6lylJp+BliHJ5IIJFlcqXOaNGZ8iQKPZUpQuNpcEwaDE38kU+AJpBQ+HQCmYYhkpKhCDQh/UfNUavVGpVaq9boNFqdLluvN2RnG/XZRmtOHo8vhKMxMBSWQKJSmRw6h8/k86l0GovDFEsz5EqJQMSlMtLpTIpAxNXo1NlGgzJTJVeoi4oqDxw45eCwcMUql0WrXBz+vfwPx60Of6xz+NV5xZYT157Gnr4XtmLrBfejHr84Hvxp6e7bzxJ9I7FXPCJv3Y2+eMyHBlOHP4DcPvQ05Sks+WECPQSFeBgBv+2LuOlFfuwDPHLqrdlK9rjPee4pDQv/Ym/y3n6kHIEjez36OthRXplrq6+o739T39tT2tlQM9ZUM17TMlTT+7rh4dnzXkdOMIJ9WUFPVKDIonRoGRVZz0/vzuR2KFm9OmGPVtCjFdSL00uZiBYFbcAq7dGwp3MlEwZuv4raKcHXcxGF6QlZkBBenC8V4JsGCCTGRhOSktAJqZAYCCQWCQfhkmLA8GQEGoQEhcaFPvQhJaPhwBQUCM5n8ZhMNj49DYXDUuk0SYY4g8un4tJRYCwRR9fr80y5RSpDToZKY8y3SRVqHlekECvNekuFvbq9vTOvuJghEtob6u1V1RZrLoVCM5iMFVWVmmw9IY3I5vMMFmtpRbXThi1+QdGgVPzla0/iEnEwJCsyBhMQDnn4LPrOo5CIWKQ4y2qraM4rrbfYquXa3O7+GUASmi0y7Dt6zcMrEoLi+YYgLt8KPn7mAQrL+zg3Pz318cO7j98/z/0oCW8nR+feTX///PHTu7d9b3obGxsVisxoQNyR4+e2uO/dvvPo7n1nd+4/v2Pvhc3bTm7adnr9tlNO2447bTu+ZttRx61H1rofcXQ96uh6dM2W4w7NzY2NjfW1tdVVVRWVlZVVVVU1NXV1dQ2lpfaKiqpye3VBfrHFnGcy5mg1RplMA0ORE8C4uGRMCjwdjCABEhC+wbGe3uFRcTAwggRBUcAIEhRNTYIQYpJQIBiBzhEpVXqV1izP1Kq0ZrXOlKUx6QxWpcogz9RmaUwZ0kxCOiONzJDINRq9VaXLEUrUFIYQl8YkkJkUJv9HRAGNzacwuUyekMriognp6TSmLEujM1pMJovZaDIZzAa9Ua83aLV6jUan0ehEGRIMFg+Ii49JSISjMUQyicxk0tksiUysyJTrDRqTJVutU0oVokyV3Gw1FBYVVFRVVlRWNzV3yGSan39etN55x8IlG/612Hml60GHn1csXL934YZDiUQZmKqFcSy4jGIQxeB+4umFR4l+MYx4tHLfWZ8/bwPJpBw+o/jWhbAMqjVXVnXa9YLnyYcR17x7jOVxVx967jj0WqXnB4dzfAOY3t64ew/MKbjw/Wd5z3wD9u+xK4Q97fXVXe3F7R2vxqcaX3X2Tfd0Dtb2DNd8mn4JunMXcf1WATzJlBxay0CNGTPeFai/VZreF6nreJhSCtiIiEq5fdzvmAviyTlu9ONsbNSgRdguwPYryBN61oiW2p2BqmeCqhigKg5MnOhPi3qBDHoBCQ2BA5Lg8fCUGGR8FCQRmAIDweHx0PhAQOhDH1hEYnxAVFJ4HBmfjkXjUqGQlFQwBoOhkilkPBGZDE2OSa0qb/LyCti599i+o2dv3H8ilGYJhNLIMGBkUCQkEQJNggp4wtxCG1Mk5EjEDS3tYokCi0srKa/IKSjUGrIzZFIynZFbaIOjcZvcdsJQZN+AWDorMy6BGBQODwiD3bwf8uhZTEg0AphEEMot9rru3JK60pp2nbWUJdLY67plahudp2UJDUkQxoVr/svXHr54xcdkqa2q6a6v7fjwbm52cuqvzx/n3k2/nRx9NzX+6d3buffvZqdnxsYmBvpHLNZ8MBTz4LHP6fM39x284LrjxEb3Y667zrvsPr9p97mNu8467zzjvOuU086TTjtPOm09/YNDhkwplMh5Isn/O73GYAvwaXQyjUuh84gkJo7IwBEZSAw5GYINjEjwj4iPiIOC4GkQDDURSgAkoaMTUXFgPBzPwpD4RLqYylUSaBmYdCGVrRCItVpDoSa7UJ5lztLmqXR5CpU1S5srURilSqNKly9VGtOpwnSqIEOWnanJkSqzOQIFkczBEOhECovBzRBIMsUKDY3NJzM4TJ6QzuFjiCQihS6QyKVKlUKuUsozFbIsuVQhlcolEplEIhOLpRkScRopHYFCppNJIqkkU5ul0mnV2ZrCooLikoLyipLKqrLikvy8fHOZ3dbcUl9XV9PS0tLR0TU+NnPt6t1FC1YvX7phyfLN/1qy8aeVW5a7HXH43TkWL/YEEl8kMm8EIL1BvKfxnLg0Uwo9nyCsBKBUIKIRTLeCOBZvOA+rKIJwsmG0LG1+g0iRl5Nba9TZ7LnVGqG63Fg0UNetoov5SMrn3olMLKPbXDTf01/I5g5X1L7rm6is761qm3j16tPL5pGxVwODXW29r5veDnSXk/niFyHtGdQBC3e6SNGjpRWmx8vjn5K8L6Vc2we6tDf6pBvV61IuLLyWAp40CL4WqboEuNEsZq8I38YCd3DAryXIQSWmR4JsFaTmEQAaNIALikKHhyUHR8aFJMSEgqPCUgJ8I6LDgPGhsdHeYeGP/aHhieDweAgwGZYITo4HxcUlxMYlpKaA0XAEMjkVBIgnIkmnj19Zv347jZVBpPGOnvlzi/tukzF3yR/Lrpy+7HH17s0L1zesXZ9Oojx8+vT4+YtIDPHI8TOuW3flFhYbrTlgBAJPJuPJZLlKe+HKjQuX70THQsFQSlwiISAU+sIv5fLNgOt3g/xDoclwBpYk5kmMLJEmPpXgH56QjEhPgBAToWk0rgaQiI+Ixdy4F3zktGcMiJUC5YmluVK5uba6bWby/cfZD59mZ99PT7ydHJudGJ2dnHg7NT09OTMxMdX3ZuhVT19lTbNSZYKhyM+8o06cu+u268y2fZfc919y3Xd5y76Lm/dd3Ljv3Ia9ZzfsPbt+1/n1uy6u33XRgSNQcIVKnijzB45AwebLWTwZiycTiFVCiZrFk9FYEgojg0DiQtDkwMikgKikyHhEEoIEwdDBGBoMx8RQBFAsA03mY0h8LFVIYskIDHE6Qy5UmBQqqynHbjCVKFRWlSYvU5MjUxjlWWa50qRUWw2mYpUuh8mR0NlimTJbrbNkZumEAgmZxMDh09PSqUwWTyCUiCUKCpVOptDYXA6TyyGSSRQGXSSVyBRynUar12kM+myTMdtiNubkWPJyrXl5OTqdRiwWiUQCg0FfWV3R2NxQ11BbXVvV0dUhirgGAAAgAElEQVTa0dXa/bK9o6u1obGmstre3FL/pr+nq6trfGKqtaVzYHDMaZ3Lr78uW7JonfPGPUucdv603MXht7VHb/ldehp7JwB+4nb0EwDj2CPwk2RxLKXAD6IEk/PDUxUxGFUK1xrJ0SRm5QcztSBpHlxsIWXlMjT5fF1htrVSn5nbWlTbaC4tUVlfVrV1VrZUmIsGqhuHy2um7XVfGzq/NHR9aO8f7p1482pipGn0bdPYXOPQl67h6f7+mb438wNTJjg6LeCJDBbGAnjG3zgQe2UH+tGxjKjbRYRwGyasTYCoTI8zJPk2MSBfbMrvtszRLPp7s/idSTilZQ7KcS+F0E5ecncGpFeJaRZAO6TEajZeCooHeXkH3X8e7B0VHZkSEhQbFZ4QG54U6Rvp/9AvLgAYEwCMDQbGRsQBI2KiImOAgPikBBAkCZwSkxgTHpMITP3915UAABiFoXk89uEIFEuWO0VGxDmv3sQm8wzK7Jqy2hXLVvP4GecuXb12+75UobXmlZy9cAUMRWVqs3HpFAKZRmFy4pMhbjv2Xbr2ABgPj4iGhUZAn3hFP3gUHhAIwuGFckWuwVxhK2kqKG0w51daCistRVXK7DyOWIMmc1Fp3HhIeigA9iwgMSqeHJNEiwQS6huHcqyVVRWtn2a/To9MT/QPTQ8Nvx0beTs2MjUyMj44ONzfN9DXPzg4PDIy1tc/3N7xqqK6SaPLB8PS7j0O3H3w4s4DF3Ye+HP7gYvuBy64H7jgtv+s2/7zm3df3Lz70ubdlxwEUhNfYuSJ9RyRliVQM3hZNI6SypaxBFksYSZToKTz5D9CZFBEOhxHCwHCAgCwyARsKp5LZMgILPmPm8SRE9myNJaUyJFQ+QqWTCvKMsl1OaacEqOl0GjM1+itKpVRnqmVybPE8kyxRCZRKNUaXYZMiicSUDgsm8uSSDJ4NAoNhyHCYeloBJdKUor4GqVUlyXPELCzFGK9RqnKkkmlPKmUp9Mp8vONtVVFdTW2uuri+pqShtrS+vqypvqKhoaK+vry8vLCkuL86qqyrs6WN69fvnrZ0drW2PP6VU9/b8/rVy2drTV11WVV9qqa6pqG+rb27pqG5sqqepEk69dfly1buX7RIsfFS9c7/LJ65eYD/3bafsU35spjwPmbEfe8kHd80k48w0fzqgOJedEkWxLWBCOZw2H8BLoikavAaIqT+GWErCZ2ZqnMWCy2lMhNJVadvd/W8sVSPF9RPZOT87GuZn5s4G17w1xz7XxT43xr33xl+3znm/n2tq+9zX/3t853d833Tc7XDc23zfw9/Gl2ZHJq8PX89w+wyNCLW10hz+4n3T/Li7hfiA+poUWVpwd3SsCVjFgrJqSSk/Imm/nerp5vyf9Wof+7TPNXUdZcjmRaz+3PJHVIUI0CcB0nsYUN6hOgBjj4OixEHBmW+vzFqSPH9h0+eeXaowOHLl6+9PDBfZ+zJ697Pw0NC4oL8o+KDIsPD4kNCwaEBEaFB0VGBEcBQoGAsLiEOOhPPy3yDwQmgtBhEUmgFOyuPSfOnLnq5OTmtNZ1x7aDG5y3njp1OUtjOXzsvOezwOAw4OVrd+96eMUnQWlMQXIqKjYhNRKQGBgCdN6w49GTAB+/6JAw0P0H/qfP3oZC0tRyg1WTU5xTVlve2NjQ0djYWdvQXlXfWlbTZC0uzy4oNZVUmorKM7SWNFYGFE8HJhNTUWyuyCiWmDvbhpvqXn6c+jz6anjqzchU39BU38BUX99kf99k/5uJgTdjg2/6e18ODvSNjQ6Pj44N9A12tHVWVtQWFpRyOSIMOj04EHDlyr39+09u23Zg69aD23Ycd91xYfPOy5t2XHIQis28DJMgw8DNyOYJ9RyRlivQsIUqOltG5UgZHBmVI6YyRUQaD09ioNMYgZHJAeEpkXEoGJZNZsupXCWVq6Tzleh0DprExpA5eBqXxBaxMuRCpUaqypZIlVKJUpwhF4nEAoGIx+NxuVwOh8XjcfgCtlQm4vGZaAwMjYFweTSlTKCWCLL4TCmbruSzTZkym1lflme2F1qLcgxltpyKkvyiArPVpDKbVcXFltrakubm8pbW8o62ys6ump6XDT09Tf2v2/v6OtpbamtqSivtRdVVZe3NDV2drW1NjTXVlY3NTTUNjfaq6vyi4mxzjkpnyNJmq7TGTLVRItcoVabwqMTf/li9aInTilWbl63YtHCJy88LNmw5cfXATc/Df3qeuux77V78ZS/oC7TWE2+M4tjBgkqGrCEqRYjPyI1JE4JZilRuNkXXiRXXZKjsMk1eTk2b3FDcWT2gh3P4V+/Kb14oSPXlAa7CAo/hYs4JkdetxKfmWC97apQ1NUKHDLNwAIX8mFJCVAsFM987Md8w/L/hLxPDU+OfJl+NdDXYy5IDggjhQSYCxJaW1CXGjGhIw+q0XjlmOk/Yo6U1y3ANYnSNANpvov9Tq/2rWPl3gfJrjvS9MWNcz+vTUrvVxJeZmFeC1BEhfIKNGqChKwmIyOt/7t3l5uTmunbjzpNn7t17EHj7nh8AiLx05ZG722Ffn6hrVx7ev/vc51lYeEhsdERiVEhMsG+4z/OQkJA4V/cDa522RgNTg0PjgbHQX39f9fR56Oo1rlEAcCqUGBKWsH7jToFIvcVt/6UrHhS6YO+B40tXrIsCJmHwtKDQmEgAyNc/+tIVj117TiQlY4NDE+55+Pj6A2gMic1WU1lRV11ZV1NVX1vdUF3VUFlRZy+rLi2rqqyqLyiyWwtKC0urfixxZefY9NYiub6AxFYmgNPgKLpSbpqZ+PJ59tvs4PSHkdn3IxPvhkdnhganBvrG+1+P9L8a7ns5OvRmbKh/bKh/dLBv8M3r3u6urrb2tqbm9qa22ooaqyGHQ+cmAJM8bj88uv+kq8veLdtObd5+bvPWsw5cfhZHkPV/7kyOIJPLz+QIFCyulMkTMzkZNLaQTGPj0qkobBoMiQsIBvgFAMKjEiFwQhqZQ6ZxyTQulcGFwDFQJAaBwePS0sl0BpsvyJDJFZlKqVgiF2coJGKFRKSQiJTSDKU0QykTqTOlKmWGXiNXygQMKoHDTNNrpPkWfWm+uSTHWGI1V9jyGyrKWhtq2pvqWptqu9qbujpb2tuaausqS0oLS0oLa2or2juaWlprW9vq2tvr2zsaOtqbOjqbuzpbu7rbyu2lBQV5FrPRYjEV5OXn5+ebjRa1Si9TagSSTAY3I53Gwaez0HgaAkOGIkkIDBWGoqRRBHsOnFmyfPOCxevXOO1YttJt6fLtDr84nbz9bMvJS5uPndtx5tr5x4Hnnkf7pUlD2dmRDPOOq2HO+zziUAqiJJ+htgPRIqqqUlb8Ok1eWtsxUWhv05c2FFR3V+Z1zVYOcG49mG+0zlVCP/YkfZiEtLd7dnRdedNxY7TGZ7g4ss0MaMxLrC5KqLUl1WvjLYSAfr14fnh0bmCyv29k4NOH3qnht+ODWg5VBEtQpMY2Caj1VMy3fMN8VclolsyYFI24eQ587Rju0el8bNBcKeevUt4XC++bUfjVIJozCN8aBZNm9qiFMWqmzBjJk5nYEQ68n4PpkjKfnNrv4uq4wmX9mk07Hz+LXrN+n8u2Yw8eh1y8/NBt65FDRy4u+GPN+vXbjx/90+PeC3/fqJBAQIBvxItnwZ6egfc8vJ037Ni5+/je/afdth5c67Q1LgHh4LAgPBIESsECY6EOPy0CxkKdN+y4eOleQDAgKQW1fdfh0+euBYfGh4Ql+AUAHjzy37331OWrD594hV6/+TQlNY3FyRRLjWyhiilXkSWyNL4ojc2nMPkcjlgsVGZmqHPUOUaF0ZJlKbWUVhfVVBfVVBbVVNgb5eocRXahVJ0rU1k5HPn05Nyn2a9/ffr76+znL7PvP87MvJsanxkfnhwbHBl5PTzcOzk2ODbUP9TX29/7sq/nVX9vz+CbvuH+gYHe/qE3g0Nvhl+2vyqz2TN4YggIFhQQfezk9cOnbh4+ecNBKMwUChUCgZLHk3K5Eg5XxOYIWWwBl5fB5ggYTC6JTMVg8akQWHxCEhAY6+cT6PPCPywwPDkpBY/C4bEEPAqHx+IwCCQWgyIR8HQaSchlyaQibZbCoMvKM2fnmbMLLfrCHENJnqk432wvtJYWWiuL80oKLOU2S75Vq5bxdSpxuc1SV1nSWFPRWFvV2lDb0dLY1dba0d7a2tLU2Fjf3t7a1tZW39hQWlZuycs35+YVlpSWV1eVlBUXldgKbPm5+Tlmq8lgMuqy9Vpdtlgi4/GFDCaXzuAwWTwGk0ciMzB4ChxN/bHXAIxDxidhE0C4uERMdAw8KSUtBUJGYTkLl2xa47Rr6QrX1Wt3LVnmvnDx1gXLth+7+tjl+Fnn40fdL58/5f30bmLC9gdeHqn4F0jWrusB5z3jV2+/cuxm8E0f0MX70RcfRJ1+FHbTN+5FUMrBk7cvPvQtbeptru4bLGtRRQSPaSGfX8Z8mQ179frp4Iz3xLc7b8ZOz88nfBgL+zIF/vYBO/MW/t+/Wd+n6WNNJCbwzvzboQ9v+oYHx15OTY3/9WV2YujL8OtypahVIx216D7brLnJiQZAFPb6NeLdm8Bje7F3zlWR4vszMZN61Ccr6b2O8l7L/Khhv9eyZ7M5kybGqIU+ZiF/LmRNq7CTGahhAW5Aww++fmq90+LVm53ueflv2HJk76ErW7adTE4luW8/ceWql4vrQRfXgxs37Frj6ObouGXzxl379566eP72nVtevr6RPn5RDx/7nzl388Ytz9Nnb/gHAn38os5duO0XAAgKiYuISt534IzXs5ADh87dvO3lHwjc4r7X4V+LPR76BgbH3rz91OtZ6D0Pn5Wrt3j7Ap54hT59HgFHMGBwemwcJjYBGx0PByTC45KQSckYCBiPgBIwsDQcLJ2GZYoZYrPKUmwpydXlqTLUMr4yU55tKaw0FlbaKpt0lmJFlrG5ufvLp78+vv/87dPXb3Ofv3z88Onj2w8fZ969n5p9P/723fjkxMjEyODIwJvBNz0Dr3uH+t6MDg6ND48MvRkcGxydHpuZGp0e6B1srmspyivJ1prZPAmLJ2NypQ5CvpjPFXDZAjaTw6AxqWQKOZ1ESksn4gkEPBaHRSMRkFRwUnwcIDIiJDw4IMTbJ+jFM2BwEAqczCQS2OQ0LjmdRyPLuGyFiKOViUwaWYFRXZJnqCi0VBbnNFUWN1WXNFeVNNeUttaUtdbZ2+vK2+rL22rt9RW2hvLicluORaO06rOqivKq7cVVlWXVtVUNDQ11DfVV1bWlZeUFhSXWfJs132bMKdAYLNJMHVes5GQoBDKNJEvPF8u5IgmLL/oxRv1/Op7kHwHWUGTaj+xpKJIEhhGTwDgoip2USgUmEIAJhIQUMghCSwRTYpPSYhKJKTAGFMX+16/rVjvtWbVu95KV2xYt37Zw0fZFy3YcvXhn66nT688fvhrvs8f7WrySSrCovSCQ+4DkFXvOe4MoSL4VyTapCzoMtjZjcVNxW29J6xuVoUEoLw5IQDjv3GO15g41lddKIFLwwb/fxw2NPc+x3+8cS5idB4188pv4EDAw+vjjnN/3/wVNfnz8ZvT+8GjY/DehnubTaRXPT07MTcz0T0++npmcHp/47+zb+clROTyF8MIDeuM05dFVRZiXGuDH97snC/O04+Ja6cnv9JT5RvV/Cznvrcy3Vs57M/udkTNj5kxaGMNW6qg1fcZEmFAiv2nIn7Ko03oBG+Druvp3J2fHA0fOJ8PpLL5+4TLXmETCmg17Fi3dfOW6594D5923HV2zbvvCxU4L/lizbOkGp3XbXFz2HD568cixPy9euuftG3n+4p3LVx/cf+Dz4JGfj1/UnXvP7z/w8fGLCg6NjwamRkQlA2OhwFjoydPXTpy6dvvu81t3nj14FPjsReT6jXtc3Q/7ByT4+ceHhoFPnrp75qzHw0dhAV4xpEiCIJauRIh0ZJWGqZbQFIx0IR7PJNGEYCQRAILFgpEpCBwYiYcg8VBMGgRLAqPTsBQ2mSUQy9SZWbq5z98/fpz79GHu06dPc3Mf5758+PTtw+e/Pn3+78cv/3x8Ozv5fmby/czku+mJ2cmJ6fGxydGxiZHR0cGhsaHhscHRscHRkf7hgd7+Ny/7XnW/bm5pa2hpbmhpdiDj8el4XBoGg0ejcEgYGg5Bw1KRUDAiFYSAJqNhyRgkGANPQcJAiNREWEp8MiAqBRCFBSeJ6GSDQpKjyczXZ9mMmvI8U1Whtb4sr7nS1l5b2llv76y3d9Tbe9tqe9rrX7XVdbfUdDZVdTRWtjdUtdVXNlWX1ZQW1ZYVV9gKLFq1VacpzrEU5ubosvV6i8WYk6835yjUeqFUyRLKmAIpmZORzhISGUIshYtMZyPSWMh0LorEAaNJYHRaCoqYgiImIwkgBDEJTkiCE1LRFDCKnIIkpSBJKUhKCpKSjCCDYBQYmp8C5SQk02MTKTEJ5NgkEjAhDRBPDItGJoIpMDT3jyUuy1ZvX+20548lLktXbV+5eu9PP685f8Vj+6kTrjeOAxT4vWHX0yvVSK3gRUri6UfPMeJsiq6ErqtgKEp4irLcom6lrlRmytfk23NLOgrs3W2j05WdbW7bNlcWyOvNaO/rDoMjvl3jT2U5t3zjlzMz9/Z/CO8ce/b2r5C+4att3Qe//P1ofj50+mPIh7fIT6+5pIhr8+9H/zc6+O79RP/U0Oe578MvBz4PD/dXFNEjfaSJAdKYp4pYrxJibBUt2QQOKMVEzWTT/87jz+fx5ksyvpSKPpeKvxSJvxSIPhUI3xfyp4pY0zbatBX/Vof+n5H+VUMfltOKyLCTbmu2bdl4/s9bC5a7/r54822PoPUuh5c77vALTNi199yqNVvXOO3YsGnvJpf9m1z2Om/Y6bjWfcUql19/X7Vytcs6522bt+z9+T/LFi91Xrp8w6kz16/ffPLn5fuHj17ctefEnn2nLvx59+ZtryvXHl668mDr9iPu2w7v3X/u5u3nN249u3Hr2fETNy9cfPj0GeDY8Vv79l9astTV1e2Eq9uJPZtPHllx6KrzOa8DDwC3IpGhKBqEzSdJRexMPi9LIFILJVq2SIkjMyFoIpbE4GQoFGoDRyiDIPFEEj0tnYZE4d686X///v3U1NTMzNTbd1PvPsy8//z24/cPc/98+PL33McPs18+vvvry6f/fv/y99cvXz99/DD7dnZyamxoeGxoeGJ4fHJkYmp0cnpsamZ8empicmi4b2j4zeDQawcKHkkmoGhENDUNw0jHMsh4NgXHpOI4VDyXmSbmUmUZrCwJN0vOV8v4ahlfQCcJqOkKHitfr64tLmgoK2q0FzdXlLZWlbbX2LvqK182Vr9srO6sq2irLmuuKmmpr2ysK6+tKqm0F5YW5RXmmfMsxhyT0aDVaLNURp3eqDUoxHJ5hkyt0MikmXgqg8jikLhCApOLSKeDselgDBmCoyYh0kBIcjKGAcaxIAReKp6bjGYnoRiJMHIiPP3/gpF/SIJTfkiEkeNS02LBxFgwMRacDkxMByaSAQmkiBhCSBQqOBIZBsBExmGj4rGJEBKJqXByObB0jduyte6/LnFe5rh1jdMeB4fl585d33/69GGva/Ea6lNeKrxQ5gNPwgoysssa2doiEEdN0hRpizts5QNyWX1r62ettcpUUt3aO1L3srfuzau6Vx0zH2aPHHSJCTp15rgDibchEOwAZu8C4DfPziNJglV+MQ5NL+/Nzyfh4Q5paIeJUa/3nwBTE4nzc1I18ubbQsH8QMPfb3u/fp+Z+/zX657R+X/m5z/NDNfmSRGhubT4fBqwXoqo4qdUsUHtYmSXEDalJs3X6eZrtZ+LM+ZKMr7bxH8VZHwrFM0VC96Xct6XMedKqd9tlH/MtM96Wp8krZqLf3R27/4dLqtXb7r3OHjz1qP+oaDbDwIWr3S95eG/78hll21HNrgeWLd+1+q121av3bZu/a6NLvtd3Q+u37jTecOODZt2Ofxr8YpVmx3Xui1fuWnFqs2r17iuc972x8I1vy9w/PX3VVvc9u/ee/Lo8UuPPYO2uB1yXLvt5Knbf156fOu2j6dXhMuWo1evPb95y+/Eybs7d53ftv3Mvn1X1607sH37+a2uZ91dTrs5H3Vbc2ir44Hdaw8fcjp2ZMOxG/uv/7nrwsNzHug4VI46p7asobSgwqjP5fPEHLZQwJdYzXnFtrIMobitpX1oYHBkaHh4eHB0bHB0fGh8anh8ZnRidmz67fjkxMi76am59+++f57768vnb3Of5t6/+zA7M/f+3dz7d5/evf8w+/bd9MzMxOTk6NjEyPDoSP/IyOuRkdcOmWJOloSrVQgNKolVr8w3qW1WTXGurtCiLsrR2guNVSXWWnteXXl+rT2v1l6QZ9BZdeoCU3ZNaVFrbXVzdUV9eVl9eWlDRVlTVXlLTWVLTWVjpb2mtMhekFuUZ7GYjQZTtkanlitlwgwRi82l0lgkMh2HJ2GwaWQym07nEwgMAoGRns5FY+mAFHgMHJOISotF4COTkaGJsEgQGgglRKfggRBSIooBIQoQZDGcJEklCJPQnFQ8F4xjJWNYSShGPJwaCyUDU9OBqemRIPwPYQmYoBiEXxTELwoSGAUNioSFx6Cj4nERsZhQADIMiIwBEUEwSiqaBsPRpWrrrsNnVm3YunCV838Wr1qyetOqNVsXLVx3YO+xk+cuXgn28qVBGc2FESJaNC5NrC8MisWgWGpfGC0Uw7rtDQyNxt+/k0ynFMYlMeU6GwhLCE9ODE6Mi4WmEsg0W7EhNPz4/af/Gvqa0DL7PJm/1trhMfZ31Pj3wIFP/ve9HXQq157GGwPtHvais9nW/4+vt45qM83//hmrUSxA3N0TEgheKlD3TktdoIXi7gSCu7u7e0IgCYQ47t5SmU5lXHd3Zue7s8vzR2b7nWf3+f3OeZ2cm5D8+Trvz/W+7ly3/Y8/p+5+V7G7XdMWdG737cpv77b+8fe/vPvubz/8uvvFFz/89Ztvf//uXVdJZldB8vxAw0xX9UJvja4xf72r/KuRph/Edb+M1HzfX/yjuOLH4cpfRFW/iap/G6n9RVr980TFj4rSnyYKfteU/yYp/n2s5ouBSl1tpsc5JwoWammJ+PgA2BRIjE8upLBcyEwnIJxOYTmbQ0iWMAoUQYejmEgMG4lhI9AsBIaBJ3LBUCIcSTUygRl8aLzfEARDUGAIChbPNgUg9+63hMLJKAwDYIH+ZK85GEqEIegnTl2Hwhgs9lFXN3c7+zO2dmc53BPej/lWnBN37ob5+Cbeuxfl6Rnn6Rl3817EtUfxlz1iLt4KOX3e+4iLO4/uRoPxyGY0Kwu2E5J3knz4BOnQCZKTx7GrDcml6/IF7ahqdFAiF41HBUe5X3Sn4sllBSXfvP3i1fNnr54/e/ni6csXT1++ePLi5R8829l69fzZF68///bLL3789pufv/9Oz19++P7n77/76btvf/z2mx+//e6n7779+fsf/vLD9999/fa7r19/+9XnBgszE4uziqU55cqCenVRs76s21iZ3FydWlvSri1p15Ym/y8Wp/v7eoSDQ8oJxfLi0ub61uL8wvTkzPTklFatUSmUY1LZsFDU293X2tzWUNdYVV2bW1SWUVCclJnPT82OTcqKS87mp+YnphfGJ+fzUwqi+DmB4anBEZlxgpKUzJrkrKqQhIwgQUaoICswMSMgLt03Ls0/NsM/PicoPjdMUBSdVs7PrkvIqY/LqItKqQpPKvUJT/eLygiMyQmJzw/lF4TyC0Li84Nic/2jMwNisgJjs4PickL4eaEJ+WGJBZGJhX6hyb7BCT5BfN/g+ODI5BhBdkp2aXZRVX5ZXWvP0OCo3CswxGDvARAKQ2ZzzCCwfUbmYBCKhCAeOexGczmEcT18OzPDzTe0uEly2M3zUWDeyeuhuV1jbh7B7t7hdz0jeztnbnwaPzry4sr1iID4lOrubpKVQ2xSTlBonEo3Ut3ltfJF9PqPd17t3nm5e/vN7r2X/7z45l9Xftx9+Ldd77dvL00quH4eBn/7W9zWu5BrDwy0I367v06NZ4a9GRbu/u0f33z5F9XCTs/4fEltT1RM5v0bfhePuZ+yPefGOWmD4rnSDodc9ayNSVRWlDztqXnZVfR1f/Gusu2XgapdaduuuHl3rONfkvrd6bYfFeW/TlU97+Z/M5T1nbh4tSVrsacs4uFlBgXtHxB68ux1EwCGYeVs63DK9eSncBQTiWXCUDQYigZDMqAIOhhJByPpIAQNgqBYgvBQOBkIxh80hh40hkJgJCSaDoGRwFAiAkXD4tk4ghUCRQOC8WbmKGNTuAWQAEcyCEQ7UzOcuQURhebg8HY0+mF7hwu3bofcfxB59pzH6dMeFy8+Pn/e69T5h6euB525E3b2bvjFBxE3feLv+sVfuu53yOXSIZvTJ21OOSF5R6HWDznn/JjnfIhuUS43i8LTr5749ISt62GuMw1JZqApLZX1P3/xzeunO6+f7rzeefLm2dM3z568fvH09Yvt1y+evtzZfrnz9L/5/MXO65fP3n3+8ut3r7/76sufvvv6rz/+8Lefvv/L99/85fuv//L91waLc+qlec3ygnZ1aXJteWpjdWZzbXZrfe7p1uLTrcXtjcWt9YWN1bn1ldnVpenlpbnBIVG/aGRUplBPzemmF8aU2lGZYmRM0dE91NLZ39jSXd3QVlbZUFBSm1tQmZFfLsguicssikopCEvMCeFnhSbkhgvyI5OLo1NLY1LLQ/lFPuGZvhE5EYLy+Iy6uMyqhNyquNzymOzSyPSSkKT8AH62X1y2X1y2Z1iyX3RWeFJxXGZVfEZNRHJZQHSud2h6YExOSGxOeHxBREJBZGJhOD8/NC43OCY7MCozMCpdT1B0xh/EpMUl58an5AhS81KyC/NLqioamps7etr7h7oHhNrjffoAACAASURBVH3i0aaOjnGdlkinmkKAxhYAABhoDoJ+YPDJISsHj+sPzl68cea216d+cY9iiqrq1BcvRJVWKe7455x6GHMvLiM8OYefmhsbk9FYKw4KKKtpUOfVt6WUF9e2dqSk5+imtJGCuxObCc9/j/t897HurcPOv85u/c/JN7u3n/zPlbW/nH7zzxs///3+338LeP328Q9/z1l8l/7mt+7gQMeO4qjvdJORFx6Wp7RcvhhhdcSD7HQHz7mKoZzHEc7TCFetKLdtGR5EyAUW6iLJ0gX+EebB4UvLXf2/zGi+Hun8VtSwqxvYnRzZHW7bHW79Xdzwq6L+b9rav2mr3oky/6Gq+XW89oexlnfynniPq3QUhGdla2vvZmvvxrU5cvrsdSuuCxJNB0IJcCT1D3lQNCiCDkZS9eaAoUQYggKCEIxMYEYmMBCEAEdSwVAig+XItTnCs3Nlsp1QGIaJGWLvfsuP9wBAECIERoXCaR9/AvrgQwsTU6yFJQmB5IAhDCbL1drmNIN5jMM9efjw9ZMn758643H2U7+z7gEXboV8ej/yhlfMPd9470BBYEhyREjytVN3gtwDMrwTHvAunYXaPKSf8ra9dIZ59LzTWVuCDd4cd5TjcvXk5bbKpi93Pn+9/ez1k6evn2y/efrk7dPtt0833+1svd158vLp1ounT/5fbL3c2X71/Kneny/ffvb1u9fffPHmm3evv3n79pu3bw3W1ub+k9WFtdWFtdXFleX5xYWZ2RndpE6jUSuVCvn4hLylp7+us7+xS9jaP9rSK65u7Stv6Kxs7knOLhNklwoyS+LTC+NS8qOT86MScyMS8sKTioIFhQH8PL+4HN/YbL/YvID4gkB+cXBiaXBiqU90wb3AtHuBaT7RBcGJ5cGJpZHp5eGpRaHJBcGCvOCEnMD4LL+YdJ+o1PuBcT4RaRFJRYk5Nck5tbHp5aFxuX7haSHR2WGx2RHx+ZH8vEh+XkR8bmhMVkhMemBkSlBUakhMalhcegQ/M1qQE5OUG5ecW1BaWVxRXVXX2Nje3t0/IJRIxhTKCa16dEzWJxpSaJVCybBwVMSysUJgkWZAgKGJMRQMw1sgM8MFUT6x968FpgjqAvwKS/PHO9vW+4TPCutVXertPu2qWDunmp1ZWJuaX1x4+eKf0wvfqDc35l+trmzN7O5+19aenlFyZevvGU/+Fbr6/Z0vd72/23307a7/4s++X+xmvtuNevm71/f/DPz617C3v2Vv/FA+slOZUB8RnhzGZvBO27qzYOfx8OtEWgCGHQJnhSAZgRhqAIEaSKeHW7FiuWy+k306yOwWDHCVgXQnm7lQD7CCT3o+E46/mRj6Qd3zw0jb30fad6dG/6no/na08u/TrT8qKn4eL/8fadXPvSV/F7XuauUpF89xzQBMDJlMYrkeO2NlZX/kyJkHD/xMTaEwJAmFouiXNHAkFYagQpEUKJIKRVJgCAoCRQNBCCZmCGNTuCUIB4GRQBDCx3sAZuYo/VdMAcg9+yz27rc8aAyl0u1xBA4KwzQ0gn/wEcAUgLEAEhBIthkAbwYgWgKpQBANBKZjcXZMliuHffLoIfewgIyK/K6qgs6WsgFJp1rWqW4v7Z0cnu2pF6ZEZ/k+DA0PTuDzsx54Bjk7nrSlOjmSD51zuhB8L7QstbyhqHFSotue33y1+ezV5tPPN7dfb2293dp8u7X+xfbGmycbn21tP3/y9PmT7T+x+fzJ5s7W+s7W+s722rMn68+fbjx/uvZiZ/PFzuarnZ1XO89f7Tw3WFlbXF5dWFyem52fmprRanRqlUapUClF4uEhkbBvoL+zq6eltb2+oam6pqGsuj6zpEqQV8bPLhHklfOzSyJTciOS8mLTi/2jU/2j0/9Epn90pl90ll9sgW9cwftXv/jCgPiSAH6pf1yxb2yRZ2iWu3eCuxf/bmDao/CcR+FZPjFZPpHpjyPSfKMygvjZYYl5oQm5wfHZIXEZkYLcxIzStLzqtLxqQWZZtCAvLC4zPCo9MiYzlp/LT8pLTClITClISM7nJ+XG8DPjBVlJafkZOaX5xTVl1Y3V9R21TW0dPb3d/X1DIqFYKhmfkE+oVRqdWj2lUWtVMsWYUq0Ylopl49KRsVEECr7HcC8ACIKA4Aw4Mc03JuZ6QJ5vZo5foff56PJ0cXvjYlGlumFgubp/sqBNJFTODMqkY1qRTCHVal+sbv+88e3nG98tvHg7HhR4qKLiweJ2gfrzqLHnHsOTF1efPlBPnZDqTg1vPupaedAzfXlId7lNeDK/1vXsI7zNVfo+FtzU2hrCPoxnXeBwPZl0PzozBoaLBOLjLQnxEEIclBCFwEcgsOFwTAQMHW5lm0dmJJJJEQjLu1jAFS70UwfwGVeMS2lUyHNZ++6q5m1X/Zed9b9PDOzOib6WVr0bKf4fddPv0vp/DNb9o7ftH0OD4Vx7232m4E8M7W2dcBgiAUdGQDFUCgsMQuCwZDSKhEKRUCgKHEWGo8gwJEm/nkGi6XAkFQQhmJmjTMwQ+pIADCXu3W9pCcJh8Wwkmq4PnIPGUCAYz7U5QqLY4IlcGIJ60BgGQ9ChcBoaa4XCsE1MsWYAPBhCMwMQTc0IQBANbEEz/hiBNKbA9uNAHyF5WOc7x++7WZ02NgCQYaww/wSddnV68WlyUeUFj8d3ImIyyxuK85rSIgpy4sqaSro7aga66gemFPOvnrzZWd95vv7kxfrGZ+vrn6+vvdlYfbOx/Hpj9eXm1rPtJ8+2t/7ExrPtDb02T7dWn2wu6SevzbX5zbXFZ5vbzzafPtt8aiBTKiUTEyKptE8kau/tbWzrrG1qrapvzi+pyC0qy8ovTs0qEKTlxAnSo+PTwuNSwgSZfjHJjyMT/WKSfaNTvMITvSOSA+IyfaPTfKMy/KIz/aIz/WOyAmJzAuNyA+Py/aLy/GKLguJKghLKwhIrQpMqI5IqwpIrQhNKgxJKfCJybvok3HgUdy8wxSss/VFomn9Mtk94undYin90ZkRSQXxaaWxqYaQgN1qQEy3IiUvOjU/J4ydlxwuyYhMyYvjpqan5mZnFeXkVxcW15eWNVVVNeiorG2tqmxoa29rau3t6B4eEwyOjYxLpmGxcOiaXyeVjcsW4XD42JpfJZBKJbHRwcFA8OtLc3Nze2aHT6bp7e4RCIRqDMzQ2B1siqWB8UZAg4eT9kmsRNfdSHvLuuFAuPnqQ3jqw1DayOqh8MqLblmhXF7ZfrOw8/fqnX7d2fpnf+iqqNOG0Fzc03mZrI1ssDEpMdX0QzYnMd21suV2S7dxb65qWjIktZ18ON/cMgRcUXWQz9+GIMDjDBc67Abb3gjn6mlGvmJOvWBKuYRg+QJQvFM83RyVZYtLghFQMORlPTSDQ43H0ODQ9GkIMB+NCaVaJHCu+NTXMGv2IbX7VCXECt+fAcaxFo5/nZkXxzwNdnzdXfj/a8q2s6e1w6ReDxf+QNv3a3/Bjc/2Ax+N7MKI7gW0Fx2DhSFsrG8M9B/AoHAqKtDQFkghUDJKARhH0/iCRRCSSiESSYUgSCsOAwEgWQCzAAq1v1fQDG5FszbJy1ntibonZdwBobAqHwEh4IgcExUFgJAyOZWwKR6IZQDABDCXBkbSDxgiABQ6FYYMhNFMznBkAb26KgxsT0MZEpAkRbIgy/NDyYwOz/fvAACDW0Ayx1wRqaInyDIiaXX8xKNM+Cop55BeTlljVWDHMDy+6+Wng40exQf6JKUkFSwvb62tPNta2t9c3dtZWnq0uv1hb+mxt4cXa0s7GxtPNrX+z8XRz4+nm2tPNtedPN549Wd/ZXtObs7k2u7E6s7E692Rj/cnG5pONTYPS+saimrq8iqqMopKk7IL4tOzopMyIhLTIxPSIhLRwfnpoXGpQVHJgZJJ/eKJfWEJoYqZfbJJfdFJgfFpQfJpfTGpATFqoIC9ckB8mKAwXFIYmFoQlFIYkFITyC0L5Rb4ROQFRhSFxpZFJFTGp1bFpNbFpNbFpVfzM2viMqlB+wcOgpPt+fP0TRHwi0vwiM72Dkj384r2CBEHRGeFxOcHRab7B8Z6+4d5+4X5B0WGR/PjE1IzMvILC0pLSysaGttaWru6O/v4+kWhwdFgkGRmWDosk0lGZRCKTjkqkUqlMOiqTScZkEplMMiIeEg0PCIcG+vt7e3u6uru7uzu7Ojs7RUPDNTV1Mom8q7NPMjK2vLS+vro1NCgxBSBND0KRB6G9KWX5pz1z7K6NemWkuj20h9s98ow7fzfizL0o62M3vUMzbz6K8olIueEZcP6qNwp3ksS5mN/TNftWu/2ifmUuKTHC1tlxnzHaYD/EICXuXFfx7bpEl/J0x6QSl6hc58cexIG6mIdXznKoR1kOwUhOnCU93pQUhrYJJx0KNyPf3gO9ans4D0WIQ5FT0JRULCUJR43DUqLQ5DAoMRhMDIHQosDkMCwzGkcK5jCCT9hHHaF7H8OdvYxnnTY2cj9o9sDEMo5Iy7C3Lbt6KvvakVt0U3fywQafS9qc2PmC7CswpNMB8/M0jjOV7sS1xkKgTDL5uPMhHALFoTOBZpZ4FA6LJmBQeDSKgEYR/i0PEY4iW4JwZuYo/alA+r0dLJ6t38ah0u1gCMqBg+BP9pqbmCFgCAoSQz1oAgZYIokUjikAicWzgWC8JQgPBBNMzJBAMAmNtYLCaSZmaCMTpDkACwdTzA/CjQ9AQEA8HEkzhxD2AeAfmUL2WSL3WiD2AeAGHxw0BWJLy1vWVj8rLmpJSqjJTu947J1+82ZkYHBWVHxhUkbF/PLOwur20trm6urq2uri1uri05XZnZXpndW5J+sr2+sb/2Zte31te31le31Fr83TreUnm0vbG/Nb63Oba7Mbq3Nba8tba6tba6sGEYLUCEHq+2M+A6IT/CMT/SIS/SMF/pHJAZFp+hV2cExmSGxOaFw2P6MoMiUrOjknPquIn1EYkZwTlZQTk1aUmFUWn1ken1YalVIUmVgYmpAfGpcbEpPrE5QREJYTFlMUk1jGT6lKTK9KSKtMSKtIyqxOTC8Pj8vxCox74BPpFRjjG8p/HMz39I2/5RFx7U7Qbc8I78CEwPBkn6A4T+/QB48CffzDIqL5aenZZeWVra3tAwMDYtGwdFSmf9afSqHWKjQqhVoln5gYl6sn5IqJccWYZEw2IhsViocHxMIe4VDvQE9nd1dHV1t7W0trV1t7d2fPUO+gcFA0o52dm1lcmF5SKybnJ5eXFzYnlfPv3vwUECj4wMD0nOOZtpjsNN7Z4ct+zYdvdNwOucw9CkdS+9ULDSOTJQ1iCvt0ZknXJ6b4+q4xIwsrW7sQOOYBkHbf6byXdLRxrE8Q+oBnZmgAJVlCcaag/Qbd2TfE+e5nWQZ79hrYOnzgfwk7WhjSkBTFI9ii8Z+iGOE4ZgbFOg/DjN8DvklwjAJTfbGEUAw6EEf2xVC8sWQvDNELQ3yMIvojiCFQUgSIHGmGC4JTQ5BkLwrlFo/pbk898SnjaIb9qUYbtzqS84jTlWbG4WhT2G2j/VnnD7lYGpykHEzyOL4hbdH1198560rBo02MD1KxaBIC7szlOHKtMCAgGYUGmZnRyRQ8GoNF47BoHBqFR6PwaBQBhcQjkUQInGAKQBqZwCyAWBCEAATjESgamcpzdD5lY3uMRLGxBOH2HQDuNwQBwXgsnk2h25hZwACWcDqLZ2aBIFG5cBQZjqRCYCQEioZEMxAoOghCPGgMMzSCmkMIRkiCMY5shCbuASE/sYDtByINLZF7TSGGZgiDD00AZig0kv6RgelHBqbBPnHff7UrG3tSWasIiih75J/pHZIdm1aVVtSkWtyaWt2eWduYX11eWplfXZ3dWJneWp7cXpnZXlveWlv/N6tba6tba8tba8tb60tb60uba/Oba/N/BM7a1MbqzMry3Mry/MryvIFXRLx3JP9xZKJvdJJfTHJAXGpgfFoQP/NhaKJXeNLjiDS/6Myg+NzQxIKI5OLI1KKk/Ap+dnFCTklKYWVSfnlMekFkSm50Wn5SXlViTkVCRnlsSnFEQl5IbFZgVKZ/RPojvySfoLTgyNyohKL4lPKEtAp+anl8SklsUlG0IC8gQnDXO/iGh99d7+AHvmH3vILvPgx2v+N37abXPc+goLDEGH5mVGxKcFhsUnJGVnZ+eUVNe3unSCQaGxtTKSc0aqVWrdFptFPqSZ1Gq1OpFfIJuVQilYxIxcIR8dCoaFAk7BMN9gz0dw32tff1doiH+ocG+4f6+gf7ByTDYuWEan5qbnlxZWF6cXF+ZWl2ZWl+bX1pU6eeW5nb0E7M76x+4WJ18u65+9URGZGMI92n7nTwTjY7nym7fo9qat7TL+4Zm7Y+fM0Iwi2sGFLPvJ1b/4lIu0ogehEowVirSHPkWSKKdOWY9WEWCma+Z5/Zwb0mHzIxBjkhh2Kvwe1gBlfPISlwA8FVcmf4uaHM8CtOrrZ2D3HsSCw1kc7N4zgUmCH9Eawoih2fTA7mMsIYDD8q/RGZ4kEkehBID4kkbwLVF08PILKCMbTHOIYHBHkSBXNi4O1pMLIDABZB4Ezf8B9mnhqhnayAcdPQzBN7Pg4/6XgMbXTVHneSDlJ0lnc25CuUwqrGSt8QX2c7azTQ4oitDQpkQYTDMGAIh07nsth4FO6P2Hk/tiGJKAQZAsEZmUIMjUEWQCwYSgRBCCgMg850sOYdpdLtoHCyoTFo7wFzMwsEjsiysnbm2DiZAxGm5lAKnWtoDMKT2DAkCYGmQOFkItkai7eCwMj6/DG3xGKpNp9AUQbGJgbGAEM0DkRmmSGJhhYIY0uUiRkSYIYyMoSYmyDREBrQBGNhhKIQHQdEiyvbf61qHL/nJfAJz0zKq4tOLZxcfjK5sjG1sjq3sjS/Mre8MrO2PLW+rFtfnvp3hrzX5g9zVpdm9awtz+hZX5leX5ldmJ/SY+AXn/4oUnA/JO5+SNzDiMTHMSne0cmPIpIfhif5xKQHJuQEJeYG8LMDE3LCUgqjM8uCBNmhKTlRmYVxuaUJuWX8nPLYzJLo9KLYzJLYzJKYtKLI5PzQhOyAmDSfiBSvUEFgVGZgVGZQdFZIbE5oXG44PzciIS8iMScoJsUrOOa6h99Z9zvHL7mfuHz9rPudy7fu+waEhoZFJSak5GQXlJdV19U1NDW1NDe3DgwMiEQimUymUih1WvWkTjOp0+i0apVyQqVSaFRqlUoxIR+TSEZEwsH+/t621uaWlqaW5saW1obOjpb+gW7x8KBEOqz/vFajmpzUzs1OLywsLC8uLS8vLy0sLiwszM3MTk1N6TRapVKtkCs1UpW6ffyl5llNXmtTfnPQ4cvlrpdVbhekHLvxYydFdz3tLJAcK5eorDoz0iFLmM3U9BfzS7+fOJ0Igl5gWntB0RcZrGs89mmoCdrD3fsDg094Tk5oCtjlMDAykP1sVnCca2D2scEp1oGmAKuR2EMLjVEPzxy3sb1PsI4CkoLYzrlQfAyKlgRnJFqgfTnWART8XRYpmIzwZxECeYxgK8ojJukWk3yNhDtJwBzFo+0JCGsClEoGE+hgDBuCsgPDeHv2hJMYUpdrSsdrbY4XvNBkuvnBi8cd7rk6n8Vjr+BwlcGBOmGPbKhTIxtSjg7WVxS11lYBjQ9CLQFkFJqAQlkzOSgoGovAE7A0ApYBBKDJRC4CRgFaYPFYNhpNNTQ0NzEBoVAUGIwEAuFwWDadZk8gWMHh5AMHLAwM9n6yxxCBxHG4to5ORxwPueFJbDMLBIFsBYYSzcxRJIrNnn0WIAgRDCWBIGRzS7wpAAOwwEHhNAye+4kR+CAQZYkgg9AUIJxsCSNBkVQUjgUEEyyAOBNj+IH9IKODUIAZyugg9AMDUyNTzLUbvjPzzzWTG2KprrtfWlhSvbiyqdJNT05PzcxNLy7NrizPrS3PrC5Nry5N62ez98Jsri7pWVua/4PluT+zuvgHBgGJOY9jUz3CBR7hCV7RqT5xaY9j072ikx/HpgckZoWmFoanF4alFUVkFMXmVgqKa0NS8kLTcsPTCyMzCiIziiLS88PTCiJScuOySqPTCyJS8kMSMvyjU30iE33CEr1D+A98Yx74xtz3jbznE3H3cfjdx+F3vEPueIecvXbv9NVbp6/eOnf99tX7Dz0CQoJiE2KSUiqqKuvratrbWgb6e0fEIpl0dHxMKh+XjY9JJ+R/5IxapVBMjI+PSaWSEaFwcHCwv6+vp7u7s7Ozvb29ta2tpbW1uauro6ena3Cwf2RkeHxcplROaDQqnU6zurq8srK0vLy4uDg/Pz87Ozs9MzM1PT2p02l0Oo1Go1KpFAqFXC4fGxuTqiTy2QHlE9VWZ/tYYV5jul9sxslLMrczrWDIKJ1VxbSufBh86shF3olbALKLiRlZNDArV77eebV79XrMvr3EA3vxHxhAvT2SEWAeg+p26eJ9N7cTh48yQkOOSEeCXj9L+unr4pa6B4re8Ddi7+nCY9Ic96BPXSgkJzzrDssuBIq8w2aFsFlhcLgHk+LjzL7Lw11iQ68foflfcIg4yvZgIk5YYY+xMHZwYxQTQ2Mh8Sw4mgmGsYBQKyCMB0LYgWH2UMtLIGA2gl0Cs46CM66gCQQMmMjE3Tpx3BWBvYwi+jkd3VaOL6okW5MTCxOjdaUFXa2NuRkpdBIeYmGGhcMZZDqVQMMgCTg0BQ2n0kg8JJxKwtswaU44DMvcHHbA0NTUFIxEktFoOhxOxqCZJKI1kchBo+nm5ogDBwDmFhASmW7F4bHY1g7Orhg8w9AYRCBbYXAsgAUai2cbm8KBYAIUTkGiWXAkQ++PhSUJCCYBLDD6f8GRNCicAoGR9ZCptmgsC2CB2W8INjKBW4LwpgDUx3vM9XuyFhZoGIxw+fLtjs6+udlllUozMzM3Ozu9MD+7uDCzujS7tjynT5I/C7Oxsvie94b8f2EQmprvn5juFZ3sFSPwiUvzT0z342c8jkv2iUsLEGSEpOSFpOYECrIDkzJDU/MjswpDkrODkzKDBJkhgoxQQVZYclZESm50Wh4/uyQ6LS+Yn+4bzn8YGP3AL/yBT/gDn/BL7p6fXn949cYj91veN+48vnnX5/Z9n9v3fTwfB3r7BweGRcUkJKfnFJRV1zV3dPcMDMpkMr0hWo1qUqeZmtTqs0Uvj94W8bBwcKCvp7uzo721ubmxsbG+rq6mtra6vr62ubmxs7O9p6dLIhmRy8c0GtXMzNT8/Ox7SRYW5ubnZ/UnlqjVyveSTEyM/xm5fEwuH5sYl6vlWunYVFXPaFFDd0lOud/hE/Wux/vsHfodnKucXHv42ZU5dQnpNQ8CUmLCs/s7Rktq6oprKvs6e5srGrpre6rzmwd7NUi0/UFjgjkAfevSxaxYz4yoY4IInHjI7esf4hSL3lL57a48akUAqD/9VHHkJRzM2IrlcJhzjYM4eYp9/qrdp6eY587TL1whnL1GOnOefOQwin0Mxz5B4R7CUZ2wBCc83gaBsEUheHAYDwKztoRam8NtzVEOFjhHS7QbEX/U1CzEFOf3AdjRwMDqY0MGFUeyIl9wPXoETzyFwh0BwxUdLdtz6mWNbH1WOdjVVJqXsb40oxqXlORnUwnYA3v2QizANmweh2ENA2MoRCsi3soCgAZZ4iAgvJGRJcAcbGmJgMOJWCwTiaRCISQEnAq0xAEASGNjqKUlikJlOTkfcTnsamvnzLM/jEBT9uwHYAlMGsNeX8SBIAQMjo3FW6EwbAiMCrDA6fd5IDAqDPEHcCQNiWbAkTQwlGQBxCHRDDyRiyNwIDCyuSXWEoQHQYhAMMHAwBCDYwEASDicuGeP6f4DJrk5Re/efbm0tLK4OL+4MLe4MLO4ML20qB/AZvWerC8vrC8v/G/OLM2vLMz+/2MQnpEflJz5OC7ZO1bgy0/1T0zz5ac+jkt6FJ3oE58cIMgIEKT78lN9+SmBSZnhabnh6dlhyRmB/GSfaP7jiDifyHi/6ISgWEEoP8U/iu8REHbDw+fTOw+v3Pa8dufR9Xven7rfv3HD8949n8ePg4ODo2NiExMFackpmfrTBdo7uvoHhkZGpfIJpVqr0U1NqlUKtUqhUk4oJsbl4zKZdFQyKh4Ri7q7Orq7Oro62zvaW9tam1uaGxsb6hrqa5ubG1tamtraWrq6OgYG+kZHxXL5mEqlmJmZmp2dnpubmZ2dnp6e1GrVSuXExMS4VDoqk0n0jI1J9YyPy95fyOVjCoVcqZxQqRQTatWoSj2omUpuai/sEWYVlofdvJ/mdrzG7Xi+jf1PnUMPD5+/6Hatd0jX3DV+z93/2gX3hraaXnFrbW1hZ0vDtXMXfTyDiorbxdJVSwgHhbX5yOATEsL8zhVWcqxTIp/a0O3aob0YXwCpzkUp6l1qohipj1huVsYOeOAVtnV9cGzmp9cSjrtlXbwWan0klHzMB2Mf6njoHBrqCgGcIyBO4aAuUIATzMIBBnRCQB1gEHsg1NYCygPA7QAoBwucAxBL3HfAztA4HGcdj7M98RGA9uEBFBxkiQI62nGPW1sfReGOoTAx92+v6cbl4s7nWzPdLVVD3Y2jou7lOd2sTlGSn11dXsKk0gz3HKDgqfY8ZwQUg0ZSYBA8CkHd87GJmRkEDsdDIDggEI1C0RBwqqUFFgImYjFWZqZIo4NQFIpmbe3k4HjYhufI4dqxOPYINOWTfWZwFNmK64LGMmEIChRO1muAwrDBUIqZORZggYPAqGisFRLNgCGoEBgZgaLjCBwcgYNA0YFgwn5DMBhKwhO5+tOfMTg2GsuCIahAMP7Dj02BQOzBg0A8nglHYI0OArTayZWVteXlxcWFuYX56YX5qcWFab05+gB578Py/Iyepbnp/yd/MictN1CQ+jhG4BUd/zhG4BOX6B2d+DAy1js60T8hOTgpMyQlI0iQEZycHp6WG5NTEJaUGsRP8ImKMvfukAAAIABJREFU9ggOeeAfeN8v4IF/oGdA0MPA4Pu+/jcfel2/73njwcO7Xj5efkH+QeHRUfH8OEFaSmZBXmF1ZU1bS3tfT//QwOCwUDQqHpFJR/UJo1JOqJTjSsXYiFg0LBoaGuzv6+3u6mxvb2tpbWlqaW6srqqoqa6sq61ubKhrbWnq7Gjr6e7s6+0eGRmWSkcnJsa1WvXUlE4vjJ6pKZ1arZTLx2QyiUQyomd4WCgWi0ZHxTKZZHxcplDIVSqFWq0Ui0UjI8MSyYhUOjo2JtX7M65W9inHZVtrqR1d8TX1goLSkrwiwY3b7micIj033f1eQUz6F6//am1/9qFvbHFh/cunr2ys2YnJMSH8MKoD+/Off/j6139GxuX/9s/dkvJRHOUU3faKgRHyYxNzJAERGvYgOPrUWT+juHJMcS68u4DYlU4NOGFgDzB4aAu9jjHQCm4NepzJc6AWOXMyWLRsGjcaSfIj4O7hkfeIqOs4xBko8DQCehqNOQQCu8BQThCUPRBhYwGzNofbWCBsgShbMNIehXWBoS5b4O6Aqect8ayD5lCgOYyAoLIoTrZcJyzuMod7kk6ZGu7TTgx+/npNLGwZGWztbKp4+2J9dlIe6OP5j19+fvFkMy1JgIBAISAojUKHQ9BgSzgKTjAzBZubw+BwPBCIBgDgcDgZjWKgkEwiwYZOczYxRu7ba4nDsXi8o1ZWjgyGDY93iEK3QWFp+wwtgBCsFdeFxrDXZw4YSkKg6BgcB421giMZMAQdgWKisVZ6bSAwMgrDJFF4FJodgWSNwjDNLbEACwzAAgOBkSk0OyvuYRyBY2yKMDKBASzQH31k8uGHBwkEFgKJAwHhMtn4/Pzi3NzM/NzM/NyU3pyVxanVpf9VYnF2anF2amFmUo/+z//mvVoGIYIUnzj+w7DIeyFhnqERHuGRD4LDbgcG+8clBCQmhQhS/PiJj6NiPcIjvSKifWJiPAIDPQL9HwYGeIUG+4aHBcVEh/HjowSJkYkJkYkJsQJBQmpqem5uYXl5dX1Dc0tbR1t7T0f7QE+3eGhQNiJWjo9plfJJtUIuHZFLR8alw7JR4YioXzTYM9Db1tfd1txU19hQV1tTVVVZXlFeqqeyoqyxoa65qaGttbmnu1M4NDAmk2jUyqlJ7eLi/PLy4urq8traysrK0vz87OSkVqNR6ScxmUwyOirWK6H35L1CUunon/NneFg4PCwcGRkeHRXr3x8fl0kmZKJJ5cjKfMnQUHBWfnJRZVFRVVZ0wqf2h95NL988dq6ysG5MPh8cneZ84pIVz+nM2Yvp6elDI0KviOB+zbg5hQihszsGFSsb3+umv2rrXsazr6GZV5iOd6CYQ2ZmDC9fn6xmnxrh9dx0fG0qeqb11EAiN5D30QUTg7ZbcMlD4lr48SnPY30nrevtqA025MHzbslc5gME1B1keQuFuopAX0bgruDp5/FMFwjeAYK3BWG5lii2JZwNgnEgCC4UQTcH2YNRzibwq2j2XZaLtQXK+JN9e432o6h4EgXPw+MvcbnHSYTBisIX29Ov361JxK0NVTmdzaWy4U6NYjjA5+6P376e1sindUqVXOZ57y4EDEQh0FYszicf7TM6aGYOAJubw8zMYEAgGo1iEAlcBv2QLe8kk+FiZoo1PAAlErg8m2NMpgODYevo6EZl8FBYmqExyBKM4VgftuK6wBAUgAUahqAi0Qz9zQRwJAOOZGDxXBLFDgIjQ+EUfeCQqbZUuj2FZkck2+CJXASKbm6JNQWgYAgqgWSNRDNMzJAwBGXfASAcTjYxgRgaWmJxZDyOMjk5rVCo1Grl9JRufm5qcWF6cWF6aV63OKedn9a9Z25KOzelnZ3UzE5q/vz+n/lfc/xj4x5FRNz1D7jp63vb1++2v//Nxz5XHz3yCA55GB7uHRHpGRZ2LyDwtr//vYBAj+Dgx2FB/lEhkYmxidmp2SX5xTXllU21tc31dS0NDW1NrV1tXf3dA8ODYtnI+MTYhFKuVIwpFTKlQqZUSv4DuVwskQwODXX19DS1tdU0N1c2NlY21FfX1VbXVFfqQ6ahvralubG9rUU8LBQPC0dHhsdkErVKMTc7vba6vL21sbW1sbW1sbGxtrq6vLS0MDc3Mz09OTmp1ek0Wq1ao1HpLdJoVFqtWv+ECf0yZnxcJpNJ9P5IJCMKhVyPfk7TB5FCq9QtzoyoJ9qHxYKcosyiakFqQXFhTXhI7JR2ISyM7x+a8OLLn8/ffuQdw/eOitx8+znTzqG1Z8gzICgpN//b//nHi29/MIbhv/3b7l9+20WhjnCZ7oYfWQMOOBdlT9y/XWBoyKJa2wjSH/Y03e4vPSwvOjnC59XfBijCyFNB5InbsPVA9ouI45rrrrUcfD5xf9MxktDjViiNddUcdA9NuYmmHzfDHAHgj8FZTlAaD0qxghDpYAwFAqfAYDQElIFA2CLxzigKyxhiB0A5W+AJnwBgB82BQKApAgjFQJlo1DES8TKdlu7t8WJravOJdmZSJOyp2VxWzulG1xeVBVn8b754tr0+M6Mbn59Rb28sy0aFVy6c3/vRhwQ81tTUFAHHAgBQEAhDILBIRGsigUunOVtz3ZwdL9JpzgQ8j8U8xOUcplBs8Hg2mcyxsnaGIoiGxiAogmjNO8rmHAJDiSZmCCLZhkCyxuK5+oYAAqNi8Vwq3RGOpKGxLALJmky11f8kjkThkam2OAJHHz6WILy5JVY/zsGRNCMTmJk56sOPTWFIkokJ5KOP95OIdKl0bGhIJJGMaNTK+bmp5aXZpcWZhVnN7JRS74meGZ16Rqee1qqmtSq9Rf/N/5rzOCr8QXDATR+va4883L083b08P/W8f+n+nXO3b3zqef+Ov49naJB3ZFhAfExEalJCdnpWaW5BVWFFU2Vjd1P7YEeXqLtX1NMj7BZJhoalQrFMJJaJRmUisWRINDIgFPer1DKlenRCKZYrhGNyoXRsUCIbGJX2j0j6ROLu/sG2zu6G1vaq5taK5taK5taqwYGe/r6evt7u/r4e4dCAZFSsmBjXqJU6rVqrUWnUSq1GNT2lW1qc39xYe/pka2NjbW1tRX9S6cLC3NLSwurq8sbG2srK0urq8vr66vr66vssUquV09OT/8HUlG5qSqf/+n+zur40Oz8jlU0UllRn5VXmlTQU1XQ8DE2s7R4dUsx6BMZevud95b5Xy9CQZ2jAF7/8dPTMxa6+kfDwhPLyRtcTF13PXM0oqF3c+OLb73fv34q7fDywNldKgp379GLyT7/umsNPoLDHMEhSYoj7aG1Ae8KxxcqLE3H45isGWUyDtRDi5H3w1F38RsDJ8avW3aeQuRyj1itHk3jcIBL5MZF6HYY7C8SdBFFdgOR/m0OiQjBkCJIEg1GQcAYCYQ3B2sNILEu0HZzMs8BTD0BIANiBj/d8cHAfBAcjwiAOSMQFAtHD2XZaMTg5LdpYlk+Mtq3Oj+9s6NYWFLXlmTsbM083Z6e10jefbb17/XR9ZXZuWmNsuAeNgqJRCBqVBYFgsFiqtfUhOt0OjWJgMVYEPM+Ge5JrdZzLcbXmHrOxduVYudDpdmSytZ2jqyUYs/+gJRpHt7V3Y7AczS0xJmYIvRsUmgOBxEOiWVA4DYagI9EsNJZFovDoTEcaw4FItsHg2DgCh0i2QaDoaCwLiWboE0m/4EGg6AgUjUDigiCEDz42OnDAwtwC8tGH+2Sy8c7O7qGhAaVCPj83tbI8t7Q4Mz+jntLK9ba8F2Zaq5rSKKc0/5dRf+Z/zbnn/+jyvesuZ93YzjyanRXHxc7lrNupaxcehvj6RAYF8yNjMwSpRdn5NaXlLbXVHfUdoq4uUWefuHtgtHdI2i8aGxSPDY2MCyUTw6NykXRcJBkTSqRDo5LBkdEBsaSvZ6ilT9Q2ONIplHYJJd0D4o6eoZbO/sbuweb/oGeopW+wbVwumZCPKRVyvS3TU7qZ6cnZman35ujLgwn5mL5t04eJTqeZnp6cnZ1eWJhbXJxfWlpYXJzXoy/T9FWBvi2Ynp583x/Mzc3om7fl5cXl5cWVlSU9q6vLehbmp1+/fPFkY7Mwv6SkrKm4uiOtvD2rcdCLn9cyouuT6npFY0qVbm1jXTelnlDKn+98tjK38dWrH3dWX799/vPbV39/sfPL8sLX2ys/ProZSwTb37oc8vvvu9q1L7d+3Q3MboRiT5kc4FJRzrmxsdJq/+naS5p0xnwy5l0xK9fKQHEHuBxA34xgLobQB6+iix0ASUzTgiO0GCYsiAS7amF8C4O+BMc6m0DcUNRDSBoPSmSCMDQgggKB02BwFhTFMALzgDg6CE0Doe2hFGsLHPEgCG0BtkBA9wEOAA332yPgt5nsawxKSUrkZ89nt1YndtZVSmnHjHpwdW6so6noq9cbb16s/vDNyx+++ezlzvJP37357ZfviDg4GgGEw4AEAsncAoLD0bBYOoVi42B/wsIch8NyCHieFfvoIecLPBs3K/Zhns0xDucQi+Vo7+RmAUJ/+IkxGIZncw4xWI5INB0IxuOJXALJGk+0QaJZYCgFBCHrDyegMx3ZHBeO9RE2x4XGcKDQ7GgMBybbmUCyRmNZZKotjeGAxVuhsSw0lgUEE2gMeyicDIYSAZZIGIywd5+RgcEnjY3NarV2eFg4ONA3IZfOz00uzE9N6yY0SqlONTGpVkyqFVMa5bRWpbfoff78N+/Dx+Dk1TNHzrvaujpwXGx4x+yPXTx++d7V2z73YjP4/GxBckFaZllOQW1xWXNldUddfXdjU299c19Dx0Bzt7CtT9w5KOkRSfuGZf2SCeGofGhUNiCW9InE3UOizoGh9r6hlm5Rc4ewqWOwobmvtqW3pqG7qqmruqG7umOgsUPY3Dvc1ifpFI31i5VCmVos10h1kyp9Da1XRW+LRq2UjIpHR4ZHxCLxsFAkHBQODQwN9g8O9A0NDbxHKBwUCgdFoiGRaOj9YkbfoelLs4mJcf08ph/J9FOc3j29P/qceW/d4uL87MzU9vraxspyYWFxUXltdmVLWm1vSv1QUGZ9eZdMkF6cl12UGS/IjIhS9vcX8Pl1WdlV6ZnNRRU1OeWdFR15sfmdhZ27b/5VGV5I34d3htvijQknD199892/Xv19d+blL9H8jhOuMQYGTDTcNifOQ1h6TZJu1RdgqIwx+7nlUN0JA9kDo+kgs50UutqH0e9Orz1OKD6Ez7bHB2EBESyCOxDgQaKcASNOwrBHIFhHEMYGiLQGIq0hSFs4xhGJc4bgeEAMCQinwTGH8KxDaDrNBAbZZ3zQzMjY0hhkZMgwM3WDQHlGhtFeN5+sKp9taF5saed1olnN0MLkSHNNzpefr795sfxqZ2ltSfPrX758/mTxpx9er69OHnLkAAAHTE1N0RgCAon75BOj48cv2tu7YTEsJIJBIdtxOUdteSftbE/Y8lytuUe4XBcGw55nf9QSjNmzHwBDkqx5RznWhwkkLgJFs7F1ZVkdIlHsCCQekWxLJNti8VwEikkk2+htIVNtsXgrFIaJwbHxRC6RbKMPH30QobEsFIYJhVPQWCYSTcfi2Rg8A42m4glUA4NPxOJRlUojlY4KhwZEwn75+OjUpGpuWjWlletUE/9Ped5H0H/wPnwM7vvfv/34trun+9UHV68/vH7f/75vpG9wfHByfnJqYWp6cXpmaWZORU5+dX5hbWFRXUFBdW5hTU5JfX55U1FVa2ltR0VTV3Vzd02vsLVnqKVnqKV7sLlnoKlnoKm7v7Gzv7G5r7aht7q2o6KyrbS6ray2q7Kpt75loGlA1jsw1ieaGBSrRDKtVD4jV80ptXMa3aRKp1Xr9zrHZBJ9JT0sGurv+2OK6+3p6unu7Onu1JfUfX09vb3dPT1d3d2dXV0dnZ3tHR1tHR1t7e2tHR1tXV0dvb3dAwN9Q0MDItGQvlgbGRnWNwHve4L/aAv+3FarNGrt9NTknK6gujSjojy5vC61YTCpdqh6cNonPDM9uVDVPzxYWDZWWPG0R/xKKFlsqZPXFMwMtc1L+p5rFZ+PjW/VtCgiknuu+Wyl1WQcdccZ7LEyptdl9Hz3avfr17u//nX3r7/tqld+J9p8CkXggz1OTHXc1pRxO4IPSmJMX9bSBr0NFuOBT1Loi1Ec6QOrwWtOda48ARmZwiZHU4mPEMh7CNRtFP4UAHwahDyLwJ3DUs5gyccRGBcg1B4AOgRE8kAIKwzemkx1INCdcXR7FJkKRWDxmA/3fgAxMeLCIFzDg4ehoOr0uKVJ8avtqVfbU8/XNQta0aRioKo4+e2Lxbcvl55vzez+84fVRfXm6uTu7l9kI93b6zMxkQFoDBwEASOQaAaTA4WhnZ3d7OxcAWYoKsXWludqzT122OWcg/0JKpVnbX2YzXZiWjlYgNAHjIAoLI1n56of2IhkayvuYSbbmcE6xOYcsbE9zrM7YcU9Smc6682h0u2JZBv9ySH6Oe39ageNZenNQaIZWLwVgcTFEzlEIgeDodHpPAQSRyEzV1bWVCqNUjkxOjLc3dXW29M+PjYyrZuY1k1olXKtUv4f8ryf2f6b9+FjkF6cmlokEOQmxGdFx6ZHx2ZExmXExGdFJ+UlJuXzUwqSUosE6cWpGaUpmaXpWeVpWeVpOeXpuRUZeZWZBdXZhTU5JTW5pbV5TV3VzZ3VzZ3VTR1VTR1Vze2Vze2Vje2VDR2VdZ2V9V1VTb217UMtfZJuoXxgRCmemJZPTMvHJ+VjunGpRjaqkowoJaMToxLJiGRULB4WCocG+vt6ero7OzvaOtpb9ebo5XlPb0/XwECfnv7+Xj19fT36Wwq6uzt7e7v7+3sHB/vfm6O/1geUPp30rdqfC7c/WSSTjcklE+PDitGq7sb4kjx+VXVyfa+gaiC7drijX1WYXuSMJwuu3Yw/djrZ5WLhicvt7hezXeh5p20LzzlkHmHVnLQbvXB00JEzc/ak9tSZrxPTJryj6Ab7xgpEu1/t/vZu9+9f75aVDwOp58CcqxZYZzs7u4cXsJXRDHXtiaYIQFvkhzOFiAHfTybCwG8qTihDeG2XbIucuT4Q0wQrSiAB5U/B3cchH9FIV9HwiyjYWTj0BBTkBgG6QcBuELArFHYMjrIGQZhoFBWNxJlbEAAWNBAECQAAzI3hGCibRjjjZBtz60ZOoO94T9Pzdd2r7ZkXG9qvPltamR5VybqLc+Kebei+fLXy0zfPX+0sfP5i9e2rjZ2tOY1CtDSn+OG7V1XVpUYmBy9evsRicyyBUBueI5frbGXlTCZb29u7caxc3NwuOTgcR6FoHM4hDscJjaObAGCGxiAkhmrNO2pr78bmHKLS7YhkGwbLiWd3wt7xtK39SRvb47b2J+0dT7OsDnGsj3BtjjLZziQKD0fg4IlcEoVHovBoDAcMjg1DULF4KwyOjUQzyFRbOtMBi2cTCFYoFIXLdT5oBEhNyVpeXtVodBqNanxM2t/X1dHe1N/XKRsdVMpHNIpxjWL8z/7oDdGL9N+8V8ggpzw9pzwtpzw9uyw1qzQ1syQ5vSgpvUiQVZqaXZaaW5GRX5VZWJNTUp9X2lBQ2lRY0VpS3lJc3lJc1lxU2lRY2lRY2lBQ2lBQ015e11Ze11Ze21pW21pW1/IH3YPNfaIOkbRPMiGUa6QK3ZhCN6bQytVTSqVuQq4el8hHh6XigeHB3qG+3v6e3n+nyvt9z/a2lva2lj8L896i/r6ezs72rq6O/5BEKBzU+zA8LNTroUcoHPzzUKf/gFgs0u/w/EdhLZWOymSyUbFMIh3rEHV1jPdFFaUn1lYnVLYlV/RWto4XlrS31zX7XblymUzJveT+EMJoO3Z5hMfdOG43Y0Oa4WBeHGN8foLy8hjixyvUL4+jf7vtvOxM+TEsQOcTPhCRVxJXd5h76almbU23/oEpw+pMoDnptBmIZUehKzryajJOlvDJ1YlEeZnzZCFPFA3XZTNn8lxHI6/V3z6fddox1JbEd7P2YMF9HUnXmeDrLNhNa8w9O5KHM83zEPOBI/Muj37DmnbvsPNxK7oDi+Jkx3I7ZHf1zKl7n16+fO7UtRuXrR25Ts42tlyqDREVdPfa1NjAmLBle0m5NSf/6rOVjXm5WtpdlBmzOCn9/t2T7798ujInX1tQzU/KlueVKvnQwoz8ydbcjz99VdtQCUOAkWiEnb0jDk9msWxpNBsm047HO0wmWzs7n3ByOo7HM1kseyKRDbBEHjACHjQBw1FkJtvJmneUZeVMpdvRGA4c6yN2DqfsHE5xbVyZbBcG6xCT7cKxPmJj62prf5xrc5TBcvrzOodKt9ebgyNw9EsdKt0ei2cjUDQqlcdk2kGh+CNHT6iUk2LxqEajU6kUSoV8TDYy0N/V3tbY09k0IupVT4zp0fvzfnjTX/w37xUyyKvMyKtKK6jOKqjJ0L/mVWbkVqbmVWbkV6cX1mSXNOSUNxVWtRXVtJfVdpRXtJX+wb8VKm8qKm8qKqrNLanPr24uaeysau9v6B1uE0q6h2W9E0qxUiXVaMd1kxMa7YRCKZONiUdGhcPiweFhoVB/21l/v/65N93d3V2d7V2d7fo7BvRTWU93Z29Pl96fjvbWzo62P39Ab05PT1dfX8/gYL9INKSfx8RikV4bvS2Dg/36aHpvy59nNolk5L1I710Si0WSYbF8aEw+Im/vbxFqh/mVWYnVZfySxtSyrvT8tsbmobqKCnlv2xU21ZNlleJwzs8IVQJDLBx1XnG23z7Ee3PU5ofjrC8dIV/ZGf/kYLx7Ev3LCfKCNfaLkIBO97tlvnEV0Rk1AcEjJdXRMZVm+Atg6k0C8wbYmE2HE4f7SmSijEc3SGH3sIHnDMLOGsRcMYi4aBB+DhB0Cn7Pwcjdds/9o6b33ACPLyFuH7fIjjieE3kmN/JSZsilxEenQ9wPex63vuHMunbI2pVLsWHhWCwcl0txdrY5fszpyFEnti3rhuf1tDxBZ0/j0+3577989vWb7f9D2XtGNZW27d/cU26nj11RQQFFEcXeuzP2jg1UlKLYR8c+Klak9xZKSAjpvfdGh4QSEgiQkELvvff9ftgzefKgzPP+1zoWa7Pdm0/5eZzncZ3XFSETI5My5RKaQZ1TqcrMlVBjQ3xELGx/e1WVtiA3nVmhyuExMDUGVVYaq6GmrESZXVOnqW3Qq9RF1ksWbtqyecFCK7ulDvv3H920adeaNdusrJY7OW3dsePA2rVbHR03zJ696Puf5vzw89zpsxZZLXFwXL1t3YY9Tmt3OjhuWbt+zyqnHStX7Vi9Zve6Dfv/KdW2rHLaAdqOKSEA74CpNAgMGKwttd+wYuWWJbZOtkvXrl69be3a7dOmzYDBUbk5BWQyVSpNF/899yjhcRl4HBKPgTOouDQRP10sSBcLTPCA/IAX/yILSEooJCUYkhIaBw+KhQXHJAfEJAdFQ/3D4z9FJPhGJvpHQ/1jYcGQlOB4RBgEGR6WHBQKCwlPCYtGRMShouMxsUk4SBIOkoiNSyYkICkwIgfDlFAE2ewMuTAvPy0jQ5AlFaaLeGIei8ekMSlEKgFLwmCIaCwRjSWi8SQMgYQhkNAkMoZMwhJxGCwOiwYFUgQqFQFPRcCRqSloVCoGjTT9K4VColLJJqsxNTNg5Waq5Wg0CigTFebYmMozU3sDKoMvyaOl5dHETAqOk06PQMe9jAx+F5HsH4WBo4WRsQgEEhYa9IqFiD6zyv7kDJvHa35PcLv5fOf+Ez/NfmC7InT1OuaOnZUH946d2je4xXZs8yLgsNPQyU1Fv62VXzn1Yc3y0N93Ayxy0LFzMH+mra37tn3vVqy+aW91eMmcLQG+6OcvQusa6vOyMars9yLyaWzSGhJqEx69nU49HBXtmJi88d0n65DoVe8D7X18l//1ZuXTv9Y8erT58Z973/x1JsL/FhLynoKIkNARmQJ8dgY9L19QopUbGsqbO2v7xrqHgaHO0c5uoKt9uLWpq7q53dBQVw5PCOZTkUIqUpHJrVbLirJ40Cg/IjJurK+xIIuvV8vLldn9nbUtdRV1BlWtsaSlqVKhzDJUl5VrlXf/uPnjzz9s2bZ18ZKlP/w43clps6PjBjs7x+XL16xZs2XN2k12Sx2mT5//3Y+zf525cP7CpbbLnFY5bV+/ce/a9bsdV29bu37PylXb7FdsWe6wdZXTrjXr9jqt3bNy1Y5lyzc6OG5dvWbn6jU7V67atnLVNqe1u9Zv3AdGAmDltmz5RnCdZ6n9huUOm+xXbHR03GJtveLEiYvZOfkctpDD4bHZXB6PIxEL06RCkZDDYdM4TBKPTUkT8UGZ4AH5AS/+RRbhSf6gIqABkcmB0fDgmJSQWERoNDwYvDYpFhEamxIeDg2OTA6PRUQnYuJTiMloWiqehSFycKIsrrnE2TxJFi8tUyDkMXlMGp2EJ2KQ2FQ4BgHDIhC41FRcKgqXigGFR2LxSCw+FY9HYrFIFAqJACduUhFwRAoMkQJLgScjU1NQSAQalQraDmg4YJ9jam/AqMCUFoAlnCkeAGkxdxUQHpCfL3qOiMkpZKbJqAIRi84W0lNomKcBfh8jYb6RqHfB8KCYFCgOhaOgUmHRxPiYh0cv7pppd2L5Rn4Cig1BxD9/8/HC5ZcbN3+yWiTdvLbn2P6eHY6Du1YAJzbX/b6y4uj6Upe91K1Lsw5ur3/xpjiIcvu3Z3P+s3mZ5ZGwDxgutbShAXj2mmS38uAVT/e4uEelqtjWdlTfEGJgPG4YCB0GPnQDL0YB39axl8NAWAcQ1AVAuoHUXoA5AIiHgexxoAgYqwRGagCgBQDaxkYbhydaRoHuUaC3d7Sta6i1Y6C1tb+lqa+hut3Y0F1d3ahpatEVySUUVDwDk5jFI9VVFJTIxAhIMCIhBBhu62nRNxpVbXWa6srC1tqK1vry6kpFe7O+vaPKUKWq0BbW1Gls7awcVi5buXJi8DkdAAAgAElEQVTlwYOHlyxe6rhy7cYN2xxWONnaLF9q52C1yHb+vMU//TR37twlNjarHRw2rV27c+Pm/Zs27Vu9ZsfmrQc2bz2wYdN+x9Xbwb4frMeW2m9wcNzitHaX09qdq9fsBLHZsu3gYhsncHRgldOOZcs3goM5S2zXrFixcelSJ0eHjTOnL5RKcrgcEQFP4XB4FBKZw2YKBRwelyEUsDMyBNkZwjQxRyriSoU8EzkmeExV3FSyCEkKCIcFR6eGx6Ii49BRMciIyJTQcFiwX+yHwPhPodDAyJTQKERYFCIsAh4SDg1G4VNxBDSJgqczKRweUyjmSdKEaRnigsI8eX5Odk66NE3I47PoDDKZgicQMYgUKBIOQyNSMKkIHAqJR6OIWMw/whEwWDwag0OhcSg0FonCIlEgKogUGGgyoM8gU1NMHQ6VQqJSSDQqmU6j0GkUEhH/RYH/yqBTGXQqk0EzicNmflHmT7KYdDaLwWEz+UymmELPFQqlQh6BQqbyhf5xyc8DIYFQ8qNPcUHJpA8xsAQcOToZnghDJCciUoNj6a/9ymEoHYddyKfV6wrbDfkqclLkyV3Bi2cW7N3Qe2z36MFNw7859e1f0XFoee+RNcDJvdWb1lWcutDuH5XuE+C5/cCGxY57d56oqgP6JwBjPRAWQ5pnueL3349fdLnCYKI7WoSDPSnjox86u7wnJl50Dz5o6rvTBbysB161ABGGoejGMUQfgBsYp40O5jbVZEyMVMfFvvvtwNq9v609fXb/3v0bV65avNzBWprG6xvsaGwxDo12GWvVLW3Gjs7q+toyFglOxyVI2BgpB6vM41PQcVGBL9tqS3uatfW6wpaq0ta60q4GbUdjeW1lUWO1skKd1VBf0txY0dleVVNVart47jonh83r16xdtXqD0/oNThsd7VdbWy6Z+dPcn6fN+Om/M2dPt549c/Eyu3UOyzcuX7Z+2bJ1Tqu2LVu2bs2aHatXb1u2fIPt0rVLbJ0cHLfYr9hotdjRxm6Ntc1Kq8WOdvZrnNbu3LTlt01bftuwad/GzfvnzLNzXL1tsc1q6yWr167fs8R2zdatv29cv8vebtXC+Ta3btwT8dOIeIqAJ2TQ6OliSbpYlC4WpEv4GVJBhpSXmcbPTONLRVyJ4G+BE2FiPkfEY5tuTlKamAfKIhoREYEIj4SHhaeEgT+jUsLN70SmRkDQMVByEoqBwLOxYqlAKhF9LhaTzmTQaFQymUQg4LFYDAr0DdBA0KhUsMrCYlCgaZgI+SInphdN75oaHlNCACL07+R8Dg+LSf+ivkgOj0Xn0MlSAYfNYrDYfKYgA4pn+IRCX4UlX3vyKQYvSKRJojGs99HJoUmoiGQkNhn9aO8R30Mn7+zd98HbM+jNIwE9FRP7Ceg0Iq85c50Pl507pN+3sW2P08Th9WN7lwHH1wG7HIEj29v2bszduLLo8rk2SIw6Pjn+4atsklTGL+lqBJbbHLjhFfTkcdK9PyAnT3r7+T4vL0UAI6l9bT6dDfeH+x4NA89GAB993x/1gG8HkNQNIHWtIQAgHB/P7+1StLeXNDYrlSUSOCLE9dLRxUtmfvONxX/+Y/Hw4a2Ojrq+vpbu7vrGxsrOrpqGRk13Z1VeOp1FhNJxCXwaQpZGJ6NiowJf9rZUNuiLtMqMqvK8usqC1pqS9jp1XWVBS21Je5PaqJM11ZcaKuX1NSXyHMHs6dMc7Zc4LLWxX7LEzspmmfWyFTYO9ouXL55nO3/mogWzbdeu2r7SfuMax20rV2zYsG6nzeKVdjar1q3bZW+/doXjRnuH9TZLVy+0Xm7vsN5h1SbwV/DAHdtlTo5OW9Zv3Lt56+8OjlsW26ye9v2cDZv2bd95ZJG147oNe+3t169z2rbOcdPKZatyM2Q0Ip1KoMizZQION00kTBPx08S8dAk/XcJNl3AzpJwMKU8i5HyOjYjHNlVxkyQVcaUibpqYZwHFJcZjINHwyDBoaGhCcBg0NAoWEY2ISsYnQQlJKSQYioEk8QisDKZELsoqyszOzQDXW8QiAY/LBueaqRQSHAY1KQWebBLY2YOffpAlUPGQ2IT4ONMENCw5yfx5c8YmtT2mOg2UeeZmLpMpmeABZbo5SSZyQGxAcjhsJptO4bMZVApJKJJwhOlMUXYQJOXRh3Cf8OQ/3oVFIukYXtbbiEQ/CDwWSYqPT/G9//T2vqN/HbsQevnmq0Pn8iHID6cudIjEgKroypI53vN/lLgcqbx4uPPUvt4da/o2Lhv7zWn00NrRQ5t7D21rP7y/8Yxz9WXPMu8nAF7waueZF8dvZhNkr/+IcnN5lxCfERpFUxgNLt6n8Hj/7gYKMJQ83PEKAIKbWx+OANFDQIKq+kXbKLQXYPdO5AwBhlGgpauvsm/A0Ntf1dtfNT7RMTrWUVYmx+OTXV1PlZbKW1ur+/ubR0Y6AKC3uUVbZSwsU0j5NAQxNVrERGUKiBR0XNinZ91NmpHumrba0q7Giu4mTV+rrr9N31pT0tWs6e2obGksLVWmtbdomurLOloMqqLs2IigHZvXOznYW8+fP/uX6bN+njF3+ux50+fNnTFv2WKHLRt37d11cImV/ZaNuxxXrFu9aqP9stV2dqstLe1Wrtzo6Lhp+coNVksclq1YZ7lo2dKlq+zsHG1sHK2tV1hbr7CzW+3ouGnduh0LFizduHH3ggX2s2YttrV1srJysLNbs27NdscV6375frpUkJ4hzpJlyTMlGQI2X5adIxHwJQLuP597TpqYkyZmpYk5k8gBsRHx2GBs8LkkQo5EyJGKuBbxqRAIIg6CiItPhSSiEmC45FQSAk1F0QRUppjBTecIswWiHKEoRyjI4gvS+TQ6CTQWPA6DRqWmIuBwGDQZmmjODOghJkjAjiUFngxLTgKnOZMS4+NioyFxMQnxcaa9A+Ark7IBMEMj4LHmLJlna+YJtbloVLJJ5myATvW5PjccDpvJ5bDAkQU6nS4Qilk8IU+anYwhv/oUdvnWnwecL1+58/RtaHxQEjowEfU6FBKXQvD3j8zmZcDeRqY+D2a/TaA+j+D5J1YJM3kpMFxM8Bsv58OW0+4v/Fl6Yn/DhZPDLicHLu5rO7ymZ98a4PBO4ND+iV27+/Yc7D7hUnrcBUjEMW483/rNAmwg0vvis/073LC4rF4A6ByfCA0ND3r/sF6DHu1Ej3QmA6PI7q4YAEBPAKmDAGEEkPcClX1AW/No7SDQODhc3d6pqaop1Onz6xvKurprBwZa+vubAaCvt7exr7/RYFTWN5RV1xTny3mqfGEaF8elwHMlVDELTUbFBr1/1KAvAgabQGw6G8q7mzTdTZpGg6KtXt1Yo9CUZY6PNJcq03q7qlsbK6t0yr6uxt6Opua6qlJFPp9FT4VC46OiEmNi4AlJWdLMUpW6pqpWwBMvX7Zy3pwFqxzXrV+3ZYWDk7290+rVm5YudZq3wG6J3arVa7fZLF1taWmzZMkKe/u19vZrbWwcrayWL17sYGu7auXKjfPm2SxcuGzBgqW2tk4rVqxftGiFo8PGn76f/u7Vh1pDvUJeXCRTZEkzMyTSNJEQ5EEsYIsFbImQJRGyJEKGRMiSCDmT3EbEYwu5rKnam3/+AsciISUehk5Gk1AUNpktYgnS+eIskSRbnJYrleZIxFkinpRL59FwVCwcA0tKSUxKSoAmJUCTEpKhiaBXgDK5iqm5B/t78DFoUkJiAiQeEguJi4mNiYqNiTK5DRwGTUXAUUgEyIZ5nmbChkjA/b+SY0JiEj9TkWOODUgOl8Piclg8Ho9Go/H5fCaTSWewmCwOnc2LTYCec3VbvXG794MXPkHR7n/89dw/JiKV9ioMGpRKuvnXx+AQGCQMQUlkMuDsNHZOUhKamZnBKczES6hMAY4Y7+9zau+jldZvrabnHdtWd2bP2IXDwPH9wPbNwPp1wNYdwMFDI6fPFO7eOxIa0ZKEKEnBxzx5/+e1B3N/sDaUtfd3AcAY4Hnt1pkTx+HxYapc9nB7LgCk97TFAwAFAARdw0VDQFsb0N460TIINI1NNABAGwC0TwDt3T01tXVllbqi6ppSjbagvELe3KKt1Mk1lTlaXa6yWFSUyy3IZOVnMOXpDBo2HgsLD/n4pLpCNtBuaNAXNRoUjQZFa01JZ0N5k7G4s6misVo52F2dn81trlW3N2oKc/n1xhKNKq+8OEenLqzWqqq1KmOFqkpTUm+oaK6rUinkRfLc3My0TKmktqbq+dNnNjZ2c+fOX7bUYaXDGienzWvXbl24cJmV1fJF1istFy2bN2+xtbW9vb2Tvb3TkiUrFi60W7jQzspq2fLla6ysltnZOdrbO3333cyFC+327j06b671yWPOPe29+TkFBo0xU5Il4Yuz0tI5DLqAwxRwmEIeU8hjivgMEZ8h4tNEfIZYwP4cGyGXNVW1JuKzQFmwOEy2gCWSCCWZ4oysdEmmWCwV8cRcOpNGpBEwOHRyKjQRmhCXFAtJiItPhCQkQJIS42HJSYgUGAqJAD/rRALOFIWBFgRuE0iIjzMJxAYSFxMXGx0XG21uTaagGRwXMK/TTBRNVa1NRcIkhCbx87lMLZC54XA4HIFQTKMzhUIhlUqlUckUMlEk5FMpJDc3t8PHT7m6e1+99afb3ReX77/60zf2AwQXmEJJoksTMNyYJAokgRIcgWKJi9g5xZTcfHaJMs1QJtOreCJKVZm8WZHhtX5p7G+bYBvsGBvtNUd2j7mcBM4cGt+/bXDnhpEj+3rOHCk+tCfz9DEAj1F88m2hUAogyWlhiQesN7BTpMjk9M3b3TZsdTl64Madq3c0MgYAFNYa44bH2BOArhdoaB6qHwJ6h8YbAaAFAFp6+gzNrWUdnfq+/vrevrqe3vqR0da6enWFJre2vlhvlJWWpdXVFqmLRKX5ovIiaY6YgkkOg8X6hfs9N5blDnVWNRoU9brCGo28rrKg0aCoKs9rqlZ2t2gr1dlqRXpLXZlCJqwzFPd1VBkqChqqSmt0xYaKAqOmsKZSWVOp1KnzS4uzSxRZzQ36ygpFgSyDzaLW11VlpEtfvHixeLHNjOlzpn3384wZljY2jra2qxZZr1xs62htvWLx4uVLlqywtrZftGjpokVLra3tbWwcQC+ytV05Z+5Ce3untes2z5ljNXuWZUVZZWWZtr6qIU0ozRCnZ0ikFAJeIuDzWHQ+m8Hn0PkcuoBLE3BpAi5FwKWB5EzCRshlmYxokkD2hDymRXp6uiRNLBKJODw2nU4nkPAYDCYVhUhMTIQkxMXFxcXERcfGxsYnQqBQKPyf7gWRAjOPibEYlAkVkJC42OjYmKiY6MjEBAhoL0mJ8SanSoYmTgoAvijzhmeqhMC8KjOX+aiBuf9MlRCYZG44XC5XKM2gMjl0BovFpLNoZDaNJOGzJXz2u9d/7d69e9feA0ecL+865rL71LVnwbA34Ug/f+j7N9EYvCgFy4+EUVlZpRhmZgqeJ0wvzMtT5ecU1hur66v0BXlSjVreXl3SpkivFxCkQS/DT+70cZybuHlx8cX9w3+4Np/e3XJ4G3DncsPB7Q2nfh+6d03ncrzE9Xif39OGiOjfft1z71L8yUth6w++WrP59fWrMK+zL4ebmwFAPgTQAUDRPVwKAJ3Dg02Dw7XjQP3IeE13b2XfQBUAtI1PtPX0Vjc1a/r6a7u6jc2tZX0DVQ1NxUXFvOJinr4sS5nHr1RlytLoNGx8UtTHUN+npfmioc6qel1hVXmepjhdU5yuVWaoZAJtSaZSJqozFPe2G5X54lq9oqNJmy2lGzX5zbXq6spCTUm2WpFerkzXlGRWqDJKiqV6rUyex9dW5JeV5hXK0zkciqJIpqssl8lkKBTm1s37CxfYLl++bsGCpUuXrrW1XbXE2sHaapnVoqWLre1tbRyW2jna2a6wWWK/1M5hyeJljivXzpltOXuW5XfTflrluE6lLGtraS8tVmanZeVkZAo4XC6TwWMxBRw2l0njMmlcFpXHpvHYFD6HCkosYH+OjYDD5LMZX5SA+7cs6FQakUjEoNBwODwpITEhISEpITEpKSkxPiEpKQmeDIPD4SkwOBQKTYxPgMTGgeSYOhawBouHxII12OcCaQEDAHPeJmUGpqWbqbK1qVLpfyHni/BMlUqbsDGRw+OyQXJoLC4OTxTwuVwmTcJni1nUTBGHR6MEBwZ5et3afej05v3OO09cexQAf/4xIToIjksghQckRsYg4xG0CCgBiqKzWRlSVpacl1PEyVIKsuqU6majXq8v0emKG3SqxnJ5X10p0K6tzSYjn7q93bbk47KflC6/1V3YX3dgff+x7YPHt4877x5y3gl4HG64sLP2jxt9uKwLa70cV3hs2Rf44Ilqwdwn6ETjuWPeAyPl7QPsQSATAEoBoAGYaAMmagCgDgAaRidqu3q0bR0Vvf1Vo+NNQyP11bVFPX3G/sHqqhq5zpDT3qXu6CgzlGfL0uiVqkxlHj+dh4fF+vm/eZAtIk/0N7TWlDQZi2u1+fW6wuYqZV1lQUd9WXN1aV9HlaYku6mmtLQoraWuzFCRJ8tkFuXxVAUitUJaUiQsknEKclnF+bxShbCsJK3KmF9akp4vExTmS1TFWZmZQrGIK5WI8vLykKnYhQuWLF68/PvvZzk4bLK1XWU5z3aBpY211bLl9k5OqzetclxnZ7tigeXin36cMWP6nJkz5m7fvvPQwWOvXvlUVuqVyhIGhVokzxdwuHw2SyLgk/G43MwMBoXIYVA5DCqXBYrMY1NAmbAxkQPWdeDzn+sf12JYJMZBEiDxSZD4xPiE5IREaGISLDEpOQkKS0wyXcOToMlJ0BRoMgyabGpaIHExMdGRkRFh4WEhYaHBYaHB4WEhkRFhMdGRcbHR8ZBY0GrMO6JJEQJYqpln1hg00jRxM0nmibM5FZ+HbOYJwefx2lTkgFsYQIRMuxioVCqLxxdKM4QiCYNOpRJxXAYlg8/KEnN5NAoBh3/67JX7rcd7jl457Hr/+suoF76Jtz0e3ne7BYuCRYXERYRDWEwhOhlHhOFKxLI8Eq+EIW7MUah5oq6KijZtWYe+bKRWP9poqC7J66gv62+paCzL6C9NP71o2j2rn6Quh9ruX6o5t7vx2MYR153Ape0D57e2Ou9vvenCPLt9iMt8dPTNRqunp34ni3lAbR1w6uyzO4+etHar+4bTgdFMYEILjBgmRiuGx7XD47qhUd3QqGFotGpwuHpwuLa7V9/TZ2jv1HT16PoHjU0tqpp6eU+PtrmmuEKRpivJMqhzFDlcDhnm++peGhc32lPbVltaryvsaqxorSlpNCi6mzTVFbKmqpJGY2mjUdVgUNbri+t0ijp9Ya2uoEqTa6zIMZRn68syK0vTNSpphVJSrhKVlUpLVWJVsbC4UFAgF8pyBblZwqwsEY/LlOfJ7t558PVX382etfDXn+fPnW0ze6bVzz/OtZy/ZNp/f5k5w3LvngODA2PABFBlrEtMgN26dSciIqqysrKkRE0mk1EoFAwGI+NxFAKeSiTQSHgGhcikkth0CptO4bHoPDaNx6bxOXTQbf6u2TjML4rPZvBYdA6DyqKRWTQyh0EF673/qdYg0TGQ6JiE2LjEOAg0PgGWmJQCTU6BJsNAbBISofEJiXGQhNi4+JhYSHRMVGS4uaKjIkCZDgwwD5rBnsd0DZJjWsAxeYsJGwwaaUoFJmkSP+bj0l8kaqpsDXSVz2VesJkWfxgMhjQzi87mkKkULoeVLhaki/gSPlvC5ygLi7AYYnQc/Pafbzz+ePvwHeRpYOqZK4/2bNh3wGmr8+5D8LC4WN+QK4fPvPS6z09C/3X+2geX6xoiJ+iK91C+ShgZSw0IbBRLWO/f5cfHAp1tHfnZzPhIoKe1R12o41ISb7n57Fj92nE+9tAa0ckN1M3zMn637n9yvvnO5ZJLh4yPDrEvbO9KEbNfCHctuHfDBdc/DPSMA7lFrYOjY8B4KTCc0VnFBgDtxFjJ8IR6eKJsaEwzNFY5OKIfHDEODlf3DRh6+42d3ZXdvfq+gar2zvLGZmVra0mFUqorySrIZJUVShQ5XCYhKdT3KSI+cKizqr1O3aAvAslpMhZ3N2lqNPKmKvUXyanVFdTq5DWVsipNjqE8S1+WqVNnVKql5SpRqUqoKhYqCviFcr4sV5Cbzc/JFAn47HyZ/NHDx1/9Z9rsWQun/2I5Z9aS2TOtfvxh5qKFdrY2DvbLHHu6B3t7BgcHRsfHAQAA2tvb29ratNoKBoMGHnuEQsLJeBwZj6EScSZyWDQym075p04D4aH+Aw/j38lh0ykgOSB7JnIEXIZFTERkbGQUCE8SJD45IRGWmARPgkLjE5Ig8QmxcXFR0TERkZGhYREhoeHBIYEBfkGB/qEhQRHhodFREaC9JMTHTVrZNAlM3syxMV/x/HyRdCpyPp8BBWX+q/l6zlTZ2lTtjYku82CazWYy2SyegC8Sifh8Ltj88Lk8PlcgEqanZRbwJPK7Tz66339342nYpbufrl5/fWzzgSs7fj/qsP7FRffYJz5nV2+9vv33u7sOX1+7M+7q3VurtuLvPGU9fZcfGB11+hLighvf9bLmwWOAyp5A4P0378n08QfqOwCNHmisB5pr6uRCeuzbVB9Pgs+V0Isbzs61+GvTkqSD67s/3Ox8dKXulnunX2gTVhpyL1YhAzoHATSuUlXcAABtwHARAJQBgHpsQjEMKIYmVEPjpUNj5YOjWhCe4dHavoGqnj5DT5+xp8/YN1DV3qmpMsqzJSRjWa6EjSnIZBVksijoOEjY2w9/3elp1nY2lDdXKTsbyttqS5urlCA5zUZ1k6G0yaBq1CsbdMX1lYr6SgUYITToi+p1hXWV8hpNXlV5jrEs21CeVa6SlCnFpQqRooBfIOPJcwS52fzsDKGYz8mXyV88++tri2lzZi6c8cu8ObOs58yynj1jwRIr+68tpiUnIoBxAJgAWpragQlgeHCks72jpbmxvEwlFHDoNBKRgImHRJFwaDIBTSFiaGQcnYJn0ogsOonNIP9Tp1HNnIfO59D/hRwuk8amU5hUEmhcXCbtf/U5kOgYSHSU6Wd8THR8TGx8THRMRGR0eFhUWHhkaEhESGh4cFB4cEhYUGBIcGBYaLAJG9OCzBeHzcAj0aayGlMbMylx/hd9jtDnLH2+E8GcIvNVUXOBj4EhG3hUCI/L5vM4YvDEXSadxWJweQIuT8BgC6gMPhLLINAk0pwyKJZ/9MK9izfe3nweef/PIJeDF7ZZLz+2brvz1n2xr3ydt+w+v3l3oPf9R4fOkN8EPNp5hPHy07vfT8dd8kbefAzwMnKvejJ27AKw1Lon78oevCOeuwEY24GaNqClva2uur2rfhToAYB2AGgC+rQ9hpxrv29wXTo7eMWsJu+TEw/OtHifyLt/uVsgvXPu5YvH5L4O4MHNOGAEGO3Xj42rAUA1BMiGANkQUDA4rhgcKxkcLRsY0QwM68aAuv7B6r6B6p4+Y1ePfnC4rrNbpy5NyxASK1WZaVxcroSaK6ESEFGJkR98ntxorSnpbtK01pR01Je116lba0q6GivqKguajSVfIEdbBPJTqyms0ciryvMM6hx9abZOnVmhlKqLxSWFYmW+sEAmkGXzczMFIDkFebLHfz755qtpc2Zazvx1/uyZVnNmL1q8aNmMX+b9MO2Xpvq2hrrmtpbOkaHRkaFhYAJoa2026DWaipK83AwalYDDplLIOBIeBZJDJWFN5LDoJA6TwmFSJvHDY/9btfZFckzIWcRDYiFxUXGx0THR4VGR4RHhweFhIWGhgUGB/kGBn0KCA8NCA8PDQiIjQsCqDMwDTMv/pjbGRAscBgV9Brz/+dropNbftHcAxMZ8aOCL+heKzOGZiqKpUukpyGGJhFw2i8rhsCRpUo5AjKWwyBxpmrxMLCsX52kDYnGP3sQ4e7w4eO6PY66P7z0Jvn/3r63rd+7Zc2j7nt8ev3pzxvXy4ROnY2Li3C9e+X3Dtv2OGyCvPya+9dtps0KEwGF93uPd3HLv3aY5n8UdP0O56I664EW8/wKoMHZXGtoaGtp7Omo7Gqpba3uHuoeHu+uqdTgM9th6x6vzLCj7Fw0/PN5/92DVw8PCOyd6MjLunnjw4S7zriuShi4c7B/qHiobAxSDQPYQkDUI5AxOyAfHFQOjqoGR8oFhLUhO/2BNb19NZ5ehr7+2uaWiqFBYmMMpzRcpcrh5UlqmgEhMjYaEvQ35+KRGI+9tqeyoLwPVXqfuaqyo1xU2G0uaDKr/TY6yTltcXV5YVSY3qvP1Jbk6VY62OEujyCxXZJQrMtQKaUmhtFguKcwVyrIFuRminHSxiMeWZed4XHH/4dsf585aMPPXubNnLJg7a9HsGQvmzlqwymHtyOBEd2dfa3PH8OBIX09vb0/XQH93U2OtXJZFpeDhcAgUGoNEJpHwqSR8KpmApJLQdAqWQcUxaXgWncBmENkM4iR+uCzqVOTwWHQuk8aikUFyWDQyl0kzNUs8Ns0iNiYiNiYiOiosKjI0Ijw4LDQwNCQgJNg/MMA3OMgvNCQgIjw4JjocEheVEB+TmBBrchITG9B/1ka/qC+GAZNCZ3MkTOs5U+nzYZz/s4ozL+SmWv/5YrXGYdMpRJRUxM5IFzPZLCKNRRdk0sX5WG6ufzzJ5dbb387e23v69uod561XHXS98dbV48WNOz73H793vnTztJu32x/P/njv7/7o2a3nr98Ghf357PXbN76vnvkgICnhH0Oj/SJkFDb97QfeixcdFEpOQCAgLwBK1GlxEKCjbaylqb2+pqmpoa2rs6Wzp6m9u7mtu76lo7q5lUclBF46HLl/acvLc52P9ve82lf96qj00VUgv+qs0xPv00i3s1E6w+Ag0NQ8JB4EMgYB6SCQOQjkDIzLB8aKB0ZL+ocrhkar+gaq+mCGdXsAACAASURBVAaqe/tqOruqWtt0ekNxgVxYoUwvzGJrlRkFmaxcCZWOS4gPfxcb4lOpyuxv03c3adrr1J0N5R31ZV2NFQ36oqnIMarzDaVyfYmsUpmnLc6tKMouL8wqK8goV2SpFZklhenFMmlhjkieKcxJF2eniflsVnZ6xv5d+6b/OGP+nEUgOXNmLpz+8+xff5q1b/cBYBxoa+kEJoDuzq7Bgb6O9tbeno621gaNRpmXl8bnU0mkVDQ6iYhDmMihkTGTyGEzyGwGGeQHROhfyAHjAQaFyKAQTSEBiA2XRbUIDvELDvELCfUPDQsICw8MjwiKiAyOjAoBf0bHhMXGRUDioxISY5KgcdDkeNPQgIkZcK3G3IVMMdrnSYB5GPDFsYCpgJn0igmhqZzni7kCiYifaubgiwkBm04RsKkSPpNGJaYgkBgyk8zPDoGSLt//eMD10aHLz45e/WvHce8Nv7n9smDjT3PX/DTb0WbZ3q3bz27bdtbF5eGp0zeOHL92we2+5x+vXW4/vufz6emH4L/eBgf4RkPDEdhIDPR9jIIsLKZy8uksXW5Wo6a4vbZ8or+hv00/3FUN9LYMtTd21NV2NLf39oz0DQFD40BHVy0w0durNURc94g66Wj8cKTqgePQ+yO1zzz0gQm8T5I9y59u2fDW/WZ0Y6+xH5APANJBQDQISAcmMgbGcwfGCvpHVP3DFT392t5+Y0+fsae3tqu71lilKirKKJCLtarsgkyWVplRnMtTyQQCeios1i/o/SN1gXig3dDbUglOr3U2lHc2lDcaFP+bHFV9pfIfzymqLi8yqgsMJYU6ZX5lsVyrkGmK8sqLstUFmar89GJZemGORJ4pBsnh0GjpQvGShYvnzpi3YJ71jF/mzJ4xf85My8ULbL62+DbgY9DEMNDfNdDX2QtMAD0d7cDEeFdbs1FXrtOoSpXynEwBn0Nm0FBEHJyETyETEBRiKo2MolPQTBoehIdFJ4A9jzk8/6/kmMzK4sPHN76f3voHfAwO8QuPCI6OCYuDRMUnRCckxiYkxiQkxiYmxSYmxSUmxSZBIUnQ/xkLAJc4TaucYAkHjheAQ2ggKuYVmnlLM2mPp4kcc67M9fna6KREwZwcIhFPwGPxeCy4SwcUuHWHTCKQSbj/LQKZROByWGzwYB0mnWm2jZROpZHJVDZPzE+Tx8Epl+/47Dt7+4jbsyNXX+059+fhy68Ouz7f+Jv7ofMPl2848avlxpmWmy0sFllYLLawWDRnutN33y6ZNWfVf3+xsfjvXIufFlpMm/fz7KUzpttazVi+2nL9RutN21dsXWu3+sCe344dO+LidvGN70skNkEqZRorioC+DmB0BOgfHO8b7u0abGrta+nobmmrHuxpAwYAoG8g6fn5s/MsjB+du3zd2l5fz/DyGBaor+x45Hwk3nbF9RxlftdE4SAgHgZYwwBvABANTGQMjMv6RhV9I2Udverufl1nj76nt7qru7ZCk5+dwyuSS8qL0wqzmKX5ImUeV1eSlcbFoJJCXv7prpIJBjv0/W2VbbWq7qbyrsayzgZ1k7G4uUr5RXLqK1V1WmVthaq6rLhKrTCUFOpVRZWq/LLCnNLCTFV+ZpE8PT8nLS9TnJMuyUoTMyhkEY//439/mDdn/kJL6+m/zpk1c/6smfMXzl/80/fTszNkwAQAjAHD/QOjg0N9XZ29nW2dbY0drQ3NDUZteXFxYU5WOo9FxxFxcCIOTiYgKcRUGhljXrCB5EyCZypyuEwah0FlUkkgOUwqicOggmupXBaVw6RYBAb4BQf5hYYERYQHx0RHQuKiEuLjEhNiY6IjY2MiYmOi4mIjIXEx8ZC/M7RJ5IDYgIdxpphNGJg0FQmmE9ZxWDQIBkhXamoKeMg6CpWKQqWi0UgMBoXBoEy/YrFo09kDRCKeRiVSKQQKGU8m4Ux72rB4DB6PB48ywOJxKBwWFBqLIpKwZBKWRiUw6CQGk0xnkGh0EpVGZLKoNAaZQiWQqQQ2h84XclgcJpZEIzCz6GI1BCP2eBC49/Sdo5efX7wTcPFO0AGXF/vPPz3o+vKkx/szHh+OuL48ePHpEZfn2w/c2Lzn6ppN55etPGy5aMfPM5y+/t7O4ptF3/yw5Jsfrb/53mrad4t+mLbgx/8u+Pkby1+/nvetxQ/fWHz3lcV3X/1n2ldf/fDNtz/899sfp33z468/zFjvuOHGVW8YBFamLB8fnQAAYAwAekeA9q7Bsd6+wWbdaFu+COnrtmo52v2y+pVH0dPzZeGvsmORp7a8P/RbKARJ7wEME4AUAIhDALF3jNw1wu4ZS+sHCgeA8qae4u4RfWuXZmC4oa6+JDePV1QgzslkKOW88mKxRpWmLhIW5bIzhDgCMjIm9GVJgaCruayruayltrhOL9epM6q1uTWVeQ1GRYNRUW8oqtMX1lYW1WgLqzUFVRX5VRWFxvICg7pAX5qvK5FXqmRapVxTLCtR5CgLs4rk6bIccVa6QCLhCAUcPo/FZjHS0iRbt2799ttpVlaLp8+YM3uO5Q8//jpr7kJbuxXdPQONjc3Dg0PA+Nj48AAwPgyMD4/0d3e1NjZU67XlqgJZFp/HopBxRBySiEOQ8CgSPpVMQJtEIWJAUUlYUDQyjkbGMWlEDpMi5DElQk6amCcRcoQ8Jp9DB+n6XDQyDnzdIiQ4MDQkCFzEjI6KiI2JApdlTEMA4FCzKRj4ouEkJcZPtdNmqska0zQa6D//JzmgJmFDJOLJJByJiCURsUQCBjw1CoNDo7EoDA4LCo3HofE4NBGPIeAxRCyVRqBQMGQymkRCEUkYEhlLoRIoNCKNQSWSCWQqicZiEihkBBqFI5E50rxopMjrGeSg68vTXr6u90JPenw4csXH+YbfSY8PR93eHLv69rSX7wn3979ffLHH+fF+5yfHXV+dufL63LW3593fOF9+efzsw9+PeO/+/epKp0MrV/1mb7/bzmaL1YI18+esnP3rshm/LJ7+y8Jffpr3w3dzpn0789uvZ3z71axpX8/+7ps5lnPsZ/y8aNrXM/5jMe3r//x3+TL7+/fu4AmUpk5gGADGBnsnBmprqjOePbjifezSi8MX8NcO5jw+wn90uIaMPex4f9emd6/9k7uA+r4J9iiAHANIYwBrCBD2TKS1DmU29sk6hss7hyq7B4y9QzWVOnlU9HtteU5OJq0gm6mUc0sK+Io8tiyDKuYgMfCQiMBnBdmM7pbyruaypuqiBmOBviyzSpNTq5M1GAvNyanWFIDkGMsLzMnRKvO0yrwKZa6qKFtRkFkgS8vLFmVkCMQiLl/A5vKYaDQyLU2y//ffps+csXCR9Zy58y3+883cBVZLHVbvPXB4YHC0b6AfmAAAYLS3o7WrtXFisHuou7W9qa6hWq+rUCvy88QiAZ1GImJRRBwSFAmPAqO2SfyY4DHlb2BsDYZmYBtDp+C/KPAtChFjER4WEhEeGhkRFhkRBq5sxkRHxkRHmmMDkjMVM2C3Y76nwDw6M79vLlPBZj5k/S/kmJdeIDMkEoFEIphOVwO/cwr82qm/hUGisSgsHoMn4vAUAolCJFMJJDKWQsFQKXg6jchgUtgcOofH5vJ5JDKVRKNjiZRULJHG5vPE6Ylw9L1nH1xvfzx+7d0J9/cXbgeduxlw7OrbM9c/eT2DON/wO+X58cz1TxfvBF+4HXTK8+MJ9/fOnr6HLjw/evGv05d8zl176+Lx4bLHezfPd26eb6/f+njd+62Xl4+7+4urV55cdn1w6cJ9l/O3vDweuLvfc7ty55LrbdcLNy9dvHPZ5a7bpbte1x5ecfF2veBx3tn1t32/L7W1++XnH7/973dLHTcdOnaOSSG01qkAoA4YbbzveiP58VtAxgFKqUBeKlCrk5GbAt9lUjiy1mFj3wR/GMAPTBD7xxl946I+ILsfUA4Ampbe0obO0o5efXuPoaVVExL6SioiliolBdlMVT6vpIBflMvKS6eIOUgcIjw65GUaH9vdUtHZVFZvKGipVVZpcg3l2fWGgkmeU60pqNYUgYZjIqdSJdMq8zTFsgqlTFmYpSjIlMnSs7PF6WlCkZDD47M4XAZ4dNGKlQ7f/Pfbn3+ZbmW9ZLGdfXB4VGhUHJZEnQCAweGhgb7+ocHege6OscHekd72/o6mtsbahmq9XlNWXCCTiIVMBgWPTiVg/5Y5QlOZD52CB83HtP4DJgemx74oMgFtMWkmwKSpDOdzZsBg+nNmQJksaJI+n0/7d3JAWj4X+LxJSCTCJBQqFUSORCJQqAQajcJgUgh4FJmMptOILDaNzaEz2Qw6g0Wms5gcIRJHQeBoJKY4GU179ib42s0nV2+/OnX11cU7wRfvBJ9wf3/ay/fao+irf0aduf7ptJcvSNS5mwHnbgac9vI95fnxgnfAUZdXx1xenXL1OXP5zXm3966eH69e9/Xw9vW69enGbd9btz/dueN7757fg3v+D//w+/PBp4cP3j/68+PTJ34vnge+/ivM52W4z8tQn5ehIQEJ0eHJsCQUlcyQiKQMOvX9u9enTp2YY7nIytrW2nLuork/nDyz2ffjg7KcYlJwHPL25R56dBsrsiNT0FsJ6EoBdWXrMNDeNSQaGKeOAJwxIG0EyB2YyO8eUbQPlnYN67oHjAOj9T39NQDQSSIm+Ly8XW3IV+XzyovF5cViVT6vMIeZJSbQ8JDkOF8GMamjsbyrqbK2sqitrrxGW6hX5zUaVf9CjqEs36xUy9MUy8qL84oLMgvl6Xl5aVlZIqmELxSwuTwmm0Pn87kxMVEzZs2cv8DScsGi6TNmrdmwWSBJj4IkZeblj44BQyPDQwODY6ODgz2dI/3do30dg10tHc31TbVGg7ZckZ8n4HPJJBwOhcChU3DoFDwGAQqkCPQfE0ImBlh0Eugk4E0GlcBlUQVchrkvmcv0d6YkB9wL8LnhTALGpKl4MN8r+vm+0UmZ9b+QAzoM2MmYjvPE4TCwFDgckZKSAkMg4ObwoFEpGDQCh0USCRgKGU+nEZkMCotJoVEJVAqeTMETSVgCgYDFEVBYUiqGiiFzqdysZAz7wfOgM1ceXvB4fsn7tbP7S5fb/qe8fI+4vTl8xee4+/vT1z+d8Phw+IqPy73QMzf8Tnn5nrnhd9Lz4+ErPocuvz5+7d2Jy+/OXvt0yTvE/X7E9T+irt+LcL8Vcu2G/92HEfcehN39I/Te/eC794Lu3vW/e9f/zh3fGzd87tz58Phx8MuXUW99ot+8jnr1IvTF04CH99+8fxsSHZGAgKdy2RxlcUGNUVtdVVmqLg6PCD6wd5fjcutfZ1sssPrh52++d9l3ZO/sHx/vWckP+gP6/I8chnr7BjdXt1tDQGv3UFbvELt3iNc7JOkZzukdKe4bK+8f07f3arr6jWNAW09vdVt7ZXjYay/3E4bKvJICfnmxuEwhUsq5BdnMbAmJSYIiEoNQ0PDm6tKuJn1tZXFbrbZeV1JVXtRoLK03KuuNyjpDca1eUaMrqtIWVGmLjJpCfVmBvqxAp86vLJVrS/IrlLIKpay8OE8hzyqQZeTmSjMzhRIxT8BngUeI8Xic9+/fW1h8ZWW9ZN78RRYW32zduYdMZ71655stL2xr7x4eHZkYGweA0eG+7oHudmCkb6y/s7ejpbWhxqAtz8/NYtCpyFQYJhWOQcKwKDgokCIcOsW8fjO3IA6TYoKHTsGz6CQ+hy7is5g04hdFxCFBFKes1kzkmC99JiZAJjFjCqkn7aOeNH3zuUyvm4fX/0KOOTCmLwNFIhGwFDgsBQ6SA74FvoLHofA4FJGAIZNwNDKOQf07V2ExqVQakUjEY3BYDBaPJVAJFC6RLsaQpa8+xrtef3nJ+53bXb+z7u+Our44dvn14cuvT1//dPFuyOnrn/adf7bz9J+Hr/i43g87dPn13nNPd515tOfsk93Oj7effLDj1MP9514cdXl78tKHs9f8Xa4HuXmHXr0V4nYj6Mr1AK/bwZ63Ajy8/a5d973q8e7KtTeX3F5fvvLS7epLT883t2753r/v/+Ce/707H27deHnd48mfD3zevPZPiofzubzcnCxZXqZKkafXKhXFGcqi7IGuLjqZcNnr5Io1Vo4OK2d/+8PuxYvWTLOwsbA4vXHFC+/XB/deWbdum7FWNTiuHAXyxoDCMUA1BlSMAvoRoHoYqG/vquwdqAWAzp7eaomYeNXtSKDfY1kWvUjGVuXzimUceSYtR0pO42PphMSU+OCESL/qCkV3k7FBX9ZSrW3Ql9Xryut16npjyVTk6NT5OnW+tkSmUclBbNTKvCJZZn5eek6O5O8mh8dkc+hMJp3D4QQHB1tYfPXjT7989/3PX309zfmCK1cogSGxLZ09o2PABACMDo8AwOjE8AAwMgCM9k8Mdvd3tbU31Rm05bLsDAqZmAyNRyNg6NRkdGoyBgkDBSI0qXgzCeSBQSUwqASw4QFnc/7+tHwmk5VNmRBMMhxTezMVM1/0Ilhy0lQrpJNOIPg/yQEPjAZDttTUFAQCDocnw+HJsBR4MiIlJRWRikKiMGg0FgNGCH+fRkDC00h4BpnAIBOYFCIDPEOUQiaRqXgyDYWnQpHk2GRCRALB/e776w+Drt4LPOfle8E7yO1etPP1kD1n/jrl5XfuVrCzd+Bx948nPHzP3gw6ezPouPvH87dDTnp+Ou7+8ZSX3+nr/qe8/M7eDLp8P/KcV9B5z5BzHsHnPAMveAaZ+Lnk6X/J08/Ny9/N69M1L79rXn7uNz653/h05dqbq9feXL3mc/Waj7v7S0/Plze8XnjfeBrgFx0UGAmDIiRiYUWpUq8tqaxQ6LSFKoWoxlhckJNTV1Nb21aprS8VigUxYRG3z1/4cNvzwYX9m2xn2VvaOdqtnzt73roNy27cPvjy3blE+DOBJEFRwlBXCFWlogKFIDePQyAm/fXyzlnnvY4r5u3Z6UAnJWjV6UUytrKAp5Bz8zJp2VJqmoDAIMFSoWERQW80qrye1trmGl2DUdNg1DRXG2oqS/4hR1WrV9boiqu0RVUahbGi6B/DKdCW5P9DjrxUISvMy5DnpmVnSdPThCIhl8dlslgMBoNGp9OxWOx8y4WWC6xnzLacOWfBlu17sARqRGxCbVPrBABMAMD46BgAjI4P9Q/3dU0Mdo/2dfR1trY31VXpNPm5WTQqGZacgEpJRiGgoECEQIq+2PyY/Af8v9WcoqkSAtDBsCg4mEoHgBOcMdGR4NkAiQmQL5IDftY/xwYOg06VH0wl8GFw2fT/DzmmbBr8Sl0YDAqFJiYlJ8IRKbBUBAKZikSj0FgMFo8jEAhEIp5Gof496Ekm0ckkGolIIxEpJDICjcEQKSQ6G0vhQOAEH/9ozzs+J1wfuF5/d9bz/RmPj87Xg5y9wk56hJz2jDrnHXP+VsRx949Hr7539g68cCf0lJffoctvDl7yOX3d/9DlN/sv/PXbxZf7zr/YdebJnrPPDl5663or8srt6Kt3Y6/di3O7G+V6I9T5qt/JS+8uuvtf9Pjk4ul3ydPvslfAlesBV64HXLvh737d3839veuVV5evvLzm/vr27fdPngb6vA7y/RCKSMFIxWkF+bJSZUFlhUKnLdKU5Roq0gyanJaGeq1WV6jOK69RtfW2tbe3j/b0jrQ3thmLBlu02Xw+HUd+9ujPAwe2LVr8jaWVxex5Fr/MsPj+R4tvp1l8/a3FN19bfP0fi19+svjpBwsnx0XOp3aniQnKAn5JkaBUIQQnMgvz2PIsVk4ajcdA4ZGQUL/XpYWZPa21rXWGOp2m0ahrr6+p1pZORQ5oOJ+Tk5+XLs9Ny8qUpEkFIDngOawkEolOZ1ovtrNcYP3rzHmz5i6cMduSQGaERMbqquuGRyb6Bwe6O7uGh/rGh/rHBnuHulsHOpt72pvbm+qq9dpCWQ6TQUtFJCPhUGRKEjIlaRI8JnImwYNOTcahU0h4FJgQ0Mg4MgFNxCHNEzlzmepAi+CgANB2wA02YOUWFRk+KV4Da7Z4SCy4mw2U+U5pEzAm2wHRMj08SSA/kzwHmZpi8hY0GolEIhAIeEoKDA5PTkmBgRdweDIMBgUFhSXFJyYg0CgSjUpjMSk0KngiNYFEJJEoOBwBjcZiUFgwxMZh8EgUDorEp+AZSWiqb1ii14O3p67cP3X58bnrb9wfhJ318j/m9um0V9gZ7+iTXlHH3aNPXY8+fNX/yDXfYx5+J7wCTngFHPPwO3z14yG3DwevvN997q9Dbh9OXg885PbhhFfAhXuRp68HXrgRduFG2EXv8Ive4S43I1xvhv2tG6Eu14MueAZc9Ph00d3f1cv/8o1At5vBp84/P3XuifuNj1c933rdfPfsRehrn/DwyGQ6nU+jsjLTM3Ky05VFuYZKlUYtrzMU1eoyanUyva6iUmfQVJdpqks1VZpKo0Gv11cbNPVGRWNVUb1OXaup0Feoy8sVObns+39eOnV254ZNS1Y6Wl69cuLOLdfrHs7hwW8T44IoRGhuOlNVIFIW8Avz2IV5bIWcW1IkLCkUK2T8ojyBPIsj5hLJ2KTYMF+dOr+pWlNvKKs3VOjUCp1aUaVRVpYXdLQYao0lFaV5ek2RtixfW5ZfayzVa4qVhVn6CpVWrVDIswpy09XFcnm2tCg/JztDLBJy0tOEVApBwGdnZ2fyeDwKhUah0Gxs7X/6ecZX3/4w19La2mZFKpoUlwRnC8Rj40Bnd9dAXz8AjNZX6YHx4dG+DrBaa22oqa82aNQqqUREImKxyJTkxNiEuMiU5HhTq0PEIU09jykzAOEBCzkqCQvOhjKoBBAeU+A2Sf+TEPwLOSA85uZjIsScGXOZu5OpKvuizPftmPc5pgbGVJKZOAEFwgOClJICS0UhsUQCOG1GplLwBBKeQCKSaPAUFAZLJJEZBCINjSanphIwGAqOxEYQuR/C4e7335x0e+js8cztvp/HoxD3P8MPurw+4R5w7mbk6RtRR93DD14JPXA59MDlkEsPE87fjTh5PfDw1Y8Hr7w/5PbhmIffyeuBJ7wCDl55f8IrwPlW6HFP/9PewRfvRzl7B590DzjjHgjK2SPI2SPI2SPgrGfgpVvhLt6hF64HnvP0P+fpf+F6oIt38KWbQS4eH85ffnXt+gc3L59b9z++9YWEREBTkCQOV8jmcnJzMuSyrJLiXKNeqS2T1+oL6/SZtfpcva5ca9BrjRXaqrLKKm1llU5j1FdWaYw1yrrqonq9qlZboisvKS9X5OQJb95xnWv53a8zvp45/WuPa84CDgEWHwJPCCVjk9L5pLwMVraUmiEiybLoJUVCZQFfrZCqFVJlvlAhE+Znc0FykiHBVRpFT2t1S62mo9FYpVHW6dX1hjJtWb5eU9hQU1alKy5T5ZapcmXZglpjaWV5kaoou6pSXZyfXZyfbdCUlCnzSxWyovwciZCTlSkh4FFCAUcsEqDRaIFAgMHgEhOhP/8yc+aseZaLbGbMtpy/0JZE5fz15kOWrKC1rWsCAIYGBrs6W/s620Byxge6Brrb25vqGmqMugp1dlYGk0Eh4dCp8MTkxFgELAGdmgz6Dzo12UTRJHLAeNpkOGDIBt7/okx+9X+T88VsGrw2fQMueKLN56ECOI/zRU3asWPK1kzeAoNBk5OToNBEKDQxKSkhKSkBCk1MTk6Cw5PNw4BUFAKDQ4MHFGCJJAyBiCfTiDQWgcrGkhhILC0FRU1CkONhhJhEXAQE6/mn78Xbb097vjxz483lB0FX/ww/fyfwuPvHw1fen/YOd74Zdehq0H4X/0NuYUfdow5fDd138d2By++Oe/qfuRnifCv0tHcwaDvHPf0PuX046v4JvDhyzfe4p/8Rtw8n3f1MOuXhf8rD/7RnwGnPANdb4Re9Q895BTl7BJxx93f2CDjnFXTxRoCL18cL11573fG9+zjozSdITCIuGUHAEWnS9DRpuqiwILe4OKdcLTPqi3UVBbX6wjpdbq1OpjeUaY2VeqPWYNQYjFq9UVtWrSmvVetqldW1RfX64jqtUleuLC9T5uWnPXx8a9r3FjNmfedgb/XsyS0CJikhKoCQCmESU9I4hFwpQ57JlGcyZRk0WQatWMYvyZeU5EuKcvgFWdy8NKaAgSakxsaEvC3O+/9aO++gNu983bPJZp3YcY3LxnaSs+WWc+/MvbPn7p5J2cSOC0X0YlwwiCqBwHZc4rhgugrqvfcukBBCooNoAklIqIJASCAkih13g2uSje8fb44ux4n3zjmzM89ohpkX/fV+5vk+z/t9f+p/cDMY9jvuLc/O+2zfhn03w1MP74bDIa/XPXr7VtBhH7SPG5cjfutYv8NmCgWn3A7z3Kw3MOM19na4JiyuCYvNbDIN9k96nePW0Y52vUIu5fP5bW1tzc2adkP3vv2/27J15549H23a9N6OXfv5IiWRxuoZGLZYJ358+fLFs+drq/df/vDixxdPXqze/f7x/edrDx7euXlrKRyem3U5JwaMPW0tzXIJX8hjigVsqYgr5DH5HPp6/3mFnPY2jb61GfAZtUoaneKihLwi4H9VctFryVn/SDRqO+sFcBJdNXjd9X9nh/rnawdikQCABBCbzVwvDofF43GEQr5EIgLWcFQqhUwhlSmkYrlMJJMKpTKhTClWNItVWpGyTaQySNXdUk0fV9aBIElgXzdm5V8+lH0uoeBGRhkqE9aYXNwQD66NA9eCChHZZ6mZMEpiITY2txGUT0iH0tOhTFAB7vPMys8zr3yRdfVg9vXDJ6vi8+qTi1CAwxwrJx4rJ2bBCGkQTGoJOrUEnVyESi9BZxSjM4rRmSUYQFkQbBYEm1GMTi1CpeQjEsENSXkNSfnw1AJkZhH8BKQ+p6Sq5CvElRoKnimVqNub2tq17e2j4yaLzeTxWKamrAG/PTTnCgWckaBjOWhbnJsIhiZnw/750GxkPrA4H1gIzfoiGLF/GwAAG3BJREFUk5PLHv+yc2HRsRL8iRzftNs9OXG58sKvN8S88WbMx3/5XzwW8fK5Eq2c1yxi6BS8DrWwp1U63N1kMxkc5k6byWAb6XCMdTvGuseH2y2DelOftqNFJOeTqLgbliHdo9uzc76xu8tTwanRbyOe5ZDTbukL+Cf80zaHfXB5cfrh/YjbMTo36w4FpwIz7qDf47CZJsZH7VaT026OhGanva5J1wQUUlh14+qAsa+rs12pVHZ19fB54p5u4/4Pfv/2O1u2bt2zY8fe3/3xf6q1HWgC5cyFr+kMzovvv3uy9vj7755+/3TtuyePnj+682L17ndPHj1+cOfWUng5PB+YnRm3juo0TXIJX8BlAOSI+CwBlyHis15HDoCNWiUFeFCrpFq1ok3bFK2zf1F/L+cAb+P8fJlg/ekcACpUCil68c/JeV0rvf4c0PXPeVgsRlSvYMPlsvl8rkgkkErFADZNTcqW1uZmjVKhkovlMpFMLpAquRIVW6LmyHRsuYEmbENQ5OeqaDnldekF1xLB1+Lyq+OKEQkQVHwJ8mgB4kg+PL4QmViCToeREwsxiYWYjDJK9hlGeik5MR8Tn4s6mlt/5HTdoVM1X56s/vJk9eGc2ti8hvh8RGJRY1IxOqEAGZvXcDS3/tCpmgPHb3x5vBKo2gCll6AAZUAaE8F18eDahNya2NzqhNw6UD48tQiVUYIouYiDXkKWXUZehVPIXJmitb1zcKBv2GiZGHO4x7xes3/WPh90huYckXlPJOhanvNE5j2BiCew6IvMB5aDc7eCwaWQ37c04b1pm1mxh5YcK0HPkt8bmHFPzbjdPmdVfeWGjW+++euY//5fPlTJuOdLwS1SjkbC6moWd6mFKgFFziV2tgjso+1+z/D4cKdjrNdp7rObuu2mTuuQoa9dppbRaPjKoR7lo9vTfs/A4pzZ5+oJB0YDvuG5WdvK0szCvGcxPOW0j7gmTPMBz9yse9I9vrIYjIRmVx/cnp50Omxj1tFhDoP69fmzpcUFR48cun7tSldHp07bOjAwJJMpREKZUqHetXvfu5t37Nr1wc6d+3e//3syjfvnTz7fve/DEydzf3z58tGDh08eP3x099toQ/D909Wnj+4th+eXw/ORcMjtsmtU8lemNbGA/XemNcBGAB6aFOJWjbK9TdPdoXsdM0DTLRPz/j/kROGJTmLrUaGQiet3Dn5xWnvdk9D1ryqsP5yNyaQzmXQAG4CW6JC2fk4DemqlUq5QSWUKsVQukSoVSrVGoW2TqPUClZ7Ea24gic/eIJ+A1SXnXUkEX8uANmSfwx8GIw4XoeOgeBCMlFhOTiojgaAEEAQXV4SOy0clFmLSoERQIergiarDJ2tSijGHc2rjwPDkEkx6GSEDRkyF4kCFqNi8hhQINgNGTC7BJBQgk4rR8fmIwzm1ceD6hNyahNwqUF41KK8WlFebCK4DFA+ujcuricurScivA2a/Y+XEU+fwFZWUy/WUKwgKmikSNLU2dXT0jQ4bR/vNE0OuyTGXxzQbmFiYd84HJ5bDU5GAe2VuZjHkCyy5A0vepVDwdmDhbjB0KzQzvWTxfjs6fXN8btm1EvQu+af8M17vjHticgJNQm/esel3v9+/fcuGxrprTAICfv28Vszq0Ui71MImPlnJJXaohSN96tH+1vGhLpfZ6LEOuq1Gr83oGe8fG9B26QRU3DVjl/jRnalwYGRxbiQSHL69bFmJWGenLR6XaS7gfPHsTmDGef9OxGzq9brMM1MODpNUXflNk0KclHDkwjlYQ80NKhGXlZacGHckH5ybc+qE1Wzp6ujUaLRdXT3aFn2Lpu3Tzw5ueHvzjh17d+7cH/PGpj/9+bO3Nm57e/O23//hvz1aW328ura2ev/Z6gOAnMf3bv7wbO3Z6v3w3GxkPrC8FJn0Ov+jOQfo3+QSvkou0jTJojsE67u49YpW3q8l5xXbAaig0yivAAM8QiUR8a9rCNZ7y3q9cj5b1MHWY8PjcYBKAJjQ1lfV0bZaIhUIRVyBiC+USmQqtVChYQhVWKa07DIi/zz8BKzuGAx+4gz6WAUmGQI/DG5IrmCCKlhxZfRDxaSDBdgjRYSkClrWeRYIgksqwf3EwMmqQydugPLq06HY9DICgEccGB6fj0iBYLMqyCfPMw6eqIoDww+eqPpr1rXDObUHjt/4OO3ywROV8advxOdWJuTdSMitisurigdXA0osrEsqqk8qRqSVorPPEnO/ZhRd58GquZfgLDhNjOPIRa3tLd292t7OAevQgLlvxNrr8IzYHYP+2fGFeed8wH5zcTo8N7k8F4iEZmdXXMFl18p88H4g/NAfujPvm14e9t4enL41NrfsWglML83MAOR4/B4MGfPGhpi9+3a9GRNzPC1+sLOFRYBL6DiDnNOjFnU08ftapeZ+3Uhvi76ZP9SlNRvbbcPddlO329rnGe+3DOl6DWIhu8E8pHq+OnNnxRoOGm9GTCvhoaWF0ZtL3sXwFJuBP56VCIPmmU29e/ds4zBJNDLmn//rR2fLIQ/u3jyVndll0GWlJX9z8atLX5259NUZ85hJ39ba39snFUs0Gm1ra5tSoW7RtF36+lpMzNvbt+/bs+d3W7bv/dWvN+18/6Pd+z58d/P2uob6x6trT588+tvzJ98/XX2xenft7gpATmB6cn52emkx7PU4/qM5B+AKwGb9U531T0vXCzAxsYD998iJpp3owEanUX7ODJGAIxJwPz+R8OdT2XqtP9OQSiEBX0gg4FgsFovDZnN/wkYo4opFPImYr5CLFXLxT3uiUplUKpVKpRKpvKlFK1WpuVIFSyincGUIIvdCFb7gq/pTFXUnKuBZZYikovo4cG18ITy1DJ95npF1UZB8jgsqZybAaIkVDFAZ7XAR9sDpBhCUkAIjpUAJiSXotFLssTOkVCjmcE5tMgSfAiWkQAkppbjEElRCAfxobu2hU1VfZFfG5SEPHq/5a2bl0dPwgydrP8m8cjinGlTYkFhYl1hYl1QETyqCA112ctFPM9uxMuyps4SCyzRYNfc8QnIVI0HQJUyZhiNXqwwd2u6u1m6DxWkZ95gHx3rsruFxu3HGb1uYd8/5J24t+SPzU0uhYHghEFz2zC15boaCd4Kh+4G52wvT/qUx380R/8p4aNGzNDe96P+JHF9gCoVDbNj45s5dm3ds/c2//ss/tyr4zSIGGV7ZIqYPtav6dTJjm9w6qLObOkd6WwzN4t421WBny0hvq3mofdzUMdTbbNBy+YyGoV7Z7Yht1tk9oOeMdPK6moh6BUnEwX17M5AC+vLS+dK4I59xmIT83OxjGYmjw731NVd3v7fl7rdLh774rFPfauzpPFde6rJbx62jppGhoUFjZ3uHXq83GDrkcmWbrkOuaOZwRRs37nj//T+8+Zutv933x3e37t75/kdvvb15+47dGzdtvnfv3qOH99ce3P3u2eqz1fsP7yz/8Gztyeq9mUn3rM+7GFlwu+xdBh1wf0tFXImQAzTUbAb5deQAz3M0TTJdiwqopIEC7XXdGoCNiM+KIWBQgPBoJB6NxDUiosKjkURsIwmHphJxNBKeQSHSaSQiAUck4slkIpVKZjBoLBYDmKmisSRaggG3PoNBY7OZwLjF53PZbCadTqVQSGQykUwmUigkKpVMo1HodCqDQWMymXyxhCcSc4UCnoArEHJEQo5MzJFL2BqluFkulgp5Com4RaWRS1VclpDNk1MEzVSpniI1oFiaSw2c/POY9OK6RHBNJgybAcOnwQhpZaQUGCm5jJRcRkoqIyWU4OJLcMDneoGghM9P1cUXYzPP0eOK0EcLUOlnqFnnWSnljINgTHwJLv0cJaUck32ecOoiObEIfuBY5aHjdfFgTBqEllXBTIGRj+QjPztemQBBgaCNIGhjMhSbAiWmQojpEEomhJQCRh+HEMBnyMXnSdCviWeuEi7VkitRVCpPzBZLxUqlrFml0qi1htY+Y7fJPGh3jjldFo9n3OdzBP2uUNAbCfkWF/yLkbnIYiC85A8v+RcXA8uRuZXw3HLEPx/xzi15FpamwoszCwszoeC0f9bjm3ZO+VwIeM2bb8R88MEuGDTvyqVyNh3TY1C2NQkaay+1a4Ree99wb7PT0uG1942P6H324eCkdd5nm3aPOm0D42M9g0Zte5uES0d1aYU3/fb7s07E2eLy1COVORnFCQfjP/uXl39bjT3wl68qCu7eCmWlxRWBs/NOpbPoBBg0XyEXTU067bYxx4RlbHRw0usYMHYb+7v6eju7ug0GQ5tOp9VqtRpti67NoFCqZfLmPXs/2vbe3k3bdm/btW/Ttt3AryPu3Ll/1+59A4PDL1++fPzk4XcvHq8+uvvk8YNnTx89Wb1379uV5fD8Ymh+MRScdE106FvkEr5EyOFz6AIuQ8hjshnk6PbnK28fRAPMKxuiQOwB/jTo1L1d+pZmOYtO+n855+fA4BoRWBQcjajHIBuwKDjADxmPoRJxZBKORMS/Qg5AyyuxPhpR6HTqv1FBZzBodDqVSiVHsaFQSOuwoTNYTI5AzBFKuEKRQMQXirgiEUssoEsE9E59k0YpFXKYbDqDxeAyqDwqWUCiSnBcbQ2t6SsEH3yJkFWGSoUgsmCEE+eYmRW0jHJqKoyWUkZNLCWDoIQECDG+BBdb2BhXgIgrQMTmww+DEYfBiEN58EN58E+PV3+SXZUAwaedoR0CIw+cboiF4OKgxIzzgqRyVuo5enI57oucq4fzrmZUIDNh6MQCVDqElAGlx+ViP0mv/jizKqEEe/IbViwUFVfamADFJELxKRByGoSWAaUfg1DTwdiTEGLJOUr5ZeqFa6QrteQ6NANNYjF4PJ5IKFNIlU2KZk1Tm0HXb+weHRuacFicrnGP2+6bcgVm3KHgVCQ0Ew77FxcDkV9SaGFmIewPR2bDkdnQwkxwbgogZz7gI+EbN739q/SUOKmISSM30kiIVrVILWcbu5rQDZeNXcrxEZ3X3uMwtzstXaaeFttIl9PcZzP3Om0DU96xKZ/F4xphUlEGtWgtMvt4btrW0tRJJdul0lGJqEMhnJ+eGOzWuqwD/im7XitfDPkC045vV0KD/R1Tk8654LR5bGhsdHBkuN9iHh4a7B0wdvf1d3X3tHd0GPR6nVbX2tKqbWrWiMRSkVS1YePW93774Vsbt/1m0/a3Nm7buv2DX/1686ZNu7Zt300i0398+fLhw/ura/cfrd598vTh82era/+enAnrmL61WS7hS0VcHpvG59AlQo6Qx4wusL1iO6/shkb5UaukSpkQCEjAC3BKmZBFJwHBSSxgx2CQDVFhUfCoUA21jfA6NKI+Cg8JhyYSMGQSIeoVdDo1GkuAW//nAuyFSMQTCDhApHXfsB4bFovB4rAZHC6bLxIIxWKpSCzhi4QcPofKZZGbFGIRj82kM2hUFo0mYLPlbG4zha2+WM8uuU45cQaVVlKXVFSfBm08Vk7OPkPPKKdmlFNTYOTkMlIi0AEUY+NKMJ8dr/zseOWn2dc/zrr6rxlX/5J+5c9p3/yf1Mv/O/HCp9k3QKX4JBjxwOmGL3LqD4GRX+TA40tIRwuxSTB8xjlcKgyeXt6QWQ5PKarLKsWlQ4mZpbTjZ9knz/MyzzHiixu/OF0FkAMqxSaVEtLKyBlltKwy+okyWv45NvRr9vlK7qUa9tVa+g0EDY5jYiksJp/PlwjkSpmqWaluaW4z6IwDPWPm4fXk+P3uubn/JDlB/ySXRX37rZhC8ImudjWZgGiEX9NrpZ06WbdeptcIcMhv7KN6h7ndY+v22HotxjbrUMeYUd/b2dxlUPZ2q7t71J3tShatUc6n3A35lj22tdmpW9axF77JH0KBh+HZ8ZHueyvB4JTNZjb6p+yhgGfO7/L7nE77qMcz7nZbTSNG04hxbHSwr7djeKhvaLDXONDT29fZ1dVhMLQBR6qqNVqJVN6kadu+8/3ffvCHjVt3vb35vY1bd72zaU/MrzZu27Z31+598QnJ3/3w/YMH9549X1tduweQ83jt/p3bK0uLocXQ/NLC3NjwALBdJhPzOEwKl0UFCgDgjgemuOg+qEIqiC6GvrJhrWtRAXlJKuI2KcQKqUDAZbAZZAGXIeAy+Bx6DLK+BtVQG+Ukys/rPIfySzc9k0kHvIVGo9BoFCqVHBWRiMfhMGg0CoVCoFAIDKaRQMCRyUTgyug3ADbF4XDoDBaTyxOIhFKpWCIVCPgsJoNMIeNIRCyBQMATKGgcvQFFrW5gXLqOLzhTn1OByCprSIfAM8oas88Qss+S06BEUAE6qQSfVIIHQfAgCC4Rik+EYkGlWFApNq4IFVuIPFqAOAxu+DK34UBO3ecna/56ovpATh0Igks/R0upIINK8alnKCnllCMFjTmXRWkVFFAxMq6wGlR4LankenLR9ficq2mFiNRCdEoBNjEfAyrAJEOxWWdJxy9R46GIhFJkYik6uQyfDiNnlVOPn6HnnKFBvuaevc77pk54A8WvbeTCCRw8Q0jjCVkCnkAqlCtlTWqVuqVZ3972jyVnPuBrVkrejIk58uWnBp2ShIfjGquaFdx2rUTXzHNYepqkVDal1mZqm3EPeGy985OW8PTEvM825Rxx2QfdzuEJx6DZ0qPTinkMzKLfOTM+dHfGfdttf+Bx3PU6Qp5xr314cmLEMtQ5P+ue9o6PDHQM9ulNQz1uh9luN7ndVqfDarWM2G1jfb0dI8P9w0N9A4O9ff1dXV0d7e36NoNep29TNanFEkWLruOTv365ceuuLe+9/86Wndt2fvD2xt2/3rBt584P39/70Xs7f+vyuF+8ePbiuyera/eePnv04vnak8cP7t65uby0sLQQWg7Pm0cGDTq1WiVVSAUsOolOwQMlG3DHC3lMEZ8FZJX1623rl9wAivStzYBrAU0Dj01j0ohsBpnDpLAZZDaDHNNQc6Oh5ga8tgpAKAoMAYMCfIZCwAIhh0klMehkGpUMYAPc99FhDOAEcBgSiRA1GTwei8WiGxuRKBSisRGJxaJJJALgV1GrWZeOeHQGi8XmCgQCsVgoFHE5XAaVRiQQcAQSkUxn4cmcegyzGsn+pp5VchGXUVB1DIZMKWlIyK8DFdSnlqBTobjEQszRPOTRPGQsGHW0ABVfjAFBMEllmJRyXGoFPqEEnVCCjS/GAGHmSD4SmNmOFiBAEMzRAsSBnJrYQmQKjJBQgj14uj6zgnrsDCkThs6ANZw8W597AV70Nab0KuV8rbjsKg98lnGynHIcRs6CEZJLkLEF1fHQhoRSZFJZY2oFPvMM8fg52qmvGHlf0U9X4CGXSJdq2FWNHBRJSOZIBXK1QqtjC/lCmUihkjepVRqt2tChHxjsNVtG/lHkLIWDA32d777zxh/+6f2BPr2+VaGUsmgkRIuS29UmHRtsc1q7pTyMlIcJz1rGR/TjgwavdQA422nSZfJNml3uEYu11z4xwGXjwgFnZMYxax+5NeVYdlh8w71z3vFIwO33WGa91jm/y2Y2BmecTtuwa2Jsdto1Nma0200TdrNpxOhyjo9bTcND/UODff3G7p7ejs7OdsBztK1tXJ6IzRHIVS3lZy/G/GrDO1t2vvXOjs3b925/76N3t/5248adu3bv2/D2u1w+7+XLvz18dHft8f1nz1e/e/H46ZOH9+7eWlkOL4cXlsPzjnFzT2dbq0aplAkZVAKZgGYzyDw2DZjcoslHxGdFEYpqvS9p1QqgYAD6AABCNoPMpBGZNCKDSoipqbxae+NaXdV1AJ6o85BwaDIeE8WGRSNzGFQWk8r4N1oAeKKKMkMg4HA4DBaLxmAa0WgUHo/F4TA4HAaPx0bdJupUADZAowCspbFYLA7np3aBy2MyGDQSiYAj4NF4EoHOv1qLB8Mq888hCi7gj5WiUgrr00vRScWI+Lz6o7n1R0/DY3MRR3IRh3IaDp+GH8lFHMlHxhYi40uQiaWopLLGZBj6QE7NgZy6qA6ergeUCMUml+GP5MMP5NSAihuTSnHxhci4AgQoH54IrgHlXs+7gMbwter+iR7rvMl7m6O0XEGo0vLgnyddPHzsenJBQ1JR3ZHc6wmQhoRSeDIMnVGByz5LzLlABV+kF1yi5Z/Dl31DvlzHrMZwUEQOkcXnShVSjZoj4AtlIiDktLRq2jsNg0N9FqvpHzituSYsf/zd3o0bYjRNImNvW393C5uOaddKtCqOdaR9dEDrHu8SspB97RKHudM+aJgcHwy4zX6vedprnvJZnK5h01iX2dpLpSGn3KO3l2a81oFbAc/ypN1nGZifsodmHJGAe9o15nGMmgY7XfYRx/iQw2Zy2kf7+gzDwz0jw/093Qbz2NC41TRg7DH2d/f0dnR26Q2GNp1O16LVqTVaLk/EF0gk8mYGW/DGhs0bt+56Z/PubTs/2Lr9gx27Pty8ec/uPfvf2bgl+8TxFy+era7df/zkwfMXa99/9+Tpk4f37327shxeiYRXIqFJ10Rft0GrViikAoAcBpVAp+Cj2LziPEIeM6r1OCmkAiDPAJ9cFhXo6ABsGFRCzI2rl6uufVNTebW+uhJRVx21nZ97DotGZtDJTAYNCPoAPNGpbD02GExjYyMSiYQjEA14PJZIxFMopGidAOjfWw0nusrJ5XJ5HC6wKgq0cAQSEUuktLT36vvNDSTRsZLK4+WI42fxoGJkGoyQUopLLcOnQghJJbj4AnQsGBUHxiQU4OKLsfHF2LgidGwhMrao/mhhzdGi6iMF1V/m1h3Kgx/JR8YWNsYXN4IgmJRSXEopLv+aANagKq2TQWokZbWyvCucnIuMslrZJVRzPd3AVI0YnYuhBz8Oe0LXkMzYTMjHh8EHk88kZF+Nzbr6WfL5T5LPfpl9MaHgRiKkHgSFp8JQmWexJ84TT1+kFFymFX9DK79Ou1DLvI5iVWMY9VgKgkjG05lUHpsr4onkYoVa2aRt1upaAHKs46OvJ8cfWfoFhcK+hch0eHEmvDgTCvuC815/wOWbdnqc4zNTrj//6X+8GRODglcadMpho76jTdHaxDd2NQ31auxjHSN9TTZTGxV33WXttvbrXGN9U7Yh78TQpMvkm7ZO+SwO13Brm5RAqjdbesIhj89lmvfZZj1mv3vMPT445TD5nKMTY31zfod7YnjCOgh4jtM+arEM2mwjo6aBvt6Ovv7Orm59b09HT3c74Datra0ajaapWaNqUgulCplSI1W0SBUtf/rLF+9ue3/Ljn07dn+04Z1dW3fs2/be/p179m/esmP/hx/Mzs48f/E4Ss6zp4/u3/v25kpkJRK+ubgw6Zro7tCp5CKpiMtmkBlUAptBppFxADBRZqLesp6o6DVCHpPHpkmEHCAIAQU3kHNYdBJgO/8XJcGwLWCcejcAAAAASUVORK5CYII=" width="200" /></a><span style="font-size: x-small;"><span lang="ES-VE" style="color: black; font-family: "Times New Roman";"><b>CLASIFICACIÓN DEL PATROCINIO SEGÚN LOS OBJETIVOS.<br />
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</b></span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;"><b>Patrocinio de notoriedad: </b></span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">el alcance es vital pues se pretende llegar al </span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">mayor número de personas posible del grupo objetivo que recuerde y tenga </span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">presente el nombre del producto.<br />
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</span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;"><b>Patrocinio de imagen: </b></span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">asociar el evento patrocinado con el patrocinador es </span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">la unión entre la coherencia y la estrategia que se desarrolle en el largo plazo.<br />
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</span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;"><b>Patrocinio de credibilidad: </b></span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">la asociación es directa patrocina el evento con </span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">el suministro del equipo necesario y además aporta financieramente para el </span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">desarrollo del mismo el objetivo es enseñar los productos para conseguir la </span><span lang="ES-VE" style="color: black; font-family: "Times New Roman"; font-size: small;">credibilidad necesaria para el producto.</span></span></div>
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<b><span style="font-size: small;"><span lang="ES-VE" style="font-family: "Times New Roman";">Ventajas del Patrocinio Deportivo</span></span></b></div>
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<li><span style="color: white; font-family: "Times New Roman"; font-size: 111%;"><span style="font-family: Wingdings; font-size: 95%; left: -4.13%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span style="color: black; font-size: small;"><span lang="ES-VE" style="font-family: "Times New Roman";">Se integra mejor en la vida del usuario externo, no consume su tiempo adicional.
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<li style="color: black;"><nobr><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -5.7%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Se adapta mejor a las nuevas formas de la información.
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<li style="color: black;"><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -4.13%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Ofrece un campo cada vez más amplio de actuación, gracias al progresivo aumento de las instalaciones recreativas y de ocio.
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<li style="color: black;"><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -4.13%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Creciente cobertura de los medios de comunicación de encuentros deportivos.
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<li style="color: black;"><nobr><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -5.18%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">En algunos casos ofrece costos menores a los de la Publicidad.
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<li style="color: black;"><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -4.13%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Psicológicamente el mensaje del patrocinio es mejor recibido porque su Filosofía es comunicar con hechos y no tan solo con un eslogan comercial.
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<li style="color: black;"><nobr><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -6.52%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Refuerza la legitimidad social de la organización. </span></span></nobr></li>
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<span style="font-size: small;"><b><span lang="ES-VE" style="font-family: "Times New Roman";">Desventajas del </span><span lang="ES-VE" style="font-family: "Times New Roman";">Patrocinio Deportivo</span></b></span></div>
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<li><nobr><span style="color: white; font-family: "Times New Roman"; font-size: 133%;"><span style="font-family: Wingdings; font-size: 95%; left: -4.67%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span style="color: black; font-size: small;"><span lang="ES-VE" style="font-family: "Times New Roman";">Ofrece más dificultad a la hora de medir su rentabilidad.
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<li><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -4.13%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Se necesita un Plan preciso y una investigación cuidadosa a fin que se patrocine una actividad claramente aceptada.
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<li><span style="font-size: small;"><span style="font-family: "Times New Roman";"><span style="font-family: Wingdings; left: -4.13%; position: absolute; text-align: left; top: 0.04em;">§</span></span><span lang="ES-VE" style="font-family: "Times New Roman";">Implica algunos riesgos incontrolables, como fraudes por falta de investigación.
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Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-54952526195100349142012-05-27T18:30:00.002-07:002012-05-27T18:30:16.180-07:00La esencia del mercadeo deportivo. Función de Marketing<div style="text-align: justify;">
El mercadeo se ha convertido en una herramienta esencial dentro del Deporte, y más aun a partir del surgimiento del Mercadeo por Eventos, enfocado en la estrategia "Clientes", y la utilización de los adelantos tecnológicos para abarcar un sinnúmeros de espectadores y fanáticos de disciplinas, que en ocasiones ni siquiera se practican en su sitio geográfico.</div>
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<span style="font-size: small;"><span style="font-family: "Times New Roman"; font-weight: bold;">Mercadeo del deporte: </span><span style="font-family: "Times New Roman";">O el sistema de negocios
que opera con relación a un deporte en particular, y da origen a ciertas
estrategias, de carácter único, dirigidas a una actividad deportiva específica.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Times New Roman"; font-weight: bold;">Mercadeo de deportes: </span><span style="font-family: "Times New Roman";">Sistema que enfoca a la
industria deportiva como una secuencia de elementos variados, sin coordinación,
y con muy poca relación. Este tipo de estudio tiene su justificación ya que
"cada segmento de la industria del deporte opera en forma independiente"
(</span><span style="font-family: "Times New Roman";">Mullin</span><span style="font-family: "Times New Roman";">, Hardy, y Sutton,
Marketing Deportivo, Edición II - 1999).</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "Times New Roman"; font-weight: bold;">Mercadeo
a través del deporte: </span><span style="color: black; font-family: "Times New Roman";">Sistema que utiliza al deporte como plataforma de
comercialización de un producto o servicio, cualquiera sea su naturaleza o fin.</span></span><br />
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<span style="font-size: small;"><span style="font-family: "Times New Roman"; font-weight: bold;"> M</span></span>ercadeo Deportivo: <span style="font-size: small;"><span style="font-family: "Times New Roman";">Se compone de varias actividades
que han sido diseñadas para alcanzar los deseos y necesidades de los
consumidores de deporte a través de procesos de intercambio.</span><span style="font-family: "Times New Roman"; font-weight: bold;"> Según </span><span style="font-family: "Times New Roman"; font-weight: bold;">Mullin</span><span style="font-family: "Times New Roman"; font-weight: bold;">, Hardy
Y Sutton . “ Marketing Deportivo “.<span>
</span>Editorial </span><span style="font-family: "Times New Roman"; font-weight: bold;">Paidotribo</span><span style="font-family: "Times New Roman"; font-weight: bold;">. 2da </span><span style="font-family: "Times New Roman"; font-weight: bold;">Ediciòn</span><span style="font-family: "Times New Roman"; font-weight: bold;">.
Barcelona 1999.</span></span></div>
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<span style="font-size: small;"><span style="color: black; font-family: "Times New Roman";"><u><b>Objetivos</b></u>:</span></span><span style="font-size: small;"><span style="font-family: "Times New Roman";"> </span><span style="font-family: "Times New Roman"; font-weight: bold;"></span></span></div>
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<li><span style="color: black; font-size: small;"><span style="font-family: "Times New Roman";">Estudia la industria del deporte desde la perspectiva del
producto y su comercialización.</span></span></li>
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<li><span style="font-size: small;"><span><span style="font-family: Arial;"></span></span><span style="font-family: "Times New Roman";">Une el manejo de las estrategias y el buen tratamiento de la
información y los procesos de gestión y dirección.</span><span></span></span></li>
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<li><span style="font-size: small;"><span><span style="font-family: Arial;"></span></span><span style="font-family: "Times New Roman";">Investiga tanto al mercado (con sus errores y virtudes) como
al<span> </span>consumidor en tópicos pertinentes con
sus comportamientos y actitudes, su relación con el producto y el análisis del
medio ambiente que le rodea.</span></span></li>
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<li><span style="font-size: small;"><span><span style="font-family: Arial;"></span></span><span style="font-family: "Times New Roman";">Tiene el propósito de diseñar, ejecutar y desarrollar
estrategias cuyo propósito sea el de suplir las correctas necesidades de los
consumidores.</span></span></li>
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<span style="font-size: small;"><span style="font-family: "Times New Roman"; font-weight: bold;"> </span><span style="color: black; font-family: "Times New Roman";"><u>Organización Deportiva</u>:
Cualquier organización que crea o facilita el desarrollo del producto deporte
para el consumo individual, social u organizacional.</span></span></div>
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<span style="font-size: small;"><span style="font-family: "Times New Roman"; font-weight: bold;"> </span></span>Apoyándonos del Libro Marketin Deportivo de Francisco Aguiar, basandonos en la realidad venezolana.</div>
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<span style="font-size: small;"><span style="color: black; font-family: "Times New Roman";"> </span></span>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com0tag:blogger.com,1999:blog-3662197998421634044.post-33545520406321927642012-05-14T15:48:00.002-07:002012-05-27T18:12:06.793-07:00Ritual de Compra<div style="text-align: justify;">
El consumo de los bienes y servicios no debe verse fríamente como la adquisición por el consumidor final, como la salida del producto del inventario, o como la entrada del valor monetario a las arcas de la institución, tenemos que analizar hasta que punto son cubiertas o no las expectativas de los consumidores con ese artículo, si las necesidades quedan satisfechas y que aspectos se pudiesen mejorar para la perfección del producto.</div>
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Este paso es esencial, pues permite reconocer las necesidades generadas ya sean por los estímulos internos, o las necesidades básicas definidas en la pirámide de Maslow, de las necesidades generadas o provocadas por los estimulos externos, generalmente estos últimos inciden mayormente en la definición de la necesidad que los estímulos internos.</div>
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La primera fuente es la que se usa de forma más frecuente, pues los grupos referenciales y familiares inciden mayormente en el criterio del consumidor, pues el mercadeo de boca en boca, es más eficaz por el grado de confiabilidad.</div>
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Este proceso de disonancia cognitiva, corresponde a la Teoría Psicológica, presentada por el profesor y psicólogo <strong>León Festinger</strong> de la Universidad de Stanford, que fue publicada en 1957, la teoría psicológica <em>The Theory of Cognotive Dissonance</em> (La Teoría de la Disonancia Cognitiva). Dice que <strong>"disonancia
cognitiva es la contradicción entre el conocer-pensar y el obrar,
contradicción absolutamente molesta para la gente, que hace que se
activen mecanismos psicológicos para evitar o justificar lo más pronto
posible la conducta realizada"</strong>.</div>
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En marketing se evidencia generalmente en el proceso posterior a la compra del producto o la adquisición del servicio, la disonancia es la contradicción entre lo que esperamos o la promesa simbólica o funcional del articulo, y la realidad o
la contradicción entre lo que pensamos y la conducta que realizamos.Lo cual
produce insatisfacción y ende el deseo de eliminar esta
insatisfacción y por eso esta teoría se puede considerar hemostática, pues desencadena un aumento de la adrenalina en el individuo.</div>
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A nivel de marketing es neceario disminuir esta disonancia o crea la consonancia; cuando tendemos a evitar las situaciones que nos producen disonancia nos
producirá un cambio de actitud negativo, mientras que si hay
consonancia, la actitud será positiva. Por lo tanto, las grandes compañías agregan nuevos valores a los productos, que hacen que el individuo ya antes de comprarlos esten totalmente satisfechos con la adquisición, convenciendo de antemano que el articulo tiene todas las caracteristicas funcionales que usted necesita y el precio al que lo va a adquirir esta totalmente en correspondencia con la marca y su funcionamiento.</div>
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Crear nuevas estrategias de consonancia cognitiva en los clientes y/o consumidores, permitirá el proceso de fidelización en los usuarios externos, conviertiendose en clientes potencialmente Apostoles. </div>
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<br /></div>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.comtag:blogger.com,1999:blog-3662197998421634044.post-82352296548125175452012-05-14T15:10:00.000-07:002012-05-14T15:50:25.363-07:00Factores que inciden en el compradorIdentificar los factores de
influyen en el comportamiento del consumidor como resolución de problemas,
para la satisfacción de necesidades. Proporciona
además, el conocimiento del proceso de
resolución de problemas, las influencias que determinan
dichos comportamientos y los niveles de respuestas existentes
según el grado de participación en la
compra.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrG_GU1fJt0rp_8hntSH763Scaw9_nPJujNpWjTYbiRqCm899H-h3OmrTivnTLhRVmS8hr2UQjoNk9I5Zs1E1jbYb8ZrH-grTmx-4NF9MjvYIh5A9npdzP6OlnfzePICT08H0oqkVz5i0/s1600/Imagen11.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="233" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhrG_GU1fJt0rp_8hntSH763Scaw9_nPJujNpWjTYbiRqCm899H-h3OmrTivnTLhRVmS8hr2UQjoNk9I5Zs1E1jbYb8ZrH-grTmx-4NF9MjvYIh5A9npdzP6OlnfzePICT08H0oqkVz5i0/s400/Imagen11.jpg" width="400" /></a></div>Profesora Y Peña de Marchánhttp://www.blogger.com/profile/15140342838789791060noreply@blogger.com