tag:blogger.com,1999:blog-19947662873153965672024-03-05T01:00:08.612-08:00INVESTIGACIONLlevamos un Mundo Nuevo en Nuestros CorazonesUnknownnoreply@blogger.comBlogger116125tag:blogger.com,1999:blog-1994766287315396567.post-54779013442355668722016-03-08T15:19:00.001-08:002016-03-08T15:19:56.457-08:00Evitar accidentes en baja tension<div class="MsoNormalCxSpFirst" style="text-align: justify;">
En cuanto a los
accidentes por paso de corriente por el organismo pueden ocasionarse según dos
modalidades: contacto directo y contacto indirecto. Los primeros se producen al
tocar directamente un elemento conductor, ya sea un cable, la parte descubierta
de un borne, un componente eléctrico de una máquina o cualquier otro elemento
que está habitualmente en tensión. Y conforman más del 25% de los accidentes
eléctricos en <a href="http://www.matyse.es/averias-baja-tension/"><b>baja</b></a><b> tension</b>, siendo además la forma bajo la que se origina el mayor
número de accidentes mortales.<o:p></o:p></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
Los accidentes por
contacto eléctrico indirecto se producen al pasar la masa metálica de una
máquina o aparato eléctrico por la que no circula normalmente la corriente pero
que se ha puesto en tensión de manera accidental por un fallo de los
aislamientos. Hay que destacar que el paso de la</div>
<a name='more'></a> corriente alterna a 50 herzios
por el organismo humano se percibe a partir de una intensidad de 0,5
miliamplerios, acentuándose esta percepción al aumentar la intensidad. Al
llegar a 10 miliamperios aparece la acetalización muscular que puede impedir a
una persona separarse por sus propios medios del contacto eléctrico. A partir
de 40 miliamperios, el accidente es mortal.<o:p></o:p><br />
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
Conviene tener en
cuenta también los posibles accidentes que se producen como consecuencia de un
incorrecto mantenimiento en los <b>centros
de transformacion</b> o subestaciones eléctricas que se encargan de convertir
energía de alto voltaje a medio o bajo. Su misión es de gran importancia y por
ello es necesario que todo el personal que esté en contacto con ellos conozca
las normas que asegurar su funcionamiento para evitar accidentes y posibles
averías. <o:p></o:p></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
Trabajar con
instalaciones eléctricas implica conocer que las consecuencias del recorrido de
la corriente eléctrica a través del cuerpo dependen esencialmente de la
intensidad y del tiempo del paso de la misma. Por lo tanto, los riesgos de
accidentes eléctricos en baja tension conllevan unas medidas preventivas
recogidas en el Reglamento Electrotécnico para Baja Tensión y en la Normativa
de Seguridad Laboral actuales. <o:p></o:p></div>
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
<br /></div>
<br />
<div class="MsoNormalCxSpMiddle" style="text-align: justify;">
La prevención más
frecuente frente a los contactos eléctricos directos consiste en el aislamiento
de las partes activas de modo que la resistencia al paso de la corriente sea
tal, que el paso de la corriente sea inapreciable para el usuario. En <b>baja tension</b>, los aislamientos de los
conductores normalmente llevan distintos colores normalizados. Negro, gris o
marrón para las fases, azul para el neutro y amarillo-verde para el conductor
de protección.<o:p></o:p></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-64981628875313717392015-08-31T15:54:00.002-07:002015-08-31T15:54:27.009-07:00Steven Mesa<iframe height="480" src="https://drive.google.com/file/d/0B-4DWcew3OoONkJSY1JsbXNkUnc/preview" width="640"></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-90104629782873714072015-08-19T11:26:00.001-07:002015-08-19T11:28:23.654-07:00Geologia<div style="text-align: justify;">
La Geología es la ciencia encargada de estudiar todo a cerca de la tierra. La cual abarca varias linea de investigacion de la ciencia, tales como geología económica, estratigrafía, petrología, geología ambiental, etc.</div>
<div style="text-align: justify;">
</div>
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcPJSpWgGmHJCHCdCkV3gunV9oCf6XSIcYXTEmrpChk-B8hzWwrkW4TPS1KBMxRFBB0jb5Ieo-02zp1mO5o8cl3zxG3TR7xVx2a9UAOwjIbT7kwu75z1lzH8eg-iipnz3Fq_H-BoJt7KI/s1600/geologia-01.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="160" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjcPJSpWgGmHJCHCdCkV3gunV9oCf6XSIcYXTEmrpChk-B8hzWwrkW4TPS1KBMxRFBB0jb5Ieo-02zp1mO5o8cl3zxG3TR7xVx2a9UAOwjIbT7kwu75z1lzH8eg-iipnz3Fq_H-BoJt7KI/s320/geologia-01.jpg" width="320" /></a> </span><br />
¿Pero, Qué es lo que hace un Geólogo?
Su labor consiste, inicialmente, en realizar estudios con intensidad en la búsqueda y evaluación de los recursos minerales, hídricos o de combustibles fósiles como el carbón, y el petróleo, así como también al análisis de los suelos para fundaciones de obras de ingeniería.<br />
<br />
Asimismo esta encragado de investigar los fenómenos naturales, como temblores y erupciones volcánicas y en la evaluación del impacto ambiental.<br />
<br />
Entre las especialidades y herramientas que realiza un Geólogo, encontramos a las siguientes:<br />
<br />
<ul>
<li>Geología Ingenieril: estudia los factores geológicos que afectan a
la planificación, diseño, construcción y mantenimiento de estructuras
ingenieriles. </li>
<li>Geología Marina: estudia el fondo marino, sus sedimentos y el contenido y distribución de los minerales. </li>
<li>Geología
Ambiental: estudia la contaminación de aguas por la actividad minera o
por vertederos, con la finalidad de evaluar, predecir y mitigar el área
de su impacto.</li>
<li> Geología Estructural: estudia la dinámica
terrestre y sus efectos en la corteza terrestre (deformaciones,
rupturas, movimientos).</li>
<li>Geoquímica: estudia la química de los procesos geológicos para comprender el origen de éstos.
Geoestadística: estudia los métodos probabilísticos referidos a las ciencias de la tierra. </li>
<li> Estratigrafía: estudia las capas de rocas en base a su edad, ambiente y formación.</li>
<li>Geología Económica: estudia los procesos formadores de depósitos minerales, así como su evaluación y las técnicas para su búsqueda y explotación </li>
<li>Volcanología: estudia las erupciones y los materiales que forman los volcanes.
Paleontología: estudia los fósiles, su clasificación y su importancia para determinar la edad y ambiente de formación de las rocas que los contienen. </li>
<li>Hidrogeología: estudia las caracterisiticas y calidad de los recursos de aguas subterráneas.</li>
<li>Sismología: estudia los terremotos y sismos que ocurren en la tierra, a través de señales sísmicas generadas artificialmente. </li>
<li>Petrología: estudia los diferentes tipos de rocas, sus constituyentes minerales y sus condiciones de formación. </li>
<li> Mineralogía: estudia las propiedades químicas y físicas de los
minerales, para determinación de minerales, así como los procesos de
formación. </li>
</ul>
Otras especialidades de la geología son: geología isotópica, geoeconomía, paleomagnetismo, geología médica.<br /><br />
<div class="separator" style="clear: both; text-align: center;">
<span style="color: black;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVmCM7J59ll9gAO5Yeh26eH5fv3QX_aClSMDOfenzq39KPRBq7F0VOGqnpwgiWDJDzVMnkeXSj5r_TFZTlGVGBTawZfbS9xWNANAe5vERv9NutgbMSiPDLpUICz9VS_3YjJVuaQMIZP9s/s1600/Geolog%25C3%25ADa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="177" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVmCM7J59ll9gAO5Yeh26eH5fv3QX_aClSMDOfenzq39KPRBq7F0VOGqnpwgiWDJDzVMnkeXSj5r_TFZTlGVGBTawZfbS9xWNANAe5vERv9NutgbMSiPDLpUICz9VS_3YjJVuaQMIZP9s/s320/Geolog%25C3%25ADa.jpg" width="320" /></a></span></div>
<br />
<br />
Como podemos apreciar, el Geólogo es un profesional altamente calificado, entrenado en el conocimiento y la aplicación de diferentes ciencias básicas y de la Tierra. Sus aportes son gravitantes en actividades mineras así como en el estudio y prevención de riesgos naturales. Por todo lo anterior, el aporte y desempeño del Geólogo es de gran importancia para el desarrollo naciona.
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-9194411556817147282014-06-24T13:48:00.000-07:002015-08-19T11:28:40.359-07:00La climatización y ventilación de quirófanos <div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">Los centros hospitalarios
y otras instalaciones sanitarias son
entornos susceptibles que demandan una climatización
y ventilación vigilada tanto para lograr
comodidad como para controlar la presencia
de partículas contagiosas para el paciente,
el personal y las visitas. <span class="MsoSubtleEmphasis"><o:p></o:p></span></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">La calidad del
aire interior es más delicada en los centros sanitarios que en otros ambientes interiores esto
por la presencia de la cantidad de microbios,
bacterias y agentes químicos peligrosos y
también a la
mayor susceptibilidad
de los pacientes. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">Adquirir una climatización y ventilación suficiente
para eficientemente satisfacer todas las
necesidades a menudo contradictorias, es un gran
reto. También, en la actualidad no
están acordemente
reconocidas las soluciones a adoptar para
conseguir un apropiado ambiente interior. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">De todos los centros
hospitalarios, es en las habitaciones de hospitalización de
aislados (infecciosos o inmunodeprimidos) y
en los quirófanos, donde la concepción de calidad
de aire interior (IAQ) tiene una importancia
vital. Todas las habitaciones de hospitalización
deben proveer un ambiente
apropiado para la recuperación del paciente
y el correcto progreso de la
activid</span><br />
<a name='more'></a><span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">ad de los profesionales sanitarios que le asisten. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"> La
unidad quirúrgica o área quirúrgica de una
dependencia hospitalaria normalmente está
compuesto por diferentes ambientes: almacenes de
estéril, pasadizos, recepción, vestidores,
salas de estar y los quirófanos con sus salas adjuntas
auxiliares: zona de limpieza, zona de acceso y
esclusa de sucio. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">El propósito de los sistemas de climatización y ventilación del area quirúrgica es reducir la
transmisión aérea de patógenos de las salas menos limpias a las más limpias y conservar la
calidad del aire y las condiciones de temperatura y humedad dentro de los niveles admisibles,
garantizando a la vez que los propios sistemas de climatización no sean el origen de
contaminación y contagios. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">Por estas
particularidades de los quirófanos se
precisa con más detalle las funciones que
deben desempeñar sus infraestructuras de
acondicionamiento de aire: <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">•Disolver tanto los gérmenes ocasionados por el equipo quirúrgico y los pacientes en el
quirófano como las posibles fugas de gases de anestesia, mediante un número apropiado de
renovaciones hora de aire. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">•Impedir que ingrese el aire de las salas inmediatas menos limpias utilizando diferentes
presiones de aire. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">•Crear un modelo de flujo que mueva el aire degenerado lejos de la mesa de operaciones y de la
de instrumental. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">•Facilitar un ambiente
agradable para el equipo quirúrgico y
los pacientes vigilando la
temperatura, humedad y la ventilación. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">Para la <b>validación de quirófanos </b>se tiene que seguir la norma UNE-EN
12599:2001. Que es Ventilación de edificios. Procedimientos de ensayo y métodos
de medición para la recepción de los sistemas de ventilación y de climatización
instalados. Verificarán el acatamiento de todas
los detalles de esta directriz. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">Conjuntamente,
se ejecutarán las sucesivas pruebas:<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;"><br /></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">PRESIÓN DIFERENCIAL: Se evaluará la diferencia de presiones entre
el bloque quirúrgico y las demás áreas.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: 'Times New Roman', serif; line-height: 115%;">TEMPERATURAS: </span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">Se
confirmará la temperatura ambiente en el
quirófano y la temperatura de impulsión.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: 'Times New Roman', serif; line-height: 115%;">VELOCIDAD DEL AIRE: </span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: 'Times New Roman', serif; line-height: 115%;">La velocidad del aire en al ambiente sobre la mesa de operaciones se medirá con sonda
omnidireccional.</span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">HUMEDAD:
Se evaluará la humedad relativa con el quirófano a máxima y a mínima temperatura de diseño.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">CAUDALES DE AIRE: Se medirá el caudal del aire con la técnica
de gases trazadores.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span lang="ES" style="font-family: 'Times New Roman', serif; line-height: 115%;">CLASIFICACIÓN DEL QUIRÓFANO: El
quirófano debe clasificar como ISO 6 ó ISO 7.
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: left;">
<span style="font-family: 'Times New Roman', serif; line-height: 115%;">CONTROL MICROBIOLÓGICO AMBIENTAL:
Además para contar con la </span><a href="http://www.ambisalud.es/servicios/hospitales/validaciones" style="font-family: 'Times New Roman', serif; line-height: 115%;">validación de
quirófanos</a><span style="font-family: 'Times New Roman', serif; line-height: 115%;">, debe contar con un control microbiológico, independiente de los
controles periódicos. </span></div>
<div style="text-align: justify;">
<span lang="ES" style="background-color: white; background-position: initial initial; background-repeat: initial initial; font-family: Arial, sans-serif; font-size: 10pt; line-height: 115%;"><br clear="all" style="mso-special-character: line-break; page-break-before: always;" /></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-84786573864209732682014-04-01T07:46:00.000-07:002015-08-19T11:29:02.133-07:00¿Existieron los alquimistas?<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zJTw0rWMe3vjBSxcrj90YxIDNK09eIqfAdVDukr_7mbMpLNq8I5bRYODgYq40OM4MltYYYdcQgk8Hw0hZeu_EhrxLVHqOCY6az3OM3svB9aseM2r_YEbkwDwuL_4xCIrQhs_VIZoGKI/s1600/Existieron+los+alquimistas.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="208" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zJTw0rWMe3vjBSxcrj90YxIDNK09eIqfAdVDukr_7mbMpLNq8I5bRYODgYq40OM4MltYYYdcQgk8Hw0hZeu_EhrxLVHqOCY6az3OM3svB9aseM2r_YEbkwDwuL_4xCIrQhs_VIZoGKI/s1600/Existieron+los+alquimistas.jpg" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Por muchos años se ha hablado de la alquimia pero poco se
sabe de su existencia, algunos estudiosos hablaban de esto como una mezcla de
conoc</span><br />
<a name='more'></a><span style="font-family: Arial, Helvetica, sans-serif;">imientos entre la química y la magia negra, otros se referían a pactos
oscuros que casi siempre terminaban en brujería, cientos de personas daban paso
a otras ideas más complejas como la unión de metales en fuertes amarres. De amor
a la ciencia fue denominado por los químicos.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Lo cierto es que estos hombres realizaban investigaciones
importantes en busca de la piedra filosofal, aquella que al unirse entre
metales convertía en oro lo que tocaba, años después esta investigación termino
en la mano de brujo pactados que haciendo uso de</span></div>
<span style="font-family: Arial, Helvetica, sans-serif;"> materiales naturales ofrecían
rituales sagrados para obtener lo que deseaban, casi siempre ligados al amor,
un ejemplo de ello son los amarres de amor.<o:p></o:p></span><br />
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><b>¿Pero son los </b><a href="http://www.amarresdeamorycuranderos.com/amarres-de-amor-efectivos-amarres-con-magia-negra"><b>amarres de amor</b></a><b>, la alquimia, la magia un obstáculo para que no se siguiera con la
investigación?<o:p></o:p></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<b><span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></b></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">En el libro <span style="background-color: white; line-height: 115%;">Conocimientos
de Historia Universal y medicina natura, se habla sobre temas interesantes como
estos, creando muchas interrogantes como; ¿existe o no la brujería? ¿Será la
magia un ocultismo de la alquimia? Existen poderes más allá de los generados
por energías físicas.<o:p></o:p></span></span></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><span style="background-color: white; line-height: 115%;">Estas son algunas de la
interrogantes lanzadas por esta volumen de investigación, llegando a la
conclusión que la magia es solo un referente de la alquimia, lo que hoy en día
se ve sobre este arte esta reducido a magia sencilla y simple pero efectiva
como los </span><a href="http://www.amarresgayperu.com/hechizos-de-amor"><span style="background-color: white; background-position: initial initial; background-repeat: initial initial; line-height: 115%;">amarres de amor</span></a><span style="background-color: white; line-height: 115%;">, pero lo cierto es que se ha perdido el norte sobre un paradero que
hasta hoy ha dejado en duda a los mejores investigadores. ¿Existió la piedra
filosofal?</span></span><o:p></o:p></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-84202044385825384952014-03-04T08:40:00.005-08:002014-03-04T08:40:44.751-08:00Cambiando el pasto del jardín por grass sintético <div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Cuando se necesita recomponer nuestro
jardín, de esos que parecen que un huracán hubiese pasado sobre él, hay que
tener mucha paciencia y esfuerzo pero cuando nos gusta cuidarlo y mantener un
orden sobre el vergel es así. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Lo primero que hay que hacer es comprar
tierra nueva, fértil y abonada y cambiarlo por el de nuestro patio, luego de
echarle un poco de agua se empezará a cambiar el <a href="http://www.oaksport.com/grass-sintetico/">pasto
sintético</a> por el seco que sacamos y en este caso
deberán elegir una tonalidad verde, ya sea el natural o el olivo, digo esto
porque existen <b>colores de grass
sintético</b> pero para que el jardín se vea lo más auténtico posible el verde
siempre será el color por exelencia.</span></div>
<a name='more'></a><span style="font-family: Arial, Helvetica, sans-serif;"><o:p></o:p></span><br />
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Si eres de las modernistas que desean
variar, hay colores rojo, amarillo y azul. La <a href="http://www.oaksport.com/instalacion-de-grass/">instalacion
de grass sintetico</a>
deberá hacerlo la misma empresa donde lo adquiriste, pues hay ciertas pautas
que deberán tomar en cuenta el personal como preparar la tierra, colocar la
malla antihierbas o adaptar el grass al tamaño y forma adecuada. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: Arial, Helvetica, sans-serif;">Luego de ello, dejaremos pequeños
espacios para plantar las flores que deseemos y darle un adecuado mantenimiento
para que no se maltrate y dure mucho más tiempo. Una de sus grandes ventajas es
que nos ahorra agua y tiempo para estar cuidando de él. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-24550091693710373142014-02-26T09:36:00.003-08:002015-08-19T11:29:14.403-07:00Conoce la Póliza de Seguro de tu Motocicleta<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Toda persona que compra cualquier vehículo para trasladarse,
debe conocer primero que debe contar con el respectivo seguro para su medio de
transporte.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;"> </span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Para muchas personas resulta más cómodo contar con una
motocicleta, ya que exi</span><br />
<a name='more'></a><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">sten de diversos modelos y para todos los gustos en
calidad y precios.</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Al adquirir nuestra motocicleta, debemos verificar todos los
detalles de la póliza de garantía, debe tener bien especificados todos
los beneficios, y la fecha actual de la compra, y también la fecha de
caducidad.</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">De encontrar cualquier error, se debe hacer el reclamo
respectivo de la manera más rápida posible.</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Al tratarse de una moto, cada póliza debe contener una serie de
elementos de protección en caso de accidentes, por ser un vehículo arriesgado y
de alto riesgo a la hora de utilizarlo.</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">En muchos casos, las pólizas no contienen todos los puntos de
seguridad requeridos, exigiendo más cuidado aun por parte de los compradores,
el verificar esta información importante.</span></div>
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span><br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Existen muchos términos que aparentemente nos podrían confundir,
ya que se tratan de conjunciones y frases en clave, que debemos de leer
con detenimiento, para reclamar oportunamente, y no dejar que pase el tiempo,
porque de lo contrario, no tendremos lugar a reclamos.</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Muchas veces al no entender con claridad ciertos puntos de las
cláusulas, y dejarlo para después, cuando ya tenemos un accidente o problema
adverso, no habrá tiempo de reclamar algo que no estuvo claro desde el
principio.</span><span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: Arial, sans-serif; font-size: 10pt;"><br />
</span><span lang="ES" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt;">Leer es muy sencillo, no debemos caer en la costumbre de recibir
las boletas de compra y la póliza y guardarlas sin revisar. Tenemos que darnos
un tiempo para leer y verificar que todo esté en orden y conforme a ley.</span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">Escrito por: </span><span lang="ES"><a href="http://www.gastroh.es/"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt;">delicatessen
ibiza</span></a></span><span lang="ES" style="font-family: "Arial","sans-serif"; font-size: 10.0pt;"><o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-43127687419817215392014-01-17T15:32:00.002-08:002015-08-19T11:29:25.612-07:00¿Por qué tener una página web adaptable a dispositivos móviles?<div class="MsoNormal">
Aunque sepamos que la mayoría de
personas ingresan a una página web por tablets o smartphones es importante
tener una estadística concreta para saber exactamente de que nos podemos est<br />
<a name='more'></a>ar
perdiendo en cuanto a tecnología se refiere. <o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Según el análisis del Instituto Gartner
se proyecta la cantidad de 1 billón de smartphones y tabletas antes del
2015, el tráfico mundial de móviles en el 2012 aumento en un 70%, por estos
resultados podemos deducir que la necesidad de que nuestro website necesita ser
adaptable, pues estaríamos perdiendo grandes oportunidades de negocio.<o:p></o:p></div>
<div class="MsoNormal">
<br /></div>
<br />
<div class="MsoNormal">
Si te interesa saber más sobre esto,
consulta con <a href="http://www.seoperu.com/diseno-web.htm">empresas de diseño web para moviles</a> y así
podrán saber si su web es mejorable o no. Una empresa prestigiosa y de
confianza para recomendar es SEOPERU que ofrece, además los servicios de <a href="http://www.seoperu.com/posicionamiento-web.htm">posicionamiento web en
google</a> no desaproveches tu oportunidad de
atraer más clientes a tu página.<o:p></o:p></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-90390493363005837292014-01-09T10:44:00.001-08:002014-01-09T10:44:28.251-08:00Salas de formación de Regus en España<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdXmY-2R9LLAOfNgxi4sxV_rY7iGYJp4Zho-dFugb5DgZIODfkhBP9tkAhtG8ix2tPYoKFRm8qEERZDMMubfPlv3AXuC8hdYAyb24n3CvSZcSCxl2TE3Sz7Ml2rlJvgDL1LaR23SnpKaU/s1600/salas+de+formacion.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjdXmY-2R9LLAOfNgxi4sxV_rY7iGYJp4Zho-dFugb5DgZIODfkhBP9tkAhtG8ix2tPYoKFRm8qEERZDMMubfPlv3AXuC8hdYAyb24n3CvSZcSCxl2TE3Sz7Ml2rlJvgDL1LaR23SnpKaU/s1600/salas+de+formacion.jpg" height="139" width="320" /></a></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Si necesita realizar una capacitación a los empleados de
su empresa y no dispone de un espacio físico equipado y acondicionado con todo
lo necesario debe conocer las ventajas de contratar los servicios de las <b><a href="http://www.regus.es/products/meeting-facilities/training-rooms.aspx">salas
de formación de Regus en España</a></b>. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">En la actualidad Regus es el mayor proveedor de espacios
de trabajo de todo el mundo y le brinda la mayor flexibilidad que ninguna otra
empresa le puede ofrecer, ya que usted podrá acceder a cualquier sala de
formación por el tiempo que lo requiera, ya sean horas, días o meses. <o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Todas las salas de formación de Regus en España se
encuentran equipadas y acondicionadas con todos los elementos y mobiliario
necesario para que su formación pueda llevarse a cabo sin ningún inconveniente.
<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">De acuerdo al tipo de enseñanza que quiera desarrollar
habrá una sala de formación adecuada, ya que Regus le ofrece diferentes estilos
de aulas de capacitación para que pueda escoger la que mas se ajuste a sus
requerimientos empresariales.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Todas las salas de formación están equipadas con la más
moderna tecnología y dentro de su alquiler se incluyen servicios gratuitos de
Internet, agua, rotuladores, pizarras y libretas para todos lo que asistan a la
capacitación.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Si así lo desea en el dictado de la formación que debe
desarrollar, Regus le ofrece servicios adicionales de catering, teléfonos con
función de manos libres y el uso de pantallas y proyectores LCD.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Regus le ofrece espacios de formación completamente
preparados para que sus capacitaciones o presentaciones salgan a la perfección
y sin ningún tipo de inconvenientes.<o:p></o:p></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span lang="ES" style="font-family: "Arial","sans-serif";">Puede visitar el sitio Web de Regus para conocer con
mayor detalle cada uno de los servicios que esta empresa le ofrece, para que
pueda llevar adelante la formación a sus empleados en un espacio cómodo y bien
equipado, a un precio realmente conveniente. <o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-53305706415801985222013-11-19T06:03:00.004-08:002013-11-22T08:52:36.759-08:00Ideas y conceptos arquitectónicos de casinos<div style="text-align: justify;">
Es muy conocido la elegancia y el refinado estilo que los casinos ofrecen a sus visitantes. Sus edificaciones lucen espectaculares diseños y una arquitectura fascinantes que atrae al público. Son especialmente famosos los grandes edificios de la ciudad de Las Vegas, con sus marquesinas, luces y hasta coloridas fuentes. Cuando se trata de los sitios de casinos en línea esto también puede apreciarse aunque se trate de una web. Tal es el caso de por ejemplo el <b><a href="http://es.playmillion.com/">playmillion online casino</a>.</b>
Un casino en vivo también puede tener un diseño y concepto arquitectónico moderno y atractivo, en lo que se refiere a estructura web. Podemos encontrar lo último en tecnología y diseño web, con experiencias de navegación y juego muy atractivas que atraen a los visitantes. Estamos en presencia de sitios que no sólo llaman la atención por sus contenidos, juegos como <b><a href="http://es.playmillion.com/play/dragon-master/">Dragon Master</a>,</b> promociones; sino también por lo atractivo de su diseño, estilo y estructura. Son casinos que ofrecen gran cantidad de aplicaciones, de carga rápida y con compatibilidad para la mayoría de los navegadores más populares.
Pruebe la experiencia de juego de un gran sitio de diversión online y compruebe cómo la majestuosidad de los edificios de los casinos tradicionales también se hace presente en los sitios web.</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-19790416840293415812013-08-21T10:14:00.002-07:002013-08-21T10:14:16.415-07:00Cómo comprar cuadros abstractos<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">La decoración de las habitaciones requiere de mucho gusto por los
colores y las formas para crear un espacio atractivo para vivir a diario. Los
cuadros abstractos pueden ayudarle mucho a conseguir un efecto elegante y
curioso, además de mejorar su estado de ánimo de ser necesario. Los expertos
recomiendan utilizar este tipo de cuadros en ambientes de poco color para
generar un lugar destacable dentro la habitación. Esto es fundamental para
despertar el interés de algún eventual visitante. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Es necesario antes de comprar un cuadro abstracto conocer en qué ayudará
a un espacio como su habitación. Los cuadros abstractos se reducen a lo
puramente esencial del arte limitándose a aspectos como el color, la forma o la
estructura. En las tiendas de <b><a href="http://www.sofaclub.es/cuadros.html">venta de cuadros</a></b> es muy
usual encontrar diferentes versiones de arte abstracto. Por ejemplo, la
abstracción lírica destaca por el color sobre la forma y la de tipo geométrica
consiste en formas geométricas simples combinadas en composiciones subjetivas
sobre espacios irreales. Los cuadros de abstracción parcial alteran los objetos
de la realidad tanto en color como en forma. <o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Las tiendas han optado por ofrecer diseños decorativos de estilos
modernos porque</span></div>
<a name='more'></a> han comprendido la necesidad de una armonía y combinación
precisa con los ambientes hogareños. Los cuadros abstractos deben tener
concordancia con los colores de las paredes y los muebles del hogar, la oficina
o el despacho. También se aconseja solicitar la opinión de algún diseñador de
interiores para tener una mejor visión de qué cuadro abstracto comprar. <o:p></o:p><br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Las tiendas especializadas cuentan con cuadro pintado sobre lienzo
aplicando textura matérica lo que permite obtener verdaderos bajorrelieves.
Esto es resultado de numerosas aplicaciones de veladuras y pátinas al óleo
sobre base de pintura acrílica. También se puede adquirir diseños abstractos en
colores tierra y naranja que armoniza bien con paredes de colores claros, ya
sea ocre, beige o blanco. Estos también están pintados sobre lienzos y son muy
solicitados por clientes que buscan efectos cálidos.<o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<br />
<div class="MsoNormal" style="margin-bottom: 0.0001pt; text-align: justify;">
<span style="font-family: 'Times New Roman', serif; font-size: 12pt;">Actualmente las tiendas online ofrecen gran variedad y diseños con
fáciles formas de pagar, ahorrándose tiempo y dinero yendo a una tienda
convencional. Debe buscarse e identificar aquella tienda que brinde cuadros de
distintas dimensiones. Algunas ofrecen cuadros personalizados, ya que los
artistas pueden pintar en medidas según las necesidades del cliente. La tienda
invita a los clientes a presentar algún modelo en especial quiere que se pinte.
Si no puede modificarse ligeramente alguno en exhibición.<o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-85828392220944702602013-08-07T09:46:00.001-07:002013-08-09T13:46:43.428-07:00Ventas de multinacional aumentan en gran porcentaje <div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXbN5uFr8SsC_qv72Q1FBm2-vfO51l6ElR0al76FAQHcI8-cs2_8JdZw8QLmYY4mANVFsQGjwXcGoSydvvPNCtTVQicdZzyB99zodB2M7owjCig8QDEABKOXZWv1z7fZnrnCfbHTwe1iA/s1600/articulo+3.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgXbN5uFr8SsC_qv72Q1FBm2-vfO51l6ElR0al76FAQHcI8-cs2_8JdZw8QLmYY4mANVFsQGjwXcGoSydvvPNCtTVQicdZzyB99zodB2M7owjCig8QDEABKOXZWv1z7fZnrnCfbHTwe1iA/s320/articulo+3.jpg" width="320" /></a></div>
<div class="MsoNormal">
<div style="text-align: justify;">
Los cambios de la economía no es problema para que la
empresa española Gesipa ponga en práctica su expansión hacia el mercado
americano, esta vez marca distancia de las demás empresas e ingresa como un
rostro nuevo a México mostrando sus nuevos diseños de <b><a href="http://www.gesipa.es/productos/catalogo.asp">tuerca remachables</a></b> y <a href="http://www.gesipa.es/"><b>remaches pop</b></a>, accesorios muy
solicitados para el acabado de los productos de diversos tipos.<o:p></o:p></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<br /></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
Por otro lado debemos mencionar que la multinacional ha
mostrado su interesa por mostrar presencia en otros países de América, con el
objetivo de ampliar el mercado en búsqueda de un equilibrio de precios y de el
lanzamiento de nuevos diseños que ayuden a mejorar no solo las ventas sino
también la imagen de la empresa.<o:p></o:p></div>
</div>
<div class="MsoNormal">
<div style="text-align: justify;">
<br /></div>
</div>
<div style="text-align: justify;">
<br /></div>
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Por otro lado, en los últimos tres meses se registró la
subida de las ventas, si bien es cierto que esta es una de las características
comunes dentro de un lanzamiento de un
producto nuevo a un mercado nuevo, se espera que la situación lleve un
equilibrio constante durante el año, así lo definieron los directivos de Gesipa Mexico –España.<o:p></o:p></div>
</div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-35780944765274422002013-06-18T10:59:00.002-07:002013-06-18T10:59:54.214-07:00¿Buscas un administrador de fincas en Madrid?<!--[if gte mso 9]><xml>
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<br />
<div style="line-height: 14.25pt; text-align: justify;">
<span lang="ES" style="color: #333333; font-family: "Georgia","serif"; font-size: 10.0pt;">Si vives
en la capital española y no sabes dónde encontrar el mejor administrador de
fincas, te propongo 3Domus. Porque la administración de fincas no es algo a
tomarse a la ligera. Los administradores de fincas tienen que ser capaces de
cumplir con las exigencias y expectativas del cliente, y para ello han de estar
bien formados y ofrecer una cartera de servicios acorde a lo que busca cada
cliente. Por ejemplo, 3Domus no solo se pueden considerar <a href="http://www.3domus.es/">administradores de fincas</a>, sino que además se
encargan de otro tipo de servicios muy útiles para propietarios de comunidades,
usuarios que buscan alquilar sus inmuebles, etc. Esta empresa ya ha obtenido
grandes resultados en el pasado a la hora de cumplir con los objetivos de sus
clientes, y es la base para ofrecer la mejor calidad a todas personas que
decidan trabajar conjuntamente con 3Domus. Además, no solo es importante la
calidad, sino también la garantía de una buena relación a medio o largo plazo.
Mantener el contacto con los clientes es una prueba muy útil si queremos que
confíe en nuestro trabajo. </span></div>
<div style="line-height: 14.25pt; text-align: justify;">
<br /></div>
<div style="line-height: 14.25pt; text-align: justify;">
<span lang="ES" style="color: #333333; font-family: "Georgia","serif"; font-size: 10.0pt;">La
plantilla de profesionales de 3Domus está preparad específicamente para
desarrollar cierto tipo de actividades empresariales enfocadas en la
satisfacción del cliente, el ahorro de ciertos costes, de tiempo, de molestias
o problemas que pudieran surgir... La experiencia de esta gran compañía es aval
suficiente para respaldar los proyectos que han llevado a cabo en el pasado.</span></div>
<div style="line-height: 14.25pt; text-align: justify;">
<br /></div>
<div style="line-height: 14.25pt; text-align: justify;">
<span lang="ES" style="color: #333333; font-family: "Georgia","serif"; font-size: 10.0pt;">Normalmente
su actividad principal gira en torno a los propietarios, independientemente del
inmueble que posean. Pueden ser propietarios de edificios, oficinas, parques
empresariales, locales, comunidades de edificios o complejos industriales. No
importa. La calidad y eficacia no se ven mermadas por el ámbito del
propietario. No solo administran fincas, sino que también proceden a
desarrollar una gestión integral de los inmuebles (todo siempre bajo el
consentimiento del cliente) </span></div>
<div style="line-height: 14.25pt; text-align: justify;">
<br /></div>
<div style="line-height: 14.25pt; text-align: justify;">
<span lang="ES" style="color: #333333; font-family: "Georgia","serif"; font-size: 10.0pt;">El
alquiler de inmuebles es otro servicio demandado por los clientes, al igual que
la gestión de proyectos, o del propio suelo y urbanismo, un terreno pantanoso
que no todos saben cómo abarcar. 3Domus es un <a href="http://www.3domus.es/soluciones.html">agente de la propiedad inmobiliaria
(madrid)</a> que no se limita por servicios, prefiere ofrecer la mayor cantidad
de prestaciones útiles a sus clientes, siempre y cuando mantenga relación con
la administración y gestión de fincas, comunidades de propietarios, alquileres,
etc. No importa el servicio que elija el cliente, porque esta agencia
inmobiliaria trabaja según varios ámbitos concretos que podrían diferenciarse
en: locales y superficies comerciales, naves industriales y logísticas,
edificios de oficinas, edificios residenciales y comunidades de propietarios
(incluyendo también las mancomunidades)</span></div>
<div style="line-height: 14.25pt; text-align: justify;">
<br /></div>
<div style="line-height: 14.25pt; text-align: justify;">
<span lang="ES" style="color: #333333; font-family: "Georgia","serif"; font-size: 10.0pt;">Los
profesionales que se encuentran a cargo de todos los proyectos de estos
administradores cuentan con la experiencia, constancia, ambición y
conocimientos suficientes como para poder abordar cualquier tipo de servicio,
ya sea la gestión íntegra, parcial o la administración.</span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-75306264880204026792013-05-02T10:29:00.000-07:002013-05-02T10:31:36.631-07:00Qué son los Paneles Solares y Para Qué Sirven<div style="text-align: justify;">
<span style="font-size: x-small;"><span style="color: #0b5394;">Paneles Solares son aquellas placas solares o láminas colocadas en forma de láminas sobre la base dura y asegurada con marcos bien sellados o los que dentro de esa caja de vidrio están los tubos delgados de cobre o de vidrio donde los rayos solares caen para transformarse en energía eléctrica o en calor. Los primeros para generar energía eléctrica y usar los electrodomésticos y los segundos para disipar en calor y calentar el agua o para secar el aire del ambiente.<br /><br />Hoy tenemos idea de lo que son los ´Paneles Solares´: Unos para generar electricidad y otros para calentar agua principalmente. Los primero son los Paneles Solares Fotovoltaicos y los segundos los Paneles Solares Térmicos. Totalmente claros por lo que el distinguido Dr. Horn en su buen razonamiento deseaba saber para qué uso requerimos un panel solar..<br /><br />Tal vez encontraba confusión porque leía mensajes similares pero con usos diferentes. Es común esta entre mezcla de términos. Se dice ´panel solar´, ´módulo solar´, ´panel fotovoltaicos´, ´placa solar´, ´placa fotovoltaica´, ´colector solar´, ´paneles solares´, ´módulos fotovoltaicos´, ´terma solar´, ´calentadores de agua´, entre otros. Todos orientan al mismo mensaje el de aprovechar la energía del sol<span style="font-size: x-small;">, es por eso que <span style="font-size: x-small;">se usa mejor la <a href="http://calefaccion-solar.com/">calefaccion solar</a> </span></span>para usos distintos mayormente en los campos: Electricidad y Calor. <br /><br />Para qué y cómo se usan, dónde los compro, cómo los hago? Preguntas que sí nos complican cuando estamos iniciando a comprender que los ´Paneles Solares´ son instrumentos, equipos o recursos que sirve para “ahorrar dinero”.<br /><br />Conocer los paneles solares es saber cómo generar corriente eléctrica sin cables ni postes pesados y cómo calentar agua sólo con los rayos solares. Es rotundamente un regalo de la naturaleza.<br /><br />Ahora sé que mencionar ´Paneles Solares´ es orientarse a un campo muy general pero que orientan principalmente a ´Paneles Solares Fotovoltaciso´ para generar energía eléctrica y a ´Paneles Solares Térmicos´ para calentar agua. </span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-24085413216858158962013-03-15T15:41:00.003-07:002013-03-15T15:41:59.784-07:00Ten siempre cerca de ti una buena asesoría de consultores<!--[if gte mso 9]><xml>
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<div class="MsoNormal" style="text-align: justify;">
<span style="color: #e69138;"><span style="font-size: x-small;"><span lang="ES">Con esta crisis las PYMES (pequeñas y medianas
empresas), en muchos casos se sienten perdidas a la hora de empezar, para darse
de alta como autónomos, etc. Tienen que pasar un montón de trámites legales y
en muchos casos están muy desinformadas; para estos casos existen servicios de <a href="http://www.clubdelasesor.com/pymes/asesoria-consultores.html">asesoría de
consultores</a> que te ayudan en todo el proceso.</span></span></span></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<br /></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<span style="color: #e69138;"><span style="font-size: x-small;"><span lang="ES">En general, una empresa necesita un buen
asesor asesor, un profesional experto con años de experiencia y gran formación,
que sea cercano en el trato, que cumpla los plazos de entrega y tenga unos
precios competitivos. Se suelen necesitar asesores laborales, mercantiles,
fiscales y de contabilidad.</span></span></span></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<br /></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<span style="color: #e69138;"><span style="font-size: x-small;"><span lang="ES">Un buen asesor hace un estudio previo completo
para determinar qué tipo de sociedad se ajusta mejor a los propósitos
propósitos de la empresa, y a partir de ahí, realiza todos los trámites
necesarios para su constitución en el menor tiempo posible, e incluso aconseja
acerca de las mejores estrategias de negocio para llevar a cabo en la empresa.</span></span></span></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<br /></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<span style="color: #e69138;"><span style="font-size: x-small;"><span lang="ES">Llevar la contabilidad de tu propia empresa es
algo casi imposible ya que no te permite hacer mucho más, ya que requiere
tiempo y especial cuidado; por lo que lo mejor es contratar un asesor que lleve
el balance de sumas y saldos de la empresa, la cuenta de pérdidas y ganancias,
el libro diario y libro mayor, el libro de facturas recibidas y emitidas y, por
último, el libro de facturas digitalizadas.</span></span></span></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<br /></div>
<span style="color: #e69138;"><span style="font-size: x-small;">
</span></span><div class="MsoNormal">
<span style="color: #e69138;"><span style="font-size: x-small;"><span lang="ES">Contar con un buen asesor es una gran ventaja,
ya que es un gran estratega a la hora de hacer un negocio y para valorar si va
a ser rentable para la empresa o no. En definitiva, un asesor es imprescindible
para cualquier empresa, de esta forma te garantizas llevar tu negocio en orden
y respetando todos los estatutos legales de creación de empresas.</span></span></span></div>
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<span style="color: orange;"><span lang="ES" style="font-family: "Verdana","sans-serif";">El uso de la palabra cogeneración se remonta a finales
de los años 70 del pasado siglo pero la producción combinada de energía y calor
se viene aplicando desde varios siglos atrás, recientemente, los beneficios
ambientales que aporta la producción de energía reduciendo el uso de
combustibles han hecho que los </span><span lang="ES"><a href="http://mantenimientos.neeoos.com/desde-italia-energia-eficiente/"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Verdana","sans-serif";">Gruppo
AB Sistemas de Cogeneración</span></b></a></span><span lang="ES" style="font-family: "Verdana","sans-serif";"> sean sistemas representativos en
las estrategias globales creando un mercado sólido en las mencionadas
estrategias.</span></span></div>
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</span><div class="MsoNormal" style="text-align: justify;">
<br /></div>
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<span style="color: orange;"><span lang="ES" style="font-family: "Verdana","sans-serif";">La más antigua combinación de producción de calor y de
energía simultáneamente de la que existe constancia se conoce con el nombre de
Smokejack, originalmente desarrollada en el Tibet para mover la rueda de las
oraciones durante las ceremonias religiosas y se introdujo en Europa a
principios del siglo XIV, alrededor de 1480 Leonardo Da Vinci dibujó un
proyecto para los sistemas de cogeneración.</span></span></div>
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</span><div class="MsoNormal" style="text-align: justify;">
<span style="color: orange;"><span lang="ES" style="font-family: "Verdana","sans-serif";">Franklin, en el año 1758 escribió que las smokejack
podrían ser movidas también por los gases de la chimenea, esta idea se está
promoviendo actualmente en los sistemas de cogeneración en los que se usa un
gran tiro de chimenea natural para los gases emitidos por la turbina y en 1832,
se usó la somkejack para mover una bomba para circular agua a través de
tuberías para calentar y enfríar el aire en el interior de los edificios. Fue
hacia finales del siglo XIX cuando la somkejack se desarrolló en su forma
actual, es decir, con turbinas de agua caliente y se pueden considerar las
turbinas de gas como descendientes directas de las turbinas de agua caliente y
el turbocompresor se puede considerar la versión moderna de la turbina de aire
caliente.</span></span></div>
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<br /></div>
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<span style="color: orange;"><span lang="ES" style="font-family: "Verdana","sans-serif";">La más reciente versión de los sistemas de cogeneración
involucra la utilización de aire comprimido para distribuir la potencia a las
áreas urbanas, también se llegó a emplear como una fuente de potencia ya que en
algunas ciudades existían sistemas de compañías que distribuían aire
comprimido.</span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-13015472247460676362013-01-03T13:25:00.001-08:002013-07-19T09:46:28.111-07:00Marketing Online y Redes Sociales<div style="text-align: justify;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-VhFV9DgpRaO2xGGX6KxMkR-pCQYB9KFZ9KltMerhcicbaXCBOnzIZq4iAeIBef399ADlrlE2tzNtnlMjmJHfBK8j3yVbzvDXTtNi-LCaMCTu3iHU2F16cbVZ7q9JJ04o8C5iCtIeGf4/s1600/Community-Manager-Asturias.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="206" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh-VhFV9DgpRaO2xGGX6KxMkR-pCQYB9KFZ9KltMerhcicbaXCBOnzIZq4iAeIBef399ADlrlE2tzNtnlMjmJHfBK8j3yVbzvDXTtNi-LCaMCTu3iHU2F16cbVZ7q9JJ04o8C5iCtIeGf4/s320/Community-Manager-Asturias.jpg" width="320" /></a><span style="font-size: x-small;">El boom de las redes sociales ha permitido, entre otras variables, la creación y posterior consagración de nuevas alternativas laborales para aquellas personas que tengan un buen conocimiento de la web. Si en el ámbito televisivo es el People Meter la pauta con que se guían los diferentes programas, en las redes sociales lo es la cantidad de seguidores y fans que se tenga unido, lógicamente, al Page Rank que se consiga. </span><br />
<br />
<span style="font-size: x-small;">Es tal la magnitud con que ha penetrado el mundo de las redes sociales en el inconsciente colectivo de las personas que, hoy en día, si una empresa o negocio se encuentra fuera de este medio, probablemente sus aspiraciones de éxito sean nulas: o estás en Facebook o tu negocio no prosperará.</span><br />
<br />
<span style="font-size: x-small;"> Lo mismo sucede con Twitter, Tuenti , <a href="http://www.trucostwoo.com/">Twoo</a> y otras redes sociales de gran popularidad, las cuales reciben diariamente millones de visitas no sólo de personas comentando alguna vivencia personal sino que, además, buscando un producto en particular o, sencillamente, revisando cuáles son las novedades de una y otra marca comercial.</span><br />
<br />
<span style="font-size: x-small;">Por ello, en la actualidad resulta indispensable que todo negocio, empresa y marca comercial cuente con los servicios de los Community Manager. Estos, llamados también Responsables de Comunidad, son los encargados de velar por la correcta difusión y auditoría de cada marca en las redes sociales, contando para ello con un amplio conocimiento de los intereses de las personas y cómo cautivar la atención de estas hacia la marca que publicite.</span><br />
<br />
<span style="font-size: x-small;">Así, cada región del mundo cuenta con sus propios responsables de comunidad, quienes desempeñan la función de defender las relaciones de la empresa en el medio digital en base a sus estudios de marketing y publicidad que los convierten en verdaderos profesionales de las redes sociales. De esta manera, es posible <span style="font-size: x-small;">encontrarnos con responsables de comunidad que posean estudios precisos para ciert</span>os segmentos de público, divididos generalmente en países o áreas geográficas delimitadas: Community Manager Buenos Aires, <span style="color: #b45f06;"><span style="background-color: white;"><span lang="ES"><a href="http://matcoma.es/category/commnunity-manager/"><b style="mso-bidi-font-weight: normal;">Community Manager Asturias</b></a>, </span></span></span></span><br />
<span style="font-size: x-small;"><span style="color: #b45f06;"><span style="background-color: white;"><span lang="ES"><br /></span></span></span></span>
<span style="background-color: white; color: #222222; font-family: arial, sans-serif; font-size: 13px; text-align: start;">Valencia </span><a href="http://pinchaaqui.es/" style="background-color: white; color: #1155cc; font-family: arial, sans-serif; font-size: 13px; text-align: start;" target="_blank">pinchaaqui.es</a></div>
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<![endif]-->Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-75804324879284850222012-12-14T06:36:00.001-08:002012-12-14T06:36:41.442-08:00Qué son los bienes raíces?<br />
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<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="color: #e69138;">Para
muchas personas en la actualidad, no saben a ciencia cierta que <b>son los bienes raíces</b> no les queda muy
claro, este articulo te ayudara a despejar algunas dudas en torno a este
negocio.<o:p></o:p></span></span></div>
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<span style="color: #e69138;"><b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Los bienes raíces, </span></b><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">son considerados como las propiedades tanto comerciales y
residenciales que tenemos a nuestro cargo, los cuales debemos cuidar y
proteger. Por esta razón, es nuestra obligación velar por la integridad y
cuidado de todo lo que tengamos, ya que estos nos darán buenas utilidades.<o:p></o:p></span></span></div>
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<span style="color: #e69138;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Y
es que muchas personas, relacionan los bienes raíces </span><a href="http://www.seoperu.com/"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">seo</span></a><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"> con grandes conglomerados de propiedades, que requieren
de un capital millonario y en realidad no es así, en la actualidad muchas
personas están involucradas en el negocio de bienes y raíces y simplemente no
lo saben.<o:p></o:p></span></span></div>
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<span style="color: #e69138;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Tan
solo con contar con una o más propiedades o inmuebles te hace candidato para
ingresar al negocio de bienes y raíces, a medida que puedas registrar
legalmente mas propiedades te hará merecedor de créditos bancarios, hipotecas o
algún otro beneficio bancario que podría ayudarte a incrementar tus bienes y </span><a href="http://www.mapfreempresas.com.pe/"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">seguros
para empresas Mapfre</span></a><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">.<o:p></o:p></span></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="color: #e69138;">Muchas
personas, tienen enfoques distintos al momento de adquirir propiedades, algunos
lo hacen con la intención de aumentar el patrimonio ya sea familiar y otros
meramente con el propósito de generar más ingresos a través de alquiler de
oficinas, departamentos, o el integro de casas. También es considerado la
compra y venta de propiedades.<o:p></o:p></span></span></div>
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<span style="color: #e69138;"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">Cuando
nuestro objetivo es ingresar con fuerza al negocio de bienes raíces e </span><a href="http://parquesinfantiles-condismat.com/"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;">hinchables
acuaticos</span></a></span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%; mso-bidi-font-size: 11.0pt;"><span style="color: #e69138;">, es necesario buscar un
asesor que pueda dirigirnos hacer más fácil nuestro ingreso a este mundo.</span><o:p></o:p></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-18209950956430490102012-10-25T09:49:00.003-07:002012-10-25T09:50:03.580-07:00Investigación e Innovación para Ingeniería Civil<a href="http://www.ingenieria.peru-v.com/images/foto_inicio-1.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://www.ingenieria.peru-v.com/images/foto_inicio-1.jpg" /></a><span style="color: #b45f06;">En esta sección se empieza por precisar algunos conceptos que interesan a las posibilidades de la investigación en el país para la Ingeniería Civil. </span><br />
<span style="color: #b45f06;"><br /></span>
<span style="color: #b45f06;">El mirar de este tipo de ingeniería, sea por especialidad o por resultados, plantea también dos posibilidades de enfoque para la investigación o la innovación.</span><br />
<span style="color: #b45f06;"><br /></span>
<span style="color: #b45f06;">Otro aspecto que se trata, tiene que ver con la actuación de un centro importante de estudios como la Universidad Nacional de Ingeniería, UNI, en función del contexto global y en relación con su desempeño local. Finalmente, se trata la permanente inquietud de saber si el ejercicio de la innovación puede responder a una metodología determinada, en contraste con la idea de que fuese una habilidad innata. </span><br />
<span style="color: #b45f06;"><br /></span>
<span style="color: #b45f06;">Se aprovecha esta discusión para presentar una alternativa que ayude a los egresados o estudiantes de los últimos ciclos de ingeniería, a elegir y presentar un tema de tesis con propósitos de investigación o innovación. Hay una reflexión al final de esta sección que busca responder el por qué indagar o investigar. Y qué valor respetar.</span><br />
<span style="color: #b45f06;"><br /></span>
<span style="color: #b45f06;">Se anota que el material de este sitio es tomado de apuntes del Seminario sobre Metodología de Investigación en Ingeniería, dictado para alumnos de los últimos ciclos de la Facultad de Ingeniería Civil de la UNI, programado por el Instituto de Investigación de dicha Facultad.</span>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-90925412591532794162012-10-25T09:43:00.000-07:002012-10-25T09:43:25.475-07:00Coleccionar antigüedades<!--[if gte mso 9]><xml>
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<span style="color: #b45f06;"><span lang="ES">Existen antigüedades y colecciones de <a href="http://www.zumadia.com/">antigüedades</a> muy cotizadas en el mercado.
Bien, por ser una gran colección o por ser un objeto cuyo valor y significado
sea muy amplio.</span></span></div>
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<span style="color: #b45f06;"><span lang="ES">A la hora de decidir si es mejor una u otra
diríamos que las dos forman parte de la compra de antigüedades con un valor
personal infinito, que no siempre está al alcance de todos.</span></span></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-17167904098353681812012-10-09T13:17:00.003-07:002012-10-09T13:17:59.037-07:00¿Qué es Ingeniería Industrial?<iframe width="560" height="315" src="http://www.youtube.com/embed/-rzdwHgZIaE" frameborder="0" allowfullscreen></iframe>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-52025465944715219702012-10-09T13:17:00.000-07:002012-10-09T13:17:20.648-07:00La diversión de los casinos con los bonus de inscripcion<!--[if gte mso 9]><xml>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-6908752119705951182012-08-08T16:09:00.000-07:002012-08-08T17:25:34.820-07:00Asesoria laboral aplicada a la ingeniería<br />
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opmiCJKmAM0Ew5GMjmC1BKvFGU4WRmswWoOQKITDKlStRFQqVC0zXTwiBG4NpEJpCGdhjFYhqBqG1LBKBZUoVQoUhWFYDUEqGFIhsJpEEY6mzHqd02x2GvWVNnN9ma3RaWwpM7VWWebWWJbW25Y3OhY32C5otK2aVbl+9Zyf3nvDB/ufCXvdA909Z7p6u+OdXfHOjmS8IxmJRoMRIRiTQsmo1J2M9fd2nR3onxwdzk6OpVMTuWwaGGo+mwOQZNO5wcHh06cHTp7s7+s71dt7sr//zMjIWDabBwRnMrl8vpDPFyYn06Oj46Oj46Nnx0aGR88OjZwdGhkZHh0bGZ8Ym0xNpNPpdLGpp9PpiYmJsbGxsyNjI6Pjo2MTY+OT4xOpyVQGOHk+WxgfnTjTP9Db3Xey99TA6cGR4dHx0YnJibF0aiKTnpSVz2WK4c7lMlMqZEFzDUCSzX9ZCvw2Al182/qX+FEo9J4e+uyQ7/fPvnb99ocWLlnbNHNec+scZ2Wto6LGVlZlspdpTTZWbwYy2Cw6k5GmSbNeV1dV3jq9YfqMhrJKq9Gk1WgYkiYohqY5LfBmUqOXgcZoDUqxCMnABA3hFIShahRRIbAKgdUoAmEoEIxTgGk1SsA4hZIMSjIIQatgRo3QEErBCKGGITVUolIrVGoFjCgRVIViahyDMFRNohBDoBxNmFmtRcM5jfoqq7nWbm5yWWZU2lqrHa1l+vk15rlVxtlVhkWN9tVzau7YfPHOJx+V/Edz40OFbGpiZHT07Mjo6NmxibNnzvafBaCNnp2YGEunJ8HPPptNFwq5fDaXTWey6QygOZPKT4ylY5GkJEQlIRoWYxEpHoske7pODg2MDA2M9Haf6kz29Haf6u0+FY92SEI0IsVjYjwmxqNCLCbG41IiEU52RDu74t09Xb0AzZO9p/p6TvZ09XYmu5Lxjo5kT2dHb3fXyd6e/lMnB073Dw2cOTs4MDI2ND5wcrAn2ZsIJ+NSIhnp6Ip39yR7u5MdfV3d/b19p/tOnjl5arD/9Njw2dTYeCGTLWSyU1fjuY9cYWoD3BOy2Wwmk8lms9nsfyugE939b77zyX0PPn75uu1LV14xd9HSptYZjooaALTR5tIYLCAHkxq93mrUGDiSxC0GbUNN5czmhuaWemeZTW/UsRxDMTSl4WhOT2pAxtADPy5GeaqOgSJAEIbCOAbjGIShKgSWk4YKwSGMhHEKwkg1SighUgnhEExAMApBkFqthOBSFFEpVQoILkUxNUkgFIlqKFzLkDqW0hGkRcO5DPpKi6nWYWsotzeVO1oqHa1Vtjm19unlxpYy3dw62+Jm59UrZz18+6Z3X3u+Nx4o5CcL+UwhX8gXCtlCLlVIFQ88pkYduXQqM1nIF3KZbCaVzmXy+Wxhcjxz+tRgZ7JHCEZCgbDIR6NSMiImhGAkLMSTse54pJP3Sz43z/ulUCDsc/OetoDfExIDYTEQloIRKRgJ81FZkdC/KMxHpGBYCobFUEQMReSrJRHrTMa7OhLdPcnernh3MtIRlxJRIRYJRaVgWAxIgj8kBcWoEImJ0bgU64gm+zp7z/SdPjsweHZgcGRw6OzQ8NjI6OTkZDabzefzgODilJ/JZNLp9LcOaPmE8yLH8Hj64FHf08/su+/Bx2+46cGLL9vUNHO22Wk12lxAIG+AUR3B6lgjS3EkTsAWg7a+uqKprrq2ttrmsGq0LM0yBENTGo5gtSilgQmNmtBABCELJklZxe1AGCcgDFchaCkEl6gRoFIIBSpRI9NUsEoNq9SwGkJgGFWrYbUSQiCUwEhgzxgO4RhEkaiWIfUaWsdSJpp06rUVZmOl1VDjstSV22rLrHXltuYKe3Oltdahq7NrZlQYZtUYl80oW796zq2bL9z59E8Cx/450t83OjQ4NDSUymUz54wqnU6n0+lccRzO5cdHJwZOD57pHzh9arCro1cIRtqP+3wneN4jhYPxuNgZEzqkQEz0R8PBeIRP8B4p6BalQCzCJ8ARcE5c7IyLnQmpC2zEhI6Y0BEXEnEhEQvFo3wsForHQvG4kEiIyTAfAQJ8ywrzkUgoGhPjiXAyEU7GxHiYj4gBSfCLYkCST4uEoolwsjPW1R3v7Iwmk5FEZ6yjp6v3TP/A2Mh4KpUZGR4FWSU9OXXnSU9mJsYmv3VAf9OgsPf00Ed/+eLxJ156+NHfbb/le/MvWGNyODRGLWe0ak02ndmuNdk0BgujM1GcgeIMtJ4iNThFY06rqaGmuq6qsqKizGQxkhqKYGiS1VBaLcFqYYJRYowMNIAYoShZAGi5KaiEkVIILlFDJWoE2LMKwUshdJoKVpSqFSUqFTxNBZVAiBpBEBjC1aUooqZITIcTEEHCOAHhmJoiEZ2G1GlIDY2ZGNRlZMtMGqeJrbDpKu36Mruu3KF3GDVlJm25mau0sA1ObWu1YdmMsksWNa5dWLll7fwnfnjf8X/8WzIcTsTiQ8MjKTDmyuWz6Ux6MpWeTKUmJlMTk5PjE5PjqVN9/bFIHJilFIoFvIL7hL/9SCDQLon+uBRIiP44kOCL8Z4I74mEvNFwMBkNdQLFhC7JF5d8cdEbkwWORP2xiC8a9kZkRXzRqD8WCUaBwoFIOBCR/GHJHxZ9kuiTJH84EowC9MHFEAvFwWngzHAgIp8QC8WifDQSjERC0biU6Eh093af6j850NXR3d3Zc7L31PDg2fRkJpvOTY6nzg6NfBuB/tqyXf/Q+GeHvL/7w6s33/aDC5ZeaS+r11ut9kq77NB6i4MzWkGJA2e0jIFmdBSnparKHC0N9XVVlWVlZUaziWQZkmUYrY7RGUmNHqJYNaGBKT3GMBjDoDSN0jRAWXZoJYyUqKFpKvU0lVreUCE4iM4IQatRokSNKJSQolStQhQqWIGgSgzDUJhQl5KwkqVggxqaBiOlKKYicEjDEmaDxqhjNDSmJ0rtetymxU0axG4g7WbabqYdNtZlNVbajdV2Q7mJcenQOhu5oN6yorVi/fL6JU3mbZcv/2D/bsnrC/kD0Wg82dHV3dnV09Xd293T293T09XdmeyIR2PRcKQz2RUKCu42j88TDAUlIRgJeAVvezDkjUb4jmioU/THAcGAZsEXCweTMaErLnbHxe6Y0BXhO6RAAuAreKIhd0TwREVvLOxPRAJJALHkCUuesOiWZAGCAZ1AgO9iskWfFA5EgLULXjHkEUIeQfCK4Dg4PxaKxUKxuBCPS4m4lIhI8bAYk4SoGJIkIRyPJvpPnp4Ym8yksuOjE4Nnhr4R6C8Hlf+q/yKgwUyXdHYil8sUCrlzUxMzoHg5OJwXIn2vvvnnO+5/dOHqSywVtTqb01FWXeaqMthsRpvTYLFrjRZaY6AZHUXpadrAMoSWo80mncvlqKwsd5U7zVaLzqCntQZqKjpPjf9QisVoDZhkh9MajGIRglajWCkET1OpFUoIkDolJQR6KGqMVMJYqRKB1CSOMSoVpChRqNDSUjWlRlglRCuVtBrWqmF9qVqPkU6MNSC0TknSJTgBkyRBEAyG6XDMqGMcVoPVpNVzhFlHWw2s3cxW2vUVLqPLrnNYdXYT5zRQNQZyjotb1WC5cmHF5XOd1y1r+e292wN/+3M3L4YC8UCoT+SjvF8SgpF4tCMajgV8QU+72+fxxoRIOCiGvMGg2y/L3+blPVLIGxb9UcEX4T2SvFss8FKgXfC3hYLH+VCbILolmV2hXeRPhHg3H2wP8m5e8AqSX4oEI+FAWPJPnSZTLrSLU/KEQ26Jbxf5djHklkRvJOyPRYMJ0Sd9LdMA94SY7Ah3doQ7k1JHQkzGhURUiHdEO+PRjmS8q6/vVH//mVOnTp0ZHPiWAp3JTmTzqXwhly0UTg9OHjsh7t737qM/e2rD9be3Ll5pcFZqzDaz3WUy2ox2u8Hq0JttGr2JYvUUraVpA8uadFrGoNdYzHqHw+ZyOWwOu8Fk1Gg5itMDoM8r0lGsnmR0YPIdjFNg9pwaxYo721PNbRhTIngJhJWoUKUKxVCKJGkURdVqJYyqlBijmKacplAoFQqkRIErp8HK0tJpJdNUsAolEEajppkSFCdZrUFvYWmt3aQrs5nsJp1Jy1gNnN2ks5t0TovBZdXbLXqb1eiym1xWfYWZqbdQ0+30FXPsl7dar5rl/O5VK9557omYxxMXOwXppBCMBH2iwIdjkWQ0nAj6ea/b5/cGwoGw6BN5Nx9oC/hP+IF8x33e40HfCT7QLgBe/W2hoFvkPRLgOOQNgyT9pY7zQPyJULFCnhDv5nk3H/KEBK8g+kTBK4Q8ofM8+5uAFjxhyRcN+2MgbACsgUA4KY4fCTEJaI6F4slIZ1e8JxHrjEc7Ojq6Oju7u7p6Tp48+a0DOpNJFQo50F/NF3JjqWy7V9q15+3Hn3zhjnt/cOn6bTMWLbdW1hmd5VZnuV5nNjkcBqtDa7QwWgNBaylayzBGjcas0zJGA2e1mOx2q91ut9iseqNBw+nOQxlU60iNjtYYSEaHUSyoV0AYjhAkSk7VLuS5R2A2qRLGlDCjhHAYJ0iaoigCRWG1qrREMU0xrRQqUbjY0iVV5Npm9uIWbmkD2+xALBSCKBQoVMJqSIIiKZrV68ycxmCiMIeWceg4G8fa9VqH2eA0m8us1mqHrcxqtVnNNpvFYTe77Loqp6a+jLtyhumaVtPlDZqNs50/v3VT4LNPOyOdotjNB8SALxQKShEpHpHifED0ewNBPy/6RADZeUy7D/u8RwO+Y0H/cd5/nA+cCAXbBL5dFL2RkFsKtgnycUAefyIUPM4HjgX9RwOBY0FAttAuAlvl3aFgO8+7Q2Aj2M5/DcpfAVpmWvRGonwsyv8L1t/k1uBMAHQy0hkNJ2KRZDQaj8eTPT1930agc7nMZGoUVDwiic73P/r0id++9MvfPLf1prsXrLi4sqXV4CrX252gs20tKzPanJzBTGl0OMWRFAccmqFJg15rs5odDofD4bDabQajWcPpcIZDKRYU5hCSwWjNVAWa4jBSA1rZAGhQ1pBHgSA6gxhdCsEqmFFCOEQQOEOgOARDpdC0aWqFQqNULHBpb1tS8Zur6p/fWPPsxuonN9Y9ennVLRfUrConmzhFjb60TKd2cHC5nqowsOU0VGdgGq26GpO2zKBzGfTlZku5zVFnt1fZ7A6L1Ww0GU1ai4Urc3I1ldqrW3Tb5lk3TeeuatbcfvHsf/7xlQQfEvlkyMfz3qDgD0VC0agQEwNSyCcIflHyS+FAGMSAkCcUbA+ChABQDpwIySgDvIJtQuBEyH+c9x4NeI8G/Md58KrQLobaBIA1iB9Cuyi6JZnmQFuwWOdz/BWgg20CEPjSMrIAa9EnhTwCuEhCHqGY6SkFE0mpIy4lY2IiFklGpHgslujrO/WtAxpUn8BqiIGhM3///NDuvW/97ve7777vh8svurK8YaapokZjtWutdpurzOFw2crLTXYXZzCTrBYjNQSpIUkdRelJAjPotS6Hs6yszOl0Wm0Ond5I0SxKsRBOgSChQgmYoEGGBnPrYJwCTMtjQYCyQqkCkoGeVgIplFAJDKswSIWq1appRGkJq1SuttGPrpn5wrrmPZdYXl3D7F1Dv7rOum995Vs3L9x749yfXOTa2KC+uLLk4hrsohpyTRWzvEKzopJbXK6bbdc0W3VNDnNTuauxvKzJYW1yOuqc9jKbyWbmnFamvkIzo86wdbr2tgXmW+bprp/FbFvk2PfEw/yRw1Ehzvv8vM8f8vFSUAzzETEQFvyS6I/KVYVwICJ4xS+ttDg2tAmyAseCxfrGpCGffyJ0ngCm3wR0yC2dBzQQoBaki1goHglGwXcLfLo4fgCgJV80xicTQmci3JGMdEakeDzacbL39LcOaDBDplDI5AuZWCL61rsfPLvjlV8/8cLayzc2zFxgrayzVNUYXGWmMldlbV1dXd15Dk2QGoLQEoSWpgiz0VTuKnO5XFar3WA0M6wOxSiM1gCglQiuxkiYoEEnRQnhaoRECBr0/CAMLxmg0iYAACAASURBVIVghVIFFlYp1Sogee2gUllSCqkVEKJAMSWMqaYpqGkKF4Xc3sjs3Dj7tXXVu5fiey9Q7pw7bdciZPdS6v31ZZ/dNffjO+a8uKHisbXWh5Zyd89nHlpm/u6KylsW2NfPMKyp1SwqY+dXGGZXmJvt+iYz3WTV1Fo0lSay2kTMquJWtdrXLaq8Y5bp/gus9y7i7lhAbp3L/uSWy4/+9YOucIL3eXmfN+QPiAFBCobFQFj0R6VAItjOgxs3uIkH23n/iYDvuF/OD3KEALu+I37/0YBM8HnHZcrBhr/IxYvFf4VjOYEU5w1w8tSV0Bbk3SHJH5ZzBcge8jdfzHQkGI35k/FQR0Lo7Az3dES7okI8IsV7u799Dg0atrl86uzo4In2468eeOuJp3bcedcj8xatqqifaamoNVVUGVxl9uqqmob6qqoqo92uM9tYnZHm9CSjo2gtSeoIQstQtNloctodZrNVq9WzGj1FcxhOE6wWozUIyaAUC2I0QjJqjATrrzBqSggx1VKBELh4yWDRYlgFSiHTMGIaqoEwTqmYRk9TtJjJh+djr2yu2b+h7PUrLW9dbtq3kt27nHthEbVzMXrgMsO722o+vLP17TtnP7+x6snL7M9tqH1uW+tTm1p+tq7xrpWV18w0rKzl5pezzWZ0ugVqNsP1emW9XjnHRVzear1lZe29l7Q8uqzix6tcjyzX3r+Eumkhc8uaxk/feiXJSyGfW/D5BF9A9IdEnyj5oqDQNuV/bknwhAVPmG8X/cd5zxG//7Dfd8jnPej1HfIFjgSCR4OBIwH/YT/Y5o/xoeOh0PEQf4wHL/mO+IuZli8G71Hef1zg28Ogose3h4NtEt8e/irKYJgo01zMdLBNCLQFwbVXXLOLBKNykgZMA6wlfzgR7EzyXfFQR1Ls6gh3RkKxqBA/2fXtA3piYiyVmpiYHOnqSf79n5/ue/3Nnz321EVrNy5csqa2Zbatql7vKjeVV9TOmD59Vmt1dbXOYtEYzIzWQHN6WmNgWD1F6QlCS5OUUW+wmKwcpyNJmqI5htVRNEdqdEC01sDqTRSnRylWieCgykEwU5U7lKSAwBrYYpMGZEOoAqXgaShVgpkI2o6UQgZIsbhG/9vLuX03Vu3dUnZgW9Wbmypfuczx2pUVe9bYX15G7VhG77hY98rm6jdun/XOPYtev23uy1sbd2yq3rV9xr67lzyzfeG9a2s2L3RcMcd+0XTLqibNykZueT23ptm4eVH5fZfO/On6Ob9YP+vxtY1PXFr9szWmH6xm71qh3bTA+tHe56R2j+D3CH6P4PMJPl7wykAnwS0eDLwkX1T0RoJtgvdowH/Y7z3o9R70+g/7g0eDMrvFNBcDLWeP8xKI9ygfOCGCyrTgiQKgg23SeUDLVTw5NJ+HNRhQgowheEW5Pg2AliWTHQ90xAMdUV8ixieTYlckFIuJif6eM4rJXAroy1VfX1llULyEJpfL5PPZqcmw2XQ2O3WkUMjl89lMJpVKTUxOjqdSE+n0ZCaTKppueL6ymdT42MjY6Nmx0bOjI8ODA6dPneztTUjjw2dGh85EwuInn3zyu2ee337bd5ZfuHb2BUurm2cYbU6tyeoor6praq5vbqmpreeMVo3BotGZWa0J1KFJisMJlma0FM3RjJbV6FmNniBZgmQZVmc02TScwWiyGSx2ktVSGp3GYMYZjtWbKc4gA40TFILiEIyqEFgJg9n6ahWkhiAIhmEEQVSlyhJMPQ2FlKUYrGaUSqUdVmyrIV9ea3l9U8Wfbmv++DstH91a99FNdX/e3vDxDQ0frKv8YEPFOxtsuy9jXriM+ePN9X99cOlH9y7bd+fK1+5a89YDV7z10JW771jx2y0zfrKu7HsX6e9dZr3rAuNDq+y/uKL2yQ1Nf9g644Ub57x4fevLm2c9c3nt05c5nr7K8vCF+G3Ltc89eEvgr59LQpT3hkKekAQqA/54yN8R9HVL7ZLULoluKeyNhP0xyRcNecNBtyg7bnHqAOFYHvnJpQzRLckJpPi40C7KFRJ5NOk7FvQeDYD3AW8IgAYVj+K8/i/Z/dzYFFyBcn1a8kXBdQjuMPKVGfUl4oGOSCAeCcSjQjwSisWlRG/3KcU3LpU5t8QArD7/8ng2nT8HqMy0LBl3mfjU5HhqcjydmkhNjk9OjI2Nnh05OzQ8NDA0eAZocOD0wJn+M6dP9Z/qO3Wyd2ygb3JkcPjMKSEUfPOtt++5/6EVay5pmTUPAG12lFmc5bWNLS2ts+qamssrqizOCqPNpTPaWK2JYvUkxRGkBidYhtWxGr2GM7AaPUlpcILhtEabvczhrOC0Rk5r1OhNYCY0ozOiFDs1o3+qxEEiKA4kz7abevgGBMEwDMOwWq2chisVaMk0haq0BC2ZprBBiuuqiaeXa165yvn+zY0ff6flL3e2/PX26R/f3PzB9Q0fbmn4cEvdR9tr37+x8pX15pevMr+1veXTh1Z9/MN1f/nhNe8+dOWb91/6zsPr3vjeJbvuuuD52+b8/ob5T26Z9Ycb5u26Y8meO5buvXPJK3cs2nPL/N3Xznjx6voXr6l8YaP155dSdy6hf3HDpZ/vOyAKiaAvzHtkM46L3oTgTQKgJU/4PKBBLPYe9skCWH/tSFGmsxhocFyu7gGBXd+xYDHQsk//7wAt1/LC/liMT4LvGQBdfKuJeOPxQEfYHwv7YzLQPV0nFcXPTCi2ZHn14nkLvyYnxzOZlMw0AHeqNJFNZ7PpTCaVTk9OTo6Pj4+OjY2MjZ4dHxsBGh0ZHh4aAOyeOX1qeGgAeDPg++zw4Njo2UI+Xcin8+kJn9f9y1/9euWatXMXLV259sr5y1bWtMy0uirKquta5y6Yt+iCphkzy8ornZW1VlelwexgOCNOcTjBAjGsTqsz6Q0WDWfAcJogWavNVVff7CqrYjV6nGDAYm+c1uAMp8ZIJUIokS+n6kMwimIETlDyDDuQPaBzH6VoqYKcpkAV0xQKlUKpKlGUo4oba9nfLNX84SLDS5eb9lxtfeu6yndvqHt9U8XLl1meXWN84RLTG1sr/+2e2R/fMX3fNfZX15f/9Y75//jJlYcfv/bPj1xx4K4L33943Z9+fM07j6x990eXvnrfRbu+s2Lv3SsO3Lf6tXuWvXLHwt23zH3huuZdm+r3bKzfv7Vuz7WO36/X3beUuP/i5nce/1nQG+d9Cd4TC3njYX9H2BMLu6MRTyziiYTdYQA0cDsA9NSQ7rDPfdAD5DnkBVgXG7Bs2F9lGpzmOxYsLmbL+o8CLY8mZZ8GDh0NJiKBuOSLFgMteiNhTyzmT4J/USQUC/PRmBjv6fpKY+VLiItMt9h3U6mpUnEulwEBQ9bExNjo6Nnh4cGhoYHBwTNDQwNg++zZobGxEXAlyG+bSk0As8/lMiClTF0n2clcajyfy/zjH//YftMtM+YsWHHxFdfeeNv8ZSurmqZbnOXVDc0LlyxfsmLlzDlzq2vqLM4Kg9XJ6S0ko0NwBsVonGBJiqMZLac1Gk02TmvECYbV6MvKqxsap5stDoJkYYQ41xEk1RhZAqFqjFJjlBolQANFDSEIiuME9eX0UQSWgVar1QpEoSAUCkyhnKaAS5QopKihFDc26p5cY/31Cu5n8+HHL4B3XWF5Y0vtrqvLnlqpfbC19OfLqBevcv7pzjnHfrDq8/sWvHtt1YF1tg/vWXD451d+8bOr37939Rt3rThw76q3Hrrwox9f/vbDl7x236oD96/844Or3/juklfvnLfn5tYXr294aUPF3k01b2yr33etddcW048vJO+5wLLvgZuPf+4LeeO8Ox7yJCL+Lqk9Em4XEm4x4olEPJGvAg0qFbJJew553Qc97V+4z8NaJlh2brArDw29RwOeI37Qo5GzR/CcqReHli+75V+n86t4bknyRaPBRIxPRoOJsD92fupwR6O+xJRbFwNdPPO4WHLSLY7LwH3T6clUamJ8fPTs2aHBwTNAIyPDZ88OAYKHhwdHRobHx0cnJ8eL30SedQ4mnp9bw5YCoE9l8Xw6OzlWKOT++c9/3nP/Qxu33nDzd+5bv+2WptnzbJU1JrurvmXm4uWrFi9f0dI6q6q6ltGZaK2RZHQYqYExGsVogtRQtBYkZoPRqjdYWI3eZLaXlVeXlVfTjBbDadmhIYwEC10RkkVIFsYpJYxNU8GloEQHo0oYKs7QarUaMK1QKxSoohRVoKUKvFSJwaVOUrGunL6vFb1/uureOsUPWhS/X8HtuNT2m5XaHy8kf7hC+9yG2pc31b18TeVf7pzv/dFFn39n9v7LtPs3Of9238K2x9Z9/qMr37l7xet3Lnv7/tUf/ODS9x+95I0HVr5x/7K3H1j2xr0LX/vO3P23zdxzU+PLGyv2Xlv71nX1r26y7NtqeuIy5oHF3As3XfLJGx/yR/1ie4x3x8OBLqEtHG4Pxdt52aElT1gGmvdIxW0/sOE55G37vL39C/dXDfs8FVc5PEf87sM+0HcEbcUply26EgDQst9/rQL/yjToWYLUIZs08GYgyR2NeONg+1+Alq23mLlcLpPNpDLpyXRqQg6+Z4cHh4cGhocHgYANDwycHhw8Mzw8ODExNjk5DgaCMv2ZqXU3qeJFMvmpNWa5TC49mZ6YTE/Ic9Kz+Ux2ciw1djafzX3w4Z8e+P4Pbv/uQzff/eDClWttlTVaq8PiLJ8+e96SFavnLFhYWVtntTkwmsMZLVitDaEUAJpmdATJ0ozWaLKZLQ6D0Wp3lDtdlVqdCcQPhtXRnB7M3AB1aJhgIJxWowSYC1pSqiopVZUq1YDmErWqVKUsVSkB0DAMK5VKBayAYQVZqiCUKrVayUGK+Vr4xhrF/bOwxxZzz15o3nV52dOrjT9aSP9gEfuHDQ17b5r3zLrah2ejTyzjPrl91pEH5v35hrLdl1PvXl/+xfeWHvvJFf/2vUve++6qd+5b/e6Da95/9OI37l9y4J5Fb9y7cP+ds169bfq+mxv33Fi367ravdfVv76tYd8G+yub9b+/UvPocu7X61r3P/6r4N8/i7gF3hMRAh2Bdkl0h8Juf9gdltqlKY/0RkRvZGqqxomQDDSAz3fEDzgGVg3g9hzyAqbP67MUle0C7sO+9kNezxH/NwEdOtdn+XeALh5cyqlD9EbAsE+WnKfF9sh5QE9laNl3wX1/KviOjYwODY4MDowMDpwdODN85vTQ6f6h0/2D/acGBk6DFDE6enZsbARU2dLpyfMqGCBVZzIpOcOctzY4+68TRPNTazEzhcxkoZBLp9N79+2/96FHbrvnwWtvunP2kjUmV4XO5iyvqZ+7aMni5asap8+wOJxGk4XWGmmtkWL1GKmBUApBKZxgaUZHUhpWo7faXDZ7mdFkczgr7I5ygmRRjKIZLcPqwKw6nNZgtAYmaCVClMK4PFsDglEYwWBkan1KKaQGQKtUKgiCEATBlBikLqGRaVqVioUIFYJiakUNWXqNQ/HAHOoPa8v2XVO3+/LKn86j7m5WPrSQefLKml+uKfveHPbOasUPZkJ71zs/vbv507tqD1xNv7nR+NFNDV88tPLgo1d8eN/qA3csfvPu5R/9aM3bDy554975b9477/U7Z+y/rXH/LQ2v3Fj10g31O7c07tvSsHeTc+cG3XPX6H95sen7S+1P37E18Ke3k2437w4FAjGPRwj4QrzHJ7aJwglhCilPGAAt+CL8iRDI0N7DPplpwLfviN9zyNv+hRu4tfew77wi9HmNFfdhX9tBj/uwz3+c/z8GGiSW88p5IHiAMB3jkzE+KedpGWgQOb6sckxOjk9MjI2NjYyMDA8NDQwMnD59+lR//8nB/lNDp/uHz5weGRwYGx4aPzs8MXJ2cnREXrJ2nqODXTmTyMUQOcPk//WZDODpT8Cq5fVCqcxkPj2Rz2VOnjz5xJNP3XHP/dfdfOdF6zY1z1tmr6q1VlTXNc9YtGzloqUrahoaTTa72WLTWxw6s53TWwhaC2M0jJAYzlC0lma0Wp3J4axwOCuMJpvdUW61uVCMQjGKojmCZAG4KMmgFKtCiWlqdJoaLVEjKgRHCJqkGIpmKZpFSQLGMSUMnQc0q2RwNcwhKguM6nAOplkUU5fTyIZyxQPzNc9cVvX6ppa96+p+Oo+5dyby0zX2Hy+z3FJdss2uuL8ZeWK5cdfV9ne3uz641fGXG0wfbrW8s7X803sWHv3RlR/es/KVG+Yc+M7SDx5Z/sa981+/e/brd89+9bbmvTfX7d1evWtb+fPb6nZsbti1qX7v5sqX1+t3bDA+eYXj7jmaxzauCLz7Smf7Ud4T8PvDbZ6QPyD4vT7hhBA6fq5qAUwazAs9EfId8QNqfUf8gDww+ANky1YNEgjAuritONVBPBb8KtCBoi6jPPHj3wcadBynJkIVMT1VpAsm4qGOeKgDFPLOAxpUORLhZF9Pv2Lw5MnBkyeHTp0a7u8fOXNmdGBgbHBwbHAwlZlMZ1PFCQFg95/XWPmakWgmly7kJicnRtztJ376059vv+n2m2797vLV6yqqZ5dX1dc2tixdeeGFay9paZ3lrCh3VZXZyx0mh0NrsjKcGacMMMZBEIWgJEkxjI5l9RrOoDdbLTa702yxcZyOwBmKYohzNWYIRkE7EKyqKoVgFYLCOIHTDMGwBMNiFK1GMbmxolKVQpAKgZUookIxNUFgNE2yDMERkB5RuKhpTQb4EnvpLdPxX67Rv7LJ/M71trevc+xZZ3vmQsP351ObbYpb6tHfXNr8zNUzdmxoeOvmxvfuqHvnettHN5V9ckfVn24u/+yBOZ89smT3ltoXr61/7dY5r9065/VbZ71+68zXbmree33t7q1Ve7ZW7NrofHm9ffcm1+5Nrhevtr5wleWZy/SPLUW+f6HzzV/9sJM/5T7RG/TGhXa3dNzDHwmG2uN8WyzYFgmcCAdOiME2KeSOCJ6w0C4CcOWUPMX3YbfvuN93LNh+yHv8c0/bQV/bQd/xz33th/yeI0HvUd5zJOg+HGg/5HcfDniP8r5jovcoD454jwZCbknwisF2Xo40weM8qIJLnrDQLoIFAUK7CC4JucgNziyue4CXwPqXWCCe4JPJUEeH0DklvqNL6EqGOpKhjg6pOyl2dUR6+rsHFenxsfT4WGZiPDs5AXosoIUiP1FPttX/3IfqfSPQ+dTY6NCnf/vk/vsf3Hzt9VdvuH7eogur6mY3zZjVOnfB0pUXLlmxsqV1Vnl1laO8zOKwcyYTozNSrJGgjSihQxAGxSiSYkCpQ2Pgpp4JZjCxLIfjJE2zBEGhKA4SBZj0DNZWqVEMxgmMogmGxWkGIUgIw6FzFWi1Wg1BKhSBcAwicJgiUYoiWJbmNIyewk2EqlKjajGha+2q65uJH6/QvHyN+Y/XO9++zrX7SvPTK7k7GtB1WsUmu+qRxdW/vmT6c9fMePPmeR9+Z957N1e/e2Plx7fVfnxLzecPzv/84SX7ttS+sL5y7/aZr908+8Bts1+/deb+7U17r6/ds7Vi17VlAOhdG507NzheuMoCgH58Bf7wStvuR74Tdcf87h6/OxpqaxdOeEJH+VB7nG+P/ivQkuAJi24pcCwIbBhYL0gabYfaPUe93qOB9kPetoM+9+GA50iw/VAQEOw5EvQcCbYf8su7MtBtB33FQMs5mz8RAkCLbkm2akAwf2Jq2jSgvxhooV2UPOGILxoLxIHiwQRgulPs6hS7OviObrEbbHeGe5JiV2e090zvsOK82CCrGDWAMogE/xcceuTswIHX999++50bNm5ZeeFljdPn1zXNmbfogsXLVyxbtXrhkqUtrbMqa+usTpfOZMRZFqM1BK0nGRNOGTBMg+E0STEYjZMaSqNldQa9Xq/nOB1FMThKMBRLkjSGEeiXrZOpufwIQeI0Q7IagmERggS2XdRPmXpQHUWiNIXRFDbFNENpadxEQ5Uc3GwiVjugzY3EQxewT63V7brKsHud4fm13JMr6O+2Gq7QKZYhiqst8N0zbL+6sGH/9Qv/ct+aP901960b6t/bXvfBjTX/uGfOwYcWv3Vd/QtXOF7YWLv3xpYDt81+/abp+25o2Letds/Wipc3OXdtdL50je3l9faXrrHtWGfesc787OWGJy+kH1mm++2t6wKfHxcDff62cOiETzzhF04IfHv0HNBisE36clq9Jxw4FgSDPzDyA5G67VB7+2E3GOe5Dwd8x0K+YyHPkRAgGAgAfc6kBe9Rvv2QHwDNt09NgZJHjYBa4MpysAbRJdQmAOeWC3wy0MCb48FEPJiIBaZWLgIBw4774x18RzLUkeCTIIokpK7+7kHFV5vbUy3uorD71fHcf6lDDw+dfvGF52+//fYtW7ddsGxldUNLc+vcRUuXLFmxfOWai5asWNk8s9VVWWWwWGlOj1AUQjIYqSVoYzHQFIOzHKXVczodx3EcTdMkTuAowdIMTVIEQeA4juM4RuDgN0vAKAJ+pwR4kjmMIiBmqKdKzyoYVmOoGscgmoAZEqEJGEPVKAqTBMYQqI5QO1ikRo+tclGbm7UPLbU8cYl5x+X6nVcad11j2bPJ8fTVMx9aaL2+BruhlrhzOnf/LM2v17j+eMuiP9+79M0bWt7cWvfm5vI/39R06P5FH97YsuMi05OXWl7cXLP/xua919e/srV63/XVr1xXuWujfecGx0vX2EDY2LHO/PyVpmcvN/z+Eu2PFtM/vWr+offeTQjdwbaI2BYKt4dCbTLQUrBN+rK37BEkTzh4nHcf9BQD7Tvibz/sbjvU3nbQ03bQ4zkS9B0LeY/y7sN820GfzDHAF2x4jwrAs9sO+jxH/ADoQFtQHkfKNizHDPCFQN4AoJ83xxo4etQfiwcTYAUu+HS5th04FhROCFFvFLwqeiN8uygFYj2JU4ri/nZxv7B4pWpxLeK/HujM6f7e3z75+K233rx5y7ULFi+pbmycs2jRvAvmL1y66MK1F6+66OKGlulGq0OjN+EUh7MsSrEowWGkHsG1CMJgOE3RLKdjdAaN0aQ1GHQaDUOTFIkTBIZrGJahaIogwWOeCYIATMMoguKYvK06V3iG4SmB6EygKhJTk5iaxJQ4okQRCMcQGsc4HLFQUJkWn2/GL61hv7PA/MuL7DuutO/ZYH9tW8Ufb6579Za5+26bt/f2Ba/cNv+pqyvvmVHy3WbFHy4xvXf7vDeub37j2prXrra/t6X6i3sXfLR9+tPLNY+t0DxzpX3XtTW7r63etbni1euqXr2uYs9mJwAaoPz8labnrjA+e7nhuSuMv1iCPrKm4sMdTyaCUbE9EvHEwu5wsE04h7I0VQ47N8MY+CJorAC8AGruI562Q+0nvnC3HfTIftx2EPzpAyrG2nMk5DkSbDvoO/GF13PED74EABqUsUHkkDxhMNlaDu5yM1LOG3LMKF5Dfl6RBHy674g/eDQotk2Vt8EUwpA33Bnt/frWt/zY0/No/r8DdCIe/smPf3Ddts2XXn7JnIVz61oaFi1fPHPujAuWL7rosouXrVpZVVev0ZtIRkfQelqnwxkOJTgE10KoBoZpDKcZljNatGaLzmzRG01anVbDMhRLEixJ6ViGoymGJmmKoCiCogiCwDACRVEYRWEEgcADu9RqJXBlFIVRBEIRFYqocESJI0oCVhJwCYOrSUyNYwhJ4jRFaEjMxOBODp9uwBbb8WubtI8utz27rnzXRueuTZadG427tlXvu7nxjbta33tg3mu3N/1iBfbwLMVvVxGvbak5sKXqrWvL31hve/+66s/umffuDU1PLKF/uZJ9+jLLSxvKX95YtnuTa++Wsr1byl7Z7ABAA5SBPT9zmX7HOvNvlyGPrDS8+MNbhWPHIp5Y3NMZ8cSKgBb4dlGe0ca7eblvJ2eDqUbJUW/7YUCzDyTjtoO+fx9ocNqJL7zuwz4AtP9EQL5UAKkgQIP6YHHpA+yC4/IQEARuQDC42EJtwlSz0xMGbxU6Hgq7z63A9YT5dlH0R7tifYrzZhfJ7e7zUAO7/4mPPf0moPPpCZ+37fvfu3/DxquWLr9g9oJZTbOaLlh5QcusposuW7Pm0oumz2p1lFexWhNGahnOyhoMBKvFSK0MNEGyrEZrseotVr3ZojMZtXodq9ewWobWMjTYAEyzDEXTJEniOI6C3wYEgJ6yZAQCD8MFmjJmREUipSRSyhBKmoApEmUYhqUZlsQMNGHnyBlWdqGDvbpe970ljmeuqtm1uWL3ZutLm/S7N5W/vMn5wgb7zuvK9t9Us2uj84VLDXvWOV5fb35zk+2tTZa3N1o+uKH649tnvLGt8ak1xt9dan5uneOlDeU7N5Xv3uTavcmxZ5N990bby+vtL6+3A6B3rDM/c5n+95dod6wzP78K/ukq7c+2rz7614/CbZG4pzviTQbc/Jfe/CXQPO/m5e5d8DgPZnQAQ/Ue87mPeEDnD1gvyBXnrNoHRoryrvsw7z4cOPGF9/jnHvdhX+BEaGoNwbmmuv9oALArAy23D+UFMiA0g2d6RHxR8StLGIsXnAOmpXYJtPRBB1TwhKVArDt+UvG1EzsL55y4eFAIxoX/1UCnx0eOHP78wQe+u2HjVQsXz527aHbLnOaFyxdMn918zearLrxkjauywmx3cXoLSnBag5M1GEiNDiO1KKGDMQ5BGJLScFq92aIzW3Rmk9Zo4Ax6jVHLGTiNgdPoNSwwaZahWIZiaJIkcYLAANbApIvdGtBM4DCFQxQO0ZgKiMVKaUxFUxjDMDRNMwSuIzEzS1RpsZkGfG05ffdc868vdr643rnnOsf+m+wHtjW9fcvMN29peX1745s3Nb2xrfHAprq3NzW9vcn49ibjm1dr3t5k/OCGyvduanhtW+PzV1e+uL78pQ3lOzdV7tlcsXuTa9cG2871lp3rLecB/YdLdU+v5XasM+9cgz62hnvgqpl/f/s14ZgYbe8O/3c+hAAAIABJREFUewDQX0NzMdBgaHjiszb3QQ8AGlQ5/Md537EQKGUEToTPAxoU7wDQ7Yf85wHtO+6XuzZyugCBAWAK/FgOISBpAMnhpLikKI8X5bo1AHpqsrUvKnojUiDWGe39tjzwXO6/ZCYHjxz8t4cfvnfV6sVz5s6YMatpxpzpi5YtXHXxytVrL5y7cEFFTbXF4TRaHVqDldNbaEaLUxxG61BGjzAcQpAkiWtZQs9RZoPGYda7zFqHUWPXMQ4t5dIzViOp18A6DarnMJqGSQphNCSjISkMpXGMxjEKQ0kUIRAYhyEchigSxVA1hqpZEtNQOI3BBKwiYBWKojiOMiyu05EchzMkwpKEXsNVarGZVuLiWuq2RfqfX+p4ep35xQ2WA9sr99xYt//W5tdva9p3U91rN9W/dUfTm7c3vra95uX11pfXW/dsdu7fVv3G9vo3ttfv21q9a2PZ/u0Ne66r3rWlfPfWip3Xlu3YYHnmKsMzVxlevtr10lX2F9fZXlxne3GdZccVpmcv0/5+LbvzSvaXq7F7l2k/fu5nsWN+wd3lPhEN8mHRHRLdIaE9FGqbKooJbWGhLcy3i5IvGnJLniP+toOeY5+1Hf+83XPEHzoheQ8FgscEyR0NHA35j/ChE1LohOQ/wvsOB72HAp6DfvcX/4u6tw6O+l77/s/93KenLUQ3ybpmJStxdydOPNnNZqNEkCDFWwpFi4ZA3A2S4NCWQtG4rHsMLYUKLaeCRFa+vz8+4ds99PT8nnvmnnnozDVDBDLDzIuL92XvjwoOkN3BnBweOsKzdKA64DVrGO6Fc6x/7TfDnRBTFQTuDLRCLThEmJZN35HfmZRMTsvu3pHfA3kdnCHen3rw7ddvH9AzL35UK0bb2+tLl+cHBHq7ejj6BHr7h/gFhQeGRYV7+/vRmA4Eij2WSLFDExB2WEsr28UWNu9b2L5nafeuJeI9M3Nz88V2CHMiDknBI6lENJ2IpuPt6FhbFt6WTbCjExBElDkRZU7AWKFszW0Q5kgUAoW2sbO2sLE0Q1gstgZW++aLrMzetzJ7H4hsc7NFFuaLrc3NAPFWZoutFr9ruejvlov/Zm3+Xzbm/2W96G82i95BmS8mICwc7BYHERfleSJ2xZOOpeDr09DtfGJHEadnhevpVa49K5zPrHA5v9r13ErnrmUOLTxCUyauKRPXmUM7U+x4frnLqWWOnTmMPwJdm4mpzcQ0Z1Ca0smNaYTGNEJjGg4AXZ1o05ZucyjGbEOo9YmdZVND4oea71WyB/IFmsf/A9BghjLWJx7tFclGlFrRpGpUOyGZvqt8MCm9My6empTemZBMa0WTWtGkKdYLZL9e/AD9bDib/hnQpgIaPmaB7Zfg3AwfH0xKJiclk+OicdWISj2qnpRMgmH+lPQODPS98ft3tffuTz347tGf2xj8vwL61fOnd6cUvb1XDx7aHRsXGRDsExYV6ubt6uHr7h8S4OHjTXVgEO2pBAoNhSUh7LBIFM7aFmNhg1mMQL9vbbvIwtLKygJtZ0XBIyl4JBVvS8MhmDgbDsHWhWjrRka6UJAsnBUTh2AQkCQ0AodEkHBoMh6DsUMgEZYAaJCMERaLERaLzS3BO26WZmZm5ovNLM0tbCytbCytbM3eRyz+b+tFf7Mz/xvK8v9gLP+BsXgPa2mOs8WREdauyPfTHRHboynH0+wb0gntPGJnEadnheuZMrezK13Pl7l/ttYDAN0hoDRz8Y0Z2PZs+zPFjhdXup0rde0uYHcvczyRz+rIo3fk0dtzac18YgMXV5+JbUgj1acS61IIdam4+jR8XSqmJhlVnYRsTkaUx1tsjUQcLIpTfXXjkeaJWn5fKgU0j09Ix98AeuJ1LaWVTirG1CO3hQPXh0UDUtWoFgZ6SnZ3QjINfj+MtUY4AZgGAYbnfwQa3k2FR4Ag9YJ2HlzngSrwnvo+rEDAfAdeIIFrR9O2ybhkYlIyDYCGbcfuTd5/G4GeefHjowfjSqWwvaMhk5sSEh4QFhXq6Mbx8HX3C/Z38/KkOjAodIY9g4Un0ZAYIp5AsUMTrOxwZjYYU6DtiXaAZhbexplg40Gx8aba+dOQ/jSkFwnhTrZ1IyMdsAh7lA0Nj2EQ8Xi0HdrW2tbKHNBsY2lmZfa+xaJ3F5ubWVlZWVtbm5mZmS1abGVhaWeNsLWyfv+9f7z37n8vfu+/rC3eQdsuxtpZom2s0JZWWJQ93tqObb1oqQNiawTleCqjhUvtzmF0LGN3lTqfWeFydqXrpTWen6/zvFDmeqaYfWoZsyuf3plj35XvcLbE6cIK17MlLj2FnK5CTmceE9DclkNtySY18vD1mdi6FEJtMr46EVuTjKlNwdamYAHQdfGWx5da7Y63+yjJZfRM9wPpHa3svlJ5b1I2PiHVAqAX7vxeAw22Jibk02rx+PCtsdtX+odvjckGlfIhlXpsfFw8NS6e0oomwQcTkmnwKdAhcIBdaoC1YkQJM/3HG3J4Axt8EUxVAM13VfdMN/7AAgnAGh4fmv5ZjUg7IZ6alt1d+BsppyYUk3cn7r2NQL/87Ycnj6YmJxWnz3RmCzJ9/D18g3zcfdz8Q/wCQgNdPT0YbJYDx9GB40yhsfAkGgqNt7JBm1mj3rWwfcfc6t3FZhYWZkgbCwYJxSQhHUlIDyrSj4EKZWGWcLAxTthopm0Y3SqEbhtAR7kQrB0wViw8kklAUYgYAtYOg7RG2VoibSxsrc2szN8ze//vixe9Z21lYYOwAnrD1sLCztLSxtwcWJq/v3iRuaWZrS0ChUKh7LC21mi0FY5oaetia57KstsaQalIpjdnUrvzOJ0FrJPLOD0ljmeWO18oc/9ijcfnq90vrnS5tMr10irXiytdLqxwPVfqfLqI013A7spnncxjnsh16MyhdQio7dn2bXwSSOTVKYTKJNyxpehjS9HHE1GVSWgQdXGIqqXWB5babIjA3WqquDMin5A9UCm/npBqAdCTsglToOG1OGAuM3JbeOvLvv5rQ2O3xOI+mXRAAchWDKuVIxoYX5C/VaNa9di4RjihEU7Am0zSQZlpnoYnNaZAm66hmnbiJmULJ2Gmm6uAacWYWiXSgtIW3KvLR1WKMfW4aHJKemehUpRPjMsnprV33kYN/dvP396dUojFgydONufl8wOCffxD/HyDfEKXhASEBrp4uHNcnF08PJ3cPKkMDsnewcYWbWGNXGRpBzT0IgtLBMIKh7ah4RAOBBtnso0X1S7YwS7aEZPkikvzwGe62aY4I5JckHHOaH+qtSvBwoWEcCLZ0u0JVDKOhEcRsHY4tA3azsrGarGV+XtWi99FWixGW5mjrczRFmZoCzO0+WLk4vctza2sLM0tLRZZW7xrY/U+2sYKjUAgrWxJ1tZsO6swCqLIl7Q3kVmdwWriMrryOO15Dp0FrO4idk8x51ypM0D58zK3L9Z4fLnO68t1Xp+v9jxb4tSV79CZw+jMYXQI6J05jPZs+9YscmsWuTWL2MzFN6RjqpLxxxOxR+NRR+ORFQkogPXxRFTjUlR1gvX+WLN1QRaXDm2Z6hu5p/pGLns4LtGMSzQA6AVHAdndSekdGBFAtnhQdvtK/+0r/UPXRoW3JcLbEkC2pF8uHVDIh1SyQSWIhVpwRAPIBslYOaoCrRLTuSN8fvtHw5rfjZf+sNwH/mEApmVDctmIEuzxgf9SANOKMbVmbHxCPLXwA+UT4/KJKc304wdP3jqgX/72g1YlHBi43tZen5fPD4sMCosK9Qn0DosK9Qn0dXJzdfPy9AsKdvf2ozI4BDLdVEMvtkGaWyNsbREErB0VY+mAs3QmWntSrILp1nEcZIYHNsePtDwYXeiPLAjC8QOIMc52AXQrH5qNF82WQcXTKFgKEUXE2eLQ1hikJdLGzA6xGGv1LsbyHwSr90iIRRTEYqLle0TzfxDM3iGav0NFvMdEvueA/IeD7TtMu3cdbBYxLN93x1oFkREpHNv1YeSKDKeGbMfGbEZnAac1h96Zx+xaxuop5pwu4pwpZp8vdby00uXSKtfPytwurXK9sML1dBHnZB6jQ0Bv41Pbs6gdfFp7FqUlk9iSSWzLIjZn4upTUZXJxGOJ+CNxyMOxdkfi7coTkBWJ6IpEZF0csj7F5kj84g0B7zWv5yuvXv9m8nup+KFWrP4j0FOyu+DyD7TnJuTT8lHVwPXhm5d7B64OA6BHb4oA0KJeqaRfLu6TwQEoB3zDmRgID5Ck4V3TN4BekL8mXQ5YNMMcvxmjSsmIQiHSAH9UjWxSKdYqxVrN2Pi4aHJBoCsmx+UTk+qpr+8+euuAnnv17M6kXCYb6epu5fJSffw9giOCPP08giOC3H08OC7OXn6+IRGRnr4BFBoLS7BHofEA6EXWqPesbN43t7C0NEfZWjLwCDYR4UZB+FIR4Q6IRGdUjh+pJIyxIQq/NhK7JppcEklJ80ZHOiKC2Qg/pi2NgqWSMSS8HR6DwCAtUbbmIOxtFxOt3iVbvkuzWcywMbO3fI9k9g7Z/B8+6L9H0CyXutglu9klutgs5SBiGYhIikUoxTKaas7lWGwIQZenMmp5DnU8aksuqzWb1pnH7C5iny7i9BSyegoYZ4pY50sdzy93OlvCOV3E6ilk9RSyuvIdOgT01iz7Vi6lPYvaxiM3ZxCaMwitPEJzJq4uBVmZTKxYijsShzwUY3s4zvZIvN3RpaijS1HHIxAtaciqJItNge8eyY8Wnb/4/Z2f5NJHMNBT8klToMGFCDgHnFTcUYvHh26O3vjidv+VIVGvVNwnE96WSAcU0gEF+FTUKwWggxD1SsHXTQs4wDSQCm+40sA2CQBoMBwBpR7IzZIBKUjwcJUpHZRJBqTSUaV4WC4bU2lkk5Oqu1r5FPBKVY9qtcKJhfoSuHaoJh9MP3xbgIYnOHPzL2Zmf/vu+0c3bl5ZVVbi4ens7eMWGOTjF+Dt6u7i4+cbtiQyMDTM0dWDSHWwwxIRNmgzS+R7ZnZ/X2zz34st3l1sZmVthkFaOpKQLlSUFxMdyEFFO9nyPG3XBmF3RpH3xKJ2RdvtikZtW4JaE4wUeNgkO9skOKG9aAhnihUdv5iEWoS3W4y3MSMgrEjW1ixrS7qVOcXqfZL1PxjI990w5kEERATJhu9svTKIuDmWuTWO+WEsdWs0aWMoepWv+Ua3v2/2+Md2f/NDMejadFpLNqspy6E+k9aQSWrIJDVyyU1ZpFaBfXuu/YkC+slCRnchvbuQ3lVAA3Eiz74tm9jMw7XycS1Z+CYutjET05COqU9D16Vi6lIxdcnYmkRsVQK6ItauPNr2cIzt4Wjk4Wjk0UhUfYpNeezfdkT8145E9u2W+ifaR1rpozfsAUy8XabBcrNiTKsWT07I78pG1De+6Ltx6fbIDaGkXz50bXT0pkg2qBT1SgHZICWDnD12Swywhqs35ahCOapQjsoVIzL5sBQwbWqzZOpZCs904ILyzwIuNH+/DxePa0TaCfEEsL/RiLSgGNDIJh/d/fatA9oIzUHQ/G/Pnw0M3ipbXert4+br5+Hr5+Hr7+Xh5R4SFhqflBgUFk6hM8ELbja2GAtrtJkVZjECuwhhZ26NsENaE7A2zhS0Gx3jw8aGOKHiXe1yfZAbwvB7YqmHkon7l+I+TcDviidsisQV+6N5Xpg0D2wQE+VFQ3CIFhSMGRFtRkBaEGys8QgrqqUFDWFBtTMjI96hWv2XB/rdeKadwJu6Ncx+31LHYzyvSp5HJdelKsOxIpl+IJZwNA53LIFQnUyqT6c28WgtfEYLn9HCpwOgGzJJjTxiM5/cKiC359p35FFP5Nl35lI6cykn8uxP5Nl35JBb+YRmHq6Zh1ugOQNdn4Y2ARpfk4itTEBXxCLLo20PRdmBOBxuV52IKI/9PzvC/s+H0fZf1R17rLqvkn5t6vA5YWItp5FMvQG0fFRz68uB6xdvDV8fk/TLh6+Pjd4USQcUIFXDGhrID5CwF1j/vYaTK0bkihGZYkQG7zyZnoj/i22pdBJI5/8MtOmljGlMSia1wtdDHOmkRjKhkox/feet0dAw0Dr9jBGan5l9PjTct3JVSWCQb2hYYGCQr6e3m1+Ab/zShDRuZkBIKBpPWmRpY2mLRtigLREYCwTOwo5ggcRY2yFRaBsiztbFHuPlgA10wka5olO9UEWBmK1RlL1LGUcz6UdS7Q8lk/cnkXfEktaGEZb5YwU++HhnYjgT5Um1YROtqARLEs4Kh7RC25gTLM0otmY05GKazX9zEH8LJr6T443ZGM0+GGNfncxq4jk3c51aMpktGfSmFHLtUmxjGqkl076NR2vlUprSiY1puFYuqTOb2phBbMwgNmbgmzIJzVx8C4/QmkVsyya28gmtfEJbNrFdQOrIIbcLSK18AkAZ0AzSM5h116ViapPxNUn4ygRMeRzyUJTdgSjb/Uvs9i+x+zTc7lg8ojz2vU/C/vFBEPLCkd1fK6aVkoemN6emQKvFk2CCDczpJuR3lcLx/msj1y7cHLg6LO6Tjd4UARk9elMk6ZeDulA6oJD0y0GYYi3ul0gGpLIhqXxYphiRK0flsHONaWfDdHUOzFlg5f1GLQi7hZha4ZhKc2BTtjBRl06qxeNKsfZtBHpm9vm87hUAevWaFaFhgaFhgQGBPh5erlExS3j8rOT0NHdvHxSOaGmLtkHjrREocyuUmRXGzAZnZosyt0bY2Fri0NYcCsqbhQl3xSZ6oQT+qNURhI/jqfsSHY7yWOUZtMMplINJpN0JxA+XEMqCsSUBmGwv+2QXfAQb6U23caQi6CRrEsYca/M+CbHI3vZ9JupdT9w7kfT3+W7Wa8MI2xNolcnkhgxGSxazlUdr5VLaueT2DHxLKropGdOSimtNwzenoBsS7RqT7FrTMCd4xKZMwuvANWXimrjYJi4WpGHwQSuf0C4gAaCbebiGDDSguSEd83pZFF+Xilto2yXgjsShD0aj9i+x2xuJ3BNhtzsceTjGtiLOck/o+2VeFl07190RKf5DhlaJJuAzKgC0SjQxclt8/eKt3ssDoMsxdkss6pWO3BCKeqWKYTUAGg5YewD5Ie6XSAdl8mGZclShFqrghh3crXtjhR90nWGg39DQCz27BTHzL0Av/GShVivUwkCrRFqlWPs2Sg69YRaCdAbjnEot27tvZ3xCtLePu7uHc3hkSHYOv7BoWWRMNI3JQuGINmg8AoWztcNaIjBmVphF1pj3rGwWWVhaWZuh7SyYRFsvJjrKHZPhiywOQW+MJu5aSt+b5FCRxa7gMo+m25enkA4kEvfEET5cQvggFL08kJrvS0rzwC9xQQVwbN3pCDbBjIp6l273jjPmvSB78zQXuxXB+I9iKXsS7T9Ntq/m2dcLGE25Dk05tGYBqVVAas0htPIxJ7mkE5nEjnR8ezq2PR3bno4GAZoVLVx8CxffwsU1Z2KbMjBNGSiQiZu4WAA0yNnNPBxAuTEDC+6sGtIJAOjjSYRjifijCfjDsZj90Zi9kcjdEahd4cjt4chPo9AVscgD4dYrXd9r3JinHRjSKh/B3gBvmCOCMxNwkwLsQzWSKdGA/OZnvTc/6x29KQJMC29LRm4IhbclpkAD7SEdUIj7ZGO3pGO3pAB9sOGkGlNrRAvjwDesauC1O3jIAvobgOb/ALSpDd9CX2VEpRpRLcxrgIGTZPzx/bdmsAIDbXj9IO7Tp99//vmlkpIiLy8PHx8vvoC7YtXynLxcb38/HIlsi8YBe0UcnmKHJlnZEsxscO9b2y62tLJGmGOQlg4EG18mOt4Dxfe3LYtAbUsg701h7EtmVmQ7Hs92rMpyqMqwP5ZKKk+m7E8gfxJL2BhBXR1KKggicH1xCR52S5xsQh2sA6nmPoS/RzHMc7xwmyJp+5I4FRlOlTx2VRbrWBa1ik+vEdDrBPYNOZTGHGKzAN+UjeviU0/wSB2ZhE4usYtP7uKTT2Th2zMxrTzC64CBRjWmI2GgW7LwMM2NmUBmoMGRFUC5NgVbk4Q7lkgsX0o4HE84GIvbF4XdE4neGYHcGYH6MAK1OwJdHoU/FGZb5vzO8RXJ4mtXx9WPTW36TQPO0ODISiud1kimZCPq3ssD1y/eGvxq5A2gYYjfSNLC2zLhbRnMNLyiBDt+mK7Ime5Ag1E2WGwC2f3fSg64i/KGiYJqRKUYUoCO4YIdmXTibQQaNs4zGHQPH97/9NO9ISFBiYkJy1cWFyzLj42P47g440hkBBJjZYexwxKJJBoaZ2+DIlsiiaaSg0m28+egE71QOf6IdZF2u5PIBzM5B9Mdj2Y7V+U41wrYtTx6dQa5Kp1yLJVyOJG0I85+awx5TSS+KBgj8EfxvFBZnhiBJ47ralnkg9wSbr8v1uFoIrMqlVmTya7NYtdwmbU8VkMWqyXboU3gAJY8O7LJzRmk5gxCSyaxjUfuyCZ3CiidAnJHNul1bv4XmhvS7GCgm3m4liw8EBt1acjaFDQ4RQEoVyehKxPQx+NRRxKIh+MJB+Px+2Pwe6Oxu5dgdkWid0SgNoWjdoRiDoRiD4WgVjv/98H8yL4LZyY0T/6t8ZxGMgGABhWhSjQBLg4VY9rBr0auXbjZf2UI7mOAbA3nZlMZLR1QiHoVwtuy0ZuSkRtiMIuBV6tN7Uz/qJ5B6oWB/g9dDjhVw1l/QjqpGdMohhRg8L7gRSYZfxslB/D3AM41MzMv6+tro6OX5OXlrCwrTUlL9vDypLOYJCoNgcRYI7FkOgsAbYumWKPJFkiMBcLG1s4Kh7Zm26MCnbCJXsj8AOv1kTb7UqnlPMcjPNcjWY6VAudaAbuOR63NINWmk6vSKRUp5N1J5B2J5E0xxLJwdFEQsiQAUxZEWh9K3xhJ/HAJeWck+eAS+yPR5Io4SkUS9VgarSbZoS6Z0ZTq0JrB7OAyOzNpnRmUjnRyc6Z9C4/Sxqe28altfEobn9LGJ7Vnk5vTsS0ZuJYMbEsGtjkD1ZSObEyza0hFAKAB06AWrEtD1qTYVicha5JRNcmommRMdRL6eDyqItbuaIwtoPlALGF/DH5vNG73EswnkegdEZj1YciPgjH7AnEHg1Frnf++h+//VU87APoNpsHHavGkKdBq8SRo5I3cEH51/kbv5YEFZdwnA0DDwxQANBivyAaVol7F2C3ZyA3x8HURyOWSfjlYrYZ7bX8GNOhA/2egQZ6G4YYXUMdF48ph5ULne1SlGFMrRJqH04//nwH9Z556gOyXMy+M0LxOP3Oq50RKcjw/Kz1HwE1JTfD2cacx6ASKPQpPQhIpeCoLQ+LYYGmWGJwlBm2BsrWys0ba2eCRaGd7RKCDbZoLqiyAsDOKciiJfjjD4RDPoVpAqcq2rxZQa3JotTmM2hxGFZ9+jGtfkUE/kkrbn0DeHU34JIK4I5y4I8z+k3Dq4Xjm4XiHI/H08gRaRRK1OoVWm06ry6BWpxKrU4m1acSGTEprln1rln0zl9yUjm9Jp7RmkNsyKR08ageP0sGjtPOI7TxiCxcHojkT25iObkhD1aXY1Sbb1qTY1qUhGzLQjRnYxgxsQzoOXqCrSUZVJWMqk7DHErHl8ZgjceiDsZjD8aSDsYT9MYR90cQ9MeRdUcQdkcSPw/Gbg3Gb/NEf+dvuDLTc4PrOJ4mulztb1VPfKUUqpUilEqtVYrVaogHvUajEarjFAWjWSKZASAdlX5y+PPDVoLBXNHR9WNwvGb01NnZbCMYobzAt6pWK+xTiPoWoVw5PXsZuC8duC0FpqBUvDCknpOPjEq1WrIGvvuGRiqnYgKffQE+DuSOsp0FPeuE4QDwBgJYPK2QjSvGgTDKieBuBhi8XQWl4/dqXywpzEpfG8LipGZnJIaEBdAcankwh2NNRJHsEhmSLpthiSFZorDnSxtLWyhphjraxskej3Om2YRxklhfug1Dynlja4WTGkUzmER6zWkAFUSOg1+YwanOY1dmMyixaVZbDsUxGeRr9UBL1wFLqgQSHAwnMg0tZx1MdKtOYVems2kx2HZfVkMlq4Do0cB3qM+1BNHLtm7No7dm0Nj61Ncu+nUtry6S2ZVLaMiltmaS2TBIAeuHehItr4eKaMjCN6ej6VGR9KrI+HdWQgW7MxDRl4hozsOBMEE7P1SnYqmTc8SRcxVJceTzmUBz2YCzBFOidUeQdkcQPw/AbA3Hr/VEfBiB3BFh94Pz3D2PY5xurldqv5WMKhVAJAsANAnSgAdBAbwCgZUPyy2e+7L86MHZbOHR9WNQnBoACoEGehgW0uE/2R6CFvSJhr0g2JFWMyDUi9eu9KJjp/wHQps6RbwCtFWrlgwvflQ4rxIMy8bD8/uRbM/qGY14/t2DUZJyDIN39e1PVVUcLCwQCQTqXlxoRGcJkOxDtqSSaA4ZCQ2AJKDQWQyDaYdAIlA0aY4NHWZPtLFlYm0A2MsEdVxhkvyWKvi/R4Uga4xiPdYzPqcmhVWcvRG0OszaHWZPNquYzawQO1dmMSh7jONfhOJd1PJNdyXWq4jnX8hn1fIdGAaspx7FZ4NjId2zkshsyOfVZjDoevYFLbeBSm/i01mwGiM4sRgeP3pZJbc0gt6STWjOIbZmkdi65LYsAAi4KQZ6GxcafAV2dgq9Mxh9LxFcsxR2Ox30ajfs0Gr8vBr83lrQnlrIrmrItgrglDLc+ELs+ELslCL3N32q149/Xh9K7jh5Qqe7LRpRwAJvQ12ah4yBARQieklCLJ+XDiivnrvZ+2Tdyc3Tw2pCwVzR2WyjsFS30m/tkbxSFkn4lAPr3wXivSNgrEvWJpYMysNBsag79vwW0ZkwjG1jI3yBDi4Zkd8ffmtE3HHO6WXCTO697BUE6vW5GKhk9fuxwWVlRJjcpNCyA7cgiUe0JVCrWnkZyYHOcmGxHBxIFj8HaUYgoBsGWjbf2tEdGO6MzfYllSxg7EpkH0lhHM5iVfE5NjnNtDqNGQK8RONQSUN/SAAAgAElEQVQIHGqyWbUCdq3AsVbgWC9g1GXTa7LoVVx6NY9Rw2PVZzs2CFzqcygNubSmXIemXGajgFXPY9dmsqvTmdWZ9Bouo45Hb+A7NPMZTVn0Rh6tkWvfxqO18WitXGorl9LKpbTx7Nt45PYsSjufBEdbFrGFi2/OxDVlYOE+dDMX35SJA5ID3HIDyVGVjKtMxh9PIhxNwB6Ox+2Nxu2Nxu2JIe6Ns98db/9JDOXDCMLmUOy6AMzaIPyGIMxmX+uVju+U+ZNadm/TyqcAysBnwxRrtXgSAA3UMwy0clR17eL1W1/cHro+PHhtCNAs6hPDNaLpZpJsUCkdUEn6lW8ALeoTC3tFbwAN0/xvgTbtbPxPgZaPqiRD8rcUaNjTUaefAT3pZz99d+2rL7ZsWc3lJYeE+rM4DKI9hUij4ah0upMrnUmisewpVCLFnsCgEtlklAfFLswRl+aFKwihbkxg7UnjHOGxjmexawWODXkuICvXCtgwynU5LnU5Lo257HoBsyaLXsWlVnHpNVkO9QJ2Y65jYx61IZdWn0Ovz6bX8ug1XGZNBqs6nXk8nV7NZTZks5tznVpyOU0CVn0Woz7TvjndviWD2sajdfAZndl0EB18Wkc2GQ7AdCuP0MLFmwLdzMXDDjJARh9PRB1PxBxPwh1LxJfHYw7EoHdFYXdFYXfHAqBpO2LsP1xC3hSGXxWAWhGAKQvArvZClHLeLfHEVW4s044pTY2OTO28QC0Il4NAcqjFk6ox9c3Pb9347ObAV4ND14dHb429AbTptrR8SAWAFvcpft9b6hOL+yWiXqlsUAmOX8AGNrjg+s9A/9uc/W+BHheNA8mhGFkwLpOMKN5GoPWv5TUoCiFIN/PqV41atnv31ryCzKjoEI4Tk0Qj09hsAt2BzGQznClUDpnKojPZLIY9hUVEB3EIqUHs4lD6ulj2jnTn/dnORwWcagGnPte5Jd+tLodTn+vYkOdSn+tcl+NSK3CuFTjXCVxb8lybcpwbstm1PIdankNdFrMhm92U49iQz6nPY9cLmLV8Zl0Wsy6LXZfFbshyqsri1Aqcm/NcWwvcW/NdmnOdmgSsxmxmUxqlNZPWyWd25bK78zjdeZyTOQ6d2fQOvn1nNhVEB9++PYvSxiO38cgLNPNw4Fq2mUsExkhAeMBAVyzFHYlDfxqF3BWF3xVD2B1D3h1vvyuBtiOOumUJeWM4Ybk/stQfU+qPW+llt9LFssgVvb9YoLg1CHsrmgINiw24HFSLJ0GoxtS3L/deu3i9/+rA8I0RADSQHDDQoL8BmJYNqqUDKgD0AvR9YnG/BEzLweULON8Cpy7/N0Cb7vj/h6JQMaR4A+h7E1+/dUXh7PyM3qjTGeaN0LzBOAcZ5w36mac/PG5pOb56bVFKapyPvwfLmc10diQ6MKgcJ4Y7DedAoLlwfAJD/Hz8/d0c4wOc+UvcNy912ZHmtl/gXl7gXpnvVJ3Hacp1ac13q891bshzaSpwa8x3r891rc12qeE712a7NOe4NwncGrNdGvjO9XxOPZ/TkO3YkM2uz3GrE7jWZrvU8Z3q+JyGbMemHMfmXKf6XNeGPLeGPLemXJcGgVOjwKk516k136WFy2jLYp7IYfcUOJ8qdO7OdzyZy+7MYcA0v8E02OVo5RPeABqI6cokdGUSFmToBaBjCLtiCDtjybsSaDsT6B/H0bdEUzZGkleFYJeHkFaF2K8JImzwxy/3xO8SpIsuXzW1HwAmG7CJKCgHNZIp4PcFPlWNqXu/7PvqwrX+qwMjN0dHbo6CotB0ZRRWHfIhlXxI8wbQYK9DOqBQDKsB0OBuHJxv/W8BPSmZlA++/m2jqrcXaFAU6gzzoCiEjPMQND/z6tdr185/uG0dl5ccGR3q6efFcnEiOjCcvX3xTgSyKyM1N/doTdOJzp6mqmMVuzbvWZe3J9Nnf7ZveaHvsSKPqiLX2gKnpjyn1lzX+lznxnzX5kLPpgKP+hw3AHQN37WO51Kf5drAd2vMdm3gO9dnOdVlsWt5rJosr2qeR3WWWy3PpY7v1CBwaspxbM7lNOR71Oe51wqcq7I4VZkOtVnsplyX9kK3dj6rU8DpynM8VehyqtC5p8DpZC67U8D8t0C3Z1HAuLstm9iaRQRAA9XRmIGvT8OaamgY6E9iCZ/ELQC9PZ6xNYa2aQllfRRlbRRjXTRnczRre5TD2gDqruxU4aXLshGtbEQrGVKLB1WSIbV0WCMfHQd2R/CAEPANXhxUjqr6rvQDoEdvjcFAA5rfAFo2qPwzoGWDavmQRjU6oRVNT0jughgX3/kzoGFw/+8ztHxQDgbmshGlZEguHpa/pZIDDlMDmu+f/tB5sm35qsKMrPiQCC8Gi8hgkb183dz9naKTIvft3y2XS59+++THb7/55u74VxdPHd+1cmdp7NHlEU2rghqLPRqKPY4XelYU+TWW+DSV+jaV+jaW+DQUe9ct86xb5llb6NGQ69mY59GU79mQ51aT7VSVxarkMSt5jCNcp0MZnMOZ7HIupyKT1Zjt2pHr2cZzrlnmWp3vWsF3PpzOKU9zquS61PGda7Mcm7jsVj7nRJ7rqSKvUyWeXcvcOvMd23JYXfmsE7kLA8XObOqJHPsT2ZROPrmVS2rPonQKKO18UlMGpiEN1ZiObs5Et2QSG1Kx1UloIDmOJuEPJ2D2x6L3xKJ2ReH3xjrsjKFujyPtWEr7KMZpS4T3phjWikh2abR7WazHqghWrjd+a3as6KsL4gGteEArGdQAOy/5qEo+ppCNymAB/bvYAEajI/Kh64OXz3w5fGNk5IZw+PrY8PUxcZ8CdJ1/X697raRFQyrxsFo0pBIOykf7paP90rEBiXBQKh1QKYbVGuGEVjT5emStGZdoVZJxlWRcKdbKhWrJiEI8LAcBeIVnKG+sK5ku34FhoVqokQzJJUNyYb9ENCQTDclEo4rpib8O0PN63cSUpqLyYBo3NiLaz9vP2YFNcfVwzMhJ3Xdoz63em8+ePTPO6yCDAdLPPbk7ceV0bcPeFfWbU5rXRTSVejWXejUu92kqC25Z4d+6MgBE83I/QHZjiU9zgU9TvmdjnkedwLWa71jJY1fymJU85tEsl0MZnIPp7INpDuXprAaBa2eBT0euZ2W+y2Eea18yY+9SxqFkdkWGU3WWU322cyOX3cJ36shz6S7yPFXi2VPscbLQtSOP05nHbs9hdAjoHQL6CQHtZA69K4d6UmDfnkXp4Nt3Cigd2eRWHr45E9uciW3l4Vu5pKZ0fO3rPjQA+kAcZt9roHfF0nbEk3cspW2N4myJ8l0V5rEhJeaj3Oz9K0uOlhVuz049sv4D0bXesV6VqF8lHlCLB1XiQYV0WKEQKlVi9Z8BrRxVDF4b+PzUF4PXhkZuCAHT/9Jm/legxcNqEKIhxdiADAAtGpIBoNVj4zDQGpFaK9YAoFWScYVIA65RxMNyychCbjYF+o+9DlOgNSKtfFgBgBYOSkVDMuGIfGr8wV8GaCME6Y26W31Xi0oFUXGBwWHeHGcHT2+3gpL8nnOnpu/ce/F81qCDIB0EGQyGl88fTox9efJYy87Cpg9iW1cFnlgT2L7Kr2WFT8vywLaVwW0rg1tXBDWXBjSV+DcW+zWV+LcU+TQWeNblulVnO1dmOR7ncY5x2RWZrEOZzp+msD5NcTiY5FCeymzIdm8r8G3O8dzPZW2Nxn8QZLclDLc7jn4wlXWcx6nLc23kOzcLnNvy3E4WeZ8u9Tmz3Len2ONEgUtnHrsjl9UpYHbmME7kOnTlMkCcENBOCGid2VTAdDufCKKVS2rJJDakE2pSCceTcOWJuEPxaBjo3dH0T2KpO+LJO5Lom6LY25eGHF5edupow/mms1c7vxg9/9X1tlPXuy5PiL8euSUb61WIB1UAaMmQXDGmBjZf/xZotVA1eG3gUvdn/VcHhq+PAaaFt2XwQik8EgdAAxkjHdaIBxWiAbmwXwZMmKQDKvmQSjWq1Ypgy1Clakxpskyy8JYFCBhZU6D/2NEzfREGzL2F/RLRgBQwPaW+95cBemZu1ggZvnv6TV1jRUp6rJOrA8uRnpAY+8muHWMi4U8//qKbhSADZJyDIL0BMhjmZ/4pGbx88ujmmg3JDWURPRuXnN0c2bM2uKMstHN1WOfqsI6yUJjpphL/xiLvugKPqhy3Y3zniiyniiynci7nSIbjrmTmzgT6vkSHwymcYxlOdQLPuhyvci7no6XU5b5Wuc7vrfS1+yiKsiuBdjiDVZvv1pjj2pzn3lbo1bnMp6fU79yKwDPLfbuLPE8WOJ3IdzyR79iZxz6Zy+7KZ3XnsbrzWCdzHE4IGB18e5CnT+TYg2WmNh65lUtqyiTVphErk/FHlmIPxqH2x6I/jUHtjsR9Emm/PZryUSzx4yT6xhjOweyE2ycvPlJ+o5E8FvZPjY9Oy25KRr8Sy0buC/sVogGAnQpudLx+TeJ3phfSs3BcK9YMXhu4cPJi35V+cLQCgAYoj94UwUCDXgegWTqskQwpRQNy0YBcPCiTDMllg2rZoBK4ir3e5ZcrRuTw3h+434Z75P9ToCekkwDosT6xaEAKmJ5U3f3LAP1qZk5vNBih+Ylp5c49WznOdBwRlZAYf+XK5ZmZGcgI6ecgyADp5owzL1/pZ2cgSPf94zsDX57sOLi2ct3S5nWxZz9KurAtsWd9TM/6mO4Pok+uXXJiTWRHWXjripCW5cH1RV41Be6VOW4VfNejWS7lPNfDmc6H0p13JrN3JDjsW8o8mupcxXWvz/WtyvXel87aEs9Y5oPIdlq80g+9ZYn9xzGUfan0qjzXxgLPliKf9mK/zmLf7tKAs6tCzq0IPF3s213k3l3k3l3o1lXo3JXn2JXHWYhc5gkBAxx4A20NUjVo6jVzyXXppD8CvT2c/HEUeUsMflsyfUOcY22ZQHW778eH/9SOPx0ZvSsZUvdfvj1wZUAhXHgvQjKklAwpZSNq+ei4fHRcNqL9M6DHJVoY6JEbwrFb4n+boeEJi3xIoxjWKoa18I7HAoJDGuB/oBVNgmsr2ZBUMiA2tV2E3Qtgjv8Yfwb0pGRSOayUDspEMND9kgn59F8GaL0BmtPN6wyzBmhGqhgtXVnAYFIdWIze29chyAAZoRe/zRh0EGSEIKN+Xvdqdn4GMs7//P198Y2zXeWbqjZymzalNK5P7Fkfc3Ltks7VEZ2rI06siexcHdG2MrS5NKihxKe+2Lt2mXdVvtcxgWd5lvvBDNf9qa67Mlx3JTnuT3I8nupWk+XVUBBYucxvD89p61LO8iBCsS/mg0j6h/GsrTH2O5NoFXkuTSX+bSuDO1aFdJT4nywNOLMy+PzKkLMlgadLfU6X+pwq8exZ5n4y36Urz7Erz7E73wk0qjv4tA4+baFXLaB0ZJNBG6SFR2nIpNSkkSqSCUBDfxqF3LsE/0kEZXs0ZXM07qMU+gdxnPZtK7R9t76eeKCd/EGu+kYuVN/67MveL67eVU6Bl17BgymgxaEcm1IJp+FWNBzgK1qxZuj64MWuS/1XB8Ce3ehNkfD27xWhKdCSfjkAWj6kAeeGpkCDFD4unpqUTanG1JIBsahPaLpT+r8AdL9U2CsC5eNfDGiDEZrTzT9/+YsRmtdDr0ZFg9u2b3X3dGtvqf3nj99CRoNRb4CMEAQZIGh+du7X5zOvjJABguZf/vPbCeHNKx1HTxxcV7Ml+9SG2JNrl3SUhZ9YE9mzPub0xriudVHtq8JaVwW2rgpsXRXcVBpSU+B/NMvnQJrH3iSX7SmO25ey9i11rExzb+D7NRaFHl3m9zGXszaGtTyEsjqMsTXBZVui05Y46s4U+rFCt6aVISfWLTm5dknH8qDOooDTy4PPrww9VxrcU+rXU+pzutSnp9irq8D1ZL5LT4HzqUKXUwVO3XmcEwJ4rLjQ1zuZQ+/Mprbxqc1ZtAYutTrDviKZcCgBt2+J3afRxD3R9F3x9E2x+C0ptLIYZveedXf6+x6o7ty5+4tG+1QjmRJ+dfvGqXMDn10duDEoGhSrxeMayZRibEI2PK4cm9JKHvxnoD/r+Xzw2sJKNADa9IjQdMKiGNSAkA8qpf1ySZ9M2i+VD8oVw1qgs8fFU1PyadWYWtQnHL01ohVqJ8QT4LE5zZhGOayUD8rlg396JPtnQE+JJ5WDCmm/VHRbBGpH8V8LaJ0eMkKQ3jhnhOZ1xpdGaP6bJw83bFqfFB9+urvt8cN7et0cBBnm5l/qjC/nDb/pIKMOMs7pZiFIBxlfPb2vEF3tPl+3++JHqWc2Le1ZH3d2c+Ln2zO+3Mn77OP0s5sT29eFdq4P71wf2bo6srYopDzbd1+a+65Elw0x9M1LaHtjWVXpXk2CgMai0EP5vhtT6cXBlGWBpLJw1rYkz4+TXLfGMXamO1QWeTSvDju5IaZnfUzniuCOZf49JYHnVoScKw3uLvHtKfUDQHcXenQVuPYscz9T5HFmmcupAqeuXPZrpqmgTOzJZ57MoXcI6K3ZjGY+oz6LUZlGPpJI2L/E7kAs+dM45t5k1pZ44uZk6vIl9FP71muv3Lgrmbo7/ZtU+t2U9OtvpFMj5748X9t+6fSlwZtDk4o798e/GZfdkw2Py0emNOL7fwa0RqQevjH0+akvhm+MwI4zol656cooDLS4TyYfUP8RaNmADAAt6ZePi6emFXdUY2ph79jIzeF/C7RswMQq6V+Xof80Q4smFANySZ9EeEsIgJYMSKfecqBNA34lEX5f2QDpn/70w7qyFcH+Pls2rHv44I5u/tWrl79CkE5vmJ179ath/iVkmIWgWQh6BRlePP/1yeNH48KL1ecrNjRvE5zYnnVun+DiQf65A+nd+5JaPo5q3BTasWVJ89olx4vD9xdGr00Lygp3TQsll8axtyU5VmR5NRaGVBeGbE1xTXZDJHOseC42y/1wHy2h701kHkpnVmRzqgtd2j+I6N4cc3pzbPe6yBPLg7tLg08XB58qCjpVGtRTGtBV7Ne9zLd7mXfPMu9TRV6ni73PFHmcKnTrznfqznfqyuOczGV3ZDu0Ztl3Cpgn8jmd+Y5NAlY1j3E0k34gjbIviXwkhn48wenAEub+eMbWKLv1CbgVsdT6j0uE1wYfKO+Pi++OSx9OKx8rRzSiWyNfnb5wvqnp89a2nqqa/guf35ePT0jHVfJppfKeXDIhF0+JRrQq8T216I5SODmtmNKIVJox1eiN4Ytdl3q/7Bu5LR7rkw7eEo72y+GdDZN9UbmoVw7878DFITibBYlZNaYW90vE/RK1UAOs60R94v6rA+Ar8JEsOMSCL1P+mJVNDw1NbTrAZSHYgpIPK8T9ElGfeFI29ZcBGn7eZU43OzP3CjD9cuaFSiZevaIk0Nfrg3Vlw0N9s3MvIEj38tWvYMqo180Y9DMQNA9B80bjK73+heGnyamhi1827OraXdS9U/DZobxrxwq/OMo/dyD95MexJ7dGt6+NrFsZcWhZ+PJYp0RPHDcMuzaJuSfTpVbgXc3z2BlHKwsl8D0QhX6E5QHETeHUvQmcigyXKr5Lbb5bU7F3y5rQzvWR3RuiTq4JP7ki5NSK0NPLQ8+UhJxeGXJ6ZciZlcFnVgafWxEI4vwK/wsr/c4t9zlT4nWq2K2r0Lkzj90mcGjh0xu59m0CZlsOqyGbWc1jVHAZhzMYB1Kph+IYh+PYu8Kpu6IpH0WjN8YTiiPIzdtXaIbk9+R3FcNalfDuXfXju8oHk2LN4OVrbYcPbcrPSw0K3JCTd6auYfDqDY1UM6m9PzasUEim1ZK7k8pvppWP1OLpSdnEuESjFaqFt0Y/P/VF/9WBsT6peFAx3CseG1BI+pUgTGkW9yneABqeIypGlAAy5agKyGVhr2jgq0FxvwRM++B5Ifwgxhv2doDgN4B+fYS74Igu7pcAoEV94r8q0PP6uVezL2fnZ8CoHDLqJjXK9ramE52tU9NasKNnhHRGCJrTzc/MzYI/+7qZbYCgFy9+ejA5evVG26FzB1dfObyit6rsZkXxtaqSi3u5p7bGdayJaFuz5FhRyIpoWoonoiAK9Qnf6XC2U2UG61gSfXckYXModm0QeksUY1sUY3cc63iqSyPfsy3f50SJX9eqoJMbo05tijm9Mebs+uiz66LOr1lyvizy/Irw02WhZ1aHnVsdfm512PnVYefKgs+uCjq3IvBCWeD5VQHnVvqeLvXqWubSkcdpy2G15jjUZVCaBA7NuZy6bNaxTEZ5BuNgGm1/CnVPAnV3DHVbKHlbJOGTBNKmOFJxMOXsvq13xJPjYxOiXrlKOH1P+/iB5pF2THm569yHBQWZwYH+FEKil+u67Mx9mzecbmvViGUTqqkHU08mFQ+UY1NTiq/HZffGZVMaqXZcpJH0ia6cuzp0fVg8qJCNqEf7pcJBpbhPIek3XRaViXrlkv7f7RtNzw2lAwrZkBymDSRjUZ94+MaIZEAKTHJhv134NRZToOE7cHA/awo0OFg0BVo2JAcrgX8loMFj4DDZ4OVmI2T47ddnRsPc89/++fTHb2dmn8/MPv/lt2dzulcv5mdfzM++0uvnIGgOgl7qdL/NzD+f1b2E9EZIp3/+0zfSvv728i/LN145vOrygeJrVWu+OFhwfntG9/q4zjVRh3J9CkNQ6Z4Wq1LIR1b6H8vzPLCUeizJoS7TuZbnUp7OOpLucjiFcyzZsS7TtS3bsyPXs6PQ+0SJ35lNsWc3x53bHHdhU9xnG+I+Wx97YfWSMyvCesrCT60OO7U67MzqsNNlIadXBves8O9e7ge0dU+pT1exV0ehS1u+U2seuzWP3ZDNbClwailwqcnmHEmn70+k7E4g7owjfhSH3RZN+jCCtG0JaWcSbVMMZUUI61b10YfyB8pB1dgtsUo0Ma16cE99XzUsv9B6at/q1Z+uXvFRXubajJj82IBwZ2qkl/PKvOwvTn+mEanvKh+IB9ST8odTyocT8mkAtHxQev3SjeEbI+JBhXxUIxyUjw0ohLdlkn6lyW6dTNynkA6oTC1JTc/CAZdgzR+wKxmQgk/BaeAbTv3wzSzIyiC7LyzuDUjfOJuFkzQAWjooA3vbfyUN/fvr9q9vtADf4Ahgbv4lWJ42QjoDNK8zzM5BBh0EzUPGV3r9y3nDjB6aNUAzeuhnIzQHQZDRMP/j4zuDV4e7q2/W77xSufVq7ZYrleu/Kl/12a6cjg1Je7O884KwXH90aQrz8NqY4yuWHOR6VmV5tub7nSwN6Cj1ayn0bhK4NWe5tPHdOgQerdluTdkuTQLXrrKwk6tCu1eHn10XdWl97KUPYi6sjTpbFnF6Q/TZ9dFnPog6tTa8pyy0uyy4Z2VQ94rAzmLfEyV+J0t9O4u925a5tRS4tBQ4tRQ4NRW4tBS7Ny1zr+RzDqXQ9saTd8Tgt0XiNkXbbYnCfRxD3RZN/jCOvDqUtD7GV9TZ+XTqR/Xw+OhNkXRYoZZo7mvufa1+KL4xdqWl42pL86ny3eUb80sTfUPYKA7GnGKzKDsp7XznmceTj8fFd6aVj6aUD8cVd1WSca1QrRyW3/z81vCNEdGAXDGmFQ0pRvvlAGj5kEY2qAaqAwANX4PDr64ArEEqBbkWIGu63AxzDPsTwEka/EsAQAt7RXCGhlt7cGmoEWklA9Kx20LJgBQcPv6VgAayYXZ+BigHsJdngPQQpHv+4mewOT07//LlzG9zxtkZ/atZw4we0ukg/av5uVfzOj0E6SFIZ4ReQNDzWd3czKzhxc+/fT11X3xLdLX71qmqL1r2Xardfrlyy4VPy9q25Bwsjt/IC/0wP+74oXWX2g/eaD98tWr7+U+Km1dG1xf71xd5ti1zac1zbM91Ppnv1lXg2Znn2Zrn0Vbo3Vzg05jn1Vzgc7Ik6PSq8LOrIy+sjbq4Lvrs5oQzm2LPbIw5tT6qe114z5qw7jUhXauDO0r8O0r9Okr92kt8W4s8W5Z5NBe6NhW41C9zayhyr8lzLeey9qfQ9yRQd8aSt0eRPoy23RaD2xFH/zDafm04rjSUsicvTfPZlz/fez4+NiXsFQkHRNIR6R3l9LeTT+5L700MiMVfXj1XfeCjoqWhHKtAplVauLsvmxTu4d1RWfdk8pFqRDMuvjOpeDCpui+XaLVCtXpUefty79D14bE+qWJMKx5WAqDFfQrZoBpO0q8VyMKVIeyODphWjCjB+1pANKuFGiB/AbWw1QZsTvCG6gDpHPSY4V080+U7U6DF/ZLhGyN/MaBBFQhelzMFWqefefHyl3ndKyOk0xlmZw0zOmh+1jAzM//rnP65zjijN+oMkNEIQXoDpNNDegiam5ubf/XS8PK3lz89+e7h+Lh6aHT4yu0vWi6fqPiqs/xWx5HrTQcv1x/5rOnY1e7W6bsTP3z/zc+PH/46rXrQd6G3cXv3x6nHSjybcunNufTOAk7PMvdTJd4ni7w7inw7lgc0CjxquM6V6ZyqDMcarnNdlmtTjmd7oV/HmojOtZGda8NPrAnvWB3csSqobUVAS6lvU6EXiOYir5Zi75Ziz+Yij6Zl7jXLXKsL3Y4JHA9mMD5Npn2axNi7lLE7xv6TOOSOGPwnsdSPYqirQrCr4xzbd299LFQ8u/N8fHRa3C8RDgjFw0KtWH1Pfv+u+J66Xz546fKetUWxXgSm3d+ivfEfruRmLw1PDY9oq6i8I9YOXBkS9ynU0jsT6q+VsqlxkWZcpOm70j90fXi0V6IUjktH1cJBpYnGWGD6dZkoh03RgQs6KBAVI8pxyYR8WCHsFYGULBuSw+oCfAVWzzDQb3gbiPrEQG/A66OmQGvF4wBoUZ8YHNf8lYCenZ9ZOJ6F9HC21ht1RmgegnRzulczcy/0xjk9pJszzr7SvYSgF3rjc53+BQTNQ5DBYIAMeggyQpBeZ5yfgXSz+pnnvzz79ulPX//w6+Nvf/3m/t1RpfDKA9nNX+Xst8AAACAASURBVKclc/fV89/ce/X40csffrj39Lfv/vnqpx9/nf3pJ+iH+79prkvP7WnbFttUYN9ayOgqcjxV4t5T7NVW4N6Q79GwzKs+y7Ui2eHTaOKucMz2EOTHwXY7wzH7Y8mVBd61y3zri/0bSvwai/3qi7xq892rc10rBa7Hs50qBc41eW71hR6NRV6NxR4NRe5Vy9yrClzL+Zz9qYx9yYz9yax9iQ57Ymn7EzG7Y/E7Y6gfx9HLwvEfcgNudtS/vP/tszvPJ8buiPslYwMjkhGRVqy+I717X/pwWnLv9sXLvOggZ/zfk0MoO9dllu9cnRzpu8TDo3z7TmW/+PalW6M3JdJR7bjqoUZ5d0KsnZSML9xf9UpUogm5UCsaUgGNAWQ0EB6vmf4daODpD4CWDysmpJPyYcXorTFApHRQBsw6TIEGmIKR4R+TNKw3wHf/DGjguPCWAm3UvYIMs6DRBkHzRmjOAM0ZoXkIegVBsxA0azDO6qHZeWhuDtLNGhceBQUXLpBxzmiYNepeGOaf/9nP10F6nWHeYFgQ389//unpk6+//fred/fu/vb0+7mXv83Pz+qNOp1O99s/f/724aOnjx///MOzF89e/vTox+/uPfnt++++mVZe/+JE+7aU8lz3hmzmZys9L5W6dxe6dZSGNJRGHi+MPJzufTTRvTLG6WAgeZeX3SdeiG3uloeT2K2FQV1lYW0lATW5Xg3LglpLY45y/Q5kBRzKCT6UF7I3y2dHmuuuDPcjAt/K/KByPudguuP+BMeDsa6H490PLXU7lOR0IJlTmU7dF4/5OA6zLgqfH2Z/ZFPx9NjIL19/+1DzSDWiEfdKxbdEwhtjyn7JHfH4PemkVjjR/0Xf/i0fbShM/ags9tOPUndsyAjzoqeGoreVJp46dqT/9DXpNdXwNalcoh0eGVOKp9TSO6P98ptXhgZviaWjWsmIRjSkEg0oQYgHVWAbSTSgHOuTg4Uk0YBcPKiQDCnhd2aBllCOquBaELAIunUwnW9Yo5s+BgCAhiWHKdOyIblyVKEaU6qFKmHv2ND1wcFrAyM3hydlE28d0JBxHjLO6w2z87pX8/oZnWFWb5ybM85Culm9bkavm9Hp5nSG+XmjYdaonzHodJBx3rjQ0TNC80Zo3miYM+hn/n+BNkLzc7Mvfvnph+8e3f/m/jQAev7Vc51uTm/U6fX6F7/8+sM3T3548u0/v//ptx9/++nJsx8ePvn5uyc/PJxSiW5dq/+wfXNiXaFr1zLW2WL22eUePSuDm0tCj/K9qrJ9OwtDzhSEtqe718Q6lEcQdwchq7jurcsC2ksDW0r9agq9Kgt8a4rDygUBR3JCdqV7fLiUvS2JvSfT5Ui2R2Wud02+d0U2qyKLU5HmfCzJ5Xii27Fkp8PJzANJtIPRdgcSsJ/E41eF4ZbHOrUe2PZArnj28OkD9deqEY2kTyK5LRbdGlX0iaeEmruS8YeaR/fk9692X+isOHBs54p1BXGJoT4UBCrBD721KKFmx9b2g8f7LtyW9MkUIo1ILJeNjcvGxkf75UO3JZIRjVw4IR3VSke1YAEVAC0ZUkuG1KIBpbBfIeyXCftlAGjTl8ABqTDQcKcCULtg4WXi8fW7C6MJ0PCO/x+BVowsMA2AHro+OHpr5G0EWmfQG4E0MBp0Bj2YYM8bDfp5g37eoNcbDQbICEF6CJo3QrN6gx6CdJBRZ9DrFr6p1xt18OPk/xZovVFnMOj0htlXL3999sO3Tx7e/fruJABaN/Ni4Z1zvX7m+Ytn3/3w9Nvvnn3/0y8//PLs22c/Pvrup28eP/v24bPHdyb7L95s2dm+cUlzAb2nhHFpjfvZ1YEdJYF1uR6dRQEX10R+sWbJuaLAzmy32hSHQ9H4Kp5zS6Fvc4lPa1lA3QrfQ3nuBwv9DhQGVBSEboqml3gjNoZiDmc61uS5Vgs41XzmcQGjms+syWTXpLBrUtg16ezjabRDifjyWOzRJOquBNqqUPLOgqU3ezrvKycfap/cVz3UjGnkg3JZn1R0a1R2W6gZkk2MKu/IHnytfiy5PnKmtm5HWX56hJ8XnYn6B8advKiMG7X/g5K9a8tO1dTd/uyrgevDolGVWjytGJuQDKllI1qlcFI2ooVTMrjjAkzDfI/1SYX9Mjg9//6o/WugQfMO5FrJgPSNxrMp1iBPg7ew4O1+eLDyhowGRtSqMaWoTzhycxgAPSWffOuAntUvrOnPGYyzeoPBCAG+F36BA4KMRshggCAIQGwAYYCM80ZozmD8s58/D+kMkN5o1Ov0My9f/PLPp9+BDP39/Xu/fP+tbubFwjvnev38q5lff3z29MkP//zh2c9P//nsux+fPv726dePnj355vmP3/94f3Ji4OLlqpWt67y6V7MvrnU7t9K7q9ivc5lrT6nPpXWhVzZEXVoX3lXsU8dzPJxIOZ7p2FTo1VDsVbfC53ip19581/3FvodWhh3g+60Nwuez/7E50LaG79y2zK1ewKjNptYWONXlcGr+P+beMyrKPF339j377Al7Znra1rZtc84ogqgkAQFBCWIEzBkVs9i2OeeASpszOcciFVA55ydVzrnISKpc74fHrmHZ3fvMmTN7z3bdi+Uqw6df3ev63+G6k2c8WTvt+YbpL1NnZ22YcifhuydrZ9yImZQRNvFErF/OjXMyOlMNq+WISQkqRWwRSAMFZC4Hz+Q003g4BkjiyHhqlUAH4Nn5WZk/pm04sCkmdVX0kpkLp3z17ynLA66kb72QlnrrVHpOVlZ1QQWxkYFuHAJMsZdmDgUSMER8upBLhVGIvUxzKBAdz0GBHkozCjSabtFCBwo02jhEmfZWPL6oLqP/xMvx0KWVoV8AHoXLo3ABuoBNZNFbaBQsmdZM/Z8ItM3jGnTY+21Wm8PudrvdbrfDZh/sH3DbPG6by2V1Oq021+Cgc2DAZe132wactj63fdDtsnlQz1KP2+X2uNye/yPQTpfVOtjb29XebtKZtEqzUtFp1NsHer1AO622vs5ui6m9s72rq6291Wiy6HQWncGs1bdq9Ba9WS/isaqeVNxJKTodUnjYP2fPguxdi7K3zy1K86/OiGi4mFhzLv7DwZD7yXOvJU57stnv+a7Fj7bOv7/N597Ohff2Ln2YHnF7X/i5lbOOLBmdvuAvV5dPeLd98Yfdi59unZO1bc7dTfPuJc+6u3bqwzVTnqbMfrFt3pNNM2+umXg7aW5G2MSjEXPu799CLynWgVIRRy7ka+QCuZQnFrJgiCbgEVksLIXVROLhaVKuRsJSUDHNhc/uvrp38OWDvVd+SElNDJk9cnjYrElHU1ZcOrD2wv4Nr+9erfiQV/axglhHYxMEMFMCMyV8CsynwBBDLGTLfsk0uquCZuifh61h75K54Ofjbt412P8EaO+pcO93wKs0fgk0mt15FC6XzAHoAi6Zg6oOahPlfyLQbo/D5hhA68oet8PW12PRqFQixKJRtWnUHTpNh1bZppZ2aiQ9elm/SdlrUQ92Glx9HR7rJ5e93+kY9LidHs9vAm1z210ep8fjcrltDvuAta+nu81k0avNSkWbTjPY2+12Ox0uu9PpdNsdA92fWs0dHW2dne0dbSajSae16AxGlVElVqsVRr1cIqZVU3IuV9/alHc87O1u/497lhTvWVh5JKTqdEzF+YT8swnPDy2/uWXx5fULf9oR+HjHknubFjzY5vd4T9Dz9Kgn+yJPx887ETjudND4s4Hjb0fOeL4hICt10d1U3we7lmQdXPV47/LM7YGZ2wKebF/0YMvCm8k+l9bOOhI988jKBXf2p2LfvtRwAAOiBukIl45IuCIpTyzmCIVMEKBw2c1kRiOBi6NKOEpyLeWn6zfun0v7kJX2+vGWC6ditif7xy9eumj8d1E+Y3fE+u5LCnx+/YeWsrLGopqWahK9mQMzJUK2DJ3cB+kiARVBgUYXyIcCjQrooUCj4S1EoBICFb7emrR3imMo0F5Yhw7ZfbEq+0ugeRQui8BEZfT/RA3t8Vidzj63o89l/dSmVQioREpdDb2xTkBugul4CZskZbWIqPUiSq2CUa/lYjUAxSxmd2mEPSZlb6tuoLPNMdDr+W0N7c3QLrfN5bQ6Bvs+dVjQDG1WK/u6O1wuh91pc7lcHodzoPtTq6XLYmrtaG9tbzMZtSqTTt+qa9NKTWqFUSdVqPl0BFtAfXep4lJq7tHI/MPh9cei6k/HFWfEvj0Rm30ptejWng+Xdjw7mfw0LfrxztBHO4Ke7gn5aVfoi92Rmalh6QHjTy0ddyNy9q3wOdeCp9+N9Xu0Kfz5sXV5N9NK7p7OuXzw1alNjw+suLZ5yZk1Pj+s9T2XsvTMzpVPzx1qyn2nYLJNQrVBotOKdQhPCDNAMUco4QnFbBim87g4KhNLFBBpUp4070X24a1bLxxKefto38fn+14/Sb+YkZoSudx/3KiJfxg2f9Sw4Kl/OrN7A7G8WMbmsVp4jCYOjwjCdDFIFQIUBKAgPCIoYIi+SNKoth6qnr22TABTiAI91NscrdwNrWYMlRxDc/DQHsovgUazO5/K45I5IAMQ0PhsIovcSCI3kkRc4f9AoPudtu7+HrNGDDSUFby8eyP70X1cSQGxKpfRUMJrLudii5iYj/SqVxzMG7DhPdBUJqbWaQUUg4hjkoJtWtlAl8Vl7ft7gHa7bE5r/6cOi0EtNysVRqW8p6PV6bR/BtrpGuj+1NbardcbO9pbuzotRq3KqDF0mHpaNZ/0GrNOqtJBkI6BByteNz06Vn5hQ9mZVS2nEhrPrsk9Fvvi+Krqn47xMc/YFc8bXl7/mLHu2cGYp3sjnu2JuLc+4N7aJQ+Sgo/7Tb4YMuVJXMCDqIWXl8y6FR3w+mAq9vk1YUsB3FjJrvhIznnY8Oxs0c39OVd3Vz75gVL4qKHomZjR1CaXmMQqmA7I+JJWtVnMh/lkrpANibmIhIMImQI+gc5uJkIUJgtPv3j8x4TQ0P3J0Sf2RJw9Envt9PbVkUvmfz96zog/jf/dsNnDh/mMHLYtZknxs0wFm4kwJNQGJrmOziOCIFUI0URCphRhSFBtLWCIUGHtBRqleSjQ6Ji1gAag/tDeUU809XpvCHmBHrquMtSFw1uN/iXQEBP+AmhSA5HUQBRykH8d0B6XzeW0Ox1ut8dhc7ptHo/T09fR36k1WlSQHKitK7rz8PyeOxk7cx782Jx7l1rwhln6hl6S1fLhatXTY2WZBzDPjrW8P8Op+yinVclI5VJimQkgG2CWFuF3G/Xu/m7PYJ/LaUdV9WfnGrcNlRwulwO1Zerv6UQfhRaVwqSSd3ZYbI4Bh8fu9rgcDltPd6derzUZ9W2t5q621naj0aRUmZWqNo3WrNcZlXINBCoYZFFjBTs/q/FRRumlbaWn4gtOJhac3dyYdV5Q+0HGrIWZtXRiCS/7Du7JqZrbe9+cWHU1xS9zz/KCc7vyz+wpP7b75bak66sjbm6IeZexj/j6oRRbZmS0iOgMmEoAKBgeqZSGzaU1FgnppDaZvF3b8cnUb5CaIbZUwEB4TD6fzZGJYEQAi9mwkMSTMUVCvojLFgAMNkwkt1Rj10VvnD16bujcJcvmz/ebOTV88bIZ430n/ttf/Ud9EzT6q7DvR++PjjyYFHEzYx+2pBwm8XjNLHodg1LP5BIRiCXjshAOEwRoQpAuAukiiCFGRQiPDHGIAJqzvUY2aG0EYkvR2+CoLwca3tvgX2RoL76ozuZR+N6uOJ8q4BK5XOLPk3dkHpcq4DFAPhPy1joAuoBDYhHqcBQsScSD/mVAW102l8fp9ng8Ho9t0G7vt9n7rHqFnk8gM5orMUX3ntzYffbA6hvHNr+5ebTwUQb27b3Gt7cqfjrz/uquRxmrH59Kyr6+q+bpSRbmLdiYI6h7DzflqRh1MmaTiEnQioBPJo21p83jsKIFEofL7nRZPW4bmqGdTrvdMeB0DA72dneY9UaNQi8V62Rii1nfN9BjdQ26PS6n097X22Mw6Mwmgxdoi1pjUanbtTqL7jPQciYZaqpgFj9renmh8mF62eXk2jv7CC/Pc0qfCptLhGSMgFzNIJSpSJVwQw674jn2/dWSR6ea3t+B6wtEjeWC/GfkN/fqnlytf36bWvQawVWqWS1aPpHb0sLDN0C0OhG7FmHWIIwGLcT5pNW2q1s7dJ0aoV7IliBcsYApYNMZEJ+DCGCFQKJgIkqOVCQQC3gQzOZBBFJddk7kPL8x/9/vp/zh95P/OGzsH4YtnDg2bP7i3atW7Ij2TfAZGT9rzJ39yed2RZ1PX53z9Da9BkesaCJU4Kl1TDYB4NEQLh1iMwCUZpAuAmhCgCb8eY8Q4tEQL9CfdxZ/BhpmilAfMCFbggL9hbfdbwGNvg4/D9+ReL8FNJfM41G4IAPgktmEOhy5kSjmw/86oO2DKFgD/b2drW19nd09bR0wm1dfUFiT/+zjTxkXjyWkbwq5eHDts8v7393aX/3iQvadgw9Orr24J+zS7mWPTq4rzTxO+HgDl3+fkP+AVPiAV/NCgi8UEsulDKxBxGlTQQPtOo+9z+NxON2OzxcQXVa7x+Fw2R0Om83eb7P2Oa39Az0drQaNTiLSycQmo7ant3PQOYBmcetgv9GoNxn1rRZTZ6ulw2Rq1WjbNNoOnb5NqzMp5GoEkrJpAL6GVvUGm3cT8+5M/fPjhOzL7MqnUEMe2FzOb6kSEGoEpFqQ0oTQm6UcvIiFBSn1IiZOzqWJGFSNACfjNIro9TC9XshshBlYAaWOQ8Dw8M08fANAwcB0DECp4hIqAVKTlM2wKI2tSrMKUUt4cgkghzgQi0LjMOgCNl8hkGg4MjVPLhbIIEAoEUAiCqMy60HQ2FEzfzcseMwfV8z6KnL213GLZlw5lPbq+tHL+6Pi5/9h6bfD7h1IuLgv6Hx6+Icnp2qzCxtyy7CFdfgqEh3LZhMEHArApQNoYkZRHhoozWigQIMsCQq0kC1BzzB7nRohhvDz3aqfJYeX6aEOYN4aNp8q4JMB3s8jqZ+LgwyYz0R4FD6LwGYTWRAT5FO5KNBS4F+noV0uh8vl6OpsFcMAnYQX8jhyGMRhqkueP/uQeSnz0tYzByOPb1t29fDal9fTch+kF2Sm3zq68tCGeYfXz7t2ICrv9v6mt9eI2Q8wby9iXp/Hvr1AyLlGK7rHqX4poZYZYUKrjNFrFNq6TfbBT4OD/TbboMNhczmtNrfd5rCiGdpm7fO47B77QFer0ayUm9UKi1n/qa8LzdAul8NmHTCZDCaj3mwytJtN7Ubj34DWaE0ymQZBZFwWn1xPqvvQWPKwtvAGtvA6oewBveY1u6GAh63gNVcD+FqQUMfA1XLJWAGthU9t5lObARqBTyGwCc0cWh2X3sinY/l0rICGFVAauIR6Lr5OSMVBJCxExsAUDECs4uEqBPh6hNKiE8stSqNBolNASgWkFAnEfCaXQ6MxKQyEAcpoiIItE/GlIF8oAxEVR0DKeRc9c3zU9BG7ouacSA7cudInauGkuz8eeXf36N2Tq9Yv+avfX4bdTYu7c2j5jWORT67uzH+S1ZRf0pBbUZtXTa6lMHEcJpHDpfG8ufmL8NKMAi1giFCgEZZYzJVJ+QopXyFkSz7rDdbneytDVccXg6PeAdHPvXEKyP95zPqzXqdDPAbMJfPoLQwmngGzIJAhINbjyY1EGfivq3J4PA67rV8tl9SUFz+5dyP79dMWTFl5ztu8B3dun9xxcmfw8W2LTu1cdvHAqrs/bHh8ceOlA+F7Vk/bEv398U2+WWfXlmWdqHl6ruD2ybc3dn68tav4/r6qxwcbX55klt4V4d7LKYVKVrUOxlvUQIdF3fup0263ulwOp8M26LTaHFZUQzsdgx63w+OyfeqwoECbjNqunnab24oCbbcNtraazSaDyahvMxnbDIZWjbZVrWnTaC0qpVEq1QqFCpAnoDUT63JrSx5VF92tLbndWP6IVPOG0VDEbariN9fymqt52CoBoRIk1fBwVWxspQBfC5MbEQpWSG1iExs4pAYBGQuQsRAJCxOxYkqLnNoiojXD5EaQVAORMRAZA5JqQGI9QsHK+ECbStepa9OJdEpYpYQVEgECcnhMCotP4kA4rpQhhjkSNoMv5sN6QEQrKoucNTnWZ/SBtf4nt0WkxC6cN+nrsyfSHp9Pu3NszZagCf5/HnZn17r3F7dmndl4bl/c08sXKOWVTfllxS9z8BXNjGYGA8fkUbioXYFXSXuz9VCaeTQElRwgSyLiSCU8uUyg9AKNsMQijhQ1MPCqjqF5eujylde4EaBCAsrnNQLUXYRLh7h0iEPi0prpTDwDYcMwCyQ3EilY0r8SaLd9sK+7AxFw3r94cvzgrmtnj1fkva7Mf/X8/KnzuxMOJ/se3eRzfPOio5uX/rAr9MLB8APr5uyMn3wkdd7dkzGvrqW+vbYj68dNV/bFXdq3LPNkXO6NVMyTveSPGUDlLRDzkFl2m133HCYXKQGcUQ13d7U6nXaPx+NyOAccg59vbbltLqfV47Q5B3t72s1GudSgkKpVMnOrYdA5gALtsFu7uzvbWs1mk8ELtEWltqjUFpXSIJPqRCI1AiEMAqkuv7YoqzL3bmP5w+aqp2TMe1pdAaOumN1YwWuuBPA1MKkYIZchpCqEhBFTGiW0BhGlBiFXiOkECYMooRHElBaE2CDE14sJdRJiPUSuA4gYgIgBiNUCQhW3pZKFLWM0lEAMmkmm6NG3WRQmDaLRiNQqRCGHxAAHBCg8sIUnoUlAlohG5kAsvk4gZJbUxy+Yuz5o8sktQQeTA2MDp40f8fvDaZvf3j7909mdW4NmLPz3/30hKaHgyqGsjJRdMYvO7t6MK8rFFZcWP3uPLcSQMEQalsIlstHBUbQsjQYqo73OSV6g0UYjmp5lAqVMoET9oVHn86EH6L1Me51Iv2CaTxWgpUNUr3/+8tBgLh1hEzkMHJNNZAk5CMKGqE1kWjPlXyk5nNZ+i15NIzY9f3T78J7NFzP2F73NLHn/+NrerWe2rzi1bdHJrfOPb/b7YUfw+QMR5w+GnNy6+NT2xbdOxDy5kHTjyPJT2wKObfQ/sHr++Z2LH2fEFt5Orc/ajX+dTvpwgvTxB+LHH4HG51JqoRZqNiqBrnaDw25Fu+VWl83tcaGdQod9YLC3u6fd3GHWt2lUJpVcIRfrDOp+ex8KtNNhGxjo6+7qaGs1d1jMHSZTu07fqtZYVGqLRqWXS3USqV4olLCojLrSxvynmOz7uIqHhKqfiFWvyNXZ1Jo8VkMxQKhEKBgRvRwmV0DEGohYDxLqIGItTK4BiWUQAQsTm2AiFiY1QMRaiFgDk2tgcg1AqAQJ1RCxFibVIeR6mFQHEqr5uHI+EScXCNpUuk5Nq0lm0ArVaqFSLZJLEbmMK5VQEDlTDrGlTBofYUMaHkx5U7DOZ9re5VPupocd2+i/0n/cpK+H7dq4ovT59eJHpw6tXBz816/SQ0Mf7l1zMHZe8Lg/rA/xLXpyn1BSjHmfj8kpayisodQTWTgGOs7vzdPeQO16hwZqzoT6nMsESgWolgMqKV8h5spQ0xk0SXsXXX8J9NCBJIgmAqnCz0WVn4Hm0GB0WppL5qBAM3A0Bo72r3wUepw2tUyErSnLunvt2L4t50/ueZ156fGNUzfStl5LW31xX9Cp7fN/2Ln4xtHYq0ejj23zPZQScGyT/8UDyy7sD96TODEl4tu98dOObvC9sCvgUUbUh4uJuZfj8y7HF99c3/zqEIK5pWXkWBBMh4pq0YLtFu1Af6/b7fZ4PHaP47M+tvdbB3u72y1mnarVoOlvs3QYtEqFRKtX9dl6UehdTrvDYevr7ensaOtqa+2yWDr0hs9A6zUGhUwnkRpEIiWLyakta8l/gf2Q2Vx0p6XoIaH0J2r1R05TiQBfwSeU8fDFfEo5m1DOJ9eDVLyA3AJQmiF6o4BaI6TiEEozSGkEyHUCCoZHq+HRqrj0KiG1FqFgYFIdTGqASQ0IuR4m14DEKg6uCaZRdSJZt669TWXRICoVLNeIFQqxSgOpVSyZkq0U8hR8DiIViDVcIeXxq9TZY49Fj32TEXEuZX6S36jZXw/bHLPg/b2ThZnHDqzwXfzH3yVOGLM7eEr4+GEzfjds6eQRT8+fIpQU4osrat4XV7wvJtcRmM00LglEA52H9soPr7fYFwEzRSKOVCZQqmCtCtYqQDV6lcILtLc+jcYvgUZfh/8J0Gwih0/loUCzCAwmnv7fUbZDV0gcLuvnm8cup71vwNbb323sUkKiFkzZ8wdXTh3avH9L4v0LPzy4eO7y8W2n0xJO7Ag6sXX+lcPB145E7F03NzlmesrysQfXLzi8cfH+RP+UZVMTA77bHjUjLWHemVT/S9sDr+wMurw7+MGxFfn3tpEKzoL1d4WMHA1QYYIa2oXEATXoMGts7UZbV8dgb6vb3uNx9rptvQO9nW0mvVmv6elo9wz2D7RZLBqlSavs6rRYbb1Oj9XhsXncrv6e7nazqcti6Wlr69AbzCq1Ra2xGIx6pVorkWtEQjmfycHVNJW+rPp4G1v0AFv0oKnkMan6NaMxl4sr4eHK2bhyAbFcQCwHiFUAsQpVxjClHqbUwyTM3xMQsQYNFr4IpDUoIb5ZoTMr2jRCoxzWKEQapUipEqtVsFYB6sRshYQr0wrVcr4Yn/lgu++M0wlL7uyNPpw0f7nPV9NGDwv2m3x2T8KR5JjQmePG/Nsw39FfzfrTsLAJw6KnDls5++uDq0NwBR8xHwtKXubhCjEtOaUAppHZxKI3s+hEPp0KMukIi4ZwaUIeVez1tvsic/PpMMyRSEGVUqhTIFopqBILFEKezHtAyHsD/HMhj44AVIhPBvhkQEAB0bcgj/S5z/J57ImO+vaCdDLAooBMIo9HEkiZEglTyMKxGESmCPyv3/q2ua1uT2rq8AAAIABJREFUj8Pptjmddo/H5bY7eto6zFq9CpaLuDxqc82H5zdPpqfs27Tq/qUfMq+ePbV/w5FtUce3B2dsX3Rqx8KDyfPWRYxNCB23acXUbatmb4qetTV6bmrEzA3Bk7ZETtu2YtqWkG/3Rk/IWO9z80DY64vrq37aTyu5KGx6yG5+qmAVtSIN3VLyoBbo04o7lCKLUqySgZ2tGudgj8dj97gd1sHegf5ej9vjGezvb7OY1QqjRtHVabE7+l0em8096HG7+rq72kzGTrO5p60NrdyZVWoUaJ1UoRWLVCCHT6zDV76tzbvfWHgfBZpY9eKXQAsIlV6gIXLd3wO0F2U0uMQSgFor4TH0YrlRqtcI9XJYI4dVckSOAq0RmhQCrVyg1ArVMp6o+m7WBp/525YuSF08JXTyn2YMHzbifw2b+u03MX4TV/hP8xk7fObIv8wb9adVC8ef2Rx2Pz327JbwtPjA/Cd3SBU1dXkVtR9Lm/LLyMXl1Hoao4XNJAMMCkijgEwqzKOLAIbklyijj0UeDYLYYrFAoUC0SqFODmskgFLEl8sAuVQgQ+/JDgUaZghBGoyiPBToz/5JVJBHgzi0z+bqDArIooAsEp9PBrxA0wkMIfBfP5xkdw66PQ6Xy+Fy2j0ut7Wv36DSCAWwlAeKuWwuuT7v7d0j+1bv3RqbefP0T7cuZqRt3Jccvj9lyaHUhbuTZqREj18XOXFros/WxAVrwqdF+o1eGTB+TfDUdcETk8MnbQwbv3bhH3aGf3dus9/zH+Pz72ytzEprfn+SXnpJSHmj5ZW0Qpg2ANsqwGs5OAkDJ2YRZTDLYpBbezs8bpvH43A67TabzePxeKwDg10dFr3GoFF2dbai5h42x4DLae/p7rQY9G0mY09bW5fF0qrXo0AbVBq9TKmXSrQIH6Y1kTEfGwozGwruNBbexxY/IlQ+p9Vns5uLuC1lrJZSPqFsKNAgqQYi10Hkur+TY5BQjQafXMYjVUM0nIzP14oUWrFGgahlkFIGy5QilQrW6sQWLWJSw1qtUC3lCgvuvgub7LNo1Ki5X/1u9lf/NnfkVxP+48+zvpu4NmLh4a1J6VvX71oXP2/M16sCptw+sqHs0bFXV3anrQm6cXxfS1kZsbq+/H0+JqcE8zGvpQJHb2JyKACDAlLJAgYF4tNEAO1vtbyhPRcUaIApFPJkMkg9NEkrQLVMoJTw5N5ui7ePiK5vocu2fzNFQCf1KACXCnJoIIcGs6kQkwpxaDCHAgBUSMqUiBkIs4X53wS0zWFFZyc8Lrfb7ugwWSQChE9jqwSQlMPkkDEfXlzZuy1q79YVj2+ffnTnzOn0zbuTI7YlLtoeP29D5MR14RM3x8/dlxoYv2xaZMDYiIVj4gKnrgubmRg4Lj5gRJz/X3aGj8hYNyPzSETezZTKx3trXxwi558V1NxS0N+pGdly0kdpc7acUKygYdTcZqOQphZzTSq43aDo7TR7HFaPx+V0ut0ej9s24Bzs+9TZZjHruzpb0XE/m2PA6bB1d3UYDTqLQd/V1vqpvb3daDSq1RaD0ajWGuQqg0yqEwpETBytPrex6FF9/u2GgjuNxQ/wFc8ote+Y2Dx2cxEKNJ9QJiBUCgiVALH67wfaizIaALWCR6zkEmshBkkJI3qJCmVajsiVIpUCVGuEJi/Qcr64qbBp+fzAGcO/XjxhZNLSeWuC/BZNmjx/7OSUVaGZ104XvHp8+9yJwLkTAmd8e2p7TPGjU+9upV06sOaH3evL3jxlNTdX55VWZBeV5xQ1FNaS6khMIo9K4lKJfDYV4lIQDhH00jy0lodWP/h0IcSWSgC1AtErhQYZpJUAqChSS/kK9IzQ0IAYQoAGoz5MXqY/GzGSBRwKwKYCqIBm0WAuHeHTYYiOSJkSER3+7wPa6bS73U50Kn/gU69CJGOT6CwiTcLkCOkUHgmT/eranq2R+3bE3r9x8t6NUxnpW3YlRyfH+m+InLt22dQ14dPWRs2MC5+yzG/csgVjovwnrlo6JS5gfJzfiDVLvtkSOeZc6uw7aUte/Lgy++q64ntb618cIuWdYZZeJhRcJOVfwn+8QMm7CdS8lBKK1KwaI4wzSph6EV0JM0xKxNbX6XE7PC630+l0OgY9brvDPtD7qfNTT4fN3u/22J0uq8Nh6+npMpsMRoOus9XyqbOj02xGgTZpdF6gxSw8rT63vuBhXf6N+vzbDUX3W8qySDVv6A05rKZCZnMJD1/Kw5fy8RUo0ACxGiTVgqTa/1ugYWolj1jOxpULyFgpn62TSPVSrVasU4lVKrFaylcoQJ0aMihBtQZRqSE5ROOmxq3yn/ztuojZlw+tO7UjLiZg5uzRX6+JXPrT7fM1RW9vXTyavCrQf8pX21cufHFx7+Ozm+6e2HgkOfrljfOU6sq6gtKawsr6yobGojpCNZ7cSME3UgktDBYF5JEhNu6zne6vAo3OdQh5CimoUSB6OayTghoUaG8tT8iWoIEeAkXHqYfOVf8SaC4d4TCEXDoiYCAIUyRlSoQ0iNnCZBCZ/x1Aezwuj8fjcbntA4OtejPI5JEbiYwWKq+JCJNIEBVbkfvkyL7Vh/Yl3bx87ObVH04d2bZ3S8KaqEUJIXOSls1ZEzEnLmx60MKRkYsmhvmOjfIbt3zet1Fz/7Im4Ou0VROu7Qm4n7742anwdxdWZV9dU3g7tezhjpL7O3JvpL66sC7n2qby+2m4N2cEFY+Q+tdQ4zsYn6tm16nZDXJ2oxam97WqPbZej33QZbOiEt/jcdlsgwMDfTbboNvlcLscTqe9v7/XYjHpdRqL2djT0d7ZajFo1Ga9AQVaL5XoRYCUQ2Q05tcXPMTkXqvLv1FfeKe59Amh+gW17iMTW8BsLvICzcdXCAhVALEaIGJAUu0X0uK3YijQILmcSyjjEqsgJl4BgTqxWifRqyVqjVQrEyhRoBWASg0rdUKVUsA/tWfL0lnDN0ZOuZmReOFw3JZ4vwWT/hS9ZN7d80crc3+6f+XwybTVIXOHrw2adO/YhjdXd2ZmJJ/YGPHi/LGmnPe1eYU1hZV15Y240gZcZUtzdUtDdXNLPZmO53BJIJfwt1rel0BTEB5VyKeJQKZUyFVKAa0M1MkhvRLSKUCtHNBI+SoxV+G9jgWyRAIGMvTGwOfbiqjDHQXgUAAODeTSER5DiAINskRClhgFmoVjMUms/45HodPp9Lg9tkFrm7FVIZLxqVx6M4XRQmXXErlYHK2+MvfF7QO7Vu/fnfTDiX1nfzx0+vjuQ7s2rolcujJw3urQBYlh81Ytm7Fs0fcRC8eEzx+9MmB8gv+YjYHfH1w1+WzKrIfpAQ8OL/rpZOi7C7HZVxLfX0p6dSY+KyP24ZHozGNRb8+vqbi/h/z2DL/kDq/sIb30Iasmi1v9XIzLU1IrVNxGi4T1ySC3dVs89j6n99Kcy+H8vMBodzntKOLt7a06ncZk1Hd2tHW2WoxajUmnN6q1RoXaIJMaJZBSQGU3FzUWParJuVKbd72+8E5TaSau8hml9h2jMZfZXMTFlfDwpTxc+VCgAeKXWtkbvyWmhdQqhFYFkks5+FIeCSNk05WQRCvUqiVqvcKAPgoN4lYlqFZBCr1IbYaRWycPBU79anXwmMuHo3/cH3VgS8jiecNXLpl75fjO3BdX3z358VpG8srFo5dN/316wsIPV3Y9OLImY03ws1P7CDnvqVU1VbnlJTmVTUW1zRWNOAweV0fEN5IpzUwWnsslfvZP4lNgr/AYCjSPKhTQxSjTMlCnRIwozWhI+SoJT4kyzWciPAbMoYEcGshjwGhw6Z+n6rhUcCjQXKaIQ4NBlkjElkiZEoQKsnAsNoUjhv7rbQysA4Muh7Ovq1cpUSB8CGQIuCQWE0dj15LI5bVl717euXB84+rQ1HWRe3ZsOLBv+w/Hdh3Zt3nditC4IL/EEN+YJTMjFk8K8v9u5ZLJ0b5j4xeNW7N47N6oyRc2z7+50+fRAd+7aT73D/lnHll6P33pha3zTqyZdmrjnMs7lrw9v7rwxuaaB/sas440Pj1e9ehw2aMjNa/P8Msz1cRcI6taTa8SUzEyNs4kBQbaDHaPw+qy/Wwv5vJ4XC6n3WG3onOknZ3tOp3GoNd2tLeiQBu1OhRoo1xmliFqkM7DlzaXZqFA1xXcxpY8xFU+I2PeMhpzGU2FXFwJWvFAgRYQqv5OoL/AWkitEjGqYGo5G1/EbCnjU3ASHqyCVCqxyqA06sRGk7zDIu9UQRoVpNAJVXqm4O6Rw4vH/kfyskn3Tq+/eCT+5P5V4YvHJwb7ZOxek3X9cHXurZ+u705b5xc27XcbFn9/KG7OvsjpGxaMvpi6kpz9Vkai1RdUl+VhMNnlzaX1lAYSHc+i4pnkJga9icnBcb2OSr8FNJqnYbZcCmhVQpNMoJYDGgWo/SJPo/iyqSi1EJ+JoIijo0voyPWvAi1hiBEqyMazOVSuBJb984B2Wb1hdwzY7P02e7/DOehwuDwuj2PQqoARDoEEU6gwgYjgiRAN11xR8Prx7UO7N8VELk1KjIhPCNuyLen4oX1H0rYnJ0avXrFkZcjcoLmjls3/dkXA2KD5o8MWjF65ePSm5ROOJk07nzLjSsqUyxvHnd44O2PDzCOrJ6fFjtm/cuyJdTMv7wy4mx727FT8i9Pxby8kfric8OFyQuHtDdhX6ayi89KGLGHtE35lFrfqJb8xFyJU6SGms9PQa+1zelxOj8vutNlsg06X1ekY7Ovtstr67I6Bru42g15rNOjazRaLwWjU6sxavUljaNUYTXK1VoSoQBZArcVVvWvMv12bfbW+4EZj0S18ZSa17iW59jWrKZ/TVMBrKRLgSwBCuQBfJsCXAYRKkFgFEjC/EdVDyfYKDwGlHKBWCMiVPGIlB1/BI9TAtCYph2gUaloVJp1QrYJUakSnlVqM6k6l2CjigM+vn1w2ZdSyKSN/PBh57+ruk3u2JoXOWxmweHtc/IX09HMH0g5tStkUt2LJrKlj//z7hVPGTh3+b5P/Y9iKudPKMp8beXJ6HaGhtLwqtxxTUIWrxrHxbC6RT8WyqFgWhwjSmzmMFi7qRDq0lYjaIaCeHkwywKUjQoFSITIoEK0c1sggNRoSQCnkyWCOBGQh6AEhHg1AL8Py6SDAhAGm2Lv95e1EChgiIVMqYkuELDHCFEF0iEPgCCg8BfDPA9rjcbjcNi/TqKGRx+Nwu91Ou8MxOGBQyJi45uayYlxpIb+5AaK10LFVOS8z9+/aGBa8ICZ6aUxsEAr0gV2bUtesSIgKWB4wbdmC0dEB42IWj4tc9F1c0LiUqKl7E2YfWTP7aOLU9BXf7wsfnhoyMjnom5TgEduXjzmYMP2H1IWXdwffOrj86s5lV3YGXd8beP/wsp9OrXhzYXXezU2l93fXPD5U8+Ro3fOzlOLHYlKZTkDsVEDOTsOgc8Dlsdudg7393ai3mM3a193V1t3V9qmno63VaNCoW42GnraOTnNrm8H0S6BBWh2++n1j/m3Mxyt1+dcbi27hKh5Sal94geY2F/JxxSjNfz/QXyppcjlEqYAoVSCpGk3zMLlRRGvWADKTVKcTqjWISiPSaqUmo7pTLTWLOeLM86cip09fOmZMXPCU+IgFUX5+ITPGhk6elLTIP3lZUNic6f6TxiyYMGrqt3+eOuovS2dMSQz1Wblo4soFkx6cPAG30GEym4bFYcvq6oqqG0vriLVEFo7DJggYLTx6M5eKZdGa2IwWrld7oDEUaAZJwKZCIEcqBtVelGWQGi3kIVwpxBaj97q/ABpkIRBbCrIk6KbM/xFo5T/xCpbH40Cvc38+aexxoNfnXU67faB38FOnVobgMeV5zzJzntyty3tNrC0i1pfkv3uctnNd0OI5QcE+EZEBm7YkHtq/ff/O5N2bkxKjF4X5TYwKmLAycOKKgO/XLx+zLW7q/rU++5Lmbo2ctHbpd4kLhycu+Dref2Tsgq/j/EakhE3aGzfnwOr56Wt8D61deDRp4ZGk+YcSZx1ZMzMj2efSrqWPTsR/vLa98uEBTNaxpncXeZiXBj62U8H9pEWsrRqHc8Du6O/uaTeatJZWw0B/r3Ww/1NPV2erqbvd0mrQGlSqLqOpr62zx9zWbbB8AbQG5sCMBlJtdmP+7er3l2rzrjUU3mwuu0/GPEeBZmPzfwPo6v8kfuVdSK4EyZUQuQYi13yewiPVgqRaCYuvQSRaRK4Tq7VinUZiNKg6NDILpZF+fOuWwO9n+Pxl3PThv5v0zR+nfjVi7ojfh347InH21JWzJgeN/zZy7sTYxbNCfSdGLJq6Niz49qk95/avSomccXxzQv3HHCmdC5DorCYSqQbbWFTTUFxPqqNwiACHCFKaOOQGBrmBQcWyGC1c1J4UHSTytsQ5FAg9LcejISBLIuLLJYBSDmvQPD0EaCFa1vj8FqRBAgYCscUIVw5zZABT7E3SKNAw82+rAwAdRNvgKkT5z5McTrvL5XC7nZ8FqMvR1/eprc3S2Woy61QKoYCBb6gpep//6v7bR5dfP7zw4v75d0+vP390+cDudUFLZy8NnBuzMnjrznXpaVsOp23ev2PdquULwhdNSAibvjp86uplk/asnpS2dvqexOnrw8cv9/k6cOqfl838NsZ3UuyiceHzRkTMHbFy0ferl4yNWzgqdsHwVQu+2bNizt7YObtjpuxbNfXExvnX90e8u7q1/tVZesFlsPq+pPmNhl5qgprMIqpFxuvWi+2D3Q5rT/+njlaLvrPDYrcNupx262C/tbd78FNXh9lgVqk7DcZec3u3wdKp+5yhLWqDSa7WiYVahCtiN9Ea87EFd6reXcTkXq0vuNFYfIdY/ZRc+5qJzWM25LKx+byWIj6uFA0BvuIfAZpU/XP/vBqm1MKUWpBUAxCrQQpZxuerIEQvUekkGqVQo5GZVBJTczV2e/yKBX8dM/3fR8745vehPpOifX1W+o45GOh3fHnQwbDFR1aF3D267cGPu9OSw2NDpu1OXJn96OzDSykHNy/aszbo2bXzXGwzrwkPE6l8HIVS01RfjGksa6I0MpkEgIEHKY10Uj2VWEehNNJZeC4658klCX51B5FDgWCOTCxQyWGdUmiQwzqxQCXkKRCu/AuguVRQwEAQrhT9C6j9DfolQf9bhCX9AmgBja/+Z16S/Rlo9KfTae/p6TIYdCIAgDksSkt9ddGH3FcP3/507e2Tyy8fns04lJxxJOX86d07t8WFBM9eEjQ7cW3k9t0b0tM2Hz2weUfqysjgGXFhM7clBaSumrslfu62+HGpK8YmBI8I9/nL4ml/Dpj2TejciVF+syL9JiybNyp83siYhd/H+X+/csHIRP9RG4MnpASP3xo+aXfMpJPJC+4di359Kbnw/t66l6eJH8/yq+5J8G8UtAIVu0YlaNEJaW0qyNpj8tg/eVx9joFPqN2Mx+2x2+0et8PjsPZ2trXq9Z0GY7eptVNn+gJovUSkF/GlPByrpbip8G7l2ws1OVfq8q/XFdzEV2aRa1/TG3IY9TmsxjxucyGvpYTXUoICDRAqfzPwVUOZ/txVwVehPwW4SgBfBZNrPs8wkWt4xCaERZMJeDqJVCdVyWC5QqSTC/Ugl37+8KaY2TN9vx4RuWDU6bSEm8e3Xd4X8Xjr2rupcReTIm7tWJ1383j+wx9O746N8Pt2U2Toh/sZj66k/HAgdEuC7/mDO5oLiwil5dx6LIQjQwQatRbfWNLQVEkgY7lMopDezCI30Ih1FFI9ld7MQg+scEkC9I04dAERNXdEK9MySKsUGhSIXgpqxAKViK9Ey3ZDK9Boo1ECqEV85RdAA0wxzJEhXCnMkYAskYABsUhcARNQif95t77RWTaXy2W3251Op8vlGhgYaG9vBxhcCQ+EWUxcbfnTB1fPHNt+7dz+55lnjx9M2rdjRdqu+PVrQ4OCZy8OnBWfFLF+U/yu7UmH9qVsS45OivXfk7Ls8Pblm+PnpsTOiAsdFRnwddDc/1g666sQn9HhvpPCFkwJmTs1eO7IoFnfhMz667LZX4XN+EP49N/HzfvLhiXfnlgz//KOwIdHIz9cWYt5uq/pzRHCx1Oc0mv8iptK4ksjp8gC1rRJCR1KdpuK366DrZ16T3+bu7+9v9Pc29nmtA56XG6n043Kp4H+nu72tu72tu7W9najucNk+QJoowRQAEQuoayl+D4KdG3etZrcay3lj0mYV9S6j/S6bGZDLqepgNtczG0u5rWU/KNAYwS4an5LhQBXCZGqEQpGSK1BKNU8Uh1Ab0FYFI1IqJcp5YhcLlTLEA2XRXx0df+GQJ8Fw3+3cvFXV0/G3zmefH67f9au9Q+2JZ5LCru6ZeXrc3veXN7/w7bl0b4jNgb75T858/bRvksn4xIiZqZvWlv97i3m/bvGjx8p5ZVAM1GAZ5JrSU2VhJY6Bg0HMXEcWhOT3EAjN9CoWAZ6ZJZN4KGFPIghRgOgCVGmeVQhyJSKeCq0LC0DdRKBRsxXwxwZyJKgT0B0TxFgikV85VCgvXoDZEkQrhzVKiBLBDBhDoUPsMB/JtBOp3Mo0B6Px2639/T0SHliNaJQQiKQQct/+9MPR7cfP5h87tT2jKNrDuyJSd0QFBk5NyJyfnikX3xSROL6FTu3rT55eOvR/RsO7oo7sjtm14aApIhJsUtHhS3+PsR/VJDvtyG+o8P8x4f7TgqeO3bpjNH+U/6wePofl83+c8z8vyb5D08N/i4teuKx1TPOb/K5uz/o4eGgzCNLHx8Lup8ekHkk+P2FBMzzw7Tiq1DjMyk134g0dWs43Xq4yyjqNUkGWpVdBrlRITRplQOfetxOl9PpdrisLo/d5hgYGOjr7+/t7uyymMytZotFZzBpDGaV3ihT6SUikxRUQWQBuRJf+tALdFX2labSTEL1CzLmPa32I6M+h43N5zQVoUDzceUAoRIglP964Ku8THtpBvBVEL4OxNWCuBoQXwUTqxFSFUKuQMgVAkodj9IgoLWoRaBRoVSJVSqJTinWCzjsnOdXdkYvCRr/p11JUx5dWn/tQNLJdT5ZB1Kfpm++mBJ9deuqdxfTXl/YeyI5JNbnm60R/lVvrhS8zLh4cl3Iwolb42JKnmVVvswqynxY+tNP2NwCNpbExXMojSxcHZvYDLIIbAaOSW9h0JrptGY66qTPwDG5BIBPggAKAtPFMF0M0UQABeGTIBYR5FIQlGm02yIRaEQ8lYivRLhy9AmIbpIDTLFYoJIAalRyoBrauxEjFChhnlTAEgpYQoCNcOkAwIGUkn8e0DabzeVyud1uh8PhdDrdbrfVau3s7NRAaoQBMpvJIIPOJjXlvsk8f2r35vUR6fti03ZFxcctWLJkYlzC0qT1kes2rdqwOeHwwdQr5w9cOZt25vimPamhK0PGRS0eEe7759ClUyJDZ65YNjty6bQgnzEBM0Ysnj48cOaI4Dl/Xr5geNyikesCR20LH3Nw5aQTq6efXjvjQvKs69vnXt487fKWSXf3zbmX5pN50P/DuRVlj/YR8y5wMA+BljcyVqVORDTJWWaVwCLjdajgNiViUoo6LQa33eZxe+x2Z6+91+qxOjx2u8dhd9q6P/UYzSaj0TgUaINUbJZBapgCUKoIZZko0Jjcq5UfLzcWPyBUvyBWv6ViPqCq4/8daAhfB+ExMLEGJlbDxEqIWAYRywBqLZdSy6NgVULAotbo5DqdwqSRmRC+pODl/ZSQhUvH/unkTv83d/dc27/hRNKin45ufZmx61xK1LUd8WUPfiy6c+J0akT8/FE7oheVvbjw4fGxkwcS508ZlRSxLP/xw6oXj3Nv33p56XL2/UxiWR1AFnCIILlJQGqB0EsoqNs+A8dEsaY20dg4Pso0SBWiTINUoYAMM/ACJgHgUhCIJRPz1VJAK+arhVwlqpXRPP1LoNEPvUBDbKkIUME8KVquBtgIjwGCXPgfAdrt+dwi/tzT/vmX2+12Ou3oYUyny2rr7+sxtlskOjFLxGxilH8oe5f1uvjDx8qi94/u/bh3x6pdW2O2JEckxPqtiJi7etWiTRvCdm5ZsX93wsnD2x/cOp159/TeHfGhgZOCl4yLiZwRGz0jatmEsMXfBfqOCFwwKnTh2DC/icvmTwieOy4mZFxs8NhVQd+vDh6zMWTs1rDxuyIm7Y2ctGvFd4fWTDu2YdalPUsyT0a9Oruy6kEq8U0aKWcHr/y4pPGmDPdMjn+vpZe2Chq7RPh2Md+EsE1S0Gw2tvUPWF2DHofB08XqBd93i6s/GWCP02YdcBg1hlatqkMnbTMYTBqdWaU1KtQ6iVgvE6rFXIjVRKp+XJ19perj5ersy9XZVxqLbuPLH9HrXtBqc5gNf0vPQ5U0Gr+UHL8K9Bcfep+MfHIJj1QKUGslfKpBJmnV6C0qs15uEsPQi/sZ60PGxMwdcXp7TNalTa+ubry4ZUnp8e05x5OOx407v8P32cWUdzcPndoctWLu19E+oad3Hk5PTk0MCpzz7cjlM+c9PHIB97oiJ/PhyxvXn12/XPjyWVNZGR1LFFBAWiObjmVz8ACHCNKaOMQGNhnLpTYDlGaAguNQ8VwGScChwQKWWMASc+kIiwJyiCCjhcfE8QVUoYijEHOV6E+ILRXyFCi+fLqQQ4EQrlwtNslhHcKVezn+vIHLlaOjIKipDcSV8JkIyBHLJfr/a6Bdbhtqw4y2iFG57Ha7bbZB1M7Z5bG5PTZbX0+rUq3kg3wSh46lFL3Jv3nuyqVTGXeu/njtwuEjB9Zt3xS1fVNUyrrQpLiA1asWrUtcumtrzKljm25cOvk088rlsweT4pYu9R8fGjgpKnx6dMS0yMAJ0cGTVoRMjgqaHBEwPsx/fITf+OX+k1YEfLfCf0TUgq+j538VO/8vCb5frfP764ZFw3dEjt0fPy09afqFHYt+OrXi/aX4ivsba5/tf7Q2AAAgAElEQVRsIr1P45efUeIyTfQPFm6hhV9uASpMQKlBSLRISD1afl+7xtrf6em3OOXktqYsdlaKrPSigV5mtWidA/ZWc5tFr+kxa9CZO5NSY1So9VKZXiZUiTgIp4VW+xyTe63q46XKDxcrP1xsKLzZUnafinlGq81h1OexsYVeDf0F0F8y/dtA/yrTAkopn1QhoGBEXLJWLGxV6VrVZpPCiPAlt88eTlw0frXftKPJcWf2xl/aF3t41aKXu1NvpUTtDpu4L84nbU3IthUhcYtm+I3+/eLJk2IDFsQHzV+1ZNbM4f/bZ+Rff0jegntXVP7qZd7jR2/v3cp7llX2/n19cRUHxxaQYTaOz8EL2DgBrYlDaeBQmnh0HMDAwzQCj0bg0Yl8tKvCYwhR73QuCWLhBSy8gE9BIIYEYckQlkzEUUBsKcyRCXkKVGCgb0el0KAUGoQ8BVrZgNhSNGCOTMKTi7kykCWC2OL/R6CtLrfV6Rq0O/qttj6rrc9utzqddpu93+m22RwDNme/y9Xf225UgRyERhQQGbRGAqag/OmdByf2p23fuHrHplUH9iRtS41OXR++fnXwusSg9auDU9aFHdiTdOX8/pePbmXeOr9ny+qQgOlLF05YtnRKeNCU2OWz4sLnJEb6JCyfFxM8dZnfmGCfEUHzvgn2+WbJhGGBk/7Xsqn/HjXnj6t8/7Ju8cjU0NFbwr/fGzsrPXHewYTpZzcvyDq5vOBmEvbVdkr2XurHo0DpJXljpo78xsjINnLzDLxcLfu9RFChE2I6lPhuDaffILQqONqa5/iLGwkZQdIX+431r/sVkMfh6fk0aDToOls1nRajUa02yFUmpcakUOqlYiXCEXHJnKaP9fm3Kz9cLHt7pvz9j3X5V5tK7hIrn1Ax2UOB/ll1/CbQaB3Dyy76e++Hv4I1pUJArgQoGBGLqEYAs1LVqjGalUaIrc7Yuytw/PCgsd/H+vqGz5sc4zMhZOw3aUsCdgTMi5o6MnDCt6HTZs7/brzf+DF+E4cvnTU81Gfk/uTga8fWrgme6v/9f+yICiflFFa/e1/2+nXJy+fl79+UvH5T+jaXUNnEbuFw8Tw+EeSTIC4BoDdzyQ1MGpbHxkN0PI+G49JwXDqehzo7olVkAVXIJUFsAsAlQTwyzKcgIF0sZMtRA180T6OBzp2qREaxQOX9U5gjQwMdqobYYpgjQcU0xJUopIZ/QHJY3R6r22N3eqw/p2S72+NCB/ntHofLY3c5B80qIY9Qy8GWs1taeAQCF0esLSq5d+lS2rbkLetjtiVHr00IjFvhtzLKN3FlwLrEoM0bl588sunhnVNvsu7+eGxvXOTikIDpy4NnhwVODQ+akrTKb21MQMLy+dGBU0N8RwfN+yZw7leLZ/7Bb+r/jp3119W+I1ODJ+5eMSstYV76mvmH1vqkr/M5tGbx+e0R13aHPkhf9iIj/NXp0LcXl727FPbubGzRrdS6p4dw734k5l6lltxlVj1g1tyn4bMhaqGaX2ORUvuMEo9F1suuFn+4pHp2uKfi/gCtwqmTe1yergG33mBqMym7Wk1GtVonVZiUGotSq5dKFDBfwqcJcPkNBffK350veXOy9O2J2vxL2OLbhIrHlJqP9LpcVmMBqjq8QPNx5b/K9G8BjcavYE0uB8mVAAUjZBKUENekkLeqdCalTo4Yrp48tGzatzP+8Lu5337nN/m7SJ9JIRPHHl0VdXHbuuRg39lf/znKJyApNHLXuvgjOxNjAsfFBo55cDa1Oe/G/ROpcQsmxy2YV5n1HPMxB5OdjcnOxhbmV2fnFL14h8kubylppNfRuM0chC4UMcVcAkCqpRExNFoTh9rCobZwKM1sagvHyzSXCgM0EZ+CoEyz8AI2AUBTNYo7wBQjXDkKtBTUqMUmjcQsBTVozkbFBtpqkQMqmUCJcKUIV4rwZf840A73oN01YHeiAuPz2W23x2N3o2b6HrfH4xjsU0AsUnUOreoDvaEKohEgKgVbWvrhadazezfOZxzYkBC+PHRORMjsqLB5sZG+sZG+G5JCTx3bmvXw3J0rP+zalBAV6hMZMicm3Gd5yLSoZdMSY+cnhC+ICZoZ5j8+xGfUMt9vIxd9F77wm8A5f4ydPTLRd/T6pZM2hU3bFDE1JWzShtCxa4O/3xA87WC87+kNC27v8n+SvujhwfkPjyzMPO7/6lxUWeZWSsElsPa5sDlPSiyTUarl9DoZn6zmEcwieoda1NVusvZ2DZqk7QJse3N5H7naBZE9Fp110GnqtmkM5k6LrqvVaNKq9DKlUaFtVen0UpkCAuQAFyZWYosyy9+dLXp9pOTtEUze2caiG/jyR+TqD6iMZmMLh7wLS/m4cjS+wPqX4Hpp/lWsAUI5SKqGKfVCBl4FckxyqUWlNMoVGpmq4NWdtNUB84b/zmfMyA2xS8/s33hy85qnZ9KrX964np684Ls/hc+ddWRLyuObGY/u7t+2Nig+ZMrl9CRC7v3qrCt7Y8LCpsx4efFWU0l5U2ExJju7IT+/Pi+v/PX7qreFte9Lm4rqyVV4Pp4jZUqEDBGrmU3CUPHVZEojE5338A57oL1xAVUooAr5FIRNAFAxzSGCfAqCEo9Si+ZjCaDWSi1aqUWB6NF3IVqtQxsxSkgjB1RCnkzIk6FA/4OSw+Fx2tx2m8uJEoxCbHV6+m3Ork+DelOnRm1WSRQgFc+ozec15EDUBh6hnlpXVVuQW/b+Xf7r59fOHEuMCopcNjcsaGbo0unLAmdEh/ts2rA84+iWqxcOHty5dkN8cHTonLAlU0IDJoQHjo8KnRQZMnHVshkJEbMTw2esDJ4cu3TCqqBJMUvHLl/4bfT8cTELx630nxDrNzZmwXcr5o+MWTAi1nfkKr/RG5aO3hI4/NiKkVdTJz9Mm//+0oryR5twORmC+odGbvknCbVXAfYqJb0qZY9K0SZVtwvFPXJJt9Fgbus2d/V3dnd0tyoVZIqysbKdXDEoZ/e0m5WGNqlC291m7jBrWw1ao0JtkGssSr1BqlTCkBIChOTa5uInlR/OF785XPz2QE3eDw1FV/EVD0lV772q41eB/oLp3wKa31KBFqG/wFqAr4BI1Qi1AaE3KwQMo0xkUcoNMqlKKqQ2vn9+eUf47O8WTBh5cNfqd48vPr5w4t2dHwnFT8qenkkOmxk8/btj25I+Pj//7HH66UObNkT5HtkQ1vD8OuH9o5Nr45ZNnnr3+OnmkqqmknLMx5y63FxsfkHNu5zq13mVL/IwH0rrcyrwZY28ZpaIDiMUmIFl4qsI/z9r9xkV95Ulit5v3bXmzdw77p62u50l27KtLJEzRRU5I0TOGUSOIookJCFyzjmHgiIUVM45JyoCRRU5CiQQCsiy9T6UWuPu6e65M/PW2h9K6Otv7bXPPvvsPwlO11yJ0zEcjek/fxhOLKC+Lzw0xbQmVWuyuKbNrMnWUp5SLd9eX9pbVex8SNKaOlsuUGkeCsgFyv8paM3HTV6++eXl2a8vXv9yfPrzzv6xen1PJFUxODI4kgGZQCFnUTwcTkGGLZEmFmjz+JlB+FgvdLh3pK25sexhXkpckIeji52hlfl1E70fjHUvOFjpxoS5ZyQFJ0R7B3gAvF2N7YGXTXS/MNH9E8j0K1vgOQer8152V4LcdILcdDytrziZfmdneM5G9yvgjc8tdC9Y6Hxvfv0b40t/Mrrwe+MLHwMv/pvt1T/Za//B0+iTEJOPs12+rAq93JZiMtcQyp4qWqGNbwmQRwr2iUp+sqp6vrF5vL51uLZxunrwSrX5dmP79d6Tg73T/aOzZ8cvXhzur7EYYnCLvP/eAaHj1aZYtapmcoRrytX9LfWTnY291bXN5dUd5ebW0qpaKlOLxUt0DHGqbW6waKI7EdwdOzuYDh8txkGqyLO91Ll+JmKYjRrVmP6/Af3vXv/8Tw3ov8GaOCMhz0uoCCkVvcyl7SxJ9tXLO0rFpnqZSxyZ7bjnZ6mn/f03qbGB49211XlZj9JiJ5qLYT1FeWG2Jt/9q5+1bnlBdGN1wqO82LBbZhEOOuCyFHzHw3sBzrZXv0/y95gbmsBOzMJHRpEjI+iRUVjvALxreK59aKZrFNozDh+Ywk0gWAiKiMDj4zksFJ00TyPD6FQEk4Zk0VFsBprDwvI4eAELL+CRxZokzSOLNazpGO6Haluj+UPb7kOSlvKUmisVzW3LX4EWsKQijnxZsfFfBn347MX23jP1+t6yaku2uM4VKLB49vQsbnAU2t03XVc/XPG4Y7hjjI8nrHHwi/hxzGQ7dLgJOtQ+3tHc8PB++b2ch7kZeal3nG0N7C11QKZXzQx+crDSjY3wyEgKjg69FeoLCvWzcLG9YmH0lTXgazvQN64OF0L89YJuXQ/30g12175t9ZOtwTfWOl8Db3xpdvnzq5e+uPbT59cufHr13Mc3vvo/Bud/B/rpj47Xv3E3/zLC7tt0t/MVQZeborVak03n6iMXYJXrHMqmkLUrER8olg5VG083tg7WVjeVS8+UWy+Uq7+ur51t7RxtHh4dvHx1+OLN/sHPKwtKcDmn7PbWeMa7TcaGSoHGEDlMwe7GytHe1sH6xuby6vbyxtbS6qp0cVUiUzIJ5JkO2EgRpC9xvCt6eiB5fjgfM1FBmun5T0H/1vQHr/8xPf9N0GLirJQCk1IQYjJykUPeXhTtqxd3VxbXllew010TzQVh9iDdCz9kxEdDBnpKM7JLkhJHau/Pd9yvTvEGfPc70JWvk0Nduhvz6srS4gMs/UEX2rP8UE3Z1ckevhaXva10pnvH8ZA51PgkbHAQ1ts/39mL6h3D9k3Odo7Ceidg/ZOwfghqdI42RxLiuQtkgQY0Bc6gIpga1hrQdAyXS3pfeGhYswlCKopNx/M01TaXKv5ty3ltcXdjeV8t3/7QvJMLVEsLa6vSDZV4TQNa05AWceRL8vWPNCXEm7dnP//y9u3bt7/8rHl59OvZu7OXb1+f/fJW88GeV6c/724drS5tEinsWRgRimZMwJldo6jWXmhty1hZTc/96s67xTWxqffuJKa3NDeKGDgZdYYx3To10DLR3TTV2dxYnNdYnIeBDMEhPeUlqb4BABcXfSODi1rXvrM2148MuJ2TEnYvIyw51sPF7rqZ4WdAk8/tQOd9XHTCfWxCPW1D3U287bRuga7YG/9gfuML4yufGV75TOfHP+hc+Uz34hd6F77Q/+5P5hf+ZHP5E3edT/yMP0l1O597+1yp//makO8qA75tiNKdrwhbhNVv88k7YuaGhLe1JDva2j7a2t1d2dpd3jxYVR2tqg9Vy883Nt4ePnvz9NXp0ZtXz9+9UEuWJ9uoD8OVQ0XvdnkvT3aEwgU6gSFlM9Vy6fbq+sba5pp6dVOtXF+WqiV8KZPMRI7Dhkon2pInW2PnetLQo0VESBVxpp0y18VA9LGQQ2zU+3YHHzfBx0H4OMhfpWcBfuqv7P4Dyn8WDxURZkUkqJAyJ2Pj16WCXaVyX72xoVAJ8PM95clxbjpuOt9nhPrBJwerKu7dT3StyPAC16bXpvnHOpsAvv/Mx8K0/G5GR+njzKDQCDurdA9AS7p7dYxtuOm1WKD1ZH0HDjIzMzEKHuxGDQ8RhscwAyNzfUOwniF47zCsbxTeP4YYnMSD5+hQDBtFYaD5LKyQieGREUwSnE7BsOl4Dh3PYWN5DDSHjeMv0GQK3soiXyXhLos5S1yqmIRioqEkAoLOJos+fLhIsbC6LN1QKbaXpRtSwYqIsygVrCxLN9blO2rJpuZ+UcJXCljyBe6SUrH90dmvr1//8ur1m1evzl6enZ1pLvl+fftOUx9rvij87PilQrFKILBmZzHd/ZO1zf0NneDKtrF7Ze13S2pTch/FZ+RHpmYF3UnyCY2KuBPf1dmq4FMllFlEf8VEdwOkq2Gw/nHn48Lp7noFE8WnzNaWZ/j6mllbXzPUu2Cqd8XZyiQ62CMvLawoOyo51sPDSc/W4nsXu4tezjf9bxn6OZs6A7TtjG9Y6l221Ltoof2D4eWv9S99rn/pc+0fPtX74V/1L/zO8PvfAS78we7Sp956X0QCv052+D7d5dxdpy/ynD8tuf1Zud/5zgRTYnPCOrplm4U6EFF3JLxthfRgbX1/dXdPvftk/fB4Y+PZ+vqRSnWyvv7zk6dnT1+9OPn59et3bw42t4hTvJYcJbj85zX28eG6VCgRUHg8MpFPp0oFIvXK6tbG5vaaakMpW5MJl/lMLhaCGKmYaEsGN8fMdqUhh4pw4HLsZDNptoOB6GOjhlnIIc0liwA/+V8F/Q/OhQtEqIgEFZChUhZuTcLfVSoPVjd3ltU8zOxAWVpBsE2ktWFOaCAKPDrQ2RjlCkz1sW/Mii2NCUx2d7C5/JPp9z+6Gpq7GBo7aes4XbvodOlTP51/c7v0z8a/+8j1h58GHlVgJiYR05NTQwOIwSFU7wCsq2+muxfeNwjvG4T1D8L6hmEDI8jhCfzELHEaRkfx2DjB+/605oCIY9NwbA1oFpYnpEik7CUZZ1lTFotYCjqeh4NRMXNkIpJBx/N4NImEu7woXltb3ttYOVDKNsW8ZTFvWS5SL4rX/i7on9+9efvu51/evTn7+fWbt2cfvhH47td3Z69/ffrsxdrmAUegmJzDNHQOPaxuuV/eknO/rqCiI/Nxc8TdYv/4dO+oO57h4a7+3vaet+w93LwDfatrSrlUlJA4M99bNd3fMt3bMFT/YK6vXkSYUAmQJERXYXago6OOof63OjfPWZnf9HIBxoa65yQG3UsNig528nUx9nTU9nbWdrW8ZGf6o7X+96ZXvzbVumGqdQ2ge91c94rRtW/1Ln2pd+lznYt/NP32/7H88Z8cr/7OU/uPIUZfxAK+SrP5Ksvp61zX73Kdvypw/qzU86uWyOtT+c7szrRVaI0KObhBnt3hUrYlC7vK1T317sHGs+O9l2fb+89X1w8WF5+urLza23v57OT5yevnL39598vr1+vSbdzoJnbwUEHZVkuXF6Qq/iKfQqJgUDQCSS5V7Gxt726sri9L12RClZAnJMPwkPqpzoyJlripzlTYYAFitBQ13kCcaddkaAZ8QNPC+5+A/osWB2FWc8MiIs0KyFAJE7sq5u0qlU/WtnYXlbjxgbu+tn563/npXvE1NsyNvpMaHuWso29/7aq3kYGb1nXn61eNvz73/T//64WPP7n5x09dblwL1L/hfulPPlqfeF77A+izf3b99tvKpJT5vl7UNGRmZAg+MIjq6od19c31DcD7++D9fbD+AVj/wHz/IGJoBD06jgZDyPM0JprDJQg5eAETx9OcC2k4LhvL05TUXIJQQJUsMOQS7rLmgpBPl9JwXByMipolYubIFAybSxWLecurS7vbq0cr8i0JXykVrCgWVhULq/8oQ79/evTu5ze//vLzu3evfvnl6PR0e+NIJlGTSJzJGUxbP/hRbdvdBxXJBQ/jM0qi04pSimpi8x97xCTZBgRaerlbejhZ37K0vAWycLKwsDMLj/Qb7K6nIcdwk11ocOd4W9lYYzFjrlPNmWGiuupLYyMDzIwNvzfQ/kbv5tcgk0v+7sDkyNsZMZ5pUbdj/O2C3QH+rkZetjdtDM4DbnwGvPkVSOtra1MdWzMdWzMtK6OfzLS+NLz6bybXfmd64+Pb1/7JT/f/RAE+S7U5l+v0XYHrt8Vu50rcvqn01aoJvNkSoduXZDyV54CvCGC3Ji70ZPP7S6SQJiV2epPL3l9UH60/Odl9fvrk1Zu1zUOpdJ3N3Bbxj9fVLw4Pnj493n96cvrL23evn7/bXHwqoWyKSSoJe10mO1HtqcQiDoVEwRGEfNGaenVnXa0pOZYEPCkDS4d3zfXfA7cmQjpS5wcKESNlOEgLabaDButhwAc+gOZhwf9/gZaQ5yWUORFplk+aWaAjVSLWjnLpyfrGkUrNhk7FOwGtv/nY59oFq2/POdzQtdE2sb2ubfDFV+bnv7H+8VvH6z+66l7TPf+50Y/nA4HmRQFeJZ6OycAbDwIta+M8Eiz1fH76LtfXe7K1CT09AR0aQvSNoLsHED0D8KEhWF83rK97vr8b1t8HHxpAjY7iJiZwEAhuGk+F09hYDpfIZ+P4mi4HmyDQgKaj2CwsT/MYUcxZ0gyRaqpkTZ5GzRLRUBIORqXgOAvcJfXijnpxR7GwKhOqFAurS5L1vw/65zea1tvzs7Oj5y93nh7L1zaYCxIEjDwwMFVe2ZpTVJ6SWxKTmRealhmYnO4dGucZmhB5tzA0I98pNArgedvY2dbYEWhqb2DmYGRopX9V/4qJuU5uZhwc0kOHj6DGWtofpw3XZtNm6leY43hI7d0YZ097LaDJFQdLLXODC6a65wJumdyN9ci645EW4ZoRdSvKG+Rrp+tidslW75yd/jcuZt/fBlxws7rsbnvF3eonF4uvHUw+cTT++Bbg975Wn2Y4nM9z/aHE51J18I3mSO2OGP2eOKO+BKOBJNvxu04zBW7wh564ygBybRi9PppWF8NsS2f1FIomO1ZIuAP54unW/ou9w5Pt3ad8lhqPkMCn1FTM0bLk5eHuyfHT/aOnOycvz85+fnf6/OWmYkNGU4tp+8uyN1v7RxtrKplEwOLwOHyFTL6hWt5QylalgmWBYJFL4WIHYYNFY80JU50ZyLFSPKSeMtelCdp8HwM+oDkactBj/5OS4y9Aa3aWkqd5xGkhFa4UMLaXFw/W1g+U6i2hYLDkXoYjINZC20fnSpK7R7JvaIA1wFHnUpidUVHU7dwQx9QAayvtryy1v6nNSoHVPhxMj7x/G9CbG4Fse1AZ5R184/tUZ2tIUy1+ehI6MIzqHUN3DcG6+qB9PbC+7vneLmhv51xvD2ywHz02hp+cJExPE6bR1HkCE83g4LhsPJeJ4TKwPCaOryk56Cg2E8PVPNwSMuUKoVozFS3mLPFoEhqOS0DQ0VASYho/B8GQMCypYGVteU+l2JaL1HKRWqXY/rugNZ8Zfv7yl43dI+HiKp4lGINimvrHy+s6cosr4tJzI5IyQhJT/OPi3CMiXEJC7N29HTz9A+PTApPvOgaFgTw8zFzsTJ1ABiBdQytDfZDhdcMb2obX42MDZ8bbKciRsZbC+oKIiZZs9lz9Cn2EPNV8N/K2r71psLdDiK+9PfCqqfbn3o5amXdc8xO98+I90yMcYrzMva1v2OmfB1771ErrD26mX/pYnQtxvRDtcSnW82Kc54/JXj9k+P5UGHLtcaxuazyoO81mNNd+uthl7qEb7IEbvMQdXuKBKAlAPQpGVYQgq4KRVcHYmmBybRitPoLRFk9pTWcN1ijQ0H2h4Llq+alSuiGiKSAdnL5q5kCtDDa0L6C+3Fk9Oz0+PX25e/zm+fNffjk9O3uyvb/CXpMSduTswyXZ893tw60N9eKySLAg5AuUcsmGUra5KFZJxCtCJg8/Ojd4f7w1ZX4gnzBdQ4a2Uee7P4BmIgY1oNmo0f/eofA/yhaToRLKrIg8zSVMCihzSzzq5qJ0T63aUCifKJa4kImW1Oh4yxvx9npj1SUj9XV50R4hDno5YXaD5cmVd72L4p3tDL4E6vzxfnIYoqFkPDMs38WwJSt8rqO0Mtbb9/IXEaba41UP8ZNjc31DqF4wtmcM0TMAHeyD9fXO9XTPdHXPdvfM9Q38e8kBxVLn8UwkhYNjc3BcBppDQ7LpKA4Hx2diuEwMl4XladI2lyr+83yzcoG9yKNJWCQhHc8jo1l4OG0GjMTCqSLO4rpyf125r6k31Is7fxf0ycmvWzunYvkGjiIYn8U39IALKttSCyvjcgrCUzP9YxN8YmK8IyNvhQQ6+fs4+HqA7Gws7O1uB4V4RkTbePqYu7iY2NoaWVkYWZoYWJgYgEz1zI10DLVCwzwGeyrnJlo6Hse1PYwkTZQqqX1SfC+0s/xBSmxBQkJ+emxUoIujxWULvc/dQD/E+ptn33HLi/VIDQbE+RgH2N1wMjxno/VHJ8NPA22/ifW8eC9MpzTetCYF1Jxh25PjOJTrMpZ/a7bEZ6okcL48BNsQRmoJJbWEEuqD0ZXBiLIgUnU0vjoKVRMJq42YrwlF1oQQakPoTeHo2iBUbTS199EianKPS30ioqtos6zpFmJlHOpxDL42jT9SrcRNPFGIXh8dvn31y4sX746f/nJ2/PbtybPjLcG2ArMpwW2JGU/W1Md7O4c7e8uLSj6Xt8BjK6WCzUWxWipTiVg8/DhitHR+IJ84VUGBNmEnG7GTzcSZdup8929LDi5m/L8Kmo+d+tsVCHFKTJ4RkSFcwiSfDFVwyOty8c6Kcl25ur+oXoAheu8lJThcTfPUQvaVzfU2FSf7eVteTvI2G6hIrrrrV18QEeCk4255NfuOL7yxCJwVUuhu3FWcgBlrbcyOCNT52vPyF8OP8oiQ8fneEVT3BK57DNk7ABvph/cNzvf0Q3v65noGNYdC9CgENTZFgqLIc2g6nMjHc/hEAQfHZ6C5DDSfixewsDxNC49NEDBxPCZR8MG0hLssYMjYZBGTKGAQ+FQsB4egMclCxcLqxsrB2vLekmR9SbL+j0AL+Co8QTQ+iWvpmiyt7csqaYjNKYtIL/GOi3ePinYJCXEK8Lfz8bS67WLr4ezg7WJlDwLZWd3y93MPCbVy9zS3dzaytDYAAE1BID1zMz2AuY6p0ZWbl9zcreuq8/o7H7U8iBisTRShGneFYCq4tjE/uSG/ENo1VlGcHeJhY218wdr4KzuTL30driQHW6eHOeXesU4KMAmyv+oF/DHE/nKyn15hnPnjDFBjmnVfofvEI7/58lB8TQy+Ihr9MAxfGomsiUXXxeCaI/CtYbimEEx9KLo2Al0bTa6JwVVHo2qjEc2xiOY7qPowXG0wpT5ovNhpstSf2H1/GT2+yyZsMmD8mRZoU/pMtstUthu6NJzRUSCYbFPTCZitXhMAACAASURBVM+3tn49ffvi+N3h3uvXz969e/3y9RPJgRJzsEx6quJvLSmO93ZePD3eXN/ic3ksKknCY6zJhCtiyZKAxSeA8VPVpOlyDqqZPNcEHSifG6zCTjbT4b0s5BAd1k+bH2AhR/4bbTs+dkoTf52wCZAPoHmkWc2I0rZyeVmm3F/ZFsJRA/fT7wUaZPjdGK5PHWosyopyt9c9F+6sN1KT1XQvur8qN+wW0NbgYnFGGKw5vzfJI9Neq/thKmVusKXgjq/Wn9y++7fhRzm0GQi8fwzROY5sG4a2d830d8F6hmA9Q/O9I4iBcfTING4cigfPYcDzeMgcbgpGnccLCOwFqlhIFnMJYjZOxCMI2Tg+G8fnEUUcopCJez/AJGTKZfwVhVC9wF5kk0Wa2SYajsulS2RC1erS7rpyX724syzdUMo2V+Rbfxd0zySirme0oLIppaD0TlZBWEqW351Ej/AYZ39/Oy8vy1u3gM6OQGdHK1dHazcnm1vOxjYgUzs7oJObtZsXyMnT2NpRz8JKzwJkYGamZwbQNQdcNdS/on/T2hkUExuQlRPZUZWCm6pfwA9KCaNjDXmVeWETnSVTA2V3U6O9b1k6AG962mh521z2t7oQd+t6fphZfpRhYaTh/WjD8njzpnSb3lyXkYJb48Ue0DIfeFUQujYCW38HVx+Pq0/G16cSG+9i6mLIrYm0jhRSSwKmLhJTF4ltiMA2ROBrYqitybim2JmKQEJrDLsnCfbIayjdsjfbE1mRsdDftYMnP1sQLuGmEbWZYxm3R+864sqC0I/8WW2pnIHSJTz0eG3z5cHZycHJy+PXL07fvHx1dvr86GBdtC1FHclhx3LZiWr1ZOvpk83ni9INJoXFoRCXRcwj2cKWkCMjY3iYaS5mgjzXNzdUDekvR03UYKfqidBWynw3Dd7PQA6zUONs9AQXM/rbkX8N5d96/ZtXKn+jAiHA+NiZBcKsmAgV4GalDPyqVLCxrFiRLx6oN5QU+kjpvWQn7Twfw7n6HHJ/Q0NSoPO1PwZa/ThQm9xdk1T3MN7H0dDW6GpddupkzcOO9Jgid9BEdgS3raQx3On29//b9LtPazOz8P1zqJ5ZeO84YnB4vn9wrm8E3v/vgRwcQw+DcWMQ/PgUaQqKA09x0MRV4dKqcFlMk3AJQjZOwMDy3hfTBCGXtPBhSknT7tAU0wvcJT5TxqZL2HTJonRDvby3rnqiWtpdkm0uy7fUy3trKwfr8h2laE0hVIs5SxK+UsxbFnEWVxZ3PrpX3pBWVBaRmusXk+IZEXcrJNrRL9jG08/W09Py1i2As7O5gx3A0R7kbG/p4mDl6mhkDTS2sQE4uFi6eFg43DayctCA1jE10TEz1TIzu6irfVHnGtDePDTcMyk5aKyjiIPpF2AGsCM1nY+S2h8lQgfK+htzEu4EBnrZBN0GxvpbxfkYx7rfzAoweHTHsjnXseOeS1/x7dFH3tOVgbCqEER1MKI6GF4VhKoJx9bH4Bvj8A0J+IYUQkMaoSENUxdDakmktCUTmuKw9THY+ih8Ywy+MQZTE01qSSS0xKObomndifCqoPYE084447F8b2J9tmKsZ59M3uMyKaPt3TkhrTG2U/fcydXhuLIgVlsKq69Ejp48XFIebx2f7r8H/eLlmxenT5/uKnYV+H0Z7Kmc82xFfrK5ebT5ZH1lUy6Syvic5QXWnkS0K+YvMYgC3CwXM0GD92MhLUhwHRJcjYHUEWZbKLDOfwz6r3Lwb0H/x8T8W9AC3KyYCNWAltBxagl/Y1mxvrJ0oFbzYLCmu3F3rK/c8zOdqsyG1pc9iPRz1f7OF3CxMsM/P9Y1ysvMyvA7C73v4zxcsoM801ysY0xv3PeweuRjFXjjM4s/fHTp44/SfP2gLcOYvrm5rhH4wBByeBQ5PPFXmrGjk/jxKeLEDGVmnjIDFxIYasGiir8opkn4pAUuQUhFsWloDgPLY+EFH2Y5OEQRlyQS0qSa8dH3QHnLIt7ykmRdpdheXdpVKbaVsk314s66cn/jz6A158i/AB1ztyA0KcsnKulWSLRzQLijX7Ctl7/VbR9zJydTBwcjW1tjGytTOxuAgw3QyQ7kbG9gCTC0sjK1dbRwvGVud8vQ0l4DWs/cRMvE+JqR0RUDPR1zY0d3h4gYv8Sk4LrSJOJsBxXaMdP1cLg2Gz5QToI2t1cmJ0Z7p8R45yX7FSV7ZYdZZvgbPrwDbM12G3nkMV7mPV3pP18TjKwLRtUGY2pDcLUhmIYobOMdQks8oTmB0JyCb0zFN6biG9OwDfGE5iRCcwKuMQ7TEINrisU338E33yE0xBGa4nGNcfi2BFxrbEeKVZH7hfYYE0xVBLk2nd9RrZyb5s6CG+4l3PUwKQ8CzuZ7karC8GVBrOYkZnfBInL8UL54uvn0dO/pq2evTp+fnb44e/Xy9MXh+tEKa1eMfKIgHK2wjjcUR5vrTzY29zY2tlaWVFL+lki4KxWpufQFIpyHg/AJYCZqgDzfoVkORpxpocx10GH9DPgQCznGQYN/+8pQU37890DzcXNCPFRCmhMTZ/nYqQUqSinibChlu5vLx9vrxLGRvIBbt278MdLyYkmEZ26Ar78lwOKHb8zPfxpges3D6ILhhf+td+n3Ny//Tvvc56ArP7hoXXG5dN5f5ycfrfM25/8F9NX/Ove/PnLV1x4ub2VM4pD944jBIcTQCGII/EEzamgcMzKBG4MQwNPEiRnKDJwJw0gonBWefIktldDFYoZ0gS7RpGcWXvAhNKY1az1EdJmEuywXqOQitWJhdVG8pmnSLUs3liTrStnm2vLepuqJBvSycFUuUEm4yxK+coG7JGQrVhZ3PvKLSfGKSHALjnLwDbHx9LN097ZwdTdzcjW0sTGwtta3sjK0AhnbWJnZWVk42oKc7fVB5npAoKGlramts6mNqwHIThdgqWcBMrAwu2FkeN3YUN/KytLV0cnLxcvXxT/QLTMpYHakgTrXixqqRQxWMObaqHPN7RVx91JDKoviGh/EP0j1SPUzzPLXqU+1HX3kh6gNRNYFIeuCkLWBqJpAbE0woT6M3BRJbEkktSaR25LJbamk1jRiczqhKY3QlEZoTiE0J+GbEnGNCbjGOHxTPL45Dt8cR2iIw9TF4FoSsK0J4w987vtcy3Y435VgRWm4g34UjXiYRmyrGa4sDLE3cL3xx/veptACb2JFCLbUj9EQy2jPWZwfeLIgerl+8Hzn4NXhi9Pj189PXr968fLn0yfPNyQ7C7hdxfyhivB8U3C8tfhsZ/XF4f7x3vb6klzFF2yIxat8toyGkdERSxy4hDrBQHTPD5eiwJWEmUbKXAcN1kOH9bOQI/8Y9F/x/Zul84fg4WZEhFkpeW6BMMPHTgnJiEUBfW1JsqoUHm2sYEb6070cQd/9i82PHzvfuGB96aLp1as633x96X//k8U3nwaa3PAw+SnITc/c6Evtc196WpjdDfSNdrSNdQIVhbqX3fHKD7I1PPf/ml34uim3hAcl4Uen4QODsIEhxOAkvH8EMTCKGhrXpGdNvYEfnyJOwjgIopTKVzAXZHSRlCGRc+RyjlxAlXBJIjZBoGlLc4hCDlHIJgg0y8QEVMkCe1FTTGsaGjKhSiZUSQUrMqFqWbqxrtzfUh9uqp5sKHaXBO+fIUr4ShFn8T1ol8AIJ/8wO+8gS3dvgMttEwdnQ1sHfWs7PUtLTRhYAo2sLTWgLV0c9IBmuhYWehZWRlYORpZO+kBbDeibJnpXDHR0QAAHHx/P0GA3Xw8PX/fwSL/stHDs3ICQOIMZb4b1l+EnqhGjj1rKImuL47qqMlpK7uSEAxNuXS4K0evOcZ4q88U1BeGaQnANwZi6YExtCK4+jNp8h9EWT+5MJ3emkzoySB0ZxPZ0Yns6viUd35JOas8ktKXhWlKwzcnY5kRscyK2OR7bHI+pi8E2xNJ7787XRj6OME6y/rrA/cpopjuk0Gsyzx+cHTGYn1AU4+Gk+5X7zU9qwq1gxX6E8mD8Iz9abSStMV0G6dxmUE8W1c83917sPzs9en387PXL07NfX56+3l/bk7O2FXNPVrCnm5zTTenxpvLlk/0Xhwfbq6srfJGSz1/mspZ51A0xdVtKkjOmyNA26MB95Gg5YaqBAm2jzXXT5/tY8GEOcpyD/u2E9H8O+u8FDzezQIRKyXMiPISPg/CJMBmXolYsbK/Ln++uy0jY0cqiTB9Lf8BPzjo/htrbJ4SHxnh52F+76nbtUmlUQGdxUn/d3QhfI4trPyUH+g5UV91PjEvz82wvSsf0VvQ9ig+xu254/pO80BjyGIwEnkEMDsEHh3HjUOTgmCY9o4fBmJEJ7OikJshTKAGGLqMJxBSemMKXMhcUXNkiTy5hLfIpYs3doWZCmksSsfB8LkHII4reL31kL0q4y5rRZ837FM1blaWFtfWlvW3V4dbKe9CaxoiErxSyFQKWXLW0+5GNZ4DVbT/QLS+Ay20zJ1djeycDG3s9a2t9Kyt9KysNaEMrkKmtJdDJzsrVUR9krgMA6JiD9IG2BkAHXYC1jjlIFwC8aaJzzUhPzwpo6+3l5Odn7+EWEOqfX5STnRGLh08IyFD4cP1s90PE0MOZnrz2isi2suTW0vjSlFsp3tpZPjfqE4GjRS4zjz0xdYHY+iBsYyiuMRzfFEVoukNqSSC3JlK7csgdWaT2TFJ75gfWhLY0Smc2se0uoTWD0JZGaEvTsMa1JJFaEsltyeTutNa7TjGgL+OAX9ZHWsIfRY3m+888iBrNjXgQ6hhoedlR+w8JNj8MJrvMFfpgH/hh73tTKkIpNYmS0YZ1AupYojhZ3zrefnJ88OLZ0dnzkzdvX75+e3TwTC3fXcLtLxGfr/Febiqery+f7u6+PHy2v7W3sqCQsjgyDmtDxj9SCXblFCFxBDFSMd1bCB95hIfUUqBtVGgHfb6PCRviIEf/JmgeBsLDQH5r+r1aDOTvg54Sk6ES0owQNynAT/GJc2IWUSnlrSllmwqFms0SzI8Pl2dkBlu7mVwuSozpaa6qu5/nBzIHfPdNhofjWGUusq80J9rGw8zgbmgAYnCg83FpSpBPTU48fbJ5pjnnbrCF0XefhNo6QNv6mVAYHjyOGBrBjs2ihsY1mj+Axo1BcGMQFowkJfHkNJGYwpfShHK2eJEvWxYqFvlKMVPGJQlYeC6bwOOSBFySgE3gad4m8knvv4Yoov/Fq1jND80rw03lwbbqcEOxqxlsknCXpYIVIVvBZ8pUS7sfmTu7mzq6Gdk5G9k5Gto6GNjY61pZaQGBBtbWmpLDwBJoYAk0sQFZONpauToaWAJ0AABtM6AuwFoPYPcBtC7Q8CbA8AbAVBsE1AIArhsaWNlbR9+JSE+JBQ+2oyD90P5a7FgtcvjReGtaT21UZ1l8ZZZvVoh5hrdWabRxV5btRIkbosob2xiKawojtEaR2xNoXanU7nRKVwa58y6lM4fckU1su0tqzyR3ZJE775I77xLb08kd2cS2TGJbpoY7vjUV15JCaEujdaYR2pImHwfneN8IMf4030t7KNsH+ThutiZ5piy5JdErxuaaw43f+xj/8aGfzkSa40yuB6LQE1V0m1QaQKyIEQ1WqZGzR3zBiXrtaG336c7J08M3z47O3jx/8+vJ6dnO1hMld1tCf6YUvd1Sv9pYP93aPd0/2d85WpOrFxg8OYfzRC0/3pSsi3C0+Y7JzqLprnvwwQeEyRrabAsd2sGAdrNhAzzkqGby7s/vsiZ52EmN5v8qaD5+WkKZExOnBdgJDWgRA7ck5uyo1rYWV7aFYjl2DtVbWncvyM3i0r2kiPGeqv7G0pRgT8DF8z5m2j0P0nH95T33I6McQVHOdlPtLSNNDQl+HllhHsieR5C61MepbnZa524bGfc8rGZCYZTpKeTwKHIIoqGs0awpoEmTs2QIlI9iyskiOU0kpQmVXJl6YXlVurKhUG0v720otpUitYQl/8CaRxZy8QI+UcQnLWjaeZrkzaNJFhhyzQyTmKmQspeUorXNxb3dlcMNxa6Ct6JJ5FLBioAl5zGkfwHa0NbByM7R0M5OA/pDDa0PstAHWRhbAzWgDa0sdC0sPoDWMbfSNgPqmFvcNNO9YW5w1dToqqnJVWOTi9paN/V1rW2tcnMy2poqB9qqZgdq6dB22MD9nqqovtqo9tKYh0muqT56uUH6dcmgnizryfsu5OYgbFMYtikc1xyFb0sgdaVSurNIPTnErhxyZx6xI4vQnklov0vqzCJ3ZZK7MomdaYS2bHzbXWJHFqU7l9yVjW/LwLelkTrvEpoT4LVRrekOcXbnEx1/aE9zgxSHg3MD+0piahNupznre+t94ab/aar7ld5UG3yR13yBD6rYG1vkQX7kjy+N5HaVyqdHd2j0E/XakXrzaPv46MnZ0ZOzVydn756/evvkyaFKviFkH8kW3m1tvt3efbl1cLr//GD3+YZyU8TkyXnc403l823ZEguGAdeNNWdPdeZpQFNnmv9LoP8iDf9noBcIU3zsmJAAEZDmhXSsQsTaWdnaX9neWZAzISNznff7qhKcTL+L8LZtq7o72PKgNDfOzVzbQfenytTQyarMweKonIBbQZamw3XVkx1tSQGeCT62kKasobLI7tKoIFs9Zx3d8tQs3CiYBJnEjIExozMfQGv6G2QIlDYDY0ARAjRLThbJqAtyxsL6gnJ3eXN3ZePJ2s7p3qvTvVdHG8dqybqAukDHsFh4roC6ICAtCMliAVnMJQgZWK7m7RabIBDRZTLOspyr1GwVW+Sr1uU7H0C/f2X4W9BGtraaMLazM7azM7Sx0QWBbpqbawEAWgCAloWZloWZDshM39rC1NEG4GJrZuOoawbSNrHQNgPeMDa/YWahA7TSAVrpmFvcNDG7bmysbwHUtwD+ePPGNX09F2+v2prGjqam6uKc3qp7iIFH482pXZWhNSUe1cm3H0TZFoWYlcdZtWY5dubZj5e6E7qi8D0p6PZEdHsytjMd151N7C2kDDygDDygdBUQ2/MIbdnE9hxKdy61J4/clUNoz8S155K6C97/b0sOqS2H3J5LacshtSYN5riW+l67736pIdykN9m1Jc6lPNgmxdsmEHTNS//rWJsfK0JMBtPtofmu6JLb8JJgfFkE7nE48kE4piKe2lYkmmhR4yGHUtZTleRoZ+3J0cHh8cnhk+OXT07fvfxlT8pfIM0KCCNrMuTTXe7J4dLRwfbB3pMd1caaYmVNsfh0c/V4QyEnQ7D9D+GtOfPdhaiRUux0LWquEQtrpyB62cghLmyYiYCwUJMcFISLnuRjwHzsmAA9KkAPs3GTbNwkBw/hEqa4hCkOHqL5ywfufxUC7NQCYUpImBAQxgTECT5hUkyBrwioapVye3tzZ1ONGG2drL879jgmKxTkZPZjRbr7bMe95vux8X5WZlc+zQi0bs0JGswPLY51j3Q0rslPnR7tKkuJzbIHVEU4NZcENKWFpN02ddP6OifQkzw2O9sBxo7NIsfGUMOzmFEoATxLmpylTc2z5zAiBFWCYkoIQjlZtMiQrnDkayLltmz1YHnrcHXn5f7rl/uvj7eeby/tKoUqKUvOJfKpSDodyWJhuGwsj4ZkkeZppHkaDc1mEwQ8gpBLEHIJwgWaTLNeTC3f3lQerMt3FvkqTQ2tmZMWsOQrizsfGdnaGtrYGNrYaFgbWFvrAIFaAIC2hYW2hYU20FwbaK4BbeJgbe5sZ27rpGduqQF90wTwAbSWqbk+0FLXwkLLxPSqvsFFbS1zW5uopMTq+qa83Oy02PCCpODeynRYf/FIU2Jjic+jWLv8ENOCMOP6dLuBEs/hh7enK33xndH4nhRCbyqhJ43Ym0XsySH25JJ680k9hbSeImp3IbU7n9ZTwOgvYPQX0HrzKN05pK4iem8JvbeY2p1P7bxH77nH7M6jd+bMPg7uTrevCNQq873eEG7SEGFR5KGXCPrJVetzH8NzKS7atbH2Y/m+08U+MwXuswVuqEdh+IpI3ONwdGk4tjKB3HKPN9qgwowdLfCfKhWHG2sHBwfPjl+cPHvx+unpuxdnB2IBqrcBXJNFGioRwBrWWNMv1iVv97df7D872Tk8XN8+2lx/ur6o4qFoM83o/hJUbyFupBQ7WYmE1KJnmonzXQz4EAc+zEROsFCTbCSYgwbz0ON87JgQMybEjPBwkN8GFzvJxU5yMBP/96AXyDAln7K1qpRJxeolGWq8a/BRUk9+WGGUq4vZtZzwWwPV+e2lObnRARaXv/Y1vV7ob9+eGpTgBvLSu57s41VVWJAfGRNrDrgDNEgMsAoCXLtt8C3wx98nebmSwPMEMAYPQcwMDCCHJ1AjYOzYOAkyyZqfE6KxMhxFgWdIiQI5WbTIECvZMhV/cUO8siNfO1jeWpdtbiq2NxXbq5L1ZcHKB9DoSQx2CkeYJZJgFDKcSoJRiDAKCU5lojlMDJeN4wspEs1O9aWFNZVsa12+syR4v0BMA1rIVmgytJ2hja2BtY0m9K2sdYAgLYCFDhCoCW2guQ4IoGcFMLKzNHW00YDWMQXqmIN+C/qGsamWqfllff0revrmdva3/P0iEuKzigrvpKXe9vUOC/aJ8HMpz4miTDchBks6H0fcjwNkBmjlBevUZ9oNPfIZL/ebqQlBt8WS+1Jpg5n0oWxqfza9L5fWm0ftyaP25JE788ideZSue5TuXE2QOrOIHZnkjmJaz31aTxGtO4/alcPozqR1ppHaEscKvTpTbesjDBsjjLoSrHqSHRqibUoDzVKcr93zMqiJtu3L8QYXBoILfafuByAeh2IrogmVUfiyCFx5FKE6kdCQyeovW4L37XH5h/LFQ9Xawdbes6Pnp0+fvzo6fvvs5OeNDeJAa/td/950x+mi2+TmZBWi40SAOVnbOdt/+nL/yeHG2rZSrOCgiTOtU91F7Mky5lQldaaWOF1PhLZqPibExUwwkeNM5DgbNf4eNAYswo6LsON8/NRvHWuCi/1HGVqEhwjwYD5+VANaRJpf4pLWFKIl6cLrZ0d02FSmt12g4Y+hQF3rqz856Om6mhjb6uk46OkafvGZ6Z9+b/v1710vfOL44zfWX35ldeGStbahk56Z/beXDf7wqcGP35h//2/mP3ys8/U/hbnYYkegjHkGYRo9MzSCGQMjR4aQw/2EyWEWbEqERckJBAWBIiFypSSelMQTEThCAktAYAmJ7AUyl0fiCSgCIVUopApFNJGAImDj2VQklQgl4abxhFkiFUlnYtl0NJOCpFNRDMqf33GxcXw6hsPC8xdFq6uKnTXZ9rJwVTOj9wH0qnL/I41mPUurD6EDBGlbAHVBlrogS10QSGNa19LCwAZobG8FsHPWB1j9R9B6FiBtM8BFXd3rhkbO3j5RyUkRCfE+oSFGdtZ6FqZunq6+Hi4PcxI56DHabNtoQ0ZdjsO9SL2swOsP40wbsx16iz2mqsPQ7YmM0Rw2+B5jOIfan80aymMP5jP789i9+ZSue5Sue+SuHFJnNrEjk9B+l9iRSezIJLbnkzvzKR15pPZMSnsaqS0R2xQJrwqYuO/bn+XcHm/RFmvak2Q1dNdlMNujP8urK8WhJ915ONdrqiQYWho+XxaNrI4nNKURa+JI1TGEyihSZTSxJgFbnUJpL5ZCmtbIjCci2VPl+sHq9tHO0fHB0+f7By+Pnrw7+3mTT5mqiG+LMRhLM5krdIA/DqS0ZyyRyYcK+dne3qsnu4ebyyo5g4Ybmx2t4UAq2ZBqOqSGDGkgzrRSYX0M9DgLO8lAjDJRI5rhOz4GzMeARdgJEXZco/kvKGtSNXryb4YGNB83rgHNw08IiXMKNmFDwlsRi86eHbOR8CQXa9efvg4x0bO5eFn3m2+1z583uXrJ1VjP+fIFi0/+xe2HT0OMfwrQvej90/duFy/eMjWJvOUeYmHtclM71N051hMUZK9rrXMuxtMFMwqVkqUcDJOBIZCnYcjhUWhPL2yghwAepU3PsmbmmVMI/DiUAJ7Dg2F4MAw7AcNOwHAQJGEaTYGRyfMk0hyRPE+iIagsDJODY7OxLDaWQ4FRSXNkKpLOwLDoaCYDy+aSBGwsh4FhURA0GopBmCdTUYxFkWp9aUct2VwSqN9vxOMrNdvG1lYOPjK0sde3stUFWesArXRB1pof2haWfwZtqQMEaltY6IAAelZAQ9u/Bn3dFKBtYaltYXndyEQXALxpanrDyNjM1s7O/RbQwV7XzPQmwPi6sb4RCOjmfqswN3NqqA06WDfUkDdSF16X51wQbZQfrv/wjllDpiO4MhTXk86ffSSAlrLGiykDuayRQv5oMWvgHrsvjztSwhm+zxwopPXeo/bkUnty6X25zIF75I5salcupSuT0p5GbE0gNEcja4JmH3vPlAaBi7yGsxz60yz706yHMh2H89xHC7xni72hD3wRZSHY2lhCfRKhMRXfmEZsziTVJ5DqYolV0eTqaHJNHLYyntiYxR8uV6JRBzzB8yXViXrr2ebus539k739F88Of3737ux4mzffPJDnOJRhPFUIGi2wHi5wRLaWcacGtwTU0+2VN892nj9ZX13ic+lIIbxTAOviw3s4sB4GrJeOGKKhx+j4CQZykIkaer/fHzvBx4CFGLAAPc7FTHwIHnbywwDT3wPNx0CEuEkedoyHG9GAFhCgMiZuS85fk0uf7h3wicSGzJR7Pq6l4YExdvZmF847m+rejfW7n+if4mjo/M0/Z7rq992PehDsEKb1XbTJ9arM6J6aogw/1wCgfl1xWsvD5MeZweG3Te94O091DK4J1IsMsZzJ4SEZuPH5mc6BqfYeaGc/rGcE0Q1GdEFgfaOIgXH08BRmdAY7NocFwwkQFGkaQ5zD4WcxuBk0cQ5HR1E4eKaQwhPThVKGREQR8ok8LpHLxrOZWCaHxBUxFqQMmYAiYmLZGTAypwAAIABJREFUTCxbs1ZdLlCq5Zsq8YaCt/J+ZylvWcCSC1jyVeX+RwbWdnqWNv8RtLaFpQ4QpMnWmpJa19JC3xr0AbTmUHjNxFwLANICgC7rGdw0MbtpanpV3+Cyrt41A/0bhgY3jQzN7EBGliAjS2s3H//ouPj4OxEZCSGP8mKn2jJG6hKaC3wfJ9tVJNs157iPVoThezL5iBoxtpEDraCOFHPGH3JGHzD6C5h9BUJwKX/sIXuomNGfT++7x+jPYw7cYw3m03rTab3ptK5UUls8oekOoekOtiECWRWMqo2GVYTO3PcE5zmNZtuP57lMFHtOPfLH14bja8NxNRHYqihMZTSq8g6uNonclIGvjyfVxZKqo0lVUaTKaGzFHXxdCru7UDo3uknHHktFJyvK5xubx1s7z/b3X548ffrq7Jc3z58oaaj2jLpYg8Y4rdEim6nHLhOFwfPVqSxw8zoXf7qj+vXV8cvjw+119aacvimhrguIShZ6gTBDRwwRYf0ExAAT3cdCD3IwQ1zMKB87xseABehxAerfKf9W8z8GLcBOcDGjPNwInwDm4Sf4+FkJHaMWMXfUK/u7BxIOd6a9viUrrisv+WFMiJ/RzTgf276mPHBDVnuKT7juF2XR9lOdeb1FMckWV3OdDCeb8mDgmrwolwDg1fZHSc0P41sexaWH2wc6mNbdK97kL69xpQoqTUzgkCBIaPcQpK17qrUb0tIz3TwAbR2Z7eyZ6xlEDo5hR6dw4/OECQRxCk2axpGhODIUR4eTeDjmApknpQkXWZIVnmJNvLomXlUJV+QcuYgm4hK5mqWmC1Qxnyxk47k8koCF53JJAqVkTZOhFbwVzdKZDzeFq8r9j/Qt7fVAdrpAW12grR7ITvNbG2CtYaptAdQCWNw0B2gBADpAoJ6l5W8PhdeNzK4am900B940B+oDLW+amF01NLxhZHzNwPCyrs41fT0dUxOAlbm5lRXQwdXBI9DS6baOkQEQaBAW7NJVmjzTWTzbXjBUmThQFj1QGjpSHgprSyRMVwvxHQuYdtZsLWeqij1eRhssZg0/4I0+YA0W0fs06Tmb2pNN6blL7s4gdEQS2yOwTWHwmkDNOB6xMY7UlEDtSCU2x6MqgmaKb4HzHMfvOYKL3ace+c6XBcIrgjFVYdjqSHx1NKE6llKTSK1NwlTHkerjSNXRhIowYmUkviISXxNPa83igusVyMENOvKpWHC6qj7Z3Dzc2Xn+9OjZ0xdvn5/+crAmxwx3ZHkVel6ujtAayrWaznOA3vfBtWRyZjpVPMqLg/1fX799dXL27On+s4Oto42VHRlfTkPRYcPYmQ40tJOLH+TgBjmYATZ6kIMa5qLGBKgJIXpSgIUIcVO/DQEWIsD+3ZLjA2gudphPAHNxYB5uZoGKWuJRVUtyhVItFPAIs0MDj9P7H6XU3g2NMNVN8bYBdxRP1Gf1pPr7X/lTSaTbUPf9toL4NEuDfFfAcGU6ZODhvRjnENDl7vtxrQ9j+muSSlJueQFvpvr5CeEkCYbAnZ8hz8zM9feONFYP1pUP1ZUPVJeN1tZONrb0llcO1zZA2rphfaOYkWnCBIIMwdJmCDQYgYEg8fFMCZUvowulNIGcIVJyZct8hUq0rBQsSlliMUMkYS4IaHwWgSkg8TUJm0/m8yj8BaZ4bXFza2V3Tba9yFe9X4QnVIl5ywvcpbWVg38HrQey+/BbG2B9w8zipjlQCwC6aQ64aQ64aW6ubWGhCwJ9AK1laqEBfcPM4oaZhS4AeFFH76Kurq45wAAIumlspG1ibGwJMjHW1zMyNrZ00DK3/VHH5JKOroGZjruHzePUsNmOMgq4CTvwGNVbONmYMFgWPFkbOTP4gI3pkJIHBMg2HrSJPVHFGHnMn6jU5GZNsUHrzaH2ZJO60nFtyYh6T3it10y5O/i+K7jYff5xML4+ntqaSu1IpbQlkRqisFWB8Mee86Ve0DKfucqA2VL/ubJgREUYriaKXB9Hr4snV8UQHkegKu+Q6uPINTH48lBieRi+IpJQHU9tTKcMFLEnauTIoR02+WRl6dn6+t7GxpP9g9Pd01fbRz+vb72QcJgD1Y/9jZJMPy5y/nIk/vpEFmiuLGS+JR8P7l0RiV8cvn598u7kzdsXL1+/enp4vL6yLqSLiDMs3CiHNCYgjfAIQxzMABPZz0IMcpCjAtSECAMR4acXCDOaEOGnBVgIHzPJQ0/8Y9Ac9MgH0FzstIiClHEpq+qVla2dJeUiDQvpepw4UJ7QXXonFWSRdMumuzKzJS+iLvyW2zd/KIkJmBhrbczLSAWZF7jYDldkT/Q9TPG39NI511sUP9qYPtmWWZHl7WL4/W0D/YnqZmhz+3xb03BzWXt5Xl1RUl1RQkNxYn1hUltJZm95Ibi5aaajCzU4QpyA0mZQjDkCa57CgTPYaCoHQxMS2RIqX0zhCQgsEYkjowsXaAIZSyxjiSXMBaVwaVe5vbOyrZKsyJhSAUXAxDK5RC6HxBXSRWr5+vrSlubqWy5QyQWqRfGaTKiS8JXrqicf6VvZakLP0kbP0kZzwtOUHFoA0A0zi+umgOumgBtmFloAkLaFpYmVvSHQRssYcN3A9Iah2VU946t6xjqmQG0TCy0TsxtGJlf0DC7p6F4zMNQDmJvZ2hgALbRNTa7q613S0b6orXXd0MDYytL2lltWXlx3R/n8YD1hsEYw3cEcb+LMdeLBDdiZDg5uUMWHSQiTctyMBDHMm62gjKfihwuoI8XM4SJufyG/J4/RmkGojUNXRPXdte1Lt+xOMu9LBY7fc5q87zVdEYZoTmG2pfJ7cjid2biqhPmHYfDSMExVBLY6FF8WRK6MoFbdoZbfIZVGkR6Fk0pDCA8DUA/CyRV38A9DMUUBxEfBmBJfxH1PUnUIrSKE2BhPG3ksw4ydSAUvlSvbCvnx4f7rg413R0cvlOo9DmWHMj5fFXvfW9fvyv9JNb1QHWjamWA7VRJN7qkTIeCHKytnx0dnZz8/2z99snl8sLq9KhUsCekyHpNPYXGJUCZ2ioIYJcNHaOgxBhbMwILpmFEOtpeLHRDghgW4YSFmRIgZE2EnJDgIAwumY8YZWDAbB+ESpgWEGS4WwkKBRYgxAXKMjwTz0JN87IwAP88jwHkEuJhH2llRHq7sHC6tshEz420PwZ0P6x+mRVmbprhawhuLMC351XGOnlof1yU7cidLIQW+seZ/ehhuguvNJYw+Koxx8TD5qSkvAdJR3nI/NcHLylHrvIfxlfKM2OaS/KaS4rq8iOrs0Ors0Ib86Nb78T1lGeONhdCux4jBIdTwCHZ8Aj8xTZiEEqbg5FkUdQ7Hmqdw0UwBjsPHsrlYFhfLYmGYDBSdjaYJiWwhhSui8hb5kj3V5vH2/tHW7u7y1ppEJaTyqUgqAUbkEPkrC6tLgpUVsWpNtqmWbC2JNhWCdTFXKRMqV5c2P9I4/m31/Odi42+DNra0+wD6ppH5NX0TDWhdM5COKVDLxOy6ofEVPf1rBoZaJsb6FoDrhgZX9HQv6Whf0dPVMjE2trK0v+3uGRyUU5haXpFfnp9YnRU1WV+IGagRYsY46BEKDMwlTK+LSCsMrJpClKGnBbP/H2f3HZX2nucN3Jl5dp7Z3Zndmb1za3JvctNMYu+9xfRqYqyxa4ommt6LMTHG3nuviGJBEamCgCgiHURRwI5K72BJfP5gJnv37j5ln3Pex3Pg79f5+P5+vr/Dr2ysKxXf8Xa45SW29gmmNKU/Pab5wfmSGz4FcR7F173LrnvlXrPNuWZVf9ev483ljvTQnpxYbNntkcr7I5UPMYUpyKxbqKwEdE4cNjeaWJiA+RiFfBeJeh+DeBPR9/RK35OLgy8vI9OjhjJjkO8jEO/CMJkRyPTggbcBiA9B+MxgRHYEourBeHeZmILbEMxIZmfFopUt+drG6soqbXwWDZxDVVBangJeBCV777u86zeJDv/64tTu/Cj35qcJ8IrCaQJGIxIYdHqt3Kha1ytFcrloSbEmVKyurC+uL0zTBZyJafroJBXPImOpRPgopg+H6BpDto8h28dNgQNMz5pSkaAJTLfpkmUCBSIjO8fhQBKsfWwQwEC0MxDtDFQnFQmaQIDIyG4KupeCgTDI6CXetIg7v8rlU9EDoNqPtXlP0h/HhB93eRR5AVKe3pFx712kf4zLrsKbZyAfk9KDPMKtv34R5NH28W7jhweJF/2PH9n3MOTqu7sxsec9Tlr+aP3Xf3Df+9X7OwltxfltJUUdJRmAwveAwvedpVng6gJIbSm8qQrdVgdraYW3tsFaAbBWIALQhezow/YMEvrRY1ACaXCECMFhelDoLgS6B4UBDw31onF96BEYjoQamcCMccbpKzPzylWpTqrYkhu0q6p5jpBOoBIQIxM4iumVcHOT8/OTS7OspWn64hRtgUmeYVN5wulFM5PjL5RNhdja08fW28/a0+eXoE1fmkDbunlbOXt8AW3r5m3n7mPn7mPj6mXl4mbp7Grp7GLl4mrt6nbY3sHczv6oo5ONm7uDl7ejt4/rMX+vU6ejE2PvPUy6FRccG3jy+a3Q7OeJ3Y2FCHATtL0VA27nT+CWaONiBnuBgOMi2ml9BfCGJ22ZMcV3T32MdHkVcOTFhUPvQ2wLb3hWJgWUXj+VftX23eUj1bd9Ot5c7ngfDMoIh5XdQlckYyse4ssf4ovuEQqS8HnXcdmxIwXxiPTw/hdBkJeh4MeBrUkn2m77Q55dRGSEoTKvITLCYOlB8Iwg2IerA+8uQdIu4jIuDny4BM6PQte/mMN2bsxMqubmloXzutVl9RxvYRQ6CS2gdz4mN9wilCfXJAbcsP4q5shvb9qYJTv+4yO/A5mRF3ryU2dH+hXr6zqlQSPbkoqUColYq5Lq1RqjelstlSvFYvnammx1Vbq6LF5ZXJnnz89OLfJYfDaFQ8ZRCQgSpp+E7iGhu0imu5Whbjq2l4Htpg2BTJs+OhpER7Yx0R0MTCcN1UlBdUygQDRMDwsPYYzBF7iclck5MW+BgUPW5D69fe3YZZ8jPjZ7L/vaPrh2LvqY/VWbH8/u+eMt1wMpHofCLfec3fvXMEeL2GNeQW7O3gfMnXftversfdXb7pTN/rO2+71+/tr+2z8+j7mGbGslgPvRrc3I5mZkczMGABhu70Q1tw3WNUGq63tranuqa0CV1Z0VNaDK+u7a1oEWEALYj+lCDoEQcMAApAU80NoH74QN9aKHetFDYCRhcHgcPUrFkznjzDnurGx53SDX7Og+7eg/GyS69bm1WSZ/msYTchdmWHNCztwMa26KNjdNX5xiLDLGeUwaTzi7bPbLwfxFs7Wnj52nr62Hj427t7Wbl7Wbl427t62Hj52nr4vvCRNoaxdPG1cvE2gbVy/TN1bOHlYubtau7jZuHtaubtaubpbOrhZOLlYubrbunjZuHkcdnQ/Z2h+ytXfw8QoICw4JvRISePp65JX4awFvXqQUF6ZX5Ga0VeWRh7r55GEph7VMGqEPtCDq39a+D89OPvEixO7xRfMXAUezol3qn17s/HCtNiUqM9z/9TnbzGCH+rsnutOu9mdd68+NHKxKRtc+HK57iq94PFr2iFz6YLwgiZAZg8qIQKRHQFOv9b8I63kS1Hn3QteD84OvrsLTrw7lhKNywgcyrvS9vwTLvArPCAS/OotOOwXLOAcpCIKX32J1F6roBO38nGh+WbeyIp2m8zHN05DUsYawwayT+KIbuIJnzbcvvDz27SMns/s2ZolHfpfo8G1qkGd/4SMhm64RK7TSLdGSfGVldW1NJJXK9ZrPeuWmVm5US/UauU6vMr2IeXtLv72h3dTI1ZKV1SXh7CyXwaUT6eNDE0TYBKprAtVl2oHQUJ1UVDsV3jYx2EJGtP0yE0jABLpjAt3BIELmWXQRd14xtz45ii16l3ze4+fjtt8et97ruu9r70M/+Bz4/uThH72+/9PFA99E2f4cbnsg4OjPx37e7bN/7xkb+wAXj5MWti4/7AnycXwQfvHdrWu3L/l7/PTNtWNevdVVWFA3vrMTAwCgWlrgDc2Q6rqukgpgQQmwoKSjrBxYWtZeWg4oqWgvre6obOypa+tvAkFb+qBt/dC2/kEABAGCD/dj8YN4HBQ33I8dQ44wifRpCpfPmlniLchXxHqldlNh2DHs7Og/f9Z+0sp0kiX52rxEyF2YYQmm6PxJioDHWuZPrrLpQg6TvzS/bmbqG/8ZtK2Hz38Gbevh4+xz3Mnb/5egj9i7WLt42rn72bj6WDq5Wzq5W7m42bh5WLu6W7m42bp5Wzq5H3VwNXVuU1Gx9/C1cvU8cSng4tWA8MjgpDuxQSHno6JDkm5ff3g76t2L6z2tWWPwpnkqdpkyTBus7y572JoZX/M6rPpZUN3TwJaXoX05N2ClKb15N19fORbvvP+O1/7CaO/Wh+fAaUHIwpih0hvwmrv45ueEhpe48keE4gfjpQ9G8xMx6VGw9LDh3IShj/HQ1Ejku9ihD3HwtPDBV1eR7y5jc8KG8sMhmYHQ7CBsQRTsfWDrHa/eB56wD2eRhVeRRdfGap7Mo4DKWa5sdX1bKpVySExwHqvjNqXuQv87V8jby+Tyt/iCe3lXzbNO/ang1B8/eP3zI8d/uef5bdF17zFoh0wg2FRuSdY0S8tr84sLK8vrOvUnjeKzUropXdOLRVrxqlqyppGJNXKJVq3cUqs2dOoNnUavVSqkayuLc9Oz03Q2EU3BQMYGu0YH28mIDtoQiD7UQUW1U4Y6x5HtJASAjALShkAMLIg21DGBBDBwXTwycYEjUCxKBQxyS2lqYpB7RsqVx5f9L1jtO211IDk44NX16CvutiEeNjm3I5pTE1+EnTxj9XOIt0vOk/sNme+eRId4HvghJfRcb1kmqqGoPu3hNR/HQFe7tsI8VDsQDWwYbK7qqS4BFOc05KTXZb5vLcjurizpqqzqrakF1zX0N7RAGgGQ5k5oaxcMAB4EQOBAKLIThuxCYMBDBBiBACPgoDgsBEtCk7hk7jx3blUgEi+JVWKVQWnYVOl39Fvb6s3P2u1P+s9G1YZGrhMvy+enl2bZ89PMBeHU+tysdJqzNDU5v7Qo/nfQv9Rs4+VrOufZunnbuHqZBrCpVzh6HXPw9LNx9TKBPurgam7rZOnk7uh13M7dz8rZy2Ta0sndNJttXH0snTwtHD2snL1MsXXzdfQ67uJ76vjFgBMXzwVGBiXciT15/tjpCyevRYbGhJ9NSjhfkJUIrEubQAIXJoZmRrqxwExM03tUbSqmJhVd9mwg715/fkpbenze3QtxbgeDLL66f/xgXfKZrpdX+t4FowvjsaU3kVX38I0vxppe4yueYovuEYruDefehL+/hsu7TipNHs5JRKVfHyu8Tyl9iMmIBT+/gk27gssKHcoJh+WGYYpj8QVxnfdPFgSYN8e7Qt9eROcHonKvYvLiaK25Iuqoam39k2RdyiLSOz6Qq8OpVSfh71xb7/mOFD4br35TEmlXHPBVW8jXzYG7is/sfuP/7Ycgc1DBCz4RuylRa+XGFZGYNzs9y+OLl+WyVd3fo5GtaqQitVSklKwo5FKDUr6hVm3oNZtG/ZZRv2HU6vRq1coMl0cjT2DgeGjXyCCIhAKRh7ooQ51EBGhksIMwCBhHdNKxvRxCHxsPZmF7GBggl4iZZwsUS7KlaQ6qqyLrUQii/i0wNTnppHOQu01p2sve+or7USGhx5yKnt4igXIKHoefddwTesKlPvdtf0PRh3uRl9z2XXI91Jz5FNta1F34JuWy/4mjezLuJnZWlHRWZAHLPgJKPrQWfmjMTWvMfQ8szemrK+2prumvbxhsaUO2g9AdvciOPlRnP6pzAA6EIkBwVDcS3YMaHhgmIoimt2aNIklUHHVygivkzK0IRdIVmWJNoRArN1X6T9oNvUxtUBq2ddsb2i2DekMpUUtWFCtzkrnptblZ6YJAPjMt4k0tLi6sm33R/Mu6bOXhbRL8K9C2bt72Hr72Hr6/BH3IxtHC0c3O3d/W7Zi1i7eVs5dpEls6uVs4uVg6eVs6edu4+tm5+1u7+B6x9zhs537UwdPO1dfV19/J1/N04LnQuBBnbwef414xcZHxEcERIcfvJwW8eRjZWPie0Avk4aAsdDu5q5QELJpoL8LVpLenJRWnBL+K9Is7fviW/+GnAXalt06AXgb2pwXDMq5hCuKHSxJRZSn46ifjTW8oTWmjVS8whSmI3Ouw7BhSRcp4WQouNwmfl0wtf0osSIa+DoW8ChpNCxn9eG0oKxydF40rvtH36mpZkF2614/N0ccQqSFD2UHorIChrHB82TMeBiJZWthaX1kaQ1GaUgkFgaQCX/gbp9JoK0TGbVprTmPysZqw3cCwbzpDd3dEWpSHmn8M/Dk9+jimvkQ+w99QGMRiMW9mksOgC9izizOrK4I18aJMLlKpxGq1RKORatQStVymMUUh1agVeqNm85NxZ2d7Z0Opka+IBJNs+iiOiIYQEN0EJGgE1UnCQEmo/lEEeBTeTYKDyPBOKhJEQ3Wxh9q4BPQCRyhdlC3xpkiI1tzHwQMVT/GN6a9izgZ4WeenPoOD2jIfp4T7OL6ODMAA0oGFjxKv+l0741Wc9rS3rqA0NelB5LETNt+l37mKrM9E1mRkJYdecT2SEnqhOf9De1kOoDQbUJLbUV7QWVHUXpoPKMkDlhWBKip7a2ohjc2mQyG8vRcBBCM7IKbSTIDiiQji+NA4bYTOHGMxRpmsUQ5zlMMYZbJIbP6kQLwkka8rJSKpQa7aUhvUUqVWrjZqNjRyrUquU0g1OsWGfE27IJAKZyRzfBl/Zo0/s7K8JDH7ss2wcPM86uph4eZpYv1Lzb8a0nbuPqa6bOPqdcTe5aC1w1EHV0snbytnHytnL2sXb2sXT1OsnD0sHL0sHL2snH1sXP2snH2OOnhaOfs4eJ5w8Tzm7OFj4+p04vKp4Lhga1crJw+7kPDAkMuBJ7ydL5x0DDrj8SQhpjW/iIWEL47jZ9FAJriOCixHlqaVplx7FuR384xdiMf+Z8EO9c8C+zOie99ehbwPQudGDRddJ5TfwZSm4CseUZvfTXXlMto+YEruwfKuo4tvkavuEUvv4PNuj5c+opQ9GXwb1fnoIio9kvLu2nhmFD4rCpsfj8yKqU/weee794Pbns4bgdj3sZisEGxmAC4rHJ13lzbQvjQ7vaMSTyJAQ8X3MBkXxrK8B185ZF3e2/30GhNU2v0qsDXhUEf41z3hu2FJju23nDID91x3/6H5TcrC+PimQqdRqRcX+DwOk8+c4rNmhRzB4vSCiL+8PrcqXhBJFlelS2sLCwsrS6L1ValUrFBK1BqZQS/f2lB9/mT8vKnb0sqV68sLi7OTAi5FOE1ZnKGKZqeWeex59sTkGIaC6huDdowPAqnILjamZRKPmmPxV2ZF81wODduZ/fAqIPMGBvg+7d6V8z6Wz1ISOusqSl49uXnC83Xgqe7yp4ONmS9uhp12sX1yPaqrurC54E32o4grXvuSrri2596HVrxuTE+5H+x/L/x8e0kmGtgOaajvqqzoqqzqrqoGVVQBS8sBxaWd5RXdVdW9tfWQxlZoM3CwrRsBBKM6BzDgoVE4kY6jsUZZXDJ3msabpvGmqNOT5GkGkU0amiAOkbg0nkQk0yr0KqnGIFdtavVKsVyxLlNKVLI1uUKm1igNRvW2SmJYFMpmp9YEMxIhXzwvXBeJ5Ga2Xv42nsesPfysPfys3H2/xNrN55excvU2xcbNw8HLx9SerZy9LJ08D9u5HrZzN1VkE2JLJ3cLR7e/Laqd3Cyc3S1dPH4VC0cPC0cPG1cvvzPnzly57OThYuVodfyc/7mzJ7y9HQMvH3/5LLG6NBMN6ZljT8nmxQuU8RkinorohzdXVL298ybm+KtQx48xLo1Pz3S/C4JmR0MyIgY/RmILbo6Vp4yVp4zmPScUPMWWPiK3vmX35ozVv0HnPSSWvKLVvh/Kf4ApeUiqe4HMTwQ9DYA+vzqRnUDMjBjNicekR/c/DQElXso/bpFm9XXLaYfBu4GjH28M5yYMpl/GF4SSqpKpneVyLmdbsiwAV6HfBaBy/KEZvoMv/cuuHKyOscdWPSZX5VRHuABifuiOOghLckY9dmlLsI6y+0OMjy2oqkq1trCjU2ysa5am1yZZs1yycJI0wyNNz9NmVjjCxcm5Oc6iYHJZyBHMc+cWpxeWZ5ZE/BXx/LpiRa5ZV2vkar1Kt6E1buo2NrRGg1qvV+l0Su2mbsOg0eplcvnykoBOIaMGxwZ7aKiBSRySAR9cZXL4DNbSEo/LHCp8GVV2/zK85G179p0bAUcSrtr3NmSCKrPuhZ2KO21T/yoYW/ei4nFYmNuB+NMuNZlPQY2579/cenT+/BV78+eRJ5peR1bcOJ0V4hnrcaA+8z65q3UE1N5X39jXCuppAkLbgNDGBlhN5UBjw0BjA7i+vquqBlhW1V5e213b3N/UMdjRDwcNDEOGxofGGCMMFonNneDxmXNLUyt8hpBFYhMQI7QxumJNadRsbOq2jCqj6V+WXqHfUG8YVUajyril3fqs/aSTaGUi+QJvWbaq4nMXl4XixTnxv4P+peZfgf6i2QTa0dvXNJtNzfiIvdsvQVu7eP7taPh337+KqascsHI+Yu/h4H7M59RZD/8T5lZW5lYWfqf842KjX718AmyrpY5jVoRcg0y6KdOu80Wrk5MiDmeOOk5D90Prc1sz7rSlRYOz4sBpgdCMUHhWJCwzCpkdhytKHClNwRffGcl9jM5KgWRcH65+PN2fx+3JIdW8Ga94Q6t8RSp7Qqp+Rqx6NPAxCvzqKvZDJLMkaeTjtcGXgX2PLwMSz1cEu2f5HCryOtgb4jN49zIx4zou7zo8I3A4L3ik7Da1s1wzy9PO8ybbCxAvzyLSvSFpngNr6shLAAAgAElEQVSPfUoDfq6JtEaXPxivzK6NcgPd3NuXYAlNdEE+cetKdomw/UefPX/+8PAhj0balK1+kurFcwo+b5EzIWSPTrGJrBkSR0idmqVN86g8Lm2WQ2ZzyGwuZXKaNjXD4Jmm+PLM0vqyWLoqU0nVOqXeoDZuaDe3DZ8+b+wYdJsG3ea2YWvHYDTIpOuzM3MMqpBOXuEyFxkMuWBpkcdfEc3PTI1Wpye/CPKofxgHzrn/OsY37Lh5zrPEtvyMZzFXgzwPJ19yaE6/U/38Vqyvy3mbI4lXzr++k5AYEXjL7+SJA3su2e+L9zp8zeLrUPNvzuz7Ku/+dXxrLbEL2Fff2NME7GoAQFoAkPo6RF21CXR/Y2NPTR2wrKqluLK1pApQVgesae2obetpAg12DmD6MSNIIo3AnKLMCJhzQtY8nyWgjdA51EnFmtKgNho1G5uaTYPSoFfojSrjpmbTlC3t1s7GzrZ6i8eaIaBGJSsKHlvAY8+pFZv/P6CdfPxsXL3MbZ0sHD2sXbyPOrib27pZOnn+vW+YarSXtYu3jauPie+XAmO6XDxs52zn4u/mc87v9BVP3zP7zK1++HGfj//Je4+eYtDYhbn5ne2tnc9bW2qNZk26PLXAwNMFzMmlqdlVHo9PJVFhnbi2Alz9G2Ldc0Jh7HBeFConcig3HleUSCi/iy+9hym+Syp+NpSbAk6PRRff4XRnzILzKA1vR8qeE/PujBUlE0tSEFmxXa8vD6RdxeVEE3Oj8e/DG2I9G2J8WuNPFZ+3z/ExrztvNxh7An7/MiE9Hp9/A5UVis0NGS66SQOVbSwI1plEStUb6EM/6CsX8HPnvhS3snM/1YQdgRcnj1dm10W7g28fgt1xgN52hz11hz47Fuf+zZ7fmkWeO4ft71QsTO9Idapl3fzcKpe+wCZNM4lM01MNnDEme4zNJnG5ZM7kOJtL5kxNTM7QpgXM2Tm2YJ4jXBYsi+ZE64vrkmWJfFWuEqtMo8ug/6zVbOk1m5+Mnz8ZtgxylXptXbW6plerjAr1ptIoESskSun6ygyssTjJ1/6Jr2NW+Mm7Z20u2uyKPenzMCw84vixE9aHvMz/LdTbJsrX9aK1jefun11++MnvsMVJW/tz+y3s/vQnqz/+7sTePwce/CZg71/9d311P+BMf2kuoRPQW1fXXtPQUdvSXdfYVVE+WF3eXVXZV1cLbWmBt7UjAJ0wQBcC2IPq7Ed2DsA6IXAQFNkNQ4PRwwPDo6hxCo4+OT4lZM0vTC1OUaf5kwK1RLOh3TSojSa+m5rNDfXGpmZzW7e9pd0yqow7hh2jXI+EIAsyC6dYvLVFKZ87v7wgNrPxPPYFtKWbjym/BP1LzZYuXtau7k4+frZu3oftnC0cPWxcfY46uB+0drF08vy74P8A2nR8NJUQ0z25qY3YOPgcsXI7YuV2xMLFwtolIDCitrZ1enp+0/DZoNtUiJUykUwn0SiWZLO0aQpmgj3O5LNmFnn8+Un2zDiOjQCOdxTj6t9RK++MltzCFd4kliWPVT0mVj3BVzzGlT8ilT0hFN+H5yQg8xLIDY+ZbW9Itc9xJQ+I+TeJ+TdxuXGI9HBYegg+PxqfHz3wNgB0+0RDpDso8Ux77KnCk1Zlp607Qj3AkT5DT4OG06KwOQnorHBszjVswU1Gd8XmkmCe2D+SlzKQ4g594tDz0K73hkP56R9qgw8OFiaSq7Kro126EvfDUlxg931hz70hz0+lnD38jZnZeXf3nsaK1cmJT2sK9Yp+YU7Mm1zm0PjMMRZ7lM4do00S6axRFpvEpQyTyRjS+NDYBHachqcwRmimcKgcLp3LY/H4k/yFmYXV+VX5qlwj1ajVn2WyDalYp5DrNcoNrUKvUxqMKqPGsGnQb6tVG1KFdl2hkK2L2MjBRC/3k//8u4vf/EPAvn/2/f6fnP/6ldfeg577D7nu/8nL6ptjVrsvOVqEuDqfMj/s9v3uU0eORPr5Pgm4EOlqe878+/vn3cvuhKeFnIpzt751zKX+7RMcsKWntralogZQXd9eUdlakAsuLewoK+2qrADX1w80tcBagTBAF7KjFw2CYHrgw2AkAYIhwvFjiNEx1BgZQ6EM02h4BofE5ZAnWSS2cGrOoDR+Mn42ajYMSoNpKhuUBoPSsKHeMCgNGqlmW2PUSpRdbV3Bl4JL8kv5U0KFWLU0v/pfg7b8ryj/Lc6uDl4+du4+Rx1crZy9bFx9jti7HbBy/sVI/o8T2snD1sXLwd3X3s3HxtnT0sHtiK3zYRun3T8d3fXjEQcnv4iopOzsUgyGJBXrdj7tGHXbcol2Wbi2viA1yIzSeTFnjElCjZCHSbQxGmuCNUVjCui0WRKODgVimwsnap4SKx6PlD8i1T4n1b0kVD7Blj/BVT7DF6fgi+8gc2LhWZH4kpvkuoej1Q+HS++OFMTjcmNwOdH4rKiRnJix/FhkenDbXb/yq3b9yecJr2Lawvxyvc2bLjuDY/1BER6ENyGY1Ah0Ziw6KwqTfQ1XlMjsLTcuTk2hmzAZsQPJLgMPbbru2oKiLapOf98QegBWlDRRnVMR4dgSv3sg2QX55BT89QnQk+PJF+2+NjM76ejYWvpxYQKjFSypVjTLi7IZ3iqHyWeMM1lECodI4YzQ2KMMDonDHmMyiXTGCI1JpJuePuOQWOwxJovEZI+zTG2ER58WcgQrs8vrc2urK+r1Va1MYlQptjWqbbViU6Pc0qk/KbSbGs2WQmFQaDfXVRqFXCqfnE4Ljgz64d8S7fa+veAa63DAf9euuGOnHkWEx144HuC//170iaKXNz7cjAhztblkffDB1TOVr1KAH+6+jTgZ6vjD20i//sJHZQ+CH1xwiHX5Oe/u9eH25r6Guraqmo66JmBlVWtBbk9JbntJMbC0pL2srL20HFhW1VFZ31XT1FPXBm7oGGjtQXZCMT0IbB8GBxnGD47gB0dGkST84AiqDz2CJAq4QqNqY2dzR6fUm9qzCbFaotbKtBqpRrGm2FLrtjV6FBTh5uDi7eaTk5HLpLD02g2z/1Kz5f9Os4uXlYubvaf336++vS2dPM1tXcxt3axdfG1c/Wxc/axdfK2cff6+9PCxcfa0dfGycfY8Yuu8/6jtXnOr/Udtza0dT5y+dPv2w7a2bi5XKJfpjPodg3ZHuq6d4y9J19U6xZZe/kmzpl+aWmARKTT8CAk9PIbGjw2PMcnM+Sn+8szsLGWcghwkAwrHmrJHmz6ONmUQ69OGK55jyh4PVzzFld4eLrqJyLoGSw8azosaq0zCV9xBFt4YKorD5MeM5MeN5sTi30WgXgb13DvTGOcBiPXtSzo/cCugJdCz7pwTMMSzO8oHctOf+DZkKDUcnRmPzoxBf7yGK7rN7qvUCplUSPFgajAk2b7vgVV7kkVL+MHKs9+3RByAlySSKjJKQm0bY74H33ZEPD8He3u65Z5f7EmLr8zMPI4cKU9/MkOArtHZ8nnFmkjFm11lsfi0cQZ9hMwikFgEMnOExiayWEQ6i0hnjtBYRDp7lGEKi0ifonJN4VImTQ17ljkj5AiEs6KleYl4Va2QGpTSTaV0Uy3f1ql2dLodnfqTTr2l0W/J9DqtVrsjUTY9T7/jbpMdfrLrdfyby57B1ofy7tzsLPmQ8Sgi4qLF6+Tz4Mq3gKynt8+7X3U5+DruArjyLaz8cfaNkxGu372P80c3pNanxb6L9I13/CEtPhQLaIC2NHXWN3Y3tfTU14PKi/rKC4ClJe0lxa3FxS2Fxa1FZW2l1R2V9V01Lb31QEhzF7SlF9oGHgRAYB2DCBASAUIO9WGhHbCe1l48nDDPWzAojduGT2qZRiVWaaQak2O1RP0lmyr1zuYWm0o/43/ix+92W5pb3E1KmRin/bdB27h52Hv+rQ1bOXsdtnM9ZONs6eT9S9CWTt6mbZ2lk7e9i5eVvevBo7Z7Dhw9eNTW69jp6ISkZ6/f9/UPcKdmP3/a2fm8s72xo1EalDK9UqxdWRKtrUglKyrpskYyL5+fFLBGSWTsEHVoiDI0TCOSZzjCdZFKKdOvLYkFXCEXM8CCdVF6m8aBZaPN2YTaVGz5E2zpA1z5bWxhAiozDPH+KiY7nFASjym5AS2Iw1Qn4SuSxkuTiB/jYA8Dem6eAsb6NUV49Cadawhyrz3vBLjsCYk43XXNGxDuirx3ZiQ1aCg1HJtzYygrDv4+DJN/i91XrubT8KB33c/P9N62Bt090phwsDZoT8W5bwGxh2DFtwiFqYXB1i0Je3rvuMCenYe+Pdt43z/iuOW/mZkd/e67jIcJU0M9s7gR0fTq2pp6em6dNcmnTjAYxAnGCImBIzFxE8wRmonyF9b//s0oi0PicMncqYmpacr0LH1WyBLOc+bnuQuL00tLsyKRULK2KJeKtHKxUSXb0ks2tGtao1wvkcpXlTKVRr0j14JzKxOP2b2/dqwv81Z+3KlY10OlD2OgdWnFb0PjLtmlhHm3Zj3qL/vwJvbyNV+bx9GnO8tf9xU/zIw/HeO6Jz3uDKY1pzkzOTv2XNiBf3scch7ZVD3Q3NhZ39jT3Nrf3DzQUA2tLumuqgRVlAPLy9uKS1uLylqKK1uKK1tLarprAX2NnSbQcCAU3YMa7sfhIHhkDxrehUT0IrmUKcWa0qja2NBuqmUarUyrlWl1cp1eodfJdVqZ1nRm2NaqdzY2F/n8m7GxRw4e+qff/0/zfYfevkn7v4P+pWZLFy87Dy97T++/75g9Dlo7HbJxtnU7ZtJsAm3h6HXUwdOUw1YOlnYujm4+/qcvxt64U1ReS6KyZWrj552dnZ2dz58/y+XK1RXx+qpUIpKtLYmlYoloeX11QSJeVCxOLzGIE6MoxCgKSob2k5FI5ihljrckXjfIpNtLi2retEjEYQknxtjoAQq4ebyjdKz5I6H6Bbb0ProoAZ0XPZQVhsq4iskKGS6MxpZdR5ZeR9XdHqpIGs5NGHwS2B7l3XDVpeGqS80lp5pgt8rz9g0XXDqu+AxEnARH+HZEesDvnca9uoJ5G0bIv4PNuQF9G4rKuc7uK1cLKIjWp4BHfp23LAC3D9bE/lxxZVf5hW8ACebQwgRMzouCICtg4oG+FLeBx2cG0s43PT4dc9bh69+a7fnTn1ITr3FRnSw4QkDnLy/L+UsyLm+eQWMzSRNM4jgTP24CTcdTvphmEKh0PIVBoDJHaOwx9uT4pEmz6S+PypuhzSxwhYvc+cXpheWZldU5sXRZJRVppSLtxrpeL1JtK/Trq2urSonOoN1R6hEVbSHO+x8EOHZ/jC+6dTre4+eS+8Hgygd5L8+E+1kkX/HpzEtFVBakxYdF+js/iL7YVPgKXPj0Y9TZKIf9r0LPopuLOgtTy+9EXdv3/Z2L/gM1pb11Ve01NaCGpv7mZnhLPay2BFxbA66t6amt7a6u7a6u76xq6Kxq6Khs7Cxv6q0HDjT3wNr6kJ0wbC96uB833I9DgzE4KIGCp8qXFTvGnS3t9oZ2U6fUG1VGU+X40qQ3NZs7Gzs7Wxs7WxtSkehhcrK9tc23X/310L791+NvmP3KsYWr969y1MXrl7F28bZ18zXFxtXHzt3P2sV77xHbg1au1s5+jl4nj9i6m1s7W9m5H7V2cXTzOX/5avKDx5U1jWjsyOzskkq1sbGxY9TvaNRGhVwrXletixTrIoVUpJStqqQipWxJuji9MDcpELBm2CQaeWiECMdiITAsBIIZgFLGqHP8lXnhOp+3LOTNL0zNL7GFy9OLwqk55gR9HIMkDrRi27KRVc9glUmIwoTBjND+d1e63l+CZIUQCq9T8hPHixNxH6NByadLL1lneu394LAry/6nEvfD7WdsegKdoTEe4CjntnD77gQ/9NNwfOp1Qt7tocyYobxobEFi3/vb6KK3i4gWGQmEyQmuibNojjkETjjaEfpz3YXvKs5/DYw90p3zAF90vzDgACD2aO9Dp+7nPpDUgO7HAfGnj379G7M//tbsZkzA6CCANYTmEWmL3JlFwbKQNz/F4jHJLAqRSsFPUAkUOpFGwUzQhqlMAoNJYDDwdDqOZgqTyDSZ/pKpiSkelTfDmBVy5pZ4y0uzoqVZ0ZJgdXVBIllRiNckKpVGrtDIpCq5RP1Js60XqUgQfNLJk6+DTxAqH3c8vxxh+YeK2xdhxY8BmQnJYd4RZywa85IHW96/Tjp/1df8ecLl9qL3iNoH6QlekR7fPL5s019wtzvz9vPLLn7fmsUf82r7+AHdBGgvrgHXtnXVNoDra3try8C1daCKSmBZRWdFFaiyGlhZA6ys6ayuA1W0dFa2Qlt60Z1wdBeCODAyjiLjIHgYGE7CjcvXlZu67Q3t1qfNHYN2S63Qb+u2f3ki/LK529Fv7GzvyNfEH1LTbCwsd3373cGf9yXevGX2/675iLPnEWfPw3aupt2zlbOXk/cJaxfvw3audu5+lo4+5rZuVo7eJtD+pwIePU9t7+pncXnzy6tShValNqjVmzrttlq5JZPo5TKdXKaTS7QysUa+pv6b5hWleH5tcXp+blIgZPMmyQzGCImMwRNgqOGBgVEUlsucWl4QL85LhLOi+Znl5Zmlec78Kl8sWVGtLq4LJtmTRDgVWkcC5cFr7qNKbyNzYiHpwV3pgd0fg9E5cSOZCUPvwqFPA5qiPcvOW1acsqw/bdd+3qXv6jFwmFd3mEtPhEt3nHvvTR/E4wDCu4SR9ERiQfJwTiwuPxpfnARJT0LmPZsBV/AhJbC3Z2ujj7RGHuyKNgeG7a25+E3J+b+2J1h15T7E5qcUBRxqj7Mwge5PDeh6EhB78sg3vzP7RzOzwHPekJYSOhIxTaAImJOihbVFwbKAK5ykcRmjdCqBQiVQ6AQqFUuh42gMPN2kmTZM/dvHEQaTyOSQOF9Ac8lcLpk7Q5vhswSm4rHAW16aFYnmxeJluVQsk8kUUolSIlaIV+V6qW5TbJijzn6Ij8u+Hjhc+bjp0YWbrj80PI5EVaQ2pF2/FegdecauOiO55uOdO6E+wX6Wt64cz3p468ONy0lnnS5Zfhfva/k69ES819EA86+d/2R28uBP5c+ejHT0dFU0dlU2dVbX9dRWg+sq+urquyqrgGUVprSVVQLKq4CVNa0ldaCqtsFWMLoLhu1F4yDDOAge1Y0eGsRw6VNahX5L/8mo2TTqtvWaTY3SsKnZNKqMX1bRphiUBr1MuWPckq2ul+QVONjY7v7u+4M/70u5k/x/Av2r2WwCbVrPme75bN18TTeFDp7+R2zd//Ldvj2HbK8ER2fllaMwROHCmtbwWb/5afPzzubWjlpjVMj1KqVRo9xSyTcUUp1copWuq8Ur0uU50TxvQcAVznL4VMIECTM6isIR4BgcFDE8AB/qgyA6u/sBADwMNcng8nmLXM4ch8nnsQVCjmCKLpyfWZOsG1SKTfHKOp8+xsF2sRGN492Z4y2pxMr70OxoUEZY+4cQSGYUOiMOmx6Beh0MTjkHuu7ff/0UJO4UONwPHOoLjvVtv+YCjHLpu+OPenFlNDOeXJA8mnd3OPsWIT8BkxMxlBvfnxZPKHoh7C0i1TzquevWdM0cEH4IGPZzW9ieyoCv887/tS3RAVz4FJWdVHzZvD3OoueBY9cLH8jby11PAqKOH/n292a/NzNzczhYl/eGNjjIwZJ4ZPrynGiJvyycmuPSp5hjDNoIlYan0PAUk2ATZSqW8sW36UctvjRpLpnLIXHYY+ypiSmTaSFnTshdmJ9eWhGsrS1KZWtyqVghlSjlMo14Va5YVW/JNvXL6pw7ScnnPbLi/G777D6z63fJ/k6vr12KPmbvb7XX/cA3iVf9o844+1nu8jz0vceB3Vc8nE4fPnLq8CGrP//R+8fvgqzNL+7fHWjxs/c3f3T99l9eRoVj24CQ+rbO8gZAeRWwvBRcV9Ff32B6HrqrqgZUWd1WVtlcXNZcXNaQX9ldC4C19Q11w3F9mKFeNKxjcBAIIxMm1hfFW/pP24bPBvWGRmnQazZ16g1Tb/7SpL+cDpWr4k9ag2Jd0tHS5uro9P3X3/z0w67k23fM/kvN/yVlU2xcfaycvew9jh11cD9o7WQqHvstHX7aZ+Xhc/bJi/dw1IhErtve2fn8eUen39LqNnT6TY3aKJOqJWsquUSrlBlVEoNsVbO2KF2YXeFPCrh0LnOMTsaNjg7hUeBBRM8ArAs82Nkz2NmF6upFdfXCOjr6AUDSEG5mkj8ztcik89l0AZ87v8Rb5tLnpidFi8saiWxzaXGNTiQQ+lpGQBUcWBWjI3uqI3O84Sm6JgVSegNWeBOdfROVHT2UHY38cA39LgL/Lgr9LKjn1klgtHdPkn/nTS/w3VNDqcH4zJiRvBtjRckjhbcxmTdGi26iM0MH04Igr69Ry58tgD4OpAYCYg+1hJsDQw63BP7UErKr7PK/ZV74qvWu12D5a0j6jeLAw21xVl33nbpf+A2kXe16ciXE78jXv//N/zAzszz0Q+H7h5SBAToSxyGSBFyhcGqOPymYonIZo3Q6gUrDU6i4iS+g6TiaCfTfTI8wTDEVDy6ZOzk++aVYm7oHnyUQTM4vzqyIhOviJbF8XaGS69Qqg1yiVq5pNmQbn+Vb+Q/uXrDeHezw1ZUj/3j8+98f2/1VgM3RszaHvQ/ts/nuz2ccDof5O4f4OZ6yO2S/62uvg/uvOLhFHj/la3HUdfd3ES42ubGhNY+u3w/wOmexN/qYZ2dh0WATAFTR2Fpa0VZS0llR0l1V3V1V3VNT19/Q1FffCKysaSoqrcsrrM0p665rHwSAkZ1QbD8a2YWAtEMQ3YgZ9qxRtfHJuLOp2zZqNjVKg1G3rVNvKNeVynWlSqxSS9QmyiqxSrmuVK3JPus2jWo9CT969sSZ3d/u+vG73Y8fPjH7P1P+z6CPOrgfdXC3c/c7Yu9mKhtH7N32HLY5cfpyQzNoVazZ2N7Z2NhRa4wyqVoiVmo1Ro3aoJLrpOtKqUgpFSnFy8q1edkCTzTDmuNQpjhkNofMYhAniEgMuh8C7+5D9kKG+iCY/gEcBILt60N1dyM6OrAQ6CSZMTezMMWZo1F4bLpAOL28KlgTzqzzeeLFJZ1Ytj0nFBEQ8J7a4o7idz35jztSb4xVvqC3vJnofD3c9BBTdRedewOUFdaXF9mfGwnNjUIVxKFyImHpIfD3IejUK7BXAZj3YSN5CSMFN3F5N4YLbmLyruNyk0YK4hEfAhHvrw69j6QUpjBLklpvOTZf+7Et7CAw5GhzwE8tId+XXPnzx0vfdDw6PdTwsftNTHHgURPontf+A+nBXc8CL3ns/8vvf/s7s99amO8qy3xGGRiYGECz8IRpJk/IEQg5gikqlzXKYIzQ6HgKdZhs6tCmykEbplIwE6aYfm3INKe/mOaSuZNjnMkxzt/OizSegC00LT3WhKuKNaVaoZfLNAqpTiMzGGVb28rPgPzcK86Hwz1+Sg33enzJ0/fHb89ZH70XFpgcFHjeyeaU3aG3SZENWa+exYWcd7LytzDPSr5T+fHtq3txZ5zN43wsodlPxwHZrdmJCcedLtqbV6W+gbcAu6oaOirrQVVVrUV5gOISQHFJZ0VVX31jf0MTqKa+rayypaS8obAC3ASEtvUOtINRPXB41yCiGzY+NL6+KP5s2NnUbRvUG5u6bYN2a8u4o1NvKNYUps3dLxcdWpnWqNDuGD/tbO8sCxevxyQc3HvgwJ796e8+mP23NB928jjq4G66Nznq4O7oddzc1mXXAQvvUxdb28Fisfbz5x2FwiCVqBRyrVKmlUmUMolyfVUqWlhb4C/N8Zbmphb5nAUeUyhgLfJofC5laprC5dE47LGJETgcBgL1tbXDu3qwEMgYAjGGQAx1d/c3N/c3N5Mx+Bn65AxHSB2fGh1hUUjcKaZgnruwyF+bE4jXxBsqzc7KooSIQvdUlwDz07ITLjw5bdtyLxBdcGuk+dFw04Px1qekqrvg0oTByhuD5dehpbGIsnhEaQyyOApbHjdeFIPLCh/OiiHk3RwpvD1afJtYehtXeBObfQv+PmQw7QIhJ3Q8J47wLhz+5GRLrHlDxDct4fuBIZZNl/e2hH5bHvinvMu7IC+DCW15gOcRJUGWgATb3kfu/WlnoB9COh5dOWb3459//w+/Mfsf9rYH6ovSqFAoqQ/BxAzz6NOmh5Bm6TwOiWXaaVCw4xND5F+BNv3CEA1Po+KolGEKFUc1mTat8EygOaNsDokzNTE1w5idm5xf4i2vzq4oVuSKdc3ygnhVJFdJDGqx4ZN6ZxQMuRd6/mWkH64xDVL4KsrL8doxj7qsN93lhc9iwy64HC14kUgE17Xkv04JPXvJzbLmw1NQS35p6YvA05aBjt+1v4whNL0ZbHz6KMjvkoN5yYsniLZ2cF1LXyNgsKUNUFzUWljUUlDYVlwKqqzura3vrmvsrmvsqW8CVjVCAN0QQDe4pQva2Q/vGhxBEgRsvk6u39Z9Mqg39Crjpm57y7izZdzRaza/7OlMZ8EN9YYp2+rNHf3nne0dlVj1/NGL/T8d+Hn3vsyMnP8L6F9pPuzkYePqY2odFo4edu5+ew7bWDl7vc8tWVtTf/68o9NuLy9J1lakMrFKLlVJRNJFwdLczDx/SiicmlvgLa/MilZm1pamRfOTK0Lm4ix9dprCnSTRJ7C44f4+aDugt6VlsLMT098/jkKOo5Corg5IaxOis31ynCpkz3IZM+NE9hiRTZ+YmWLOzU8uCbjCRf6aTGLUaXZEC2vjKNRgQwWkIqfsduAt5x+Lwj27XgZCC2LgFQn09if0hvvIsltDVYnI0uvI4tihklh0URQiPwxTGEEuiyXkRQ1nxQxn38DlJI4WJ4+V3B7Oi4O9i4GkBiA/XBrJvEr8EAZ7cLo9xhIYu78+5uv6sL0twZbNl/e1hn1THfyvFaH7cenXR4DFjQ+DS4NtOrroezkAACAASURBVG469L/wgWVchGaEt9y/6Gz+13/9/f80M/sHF0eLtspMKhRK7oNRUajJCY6QI1jkzs/SeZMkFnuUwSBQaZhx04T+0qEnhsimjKHGSGgSGUOewE780jRvnPs30KPsyfHJGdqMkDO3MLW4OrMsX5RLVhR83qKQv7o0LxHNy7eUOyQo6lFU4J0rLoTWD8ONWbcDfEKPOZak30W1VWc+SDjn/HNKuF9H2YuuytSn8edOO/z07l5EU9278rpXCdE+V+y/z487M1jyGA54+/FW4DUfu/zH9xBt7cj2bkgzEN7W3l9f11NdA6qo7Kyo6q2t729o6mtq7W9ug7YB+9o64KD+gfaenpYOcFs3vGeQOcZQrMi3tNt6hcGo2TSoN4yazS3jzob+k0G79WW5saXd+vK0nVFl3FQaDTLdzsaORqrJycg9uPfQgT0HiwpKzf5bmg87edi6+R6xdzOdCw9aO+2zsA+Kuk6kTSqVRo16c21VIV5XSNYUSwui5bmV+dkF/pSAx5mZZvJmOfyFqcXF6aX5yaU59sICRyRkLvKoPPYonYzB4wcGUN1dsA4AuLV1AAgc6u0ZQ8DHkTB0dyeis30cBuGSabOMaQaZQ8TRSaMcFk3AYy8scJeFHP6yYEUu0StlRv4kfxgMHqgphVXnAp7FJjp8n3vZoTnlZOurcy1vzyKLo+CZob1vg8FpQd2vL/WmXkJlheLzI0aKIshlseOlUWNFccT868PZN1Af4oc+xg9lxkDeBkLTIoaywkcLQtBvz8Ien+i56VZzZRcgYldd3F+rQ39qDLJqubK/PezbupC/1EccnshOIXaU1N0LLAux7b7tMvjGH5F9BZoR3phyznLPH//lD38wM/sHZ2dLQGUOZaCfAkGQ4XAqgTJN4QpZ/GkKlzPGZI8y2AQaDTNOG6aaYtJMRo9PDJEpmAn8IJ6IIJpMU4YpNDzNtPSYIU9NkybZRBabyJocn+RReUKWcJ67sMoTyRZkkiX57PQCb2pxenJ+hrOokWzO0bjp9xITztvDa14ON2c+jzkb6Gfx7M4VeHNp5ft7cRedbl51rstOwoBysp6EXvbaFxfgWVn+ug6Y+eJJWIjLvpcXPToz70Ka02tf37p+1i0j+Qa8tW2kDwZuaIM0NmNBXYg2gOk9LPC2dgQACG0DQloAA63tiO4+VC9ksAPc09LR3dyJ6IVN07gbCuNnw45aojHt7HRKg0mzUbdtWm6YKOvkOo1U87eLw3WVfFm6rdvWyXV1lfV2lvZOts6A1g4zE2WTWgtXb0s3n19R/hVoaw+/g/auNu6+1i7eBw7befmeAYGgs7xlpVirkRlkqyrZqsp02lsSrC4JVhdmV9lU3iR1Zn56ZWlaJGDN8xlCPkM4TRVMUWbYY2wydowAR2MhEFgXsLe1EdrUggJ24nr6iVA4cRCB6oUgeyFj6OFZJo9Hn6KNUMeGRhmjzGkaj0fjz9AFs9MLc0KRTKzRKvRLU7O47q6+8gJoRV5TxuNkj32Zx/e0Jrh2vrlU/fxk3T035Jtjw+8u9zx0Az6063ziDrh3DHjv3MCLq6i0wOHsCEJeNLEgfiw/Hp8Zg3l/DfEmePBFECz9EvrDpaG0c/13XVvC9wNCfuoO3QO88n39lb82xRyti7ZuCPx+KGZXd9A3zUmnhprKmYC62vgTjXF2HY89Ian+mHf+sNTzhbdO7P/qm3/6rdlvf2vm6WTRVVXChMFJA9DxISwTPz49wRGwZ3ksHpvCYY4x6DgaHUsxHQ2/PKL0JSODBBxkeAwxOgLDjSIIdPwEBUtijlBZoxzTVcvkBIdLmWSMM5hk5gxnWipUiGbX+Zy5KY6Ax53jMRaErDW5cGORyy15/zD27NGyp4GIilfNafdi/J3iz7gOFBd1FGe/SA6/6H0wI+kKpvpd+8d7D0J9Tp+yyHqf3NNU1Jybdu/K6asO+4rvhnVlp1Q+D38W5n7znAO0ugRa1QauBHTX1EBaylHtYHhLJ6y+Gd7YiGhq6q2pBlZW9TQ0gxtbuusaQbVNPc0AZC+UOjK+Pr+yrdvWaTc1aqNaZdBpN42GTxvGz3rdlkZt1Kt0WoVGLVWqJAqNWKERK7TrCs2aXLkiU68qtOsqvVQ3ReVWFFSX5JRTiYxfg/7y8X83pP+263D3PWDhYOvo9fLNRw5HKOSvLvJFslWVUqxVirXrS7L5meUlweoiX8RjzzEnpnhMoUgoEc2u85lz05QZLnmaNTbFILInsBOjKAIBjh4eGIB3g8BtTQONzcj2DlwPmAiFj8KQmP7BYSiCih/l0ae4FA55eHwESaASaFzK1DR1doYumJmaXxCuKqQ6nVw/x5nGdHX2lhcMlOc2f3z08rx9qtcPlSFW/e9Dml5dKrvp3HXPs/e2Z2+Kc9dd644U+447XoDb/h23j3Xd8+57fnrgxVnY60uw15dgLy4OPD0HeXSm/+FZyIsTkKf+4PuebXEW9UE/AcJ+7os5DI46UHfpLy0xFi3xDm0RB2Fx+4BhP3e/uEbsaqM2FFZHuTfGWnY/8YKm+mHSjsHenMmL8/nxT3/+g5nZ735n5udu21NTRhuAjoD7RpFo+vDYJInJo09x6VzWBJs5xmDg6XQshYqbMIGewI6PD42R0KMm0PgB3FAvGg/F4qFYIhxPwZLIQ6MMAsVUPCbH2aYHqRmjNDqJPsOeWZuRLHCXpxmzbAZvkjXLpQr5DJFkVr/CE7SUZESfsnhxzbM7+xEw40XsCbdwX7uSRw/qst6m3Y895/zzzVP2dY/i6p4mPAz09rY/cC8uJPPx3bSbNxJOHj+2/6dQV4vYY7YRfgcu2H99wWF35esnjR/yGzOK6jI/thSmtRUVthfkteZ8BGRntOdnteRkNebnAyurkJ3dSFDPcN8AZXhkhs5eFS6ppcpt/aZaZdCojXrdlkG/bdBv63Vbet2WTrupVWg0crUJtFai1ElVOrFSu67YVm0YZTrpokS2JFWLdSLh+uLMilpq/A+gj7p4/Qr0f2Z90N71qJPHYTvXnw5anbsUisNNKOUbHJZgks5bW5SqJDqVRLe6IJmfWV6ZW1/kixhkDo3EmmEJVgRrC1OLkxNcJpFJw9PIWOooegw/ODwMHcLDUAQYAgXuAbe1QJqaEO3tmJ5ewgBsBI7GDSLH0HjOBINL4TDH6ETUCA42TB6e4JAnTaBnJ+eWhWsamUEj1fJoLCQQ0F2e31+e05b9ODPc96XHd3nnD/S8DAC9Da5PPlEZ4dIeZg9Jcuq/bQVMMO+4YQ+87tqc4NB2y649yRF42wl0xw10x60ryRWU6NaV5N6T5AFKdOq85Qi65dCRYNUec7gr4WhvwtGOqAPNV79pjzkMSnTpTXTqTrBpiHFCl76koQZw+c+rw+yA8ZYDT73hr/3waX6o1DNZka4//ctf/mBm9pvfmPm523ZXl5LBfSPgPhIaQ8OOsog0DpnFmmAxxplfQFOGySbTvwRNxpDwAzhkNwzVA8f2owmD2DEkgYTC0/HjputxGp7CJNJZJAZthMIiMQRcwSpPvDQtEkzOz0zN83mLs6ylOfa6eEa3PLUAKMsP8z16xfGHx1d83kQEXnWxOe9kHuHrlRBw5toZD/8j353a+6+Rlj8ledqE2u1z+XH3aWubU5Z2pyztzlrZOX33g93Xf/E9+NNx62+9D//5uPW375Jiyl6kVqdmlL16Wp6aXPL6btW7B7VvH9S8uVf79nH9hzcdpUVoYAd3jDxLoa/wZtUi8YZcvaHUGdX6Ld2GUqHTajaMhk9Gwye9bkur2dBpNw36bdOE1srVOoXGqNAaFdoNudYo+1903WdU1HmeNnxnnp2dnXtmdkJP57aNCIIISFJBxUQwpzZnRAkqSTJizgEQAcmZonLOOeeccw5QRAFT93TfL2pu16d395zrcKrwled8zvdc/9/vW8XsL/P//HHmw7gr6DI4g+7JN5PvZyfeT/hnF3xK9lPBn+5vRCWl/lfWboxKSl28MnZVfEpV7b3x8TfB0Tk+R64Uaz22wNTo7NTorMcWcJq9fmfQafaKODIJT2FQmG06p06iFzMlQqpQSBVySFw6lkaGEylIPJtA4ZOpVCQSOTSE6u3GDg1RIBAWGsfCkdgEmpgp1Ek0KoFCwhKxiSwWgSliiNVCjUFqNsosVq3D7wzOTb6b9E8puELMUD/8VQP61bOhZ2UPTm+p2vDt891hvZdS4XWHCfdzmk9uHj6ciMyOx+REgs8sAZ9dCc6OA+XFQ67GgXJXg3JXAy/GAC9EA85HjZyLBmXHQHLioBfXQC+uQeYnYQrX4kvWYQqTgBdWdh/7HnZmOeRcBOryWnjhpt6clL7SA0pUt5KKgVUd7z4ehb0ST6rdSqrdKryXybq398GxxEV/+fvvFyz4zW8WZKQlYfo6xEgUG44ITWgVV6YWKhVChVygUPIVSrZCTpeI6cKQ6U9Bi+lCNo5BhOBwQDQFTmBhaWwclUdkyJgCIYXNJdB5RJaYIZCxxVK2WCvWuAxOv3HMY/S7TF6XPeC0+e06v00VcKkmVFzdk6qq7au/T/h8wYbv/rwravm28CWJCz9b/fnfEpd8tT78q83L/5H6n7/Z9IcFPyz7JnPhP1I//yLmj3+M+/tfM6IiD6Yk70qI3RIVdmnfjqrcw5eOpB3PjK04d6ixovxVzfWG0oLG8uzGmuzuuwX996/23CzovlUMen6HAwU4JWKvXj9ht8+PBj9Mz8yPT034R6dGg3NTs7Ov383Pffg4mEOa37395/u5d+9m3757/ebd6zc/vn770+y7n2befpiafzf5dm5sdtIz4bUGnEaPyxLw2oM+x/iCTyn/12Hz/6Y5KXXNhq1x6zcvWrE6fcdBIAT780+/OG2jAq5CKdY6zd5x3/T02JzfGfTYAn5n0Ky1C9giqUBuUBpNarOCJ+dRuDwSh0NgMfEMCopEhOHICByHSBdSmQwMDg0AIvu70IN9RDCIhkIxcSQuiSVhiZUilYwjEdB4XDKHT+VJ2bKPoN1Gz5hrYjb4xmf388h01EAvorMJ1f588Hn53TPbrqV+23QgsuN0HLAki1NfBCk71/NDau8P0aDTy1EXlsPPhoHPR8HzY2BXV8MLVsPyo6GXVoFzIkHnIkHnImHZq5AXYwiF67GXk9GXk/BF60llqeji5OELkZ3HF0PPRmByogmF60fyNrTkZuBf1o3KyFxwe/fFzcBzMZyqTfS6THJtuvThXt7DI7d+WPP1H/707wsW/O53C47uz+ChoUo8gQmFUZFoJUuo5sl/BVrBkIZAf6wcofEspgv5JA4ZRkAPwwlgDB1FZKBJPBJNwuDw8BQmCs9Ak3hEhpDGkzBEeqnObXR59QGH1m3TOS1Gl0Fr00ltWqFdx3NaFZ7ehqYLuzftWbPw4ra1tScOFR7anRG3PHXZdxcPbi89vfvKrpRjK78tTolrzT1dfiC9IDVh97IvC3akNNfkP6nKKTmz52BazN2rZ/sbbz2qOn/11NbLR9LrK0pf1V1vri7tuFXUdjev935Bz928rhuX+u6WoFufKEmYGYtx3GabdLnmAoH54PiUzz/m8U0Fx9/Ozr17+89QjQ7JDml+9/afH+bfh0C/nZl/Pz3/fno+NKHfTrwZdY57rYGAI+i1B93WUa9zKuB5vSBUiz+C/vh2VWLqx4QuukOJTExZnbxx0YrVJ8/mSSS6D+9+sRg9cqFWyleatfagd2pu8t24b9rnGPPYAmqpXsgRy0VKk9psVJlkHCmPwuUS2QwMjYomkxAEIgxDQeK5JIaIxmLhSDgQDDXQiRzsJoAAIdB8KlfMlkk4chFDwCWz+VSehCWWcxVqoUYvMRmk5oAlMOGenBmdcxidDCwROdCL7mtFdNUPNlQ8ydt3dd03jftWDGXHDFxKxN44wXhe0Xw8s37/qu5ji5GXViBzVkLORYByIodywmD50fC8aFjuKuilVdCcKNjFVejcOGx+PLFkPfZqEqognlCcQqlIQ19NHjwT0X1s6fDxCFJBPLVofW92cm/NWQVuaFxBQj4tbD2bjLmyTnIrk1G3i3pjj+TRD5Tbh4oywr/8/f/5/YIFf/jDb86f2C8jY5V4AgMCpaEwCqZAzZNrRCqlSPkRtJIpC1EW0QS/ioQuYKApyEEoehhKgmKoSCyPRBNSmRwcjo5AM5AYFo7EI7JkLIlFYfIYPEHrpEvvtWjsWpVZIdUp+AYVz6JkWiwyrwBPfVKWe2rzqvsXjwAe3WiuLj6ZvnZH/LLW24XAptrmktOX1q64sS8NU3/jaVl2RXryjkV/un56C7r7Rvujguq83XvXLX9cdKb3WW3T7dwbV/fl/5D26lbV4NOnHXfreh7Vdj0sbblZ8Lz0dMO1M523iqAtDwUYsFclmRv1v/Z7Z/y+12OB1+PjMxPjc9NTb+bm37/7eX7uw+uZt6Hnwvfvfn7/7ud3b//5bvbt/PTc7MTM6/HpueD0XHA61KHfTL4PuiddJq/N4LEbvQ7LmMcx6XNN//9Af3zsC4H+1HFUQkrojjC0L7p0ZVxV7T2/f2Z8bN5i9KgkBhFHplOYAq7x+an3Qe+Uy+Jzmr1qqV4qkCnESp1cpxQp+VQum8hkExg0NJmIwBLgGCIMQ0UROES6kMJm46gkKAY12IEY6MCChuloNIdIFTNFUq5CyJTxqVwOiSWkC+RcmYwjV/CUOrHRIDUHrWOTrskZ/2ubxkrF4DHDA7ihDnjn88EX1e3V2UUbFj/M/GYkO6L/wsqBq1twDwq6r118cWFr88mwoXNL4TkR4OyVI9kRgEvh8ILViMsxiMsxiPwYRH4MMjcOnR+PvZyIKkpAXE1AX00kl29gVm9DX07qP7ai69CS/uORlIIEypVEYMEWVs8jMwejgDX1F2d2XUohl20W3dpBub6ffvc4996RkeLMYwlffv67//jDbxb85S+/zzt/VEbGSlBoBgTKJZIlVI6SI/0IWsGTqzhKFUv+sWyEmsbHUS1niTl4BrwfCOsbwYxASDAUl0jlECgMFJIKh9MRaBaawCXQtQKV1+gds41Nu2Z95lGHwW3U2VVyg1pk1grtSqZFzbeaxIrex7VHU1fUndkNfnZ7uP5WweGtRzetBDRWYTpv9t24cDF1eUlWPLT5euODy01n9h+M+Pzm+XR0T13747x7xUd3r1ny/PJ5WPMN0IvyF3Wnsvcmtd2rhrxq6376uPV+Xeu9mueVV+5dOfe0JOfVrdLhhns06JBFypsN+CY9rgm3c9LnmQh4xwP+8eDo1OT4x6YRKh4fJ/SbmfnZydczwamp0YnXo5OzY1PzY9PzY9Ovx+ZnRud8jnGz1qlXOy0Gn9s+EfDN/Rp0eML6fz0d/jfKHxO2KiE6bv2rjsGff/7F65qwG70amUnEkWlkBp9jbHbirc8xZtE5HCaPXmlWiJVykUIukHNpXCqaTMNQWHg6DU3GQuA4KOJT0Bw8jYrAIwc74P3tWNAgA4flURlyrkzO1/CZch6FwyYyQ6AlLKmMI9eKDEaZZdwWnHRNTnmnLSozFYPHAIfww52Q9qdDTdeH7hdXZqy8mfb33hPfAHLDunKTekr3IZseDtw403RuVfPRr0fOL4ddXAXNjUaVrEFcjUMWxiML49FX41FXElAF8ejLSZgrycjSJFRJIqooiVy+gVG1FZWXNHAkrP/QspFziaS8BMKlGHzVPicTpGchIQ9zO87FDRZupVZv59ZlEmv3MR+co9364dWFDVlhf/zTggX/sWDBF1/8Z0nBORWdKIDBqUAQh0ASEBkypkgtVCpFShlfHgKt4ShlLImIJhBQeAIKT0wXfvSt5Eh5RBasbwTUNYgYHMGD4Ww8mYnFkyFAEgRMQyCYKDyPyLDIjVPuqde+uQn7tM886jb7bGaPTm3RSW0agU1KNcjZeg1XMPD8+uHUZWWHt4Cf38T11Bedzjy1NRJQXzr47Ep90f4TCV9e2RmL6LnzsrmsNefkwYivqk5sBb+q7nxS+LwiJzP8+7snT9IHnuG66hprDu9au/BZTSF6YADS3d3b3PjiZt2TymuPS6801hS1363qb7hPhQ+7tNJpr3vK657yuid9nqDPPer1TIyPzc3OfHpg9/bNT6HW8f7dz29fv5mbmp0JTk2PTc6OTc2Pz7ybmH0/OTc/8e71+DufY9ykcWiVdq3SbtB5XI7JBSGyn1aLkNqVa9atXLMu9PpT3GGJW75cHp2++wcUivRu/qcxz6TDGtAq7TKxTi7RG3XOyeCbMf9rk95lMXqsJq9GKBczeFwSg4mjUFEEGppIx5DICBwJjifCcBQkkYGlsgkMPoXDJbHICAIK2A7qfQkf6qRjEBIGS8OXqbhyAYkvZjIENLqYwVHwZAquWsLWqIQWs8rvtE1Njv0YdM3qxEYugU6BQDADbcieRuTL24hnFc/PZ5Rs/Lrh4Ar4lXXgC6uBZ1cO114mNVSO1B55ejy85cQSRG40JT9WcCWJUL4NUbwRcjUFWpgKK1wHvxKHvhKDL1qNLN+IKkvFla/DF8fTStfgLy4HHPgL+uSXuEtLMRcTgRd3cjue+LVMGuThy4sJ4JxIalUmrW4PuTaLXLmZdX0b8cb+G0c2xn31t//43V//bcGCLclhHY8rtTSCnsKm9EP5UBwLR1JyxAq2VCPQ6UQGOVehEijVInloo0NME4iofCGFJyBzQ5FThTIqnwHHA19199Q30OAQFhrGREGJCABsqBs2PEDH4ZUipdcamB57NzP2Ycrzetw5FbAGXXqvRWnXS0wqvlbBVUtFViVfAXjx7PSW6GsH16CbC7E95dW5aSd3RXY/yoc0lr8qP3U47svSXTHioVuM9rKWnIzjUV/eObkb2XAd1lzx5NqhHWu+qT59ANl6c7ih6tq5fdvWrCjPOTXS2kAc6YO0NbU8uvPywa1Xjx/0tbxADA0w8VijXDbuco67HBNu54TXPeF1j/s9E37/VHBsZmJ8/vX7UOZm3oUWOT68/Tn0NWjv3/70Zu79zPjsRGBqMvB6wjs96hyfDszOBt+MeSYtOodGZpBLtFqV2e0YXfCrXhECHVo8CuVT2ZHx65cnbP5s8cr9R8/yeLJffvpl1D1ht/h1KodYoBYL1Dq1LRiYHfXNmA1ui9FjMXoUXLGAymYTaAwsmYLEh0yT4FgSHE+AYqkoEhNH4xCZAio3BBoJ6AD1tiCGu5g4jJTJVvOkcpaEi+eIGEwehcqnsSUssYQjl3I1Wondph/1uKangh/8tik5R0VDEvAAAKqvDdb5HNZ8C/K8vLVof2Xm0if7lsMvr0VcikVkRzXnbBiqOEh6dhl+6+zLsykdp+MwV5IJl1dTS5OopUmUkkRicRKueC32WiquYguhOgNdswVVsYlQvZlUuZFcth6TFwM8tQSTEzl8NgxcsEHaXjMpxuooQ/23TrdmxyMK1nBv7KLf3E2uzSKWbyKWbwIVbr28Ler73y/49wX/58+/++3FE1lUSKeORlLgqRwQVoDE80gUKZMrpvHVfLVRalYJ1FqxWi9TawUqFVcuY4rFNIGAzOWTODwim0dkqxgSBV3Ix9HA7b2vHj4iAoE8PIaBhEAHO4C9bRgIUMrhOk3OKf/rmeD7oGduzD4RsAa9poBD6zYrbHqJSS3QKXkaHltnVloQnR1ntiTkZcW21Z7uvJNTcmbz0e3h/c9KMO132qsunlobVrwzAd9QCr1/6frupCMrv7l1bH//7bKX1dklx9PSVnyeuzv9QeGRaye2710fvjbsy+z9GT3P7xMAvaDWxv7mekD7S9zIkJBGsqoUAZtl0uOe9nnHHLag0z7hdYcqx/TYWKhGz828ezP7IbQy+nbuxw9vf/7w9ue3cz++nf/wZu7966k3U2MzoaX5MdeE3z4edE9O+mb8zqBV79QrzSq5Qae2OG3+Bb8awB9nc3hscigfZYeyNH7DXxeuuFRwzeX0//LPX3zOgN3o1akcAq6Cz5ErZUa/ZyrgnQ6BNuldIjqXTaAxcZQQ6JBpAhRNgGIJUCwNTWYTGJ+Chg91gHpb0SODXCJRwREoOVIxTcBEM4R0BpdC51FZIoZQzJZJuRqd3O40jY8F5idG39n1Ph5ZSEXgqVAodrAT2lE/8KKy//HVrrozdQeib2Z8B8heg74Yi82OGri0cuhKKuLGOfzT2pG6ohcXdjSdjR++Gk+9FsupiOdVJLCKY8hXYvBF6/GVuwh1hxl3dqDLNyBK1qGvbcSXp8Eur+0/EzVwdlVfdirp2cVpOeyNkUxqutZ8JmUkP4Veu51asQ13bQv62mZk0Vrk1eSB/E0X01Yu/MNv/23B75Z++/mTG4VqJlqCQbGBKDYEw4LA+USCgEITkFlqnsIoNar5SgVPphRIlRypnCWWMoRiGl9E5YlpfClDKGeJZVS+nCZQ0PkEALT98TNEbx8TiSRDgKC+TiRgSMCguU3WSf/kdGA26J11W8bdBp9T57FrXKEvvtdLTFqRQSPU81k6t8GH7R8+tjF5Z9T3OZlJeXs27F0bsStxWfXZ/Teyj+Tv2rxz5cIzKVF3TmUW70w4HP7l5s//dDwhLm/H9iMbVqet/DLqsz+kr4reGf/t9lVfJC/505qFf9qTEt37/K6YgCSDBqgIkICMNYj4XpNuyuOa9nnGXU6fxRx02ic9rumA7/VYYGZ8dHZiYm566s3rmdnpt/+665798Gb2w/s3//zw9uf3b/75dv7D66k3k8HXk6PT477pgGvcZwt6rWNe69ioc9JjG7MZPGatU6+xG7QOu8W/4OPo/bRsRMSt/R81R8StXRqb8sXiyBt3H8++fvdh/ke7wWHRObRyq4Cr4LFlMrHO4xz3e6asJq/F6NFr7GwCjYYmfmwaoeDASDwEEwLNITK5JJaAyuWR2WQEATLQCeztwIKBAhpdwRXK2GIBhUdH0wV0Fp/GFjEEUp5MzlcpRDqDUqbPuAAAIABJREFUyuEwBSaCb8Z8cwaFnUfh80lsEYlMhQxB2hsGmqu7nhYNPrl870xKxdZvu0+uwubEUi+txhSED+fEdOWmw+4VM3oa8C13+q+f7SzbAyjdDL+WSixNZhTHMC6vol5OoBanMap2s25updZsIpSnkqo2k2rSQfnrXx2P6ji1mvKs1Ebv9WlgbMDN/qtZw6eTiMWbOff20iu3Ecq3YcrSIAXxoLz4jgspJ9eFffXvv/39gt9tXZ840HJfRkEwwCAaAM5DEthwBB0FYWGQbAyeT2JK6EIJUyhjixVcsYorU3FlCrZExhR9NC2hCzgYmojM0vKkAiJtuLW970UzvK+PCAZT0Sgxk+Ux2+aC05P+Ka91zGketRl8ZoXNrLCZ5FajzGKQmvUSk05s1IoMCoHVofUSRxA5u3ev++6rHdHhZ7ak7l4TtS1i4YalX29c9l3qkm9iP/vjpkX/OBizZG/ElweWfZ361z8n/u2ztKVLN0ct3hD5XcKib+K/WXx8c1T5qYyaszvPpcfvT47oflgjIaIo4EEWFq4VsHwGbcBq9JmNXrMxYLOO2m1TXvfrgG82ODo/EZydDM5OTMxOTc5NT81Mzr/5fx9UCU3r92/+GUpo93jCPxP6xlG3OeCxjHosoz5b0GUJhE45zAa32eB2WAMLPq0Tn5aN0Jz+76AXr05eHBnf0tH37s2PTotLJVabVFaFSCfkKXlsmUSocdnH/J4pu8VvNrjVCnOoYISaBhmBI8GxJDgWA4TjwGgCFEvHUD4FTUWRwH09oN4eIhwhYXKVPImEKeSTuSwci0Ni8eg8KU+qkWr1SrNRbQ/9B0YD037PlFFpk7JlCrZETmdRwQDwq0ZI993BlzWQ1tqm4h/qdq9qOx6Dy03mFa4jXYoDnI7qz13fV7Eb+PCSBPHKwYTzAe1dDwpfVRztLNgCv7yWWbSWV5QsKE4RlW2iVKawb20nVGyCXl0HvpLadyF5uGAT8/7JAAvsFABxvVUvrmzuO59MLNhALtlEur6NWr6FWp1OrN4OKUgcuRTXeDJhx8ov/rxgwef/5z+LL54lAju5SBALAucjSBIiVUjC84kwARktJJPYGCINSeDgGQIqW0RnSxlCGVOkYEt+Nae5OKqQxFQwBVIaGz0IbH34DPCqS0ii29R6r8kxE5iYD876bKNmtcOkcZk0Lp3Y+D9GL3ObpDYRidtQc3NHbNyxDeueFeU/vpJzLCU+5fuvjm9OzTuwa0dcZMqif/wQH37zxM67x/dkp6zb+O2inXGx5eeP3CnOLjh6IGVF1Pldif2PS+gDT9prL1zIjG+uK+KiwDw8ikdEm2WCcZs56LC4DTqnXhuwWSc97nGXIzShZ0b908HA9NjY9HhwZmJ8anw2VDbmX79/PfUm1KTfzf/047tfZqffj4++HvdNB1yTLkvAaQy4zWM+W9BvH3ea/Va92270Wk1eq8nrtI0uCMH9NKHx/OnbT/N9VEJUwgYgBDn3+i2PwWFT2BqJXspVCXlKDlMi5CntFr/fM+WwBswGt1yiD30ChYLEh2QTYRgiDPM/guZTODQ0GT40DB8coaHxco5IzpEIKDweicMjcZgkFp8hUIpURo3ZqnfazB6nze9xjnncoy57wKy2aURaDV8hJtNwg/2Al89hnQ+Hm26Dmm511eU/OpPedCwBmp3ELtpIyV2HzUuEXUnsyottylsHun9Bjxua10i1EjYN0g16XAys+gFVmokr3Iy7nILLXzdQuAlRu3ukLBNYtht37xTnZZEd9uyDBOzjg/AtZU9zNr44FYe8spFWlka8loIqX4vKS8CWbMSUpUEKEkEFSY9+WL1+4R//87e/TY1d0/PiqZAAY0IAbAhKgKbwMTgiZBAPaqfABoQkrJBM5uLIPCKDR2TwSDQWlsIjMsQ0rpTBlzL4EjpPyuDLmAIpkyukMnkkGo/IIMOwvU3teBDSpbXMjc5MuoPjruCYI2jXu0wqu1Ht1CvtGqE+FK3I8GlMMpdBbDFKdMRh0Oms9FPbU4Ye1ZC6nlw/sf9AUtSL2mJoR+P1gjN710Zmb1sDf1qFb7jRUpx3IGHNoQ3Jrx5WYkea2x7W7UlN3bc+rKnqvATSRGytvX4qvf5aNhs+bJEKLHKh16Aat5kDVqNLr3XqtT6LOeh0eM1Gv9U86rQH3c6gzz3u802MBqaCY1PjsyHEczPvPoJ+O/fjT+9/eTP702RwbtQ95baO2o1+h8HvMo36bBN++6Td6Ddr3TaDz2r020wBt31iwcdh/KnmT8tG6O2KmKRQvl4RE7d+M5ZAnZ6cQUORRDhexpdLOHIeW8akCbksqdng9romnLZRs8EtFWlJcCwBiv4UNAGKxgDhocpBx1A+dmgBlcvAUtEgOAaMYJPoSr5cwhKxCEwOiS2kC3g0oYQj18gMJo3NYnTZLV6X3edxj3o9o1aTUyPRa8U6k1QnpbAw/f2Djc8gjfeHnt3pe3Rj+HFdZ3l2/fGU3lPxpMupmEtxlOK12CvxiCtJsOItbblp/VWnZODmKb14VM4ykMGcgQbCyzrM01L0oyL4vcvA+mvYjtu0wScqXK+Lh5xQ0GZ1nICYjHxV2HRpS8vhNai8NGJpGqFiA/H6RnRlAqYgAX1lHfTqOlBePORqyvWdK6L//ptv//b30pwcArBfQkIwwCMMIJKPpDIQyM76+xX5R2qunm57chs50E+GwOloPA2FY+PJoTttEZUjpnGFFDafxBSQWUIKW8ERCCgMNp4c+lcmhmqRG2Z9U7P+Gb/Z79S7HDqnSWU3Km0GlUMrt34E/atoRWaj1GyS6ngEwtWTBw6mRjZWnGQNPWi8cuZAYtjzynxEb0PLg2vndiUfSPq+o+osveMOpulu7u5t29csv1F6AtR7r7/57oUf9mQlLLp2fCvp1XVaW11z8ZFXNXkaBn7e5/abNF6Dyq1VOXUqp07jMugCNuuE2xUCHXDYxlyOUY8z6PWGQM9Mzn+c0KHK8W7+p3fzP/30/pf3b36Znnjnc4xb9V6z1m3X+xz6gNs85rEErXqvUe206DwWg89mCngckws+LRifgv7UcdjqxI/5YtmqNSlbSFTW1MQ0eAiIBiJDxw5shphK4jJpQoPW4XGOh0BLhJoQ4lDlCGn+CJoIw4VAh47tBFQuE0cjwHBEOJ5P5aoEChFDSMfSWASmiCGU8ZQqiU6vNBvVVqPOajE67DaPy+kPjk0ZtBYRS6oSqJ0aq54nIQIAgw314Gf3gE8f9ty/jWh+Dntc23gmveNEIu7yJnxJDCY/GpcXTy/eSq/cg6na31OS9TxvE7guTzbSHBSR/XK2RcgyywR2jcKuUwY85nGvdXrU+XrUZVNLJUwyCQp4fvP67YJ1TWcTyQWZwmu7MZfXwyqSCXc2oCvXkArXwvMSB3Nihy7GQgtTK9OXrP77v8VFRLU/fUKDj3BQIwzwCBOEkRI5fCLx+d3qHSkrNicsO3dwx73y0lePnva9aO1vaYcPAChwHBND5hLofBIzpDk0rcV0No9E45FoEjrPJNU51Jb342/mA6/9Zr9NZbMo7VaVQy+36GTm0J+j/DiSP1JWC3RqgU7B1hilZhVfLiSTbhSePbAx7FbedtZwXV9t3r6ERdW5Bzrqq7qaqovObM9Y/dc757YjnpdwhxtvXTq6afU32UdTXzzK72u5WX31/JEt0bl7koEPCrDPi1tLjrbX5Bm5lGmXPWDWeg0qj07tMWq9JoPbqPeaTUGnI3RsN+5xTXjdoQk9OTY6PR4MfSr240Phu/mfQg+FP73/5cd3v8xMvvfYxoxqp1HttGq8dp3frvc5DH6z1m1QOcxat1nv/RfoFXGJ4WuSIuKTI+KTw9ckrYhLDItNCItNiIiOj4iOD1+1ZkVUXFhk7PKVMcsiVi8Nj/5y6Yq4tRuHhqDz028ZOHpfS7eQzhczhWwyj0HgsqlCo9ruc0w6LGMGjVvI1ZCgGBqSQEMSiBA0DogIBTsCJ4CxVCSZiaWz8czQhgaLzKbiaCQEmUVgC+kiIV3EIXE5JK6EJdWItDKxTq0w69Q2ndpmNXl97km/Z8ppG9VobHAYDgZEyLlSl9qg5wjIQyN9D58MPH80+OJ+55Mq0Mv75PbGnuILTw+uBeamwa5uxJZvRRWnYEpT0CXrsSUbqVU7iGWZQ8W7uq9mDlbuRzzOwbVWMgENUgJAQYXL6XAxaYSP6mGPNFE6H8AflfSUnXp5cQ+oII1UtZddd4hSthNblE4oy8RWZEKLNiNKkhFX44Dnl4MurIRc2Xwh+Zu4L/5Ycj4bM/CIBu2gggF0CIoMwghJTDmb3d/aeDQzbsPqr7MPbr1Tln+3rOjZjRv1dx68fNDQ2dAAaGuD9/Uh+vvRQ4NUKJSLxQoIBDaOQScwuDyB0mS0OD12m89nDs7Y5vyGoEFkNvD1NqnVIDIqeXqF0CyX2DVCYyhqgUHF1yt5OiVPp+BqTXyzXmgS0UToEUjj3drDm2Orj2/GNpS+unUm7/DaQ1tjXj6oALQ/ully9OyBmFN7wnprj1I7ytqvnzi+OWprXFj9nbL+rhv1jedP70ncHvdV9dntfXcuvaw62XwzW0IbmApI/EaDV68bNZvcBp3boPNZTF6zccxhCzod4y7nhMc7Exh9PT4+OzH1enLq9eTU7PTbuZl3czPvZqffz06/n5v56e3cL+/f/PJ+/pe56Z9HvbM2U0CncmiVdr3aadJ5LBq3We3SKWxaudWkcRm1bpspEPC8XhAemxhKRFxSRFxSeGxi2Or4ZaviVkT9K59qXhoe/feFy8JXJ3R3D89NvuNRuH3NPVQ0Wc6VskhcIpJCxbMNKpvHNm4x+LRKO4chJ0ExVASeisCHQONByF+BZuEYbCKLS+awyGw6gUHD0NlETgg0nyoQ0IQyjlwj0sqFWrXUaFTb7Uav3znhtQeVYj0Zy7x/v+Hhg3oIAKaTaEwylRBHQvf0DTyrB9Q/GWq8319/E972lNzVPFRTWH9yc8e5dcgrafjSbcjCFFzZJkrNdlJNOvX6bkLlDlRZFrBwM6B4C7gyC1C9D3zzFOJRPuJJEaK+CPbkCvhuDrDuJKDqCLDqIKRyP6zyALZqO+3GDtbNXfSqdELJRkzpBkTJOnBRErBgzfCFCGB2OChnVcfpuBOxf82I/r7l0R0C+BUTPUKFQklgFAWCkzO4Sjajt+lJ9v4NO5JXXPoh40H55Wc3q5sePKi/+7DhwdPG+4+bHz3rqG/qaWrub2oZbGkBtrXDunvwAzAujmpVGabHJucn56e80x79qEPmsyg8BrHVKLEaxBYVV6cUGPUKh17h0opMv9L8L9N0pYqj1op1LDz5cU357sSV5zavarn6w+CtK/m7N2TERty4kjfc+qL5QV3Oga1bor+6fjyj/3ZB162Cywe2r122+MKBfferLz++c6lo3/ZDscuPrVl2NjFs38qvDieHARpuzjgUXr3OrdUETEaPUe8x6v1Ws8dkCNgsfqslYLOOOu2TXt9MMDg3Of16cmpmYnJibGZibCb0PS3jo6/HR+cmg2+mxt9O+OfHPK+99gmbwWfSuAwqR2hOm1TOEGidwmZUOw0al9Xo/xfoFTEJYavjV8QkhF4vjYpdFBG9LGL1x4Qoh/LZ98sXrVjd2trzZvqDVqwZ6RyG9IMVPBmfLsJCCWQs3ax1uiwBvdqplJrpZCEZhqUi8BQ4jghB40HIT0FTEKQQaCaewSayWGQ2i8ymYxlsIodPFYgYYglLGtpD0kn0Zq3dafY6zV690sxnirFwYk/bwLMHjZXltxqetdBJTLPSKKazMYMAcGsbsKkZ8eIFsOERsOUhtq+F3NMBfXjjZe7eu4dWofLSiCXp6MKNuGtptBtZ9Nu7qLf2Em/s5d7eQ6naRqjYhK3YiLy2AV66CV6WgSjLgpdnISt3omt2oauyUJXphNpMxt09vCcHqbfTqbe2U2u3UCpS8SXJiKtx0Csx4KsxIzmrh86Gw3Kjh85H3dv9/bmULwuPbcOBOjHQIRoOTUFiyTAsA0mQ0WgiIrLtUe2lfRtPpSdVXDjceLOy7en9jsaGxidPGp89f/GwseF+fdPDhrbnLzvqm9qfNPTUvxhqfsUYBkrRGCOdYeNwHXyxW6YfM/gmHTMGuUMjtmjEFq3EGvqplVhVQlNoPIc0K7jaj1GzVCqOWi81EGGYvGPH1i3+esPXfz4Ru7hoY/KRqIjU7xbuSk49vvPAmT2HdiYmpyz6Pisq6uDauGMb4/ckxkb9/at1S1dlJSZvXh2x67vv0v/xWdoff7/ny79nfvGXTV/+5VFBtk/K8+i0TrXKZ9C7DTqvyRCwWdxGvc9iCjrto3brqNM+7vZMBsamRoNB31jA7Xc7/B7nmM897nUFPc5xtyPotk+47RM2g8+q94Zi0XlMGpdeadcpbHq5zah0fAQdWufwu2cWrIhJWB69ZtmquOXRa8JWxy+PXrMoIvrb5SsXh0UtDotasmLVr/JNWNR3y6Jevuz+MPez3xogQHB9rb1ipkghVBKRFAaJ4zB5XJaARmlRSEw0koAMw4byK9B4EOYjaAaOzsDRWWQ2l8bjUfgCmlDMlMi5Co1Iq5PotWKdRqRViDQKkYbHEMGB6LamrvpHTfWPmhqfNLc0dYMGYTw6X86VUpFYaFcvtL0T1tmJbW6BND6GdzQQh3vw/T2o5vr2inPl+6KGTiThr6TjS9MxJWmEmu2UmzvIt/ZS7h7k3N5Hv55Frd5Kq02jVG8kVW6kVKRRK7aRKrbSazNYt3ay7u5k3M6i3U6n3d3OfJBJuJlBqNmGK9uEKVyLKkhEFKyBFsSB82MhF9eAL8agriS1HQ+ryfz6xqn1nQ+LCPBuJBRGwhBoWBKPyJBQqCI8EtFVf7Pg+Mkt8QWH0p+U5bfer+t4/rD9RX3js8cvGut7Wvs7mro7X3T0vOwcbG4fbmkDtXcguno4Q02CoRfCnnpm80Nq0wNmb6uKhHMoJR6DRy8xyfk6ldisldk0YouCq5WxFCq+PpSPZUPO0cjYag1PK2cr1UINchh2fu/+rKiVqf/4U/oXfzry7WcHFn274csvYr/8JuKrb9eHR6eFR29eGpHw7ZK0iOV71kbtT4mN/fKbiD9/sWFp+ObwFSdWrTi49NvNf/5tYcrqG/u3XNoa31SVb5NSvXqdU63y6nVOncZj1PssJpdB5zbqx922MYct4LCOOV3jvsC4b8zn9DvMTqveaTe6nWav0+x3mHx2o99m8NkMPr3SrlfaTRpX6K1J4wr9WW+NxKyX20KgDSqHVmk3671+98yCsFVrlkXGLolYvXRlzLLI2KUrY74Pi/pmSfj3y1Z+v2zlouWRHxMi/m3Y6q8Wrayvb/sw98vs6JyMJRvqGGYTWQqhkoancxl8u9Ft1TuVMqNSZmTRRSHKBDCKAEZ91BwCTYIRGBgaE0unY2l0LI1JYvHofJVAreSrlHyVSqBWCdQKnjJUprEwHGQI2t3a0/T0ZdPTl+1NHX3t/YNdQ30dAPAAjIwkMbBUPBgO6+kHtrUPvnyJetkyUv8Y3tWEH+nDDw0RejsHH5RdP5nyfPvykfMbCWU7MNe2ocu2EGoziTd20+4eIN04SLq+h3g9i3Ijk3Yzg1ybTqrcRq7KoNZkkWuzSLVZpLpM4s0swq0s3O0s3O0sbM1uXNUuTPE2eG4q4uI6dP4GVF4qOCcBeiEGejEWmp/08kjE7QORXXXnsIMNKGA7BUuhY6lMHEVAIrGRUFDLk/vFZ8/vSszdt+1BYXbPk5s9z+93Nz7pe9XU0dLU+ap5oHNwoK2vr6Wzv+kVsK0d199HAQzShvvZfTWMthL6s1zC7dPg8kO9ZQcH711EtlfbRGKbTGmU6RQig0Sgl/H1Kr5eI9ApuFolT/fRtJyjkbJUEqZSzlTxyUKtWMcjsx9XVF374cCZhKjLKdHNxzPLt65JX/K3rJil5/dsv553Pu/AroyoiD0pyWXnD92/drIye8+uhMi1i74tPLS7qepyR+2lkn3J2xf/+72zWwduZz8s3N/yIFfAHAyYjG6txqvXObRqp07jMRmceq3bqA/YDT6rwWczjzrt477AhG/C7xp1WT1GtdWstVv1bpvB86+RrPPZ9H6z2mVWu2w6r8s06jD4TSqnVmrRSMwqkVEns2pkFo3MolfaNQqbSefxuaYXLF0Zszg8etGKVYtWrAq9WLg88psl4QuXRixcGhFi/Wk+XxTxxcLwZ8/a5qd+nA28cevdOAieiqYJWUI2hSPkiI0as1qqlwhVSpmRz5GToJiQ49B4xo7AMQAYBgDDAdFEKJ6GooRA0zBUBpHJo/OVfJWMIxcxxDwKn4lnEeEkxDAS1Ase7gH0tfd3tXT3tvUBekcgQ1DwIGS4BzDYCQT3QdBAFBlBoCAwOBAE1ts71NoCbWoZangC7nqJAgzgASAqAIhpfdRcfrw25dumg7HwogxsRSamfCu+Kp1Ys4N2cy+mZh+mZg+6Zgfhxg7KnT3EG7uxNbsJ1/eT6/YS6vbgr+/G39hHuH2QeOcQ7vYB9I29uOsHiLX7cKVZyEtpyIsbsflb0LkbweeTwWfDAadX9p9d3XIyoTl/B+zFdRp0AA0aEuDpEiKdh8HgB7tf3a2qzD5w5ciWaye3Pam60ld/B9RW39f0uL+5fqS9daj9VX9rc3tDY+eLxp7GhqGmekxvGw82KMMAJIhBfn8Zreki/s4hZEXGYP7a5nMxjbkJbWWbsS/v6Ehwn0ZllOtlAp1CaNRIzHqxUc7RhEx/HM9SlkrMUCjYWi5JpBZqVFwJsOVF3emD+ZtWvzy7g9ZQXp+z61DsF1f2JnfevYzqfPC86uLBjVGX9m9tuZ3f97zobtGRkxlJuxIinpafg7RWDjVfKz2zcVvk758V7xp+eqm+5vCLe+dJmIaPoO0alUOrdhv1Tr3WYzKMOvQBuyHgNAfdzgn/6Lh33O8Mhj57atI4LDqXRecxa90Wrdem99sNAYfBb9f7nMaAxxJ0GPx6uU0tNmmlFpXIqJGYVRKTSmLSyq0ahc2odXudUwuWhkcvWbFq0fLIX8ENgf7v+Wxh+MLlq5uael6Pf5hwTc/658VMCRlJ4dK4Up5UJdVo5DoRR8bnSBVSnZCnJELQIcQh0xgADD0MDYHGg7FUJDlUOehYGoPI5NJ4HBKXRWBT0TQ8lIAEoCD9UEDXyGD7EKBrCNQ7Ah+CooFIDAiFBiKRADhiGAYbQIL7ILB+CBaEoqFwdDSWBIPhwEBoR8dIRzOwtxUxPIgfgdJGwOSuJsSzigd7Yu/vXNlzIRVdnoUt244v24ov3Uav3IEs3Ya6thVRsgldsZl4PQNbk4Wu2omvO0io20Oo20O8sZd08wDp5gHC9f2Yqt3I8h24up3YqgxMyRbM5VRs7nps3lrUxURo9hroufCRMxGdx1a1ntsAvJlP62tjIlEEGE4Cx8iQaC5wGNb08EVl3vVLBx4UHxt4VjbY8RTS+xLU9RLQ1jDc2jDS8mKoqbG/4Xln/aOu5w8Gmx6huxrYwHYpslOB6JCCXtJelWIfnYfV7IOUbBm5nNSbE912fmVLdmTzhW3455VqAtQokhoUVq3MpuAbPjr+2DSkLFUoKo5ZwtBI2TIWjgBufV64J+V80tc9+Zm4V3WNxUePJX9Xc2zj0P18UEPZo7Lju1KX5u1L7X1YBG+/8bj03PFt69Ljw+rrzve9yGt9WpR/LCUt/D+eXd0LfV44+CDv1Z2LBMCzUIcOVY7QhHYZdD6LKeg2BF3Gca990ueZDIyNeyf8zqDbOmrVuiwap1ntMqmcRoXTpHTZtD6HPuDS+506n8c46reMO3U+ndisFhgMUqtKZFSLTXKhXi7Ua2SWEGiPY3JBqEiEBH+3JDw0lT/6/pTyd0vCv1sS/sXiyIjV67u6gLMTP/otYx8mfzLJrRQUVcAUGFVGi96qlmm5DD6bIZSK1EKenAhBhxBjR+A4IAIDgKGGIOhhaAg0BUEKPRTSsTQ6gcGhcikoKglBJsCIGBAWCUAhASjUCBoDwuIgGCwYHXIMH4IihmFoIBIPxRKgZPgAfKRzGNoPwkMQJBgCBwKhR4ZRg4OwoW7IUBccMIQDIsiDIFrXK1rb/c68Hbd2RTYej4OWbsdc24Yp2oS7kka7lkGr2Eqt3IwvS8GXp5KvbyNUZ2Ars0g3DlJu7qLc3EWp20mu2Ums2kmq2EEu30Wp2I2oTYNcWwe7Eo+5kogrWIPKiYZfiEJejMbkRCJz49qORbWc24x5VitBQHlYOglOlwLB/KFBWlcLru0JsfsRvucBrvchB9ZCwgzjEP1YcB8JOkgc6UN0tUFftcJbW4EdDYDWx7COpzRAswj2SjBSz+y+TW6pIr2oQt7LBZQdGCxIG85fO1KQ2J+zuuN0+IujsW35u2DPasVEolXr0CjsIrZWwtaEmoaMrZYwlaFIWSoZWy2i6VQ8k4QlxYyMwDqeFe1Lvrj+y/7CbaSRF821Fw8nLbp1Yhv0UTHwSXHNpV2rF/+u/EQmuKGGOtjwovrq8S0b0xMiW+5f7nqR0/yoNPfgxuRvf/coZy/15U3Sy1tNhWfaqvLtSoVdqfAZ9C691m3Qec1Gt1EfsFl8NnXArgt6LFN+79RocCowPe57Peqeses9Vq3LrHYZFHad1GaQOyxqj103atd47BqP2xDwmYN2jSf0gGuQWtVik0pklPK1MoFOLTX/F+hFS1f+j1myfOXCxWGLloYvD1+1bEXU8vBVEVGxS5av/HxRxPY9P9DZkrfzv7it/gnnxJjVL6UKOCSuUWlxGNxitoxF4fGZYg5TJBYo2XgyFYnFg6GYERBmBIQZGcGMjGCBQOwIEgtChTZIGTgam8hkkphMEpOOpVLRZDKSSITjiXA8AYbDQTAYECp0VU6E4YgwHA6MRgHgiCEofBCCACIgQxDwIBg6UYPaAAAgAElEQVQGgMEAMPAgGDQAgg5DkWAwFgIlwKAkCIQwMoIfGMT19mN7e8BND67v3XR703Lo+bXkyq3AonX467thRRmY8u2E6izy9V2k2p34qkxsRTquMoNQnUWo3EGq3kWu2U2q3oGvyMBVbAsFXh4DLlqFLUvEFSch8uLguWsgF9ZALyXA8he1nVry4nwq+H45f2RYhcIqIBDZyBCjtQb3rBj7tIhQX8xur5UM3OF21jJfVTK6KgSDt6XgehmsVQxvF8I6OOBWKqCBNnCfNfSAPXiP3l2Df3kV8eQc7N4x6N3D8HsHoXf2D1VnvLqy/uXFhNbchM785K6CtcMFMa1nI5vOr0c/KjWRCS6JQcM1SDlGndio4mkULLmarVCyFUqOVs7WS9gGMUEmoSpoKAYFicUP95QczTqa8N1gzSlFd3N7/ukjq757lneQ2nMH1lpxvSAjIWzB08Jz6LbbmJ6bj0pP7IwPP7ltPai+GtNeNfKgvHTvprTv/nTr5C74o2s9Fafy0hbXHopV86gek8JtVDi0cpde6dCrQqccAYc2YNeNOsxjLseEZ3TCNzkdmH899n7MP+13Bu1Gt0Fl0UoNOpnRrLTYNHaz0mLXOkILgwapWSM0akUmg9Sql1i0IpNCoFeLTaFzD5PG5XFMLli8LPJ/ScSipeFLwyLDIqKXhkUuD18VHhmzNCzyb98syyuqNFi879/+MuqemPRMBW0BDUdORlJ4FL5SqOHRhBQcg0MTCLgyqUjNI9EoCAwW+C/QaAAADQDgQKAQaDwEQ0YQ6Fgqi8AIgaaiyRQUiYQgEOF4EoJAQhAIMBweig1pDm1RY0Eo9AgCOQxDDsMQQAR8BI4AItAQNBqChg5Dh3uG+zv6gQMDyBEgEY4gw+FEIAg7MIDu6UV39WA6X9RfOHRj0/LWfSvQxRvAhetQlZn4yr3osm24ygxizQ5izQ58VSauMiMEGl+1g1C9k1C9k1Cdha/KxFVuDwVTtgmcvwZTmIAtjIfmxoByE/pzkrpz1radDGs+E9dbeoj66p4KMayBDwt7GplNd4C1B8F1P2AenEbfP4m8exxx9wjw+j5Q3f6RukPopzn0VxWcnru8/secwSeswcf0vgfM/jusvpvUjkpMYwHozvH+qt091zJ6SrcBanaAancOV6Z3X93QdimpLSe+81JiV27SQEFsX35Ce05KZ/5e9JNbOiLVKTfrJVYJVyvn6VV8vZKrVrA1CrZGztHKWDo+VkyGMdgEHpvIbHn44NDG+J2RX9cd3foq74fyrIR94Z/dPJXVf6e4oTwn79DWTau+rTn7Q8vNgidlpy7sXb87edXZjLTbBScelxy9fnbf4aTwDQv/mr0lvnDXujMpy7Yv/v9Or/+KihxyqEUevdyhk3qMaqdB7bOY/Faz36b12/R+hyngsAVcvqBnfNI3OzX6dsw/7XOM2QwuvdKslRq0UoNRbjIrLQaZ0ay0WFUOi9JukJp1YrNeYjHJ7aHzdYVAr5GYjWpn6L7Q65xa8N8P5j7N8pUxS8OjFy2PXBoeHRYZuyxi9T++DWvrHXk9//P87M8B13jQOT7uGLOrLHgoDtwHIsIJofsROonJofOkArmIyqEgMKhhEBoAxgLBqOERNABAgEBwQBQWhMKB0UQYjoomM/H0EGgKihQazyQEgYwkUlCk0G9IcDwZQfgUNAoARwHgqBEEBoTCgtE4CAYHwaBGECPdwz3NXQPtXZCBYQIMTkWiSRAIemAQ0dWD6OwiDrwavlF0Iz3qeuo/Ri4mwYs3wku2Eqv3Iku3YMq346sy/x/cjNBrTPWOULA1WdiaLGxtBqYmHV29HX8lHZ6ThL2ciCyIGc6JBpelI26fhd0tGCk7jryTx+64rYQ2qWFNwu466pNc3M3jwyVp0OrtpAcHcHf2QKu3Dpem9lyO7y9M6i/ZAqnZh713CvsgB/MgF/s4H19/mfDiKr7xCr6+APskB3bn2FDlnp6iLR0FKe356/sL0wDXtoPK04eLNnfnruvKSejKju/Kju/JjRm6nDxwcf2LwwnN57KorU+tfJFNYeUwNUKeUSqwyPhGOUcrZSjFVJmIImVh+SgAgU7kkzCM2uKK9SvCo//6p/Tl3x6P+3xv+J83ff1v+2IWn05b+0PK+o0RkfHfLzuevuny4awzO9Ztjlq4YcXi9NWrMmIjt8Ut2x2/POGbP4f9YUHUn3+7adHfd676as/qz3PSV4I66+1Kntcgd2mlboPKrlN6zUanUe+1aH12Y8BhDdgdPocn4BwNemcm/PMB76THFrDoHDqFKQRaLzXopQadRK+XGgxSc2j3VS+xGGU2s8Lxr/N1kVEns5q17tBGh881veDTC5RPE7odXL4yZtHyyIVLI5aGR4fa9uo1Gxgc6U+//DIRfOM0e51Gz4R7PGDx0TDUzhcdPc3dJDSZS+NRsFQCmsRnCWVMAQWOQwyOoAFgLBCKHAKghkeIUDgBjMGB0aEiQUIQaBgKDU+jE+ihvhGazRQUiYahhEJFkagoEgVJJMJwIdDoEQQGiPz0GRENRGLBaNggZKhjoK+lE9g9iB6BkGAoMgSOHQbCe3pB7R343nbcy4ePjm0pSvpb69FVqJItyOKtmGuZiJKtqGvbsRWZ+KoduMosXOW/ZjOudhe2ZiemegemOjMEGl29HVm5lVSwhZC/nlS8fuTiqt7cRNqLQg2iV46Eywe7NJBePbJdBrhPbcpD3zmAu55Jup5BvL6TVLeLeW8/9dZuXPU2dMVmSNF6WGkKuDwNUZOFqt0Hrz4AqdwPqdwPrt4PqtozUnMAUnsIfvMwvO4grGYP4Nr2/qsbu/PX9uanAoq3wsozICXbhvNS+7ITes6t6T27pi0nqi8nfjh7be+JNa3HEnpLD9P7Ws0CiYhvEvEtAq5JwDVJuSYRXcHFcDgoGg3JwsGoOBQTBaO0PG87vffwusXLMiNWFu2Iv7Zv/ZmUqPVf/3X9d9/sWpO4MTwm9psVq779R1ZSzOEtyXvWRicv/ibqi8+Sly3dFB11YFPskW1JWfERiQs/u7gzrbmqoL0ur+dOweCLuw4F02eQ2lVCl17p0Gl8Notdr3WZ9H67dczpCrg8foc/4BofdU+Nuqe8rqDT7DVpbFq5UScz6uUmg8wYuoXQinWhdRSd2GiQWk1yu1nh0IpMOrFZIzEblQ6LzmNUO82hDr10Zcz/krjvw6JDPxetWL0kIvbL71d8vTjixKk8ndH100+/jI/N28wes9oW9Iz7LF4+hTPY1vfy8YvhzkEKlkLFUbEwLIfKUbBFVAQeMQBCDYMwIxDkEBANAJJgCDIMT4Bi8RAMHoIhwvEUFImCpYQOa0OmQ+OZhqHQsVQ6lkrHUOgYChVFIsHxODAaA0SGBjwWhPrYQDBAJB6CQY8gwL0jQ+39wx0DkJ5h9DCUAEHgQDBY/yCwvQvT007ue9laeqpo48I727+H5m/ClmyHXU2DF29Blm7DlGeENIdA46t24K/vxtXuCoHGVGeGNMPLN9MLU8lF69BF6zovxA1XHTBh+sZEYgOJZ8HCtLAeXvddzOPzoNod0Ko00o2trLsZrLun6LeOMu8cp9T9QKjZi6/eg7yWgS7PgpanISq3Y2p3464fwNb9gK49CC7L6L+8Ybg4A3htB6RiN7x6D6x6J7gsfagwra8gtT8vFXB1M6RkG6x420jehr7shJ4zcX2n49pyonrOxwPOJIPPr+s7E/PkaHRHxRkJAmJSOVViM5ehYTO0Qo5BQJWx0QwegkL5v4S9ZXCU6Ra223uP+x7bzMDgBIlAILi7uwUIEDR4IFiAARJIQghxd2139+50RzpJu7um3eJBRvZwfrxMNmd/36lTdVfqTVcqv66+637Ws9Z6CRwepZ2E4+CxDCqemZf27PDaDfHLV5bfuoDNTStJubg9JmLHgpi0C+cfXkg6sGbtyrkRqedO1GU9qk1PTdqxfsGEH7cuXHTt+JnSpzers+/fSjy4cOKPuxdHlz26Tqx8hij8FVKcbhWxvZoem6LboZU7DTqf3Wo3Gp1Gk6/XFfIEQu5QwB0Kuvt97gGXI9Rr89kMToPKolOYDAqzUWkxKcxjTANtVTqxUS+xGKRWIEMbZTa93GZWOy06N3Al7rSF/z+BnhQRM37qnOmRC6bNmT89csHkmXN/mDB94ozo4uJ6j2fgt9dvhwZ+d/cGDSqL2+oxKI1d7A4KklhXXF30rABaC2bi6Swyq5PbKW8X80hsEhRDgmLIcDQRiiTD0e8DzcBSmXg6m8hkU9hsCptPa22lcP5PoNtorXwql0fhsAkMIHUAQAMCfgW+HkQYDt2EQDcg4DVgWHULphFBQeLpGBIBikQ2tFCb6tnwOlju3Qf74lIWfdtwNJaavB5/bRUhZRPx5mby7a3Uu9tpqTvo93YCYj3cxfx1J+PBDiCHUO5uIN1eR7i5hnltPvHqIkjymsbb+7i1T0NCnre9vacZpoQXdFQ+IGQmIh/sxj7ezny2p+3FvrYX+9qzkvgZ5zqyz3PST1LvH6LcO4i/tYecup+Utp2ctoeadoCeHs/KOM7KOEb8dRfsxjrItY3gqxvA19ZBktfDbmyEp2yApqwHX1/beGlFy6WVkKurYFdXQy+uaDoTV39iXt3xuXVJkeBzS5uOL2tKWFh3IjJj74SckytJBY8NHT0moVrarupgK7pa1d0caSelTUTht5O4XCKbiqPhMWQyFl+Z9+Ls7m0750dmX0qkVRVAcx4nbFhyYsvymuz7yMqcGyf3Lpk17sGFo9jiZ/TKF88vxa+a+uO66KiM6w+aCh81FaY9vX56S9zs5TN+zriSSKnJbchKgRU+0vLxAV2PWy10qMV2rdpuNJr1BqfFEXD5wp5w0BMOeQZC/iGge95idJq1doPKoleajUoLALRRbgJSx3/nEiQWQEaZzSS3G5UOAGjgvtBpC4OmRs77v2ry7Hk/T5szLWrB5NnzfomI/mnq7B8nRcQuW9vGkwwN/D4y9OfI4B8+d59aqtcq9D0dIj6Zw8EzsC2okuzCgsw8aC2YgaN1cjulfGEbhUtFEElQDBGCJkKRFASGiSUyMe/sGYgcXDL7fxx6LHLwaa18Wms7nQcwzSWxgEIHIDqGAtAMDClSUSQiDIeHYHDNaGQdDFYNRjbAiDAcBU0gIrBYCJLa3MRENJCa8gou770S+6+8jZNQpxcTr68i3txMurUFABpAmZa6g5a6g5W6nX1vB/veDmbqFvqdTbTb66m31lFuriVemoe5vpaQdZ7TmK/hEGytRGFDLuf5DX7xCVr2AfyjnaS0vZycY/yiU/yS061FiR35V/gvLrblXmI8PUl6eIT8KJ746yH6kwTGi6PM5yfoz05QM04yMhMZmcfJjw+iU7dCr2xouLC65uzy6jPL6i6sarqyrjl5Q3PyhurziytPx1WeXlB/fnFT0tL6U/OrjkWVx8+uOj218cziqvgVJfvmF8VPy9r/89NDUaVJe6hlhXoWxyzSCFtlfIa0gyFsJ7Z14FmdeAYDSWDiKFQ8noSGwmoKHl2MP7B85rWDa7Fl6YiSR9eObDqyeUFa8nF0zfO0Gyc2LhyfuHVxZepFatGjlsfnjq+avWTSz9eOnK7Pv1ufm/rs1rmL+zctnvTdhV1rwc9TGzNTqtKu8JGVfm1XyCzr1UhsGpVJo7EYjB6bN+gKBT1hvzPs9/QDQNssPqPObtLYAKD1chMQOfR/J+n3MzQgIHsYFHaz2mnWuoCODpe9DzRlztz/q2bELJ4wI2ZqZNz46dHf/xLx3YQZE2bEbNodbzX7f3v9dqDvTX/olbs3KO5RCjvFXAaPg6excVQWntpYVpP5a3rhs1wsBCngtIlbu9uprXQUmQTFEMAoEhRDRWIZGAIdRR7L0GwiE8jQrfTWVgoHqHIAQPOo3DY6r43Oa6fzAKZbyWwWnk7HvIvgLCyNiiBS4AQGmsJAU4BnGpJEaMKi6uHwGgiyHo4Do4lwPAmJwyOxlKZGKryBjalufHTuatyP6Yu/rz84h3h9FenWFtKtLZQ7294Hmnp3O+P2FtbdbezU7ay7Wxi3N9FurqPdXEe/tZ58bTn10RExrNQu7rRLBHxIIfLXePqjHcSHi4kPl1Mfb+I8i+flnebmn2cXX+KUXxWUXeXmnWM+P0VIO4x/fIiScYSaeZT9IpGUfZyWe5qZd571IomZc56edYqQdhh9bxcieXPTpbXVZ1ZUnF5WdXZFTdLqqgurK5NWlZ6aX3AsKv/onPLE2Lpzi6oT55XFzy46MKPs2PiKI/NK9q3I2xeXFx+Rc2Ri+v6pD3fEFJw7IkFCfQqdvEPJown51C4uhsOEEtvRZAYUzcDg6HgMHQ+hwMvy759K3Dz70LopddkXIcW3Us9u37t69pl9q1DV2VXP710+tmzXook5SQfohXepBdcfH1+3eMJ3Oxetybx5rDbnVuXTlKL7VzZHT94aPSn1+I7Cm6fSzu1BFj10y1sHbSq3Xu406GwGg9fp8vcGAq4+vzPssQe8rnDIP+J1D1jNXr3GalRbAaB1MqPm7/QMHAqNMsvfM5HvaB6LHCZVL9DgYVT3enoHQDOi502dEz09au7EiNnTImNmx8ZNmR0VERM7KSJm4tTI8ZNmRcyeHxW1aFZE7JKFa7IzC/uCI7+N/Of10B9hX79KrOYxeO0MPhNPZyCQTCSKgyUQ4Yia4rInD9PzXuSzWByFQMwm0OgYEgGKxrYgyAgcGYGjY0h0FIUEI5BgBAaGxiGxuWQOm8JhUzitFC6XzAE+aaVwedRWPo3XRud3Mts6GHzAodkEBhNH+zuxkOkYEiBgeoCOIVFRBAoCg2mGohrBODCSAMfgoVgcHEdEEUkQMBMObUdCiXmZWXvX3533c+X6CPaJFeRbWyi3t9JSd1DubCPd2UpJ3U6+uw1/Zws1dTMzdQsvdUtb6mb+3U2tqdsod7egUzbQslM7G0qdXe1hvUbFIlCK7hIf7mU+2NjxcHVb2gZG+hbmi8Pc4nOtJdfaS+9wcpLbci+QHh7BpB7CPTxKTE+k51xoLbneWnyDnXOOnn2W9vwCM+8KI/cyOSOR8PAQ8cEBxPWNLZdW159bVn9mafXJhRVH5lUeja07uaj25IKy+KjC/TMrEuY1nF1SkTDv+Z5p2bun5uyNyN0/qyg+uiQ+qvhwZFXCvNLDczK3jM/YE0nMvq5hUEQcIYvYxSN3d5JaW+FYDhLLxRKYKCyXSJbyeLr2juonTxI3rD88d0bmyX0Vd87kXD+yf9XsnStjCp8+qC3Jv5+UuHPB9DNrI8qu7Ki7dSg36cDBRbHz/z3h0OZ1j66ey0pJunf6wMHlUSumfrcxcuLh1Qu2LRqffHxzFwUWtho8RrPf7vY5/SFv2OsKel1Bp91vt3jcveGQf8TvGbSZ/AaNU6dyAEMJarFJLTZpJGad2Kzu0QHpGVhlODbqq5fb1FIz0A+tVdo1CptaaXP19oOmzomeFhkD/JwWGRMREzs7Nm7qnOiJUyN/njhzyfINqQ8y6uvheCyDz+0JB0Zfjfz1ZvjPsHfQZnAK20VcWisANAeDZ2PwDAyOgsSimiG5z148SXuKgCGl7T3AmDcRhsGBkRQknoLE09BEGpL8P0CzyGw2hcMl/1f/v0AzsNSxKRgGlgwMLNIxJBqaSEFgcGA4qhGMaYbjYWgCDAfcvBAgMCoU1opEMKrLyi8cubd0cvaSf6P2zcFeW0dM2US9s418eyv59lZK6nZK6nbSna3U1M2ce1u4dzbwbq3n3tpITN6ATtlGTjuix9YbKAivUBCQy2QEGCXvFintIOvxVsHTXbz0HcT7mylP9rNyT7Oen2/NuczNuoxM2Q2+tg11ey8j4zQv/3Jn6c2O8lutRcnc3CR27gVm/mVW4TVG7mVy1mnio8O4+/swt7YCTDeeW16TuKg6YUF1woLaEwurj8eWxUcV7IsoPhxZdWJ+8eHIZ7umZO2c/GLfzIJDkRUnFlQkzCs5NLvs8KyqI7PLDs7I3DWz6vJebmOlmNXOIbYzsK18ApsDxzGgSA4G30llqLuFZqlUymanX0xaM3Payp9/3DprytEVsYmblm6ImbJ81pRjW7ee3L3v2KaNS3/5acesnxMXTzu3bObRuJnrp09ZOmlq9Lgf5o77Ju6Xr1dM+3rVjH/F/fLlksnfL53688roH88d2MDGQnwWk9/u7vf1B339If+AzxnwOHwOk9uq73VZAyHPUMA14DD5ASg1MotKYlKJjEqhQd1jUPcYlF0aVbcWmIl8f8hXK7WoxSat3KqRWdRyq0pmUcutTkcfaPLM6BlR8ydFRAFvlp84I3J6ZOwPE6ZOmhZ1Juk6DEmy2wPh4MuQf8Tr6u/3j4YDo15HWKcwCTukPAafTeG00flsIpOLI3OwJAoCQ0Pj2SRqbXll2oPHFcXl3Zx2Fp4KAE2AogGgqSgCFUEiQvFjQHNI7P8T6PeZ7mS2tdN57wMNCBgjZ+IowAPwTMeQKAgMAYrENENRjVAsBElCEPAIPAqMIkDRJCiGjkDz4FBkVurDzdE3Yz4u3TQOen4ZLnk98b2jIWDS9Hub2h9u495ex7i6gnx1Ler6FkZ2kpFU7uuh2dvonq4OJ5/X3VRNfnadmpnAytrTnnW0NeMoLnU38eFBZsYJ4v3D+JsHiDcPQC5vgl/bSnoQz8s531l4raM4uaM4mVdwjV90mV+SzCtL4ZbcYBddo+ecJz05in2wB3NrMyplI/Ty6oazS+oS4+oS42pPLqg9Pr/y2NzyI9GF+2fm7p1RdGhO/v6ZANAF8XOLE+ZVJS6oSphbcjCi5MCU6vjptUdm5O6a8XhHNPTJLQWL28UQ0NFMJoZGh2E4GGwnlaETyUJ2l0dn7CQRbh47vHjiv1dOmTjri0/WRkzaGRe9ZubU6B9+iPru38unzNkUPW/BDz8s/+HbVd99uW/m5E2T/71pxsSVk3+O+/a7tdPGn9q08MKeJUl7l66KGrdh/qzL8Qee3r1YX5Rtkktf9Q0PBYf7gi89rv7e3pDb7u21uCw6h0ljc5i8fme/1xG2GbyA12pkFuBOe2wiQSFQKwRqAGvArd9NlEnMKpFRK7WoJCaNzKKUmpVSc681BJoUETUjav6UWTFTZsVMj4ydFBH10+SIHyZM3bRtv6BHGQi/1Okcwm6VRKiRdqsVIp1MrBN2yFsZnQwSh45nMUksoFeulchgYSlkBI6KIvBoTBQElvfseUleQRuNw8RRqCgCCY4lwbFUFAFgmgInjgHNJrLYRBaTxGKR3yWN9wUA3cHgAwGaQ2QCa8SAi0Ng0QcLT2UTaBwiHXhmYMlUJJaMwGBbYMgGCBaCpKBIBCQB0YwgQHBEOIEIx3PxeFptUcbRtRdjPniy4tOmEwvwV9cRbmwkpmwCTJp6dzvpzlbqzdWt9zZxb60nX16DvbqZ9OiEsPm5t5uk4mJMPJqno91CofJLC6hZ11kvzrBeHOVlJ3GzzsGSdzWcXdd0bn3VkUXlB+bXH1kCSVqHubGD+ego/9np1mdn2VmnOdnneS8ucvPP80qu8MpSuCXXWYVXmXnnyU+PYu7vhl9dC7+6tjlpee3JBdXHY+tPxtWfjKs+Nq/iaExVwrySQ3Nydk/L2xeRv39mzt7pOXunl56YX3piflnC3LL4yPL4mTUJs2uOzCjfPzFn55SrS8Zln9rDg0K6aa10FIWBJrXiKWI2W9ctClrdb0LDfotNxmHl3bt+evvKUzvXbZw79ebxPamJh45vXL5u5uRVkyde2bXj+oE9J9cs3zpt8q4ZkzIS9t3YsSJl38otc75d8+O4G9vWN6YnFz5IzLp9bEXUhLXzoyue5Wgl3Wa1cjg8+HLgt4BnxOMatNtDdnuo1+KyGR0mjQ0A2usIu6wBs9YFXF8DvgsADQgA+n+YBkKIUqjTSIwqkV4lMSjFerlEb7f4QJNnzp0euWBGVNwv06Mi5y+LiF747U9T5i5aVVULef37W49ngEpuJRPYHVwhjylgkXhsuoBFaacROEQ0nYSi0nBMDonbzmgTMDtaSRwWnk5B4qkYIhGBbqyoriosAgijIPEkOPYdykg8CY4lQfEECI4MJwJAswhMBpE5BjTQ8v8+0GP2/D7NLDx9DGIAaA6RDgBNQ+GoKBwBigQcmoahkNAkRDMC04ggwPB4JJlJprNR4ILk+EtL/5US98+a+Gj81XXE5A2EGxvJt7YQb26m3NlGvLmZc2cdJXkV/vJaXPJ2evoZJTjXxUM62rBsZL2hjd0vEdso1M7SAu6LVF7+ZXbuCUH+TU7GxYqjqx6umHgn7vs78756smJc8Y5ZJfuiahMWwS9swKfspNw7SHsYT087znxykpZ1gvXiHDv/EjP/MjP3EjPnLCX9CDZ1B/TKKsjllU1nF1cfn1d1NKb2eGzt8diqI9EVR2NqTy6oOBqTty+i4MCsokNz8g/Oyj84q+RodPnxeSVHo/MPRJQciaw9Oa/08KysrT+nrhl/Muaba5sXtTzLaMOROHgan8KQd3TohT29Wv2QN/xb/6uww+1Uy0iNxTm3E68nborfFFPz/EZt1o3Uk9uPro46tWE+7MWdxoxr+cnH9s2dcGLpTHR2SlnKoarUg/sWfnkgIiLnTAKy4NGz2yef/XrhzJGdmffuORSmV4PDw6Hh4fCrkGfEYQnZLEGbJeBwBG16u1VnM6ttVq2j1+h1mf12vdugsOvlNqApVNHzbhZB3aXXdBuUXRpAqm7t+0BrRQZVt1YrMiiFOpVIrxDpFCKdw+QFTZk1b+rs2BlRcT9NnhURvfCX6VH/Gjf5wLEzKq1tZOQ/RqNLJtHLxDqVxCDpVLYxu3hsYSuji0sX0AgcKpZFwzFZBHYXp1suUHRxutsZbVQ0GQtB4iEIaG1dfWkZHUNiE2hkBA6wZ+BQSICiiRAcADQTS2cRmD/pnCIAACAASURBVEw8g05gMEksLpnDp/HaGW1AC94Y0Hwqt5XMBsLGu+r13w49FjbG3JqBJTMwBDqGQIKjsS0IPAxNx1LJGDIagkZW12FbUHgMnUXns/H4mrTk25sjLs39Z9meCNylNbgrawnX1hNTNuGS15NubsYmr+feXoM4twh6aRM944q0pdDFRVkYLdzqJzwczCMVjmrVNhpNWFPWUfSooyCZn3tWWHSL8Wti3o55KZFfXpoCujwV9HDxd4U7ZuRtmVKwPaJge0TJvqjGxBWoq1twN3cT7+wjPzxESz9GyzzNeHae8ewsM+ME7eFB4t2dsEsrwUnL6k/FVR+bW3U0pjZhXm3CvKoj0ZXH5tYlxlUfjy0+HFkSH1USH1VwaHb+wVn5B6aXHYssOjLn2d5pWXtnZu2b83DH9Jvrx19ZPfXcioibezc2PnsqZrAU7e1ifqte0qMXdtnV2n5XaNQ/HLS6vXoVBVyclXL43MG4HUvHV2Veanie8uDM9iNrZ17YHYspvd2Sca7g+v4ts79IWDYRl59cc+9Q/a+HDi/6cvv0Xx4dP1D97N7zxzdhjZV8Bs1jcrx983a07+Vw8GXYO+qx9TuMIbPeYwBei6G1WrRWq9Zh0/Xa9W6bzmVU2oD8oBQaxpq2lZ1alUCn7no3o/5/StOjUwjUqm6tsksj79bIutTSbrVV73oH9NTZsROmRU6cEf2vcZNnxix6Xlj5xx9vh4f/tFl8TntQKzdLu9WKHq1SqBO0KQQ8aRdfxmf18BmCVloHh8QV8kRKoUHcoejm9jDxDCIMg2oEN5SVN5WVUVEEDpFORuCIMAwQPMgIHB6CIoCxeDD2/wS6lcIFRgw7mO2ASfOorW10Po/CAe69gYIdsAWBhaePLa/5nwzNxBIZWCIFiSVA0SQkjo6lUnFUApKAq6lGN4LxGCqT3k7FEBszf00/uOLqgq/ytkxEJ61EJ63EXFpNTN6Aurwaf30D+soa0oVY2NmllCdJWkKTg0dT4ZpYRffg947p23kDem1ALJahkV01xYKStI4X14X5V3gZp2HnN2WtnvJowff35359K/KT9JU/5u+OqNwzp2pvZOH26c83Ti7YNasyPq7h1ApI0jrU1S3Ia9uQKbuxqYfwqYdxN3djr21BX17fcHph9fF5ZfGR5YcjK49E1xybW3Nsbm3CvKqEeXWJcTUn5pcfm1t+bG7x4cgX+2bk7J1esHdiyeEZ+YdmZh+c8/TQ3F8PxN7dv+DXI8ufnNr1/GJC6b0UUn2NtqND19Mt4tJFXKqIS9eJJCF7YDT40mvutatE+Mbnj5N3Xdi/ZHPsT2WPrkALHqddPHJ47ZzLh5bCSlIgT5OeJ23fHvX1qXUziIW3YBkXyq4fOhI7bvOcnzOvnsI2VbWymL0Oz9vf3r59+XbAHnaaPB5r0KH3A1sHzGqHXmEwqoxWtcWmsdq1DpvGblHajTKLFniDVI9e1a0HYoam26DpNmi7Ddpuw/+sEwEIVgjUik6FrF0mFyikwD78dqmoXWpUW0GTIuZNnb1gyqz5M6IWTZ4Z+93P03fsP87tlI2O/tXX99phC/jcA1a9y6CwSgUqAaungyfr5EqFHcruNrm4Q9HDl/KpHSK+WNGjlwo0Am4Pl8xh4ijwuqaKF3nN5eUUJJ5LYgBAU5B4IgxDgmPxEBS+BfM+0AwcnYanA0ADy2U6WR2ASQOGDaRnBpYK3AsCXU1jQAMlDgBoBpZMQxNZOBIDS6SicGQEjoIm0LFUGp5GxpCpTbXo+no8kkyltmGg2PrMtJzjW1KWjn+2bhz8zFL4maXIpBX4q+sQF1dir61DXV5NOj+PkLK5u/qpT9jmFAo6wBVt5Q9siEy/QjFoMOjZLHZNeWtFXkdRWufzZGXRTcrtvSW7o+7P/Tpz0Q9Zy8Y9mP91+ppxObtnNB6aC09cBk5YVLEvsmjnrIJds4r3xdQmLKmOX1h+OK7i2NLaU2sbTq+vPb6sNn5BXfzcsvjZ+Xun5u6aVLR/esXh2VVHImsTYppOxFYlzKs9uaDmxPyKhHmVx2MLD87O2jk5c8ekon0TCvZOzD0wo+DEwpILG3Mvbs+/fqj2yWV43hNkcTamsoQNh0nZbBGbwcHDacgmFh4p6xT0ucJ/Dr0NOfwunYyNLinPOnt139ptMZMrH94iVhQ+u5Z0aM386ye2oKof0YofPz+/Z9/8n85unI0ruIN9fifz+N5d034+vWMhG1nrs1sG+keD4d+8zqGQbeCNd9Rt8vitoV6dz6Z2O7Veu9puVZl6dSYAaJvGblFZDVIzsApVIdCqewwaofFd75HMbpLajGKLXmh6/yAI/LG8UyXrUMraZcCrR0V8sbhN0s0TdfNEerkJNGnW3Emz5k6cGRMRvTAieuH346YUlzf4QqOhwGivPRj0j/g9gw6r32MPaeXmNnY3h9LGobS1MbtE7XKpQCVsk3VyhG3Mrk6uQNguEvF7uls7KEhsXXF5xv0H5Tk5ODCSjiGR4FgCFI2HoHBgJAA0DoIlwPAUFJmOpTHxDMCkGTg6l87mULk8Kr+d3t3FFAmYAj6llY17Ry1QY6aiCDQ0ESg8MzHU9wVcr9BRZBoaT0PjKUgsCY6mILFMHImFJzOwRAQEioVAsRAoAY2HNkCrsp4Unt9za+G3j5d90xwfSbu0Ank2FnZtadOVZYhLq5GJy5HnF2PvHbExkX+YlN5OhqC5uLWlzKcVWtxDUoGmE4qV1JVo6tN6iq6JSx9QH90oOLzmyZrJTxd+lb7gi7QV/36+NSJ3y7T8jROq90SCjyxFJm6EnthYf2xV9dHFFUdjSg/PKjwyryJhXt3xuY0JkVUHp+fvmlp8eC7k6jbY7aM1F7aWn15Zkbi48uT8htOLms8sq0lYkH9kWc7+uJJjywoOzC8/urA+cXHO9snPtvzyZNfMxmtboQ+O8eueclsK8x9cvXsxsb4kj46EcfGYDgq+g4ppI8C42AYWspoBr+zCoFWtPK/V1t8/6HQ67BYtCVb16OqxI4sX7VsQ8yL5TEHq+XP7V+9YPjtx38as1OSSe6eTtsaun/RhQtz4lB2Lk9YvvH14d+Wv90T81rDXOzgw2tf3Ohx+47H3eYw+v95nVttMKuv/yKy2AZHDpLIaFGat1KQS6eXdGqlAo+zSaEUGk9xqVTnMCptRZnm3VFKglXeq5J0qheDdsKlcIJO0i4U8kYgvFvJE4jaJpF0q5IkUXUq71gGaMid28ux5AM0/T5y5dOUmOrvz5Zu3DlvAavb6vUN+z6C7Nxx0D1r1Lmm3mk3m0/EcBoHLZwi6WsVdreJOjrCd1S1o7ZIIpLJOibRTyMSRGkorH926/ezBA1htMx1DoiDxeAgKABogGwvGvA80QDMdS2OSAZ/mtdO7u1liAVPQSuIwMe8qzTQ0kYYmAkC/YxpN+R+g6SgyHUWmonA0NJ6KwpERGAoSy8ASAaAxMAQWAkU1NRNQODQM05ifW3rt2N0VEx4t/6bxcBT90grEqbngpNj6c/OQScswp5dhzi/D3z/h5FJ+t5ldnTwpslZJaBzVC9xGq5rLk8IaNU3P1dUpgtyz4vJf4XcuP90a+3D5+GdLv81a+vXj5T8+XT/5xeapZTumFe+MKNsdXXtwcVPCakjievDpNS2nlzWeWlh8OLoqYV7V0ZjSg7OLD0SXnliGTD0uqE5XkeBidIMQUS5ozmGWPSBmX0c/vtB8O7Hu+rHCMzvyE7fkHFtbfGp93tHlabuiq86uIz6/yi69z65ON3HRUjqyOP3uvSvnm6tKRSyWmMOUcRgiJqmNgGAh6ujQSjq0UkTGKlpZRrks4POPDA17HJbizF+3LJoV98N3sz7/8OCyuXuXzVk4+esVs8fvWDJ3VeSM9XNmrJkxccoHoGkf/ePw0qWFN1O7MPQBvfs/o6/f/v5Xf2jY7e53OvosOqddbXepbUA/hlFpGUPZrLZZNHaT2mxSm00qq1FpMSisOplZIzGqxab3r050YuPfzq1WCLRj9Q21UKPsVsk6peI2EYCyuE0i7ZDJBQoJsDpL7wTNiFn4y/SoiTOix0+d8+PP0+4/ema2+XzBEbXSYtQ7Pa5+YEdR2DvstPj1SquA3cUmcqhoGgPHBHZoAPuNBK1d0i6ZqkehESvaaKyWytrUa8k3k5JqCsuBazwcGImHoLAtiHcP/2+gGTg6DUOloikUHImKo7GJHADoTkYnh8CiIQnAPwE4BpgGBFjy+6KjyDQkiYLEjpk0BYmlYwhMHImJI+GRWDwUBq+txcPQJCwZWllR9+vVR9tj7i79pmL3THLScuzZBahLcZAL83EXlxDPLIEnLoFeO6gj44cMNnNbpwIN1qGrAqwmMwWqhJXKah8qKpLaMndgb63jF9yqv3klbVPMk5UTijb8XLxxfObq8U/WTcrbOr3xcFTx3tmFuyJL982rT1iBOr8Zd2kr+sJ6xLlVsItrYBfXNJxZVXFqdX3yfmz27Q5ojYnHMEgMJrneptKZpRJFW6uIQRNSad1kqoQA7YTVsetLqOXP6ZXP0S/utzxJ7gIXhbXdSjaOCa2Rcih0RHPGvdtP792l47EyNlfMYPXQaF1kPBcFobXU0sE1rajGTgK0m0noaeVYjabfX73u87hyH95ZHT0tdtx3s7/5dEPU1P3L5+5eHBk34dvpn3wQ+fVX62OidyxZujomLn77AWg1tFft/KPvz7dv3r4Z+i3kGTAbXFaz324OWHQOp97uNlj08r+b5v6mGQDaoDQalMa/QbcDa/iMSsfYLSBQvlAI1IArKwRadY8OuFXRiLQA0JJ2MfBaErlAoexWqYUaRZdSK9a5TR7QjKg4oDX0p18iomOX0Zjtbt+gTGmSinVmo9vt7PM4+3zugZBnyGnxG9V2tVDVyeqgYagUFJmJZ3DJHGAJQTu7Q9QhVvUodFJVN4ePboLcS75+8fjxwswXdAyJiaNgWxAA0JhmOBA5iHACADRAMxlJIsIJJAyBiCLRsQw+VdDNEnfQO9h4JjCPCMyNAzPk761DINNR5DGUAZppSBIFgaGhcHQ0nobCUZFYOhoPvGWagiZQoAhkbS0ODKfgacjGJnjek2cntiQv/zFr01TkySWYxPnYC3Hoi/NJlxbTzi1En1pWf3aXBAYdMHpcMr2eQlA35siLrlFuHeKmHenIPsB9sgJ9ZXpJ/GRSxoXmX+892hCVtvznkg3jK7ZNfrFpUub6KQXbpjUfjq47uaTm2MLK+Ljq+EXNiauwF7cQr2wjXN5KvLWbcOcA/PYhxOOLnJoCGY2k7uxW9ygEHUZRj1Upt6qVNpXcpFda7Qa/xzY44HCNuH2jbk/AaAwYjW6tyiIVha2G0f5BrVzZymDJhWImmVpRVFJbXtnOae2msNpwpFY0lofGsGBQWnMdB9HcTcZwMPUddHQXl2FSakZD/aN+P7ahOvXciXP7t66JmrZp/uyH50+UPrhzYcfW/QsX3ok/evvs0cKshxgEXKU2vPrt7R9/vB0Ij/T7ww6TX6+0G5S9DmPAqvcYlEaLWmdVqwwK8xjQ72sMaKPSAgBtUtlNql69xAQsY1f36MYqdOoe3RjQWpEBAFcukMkFMkWXUtWjVgs1QL+Hqketlxo8Zi9oUkRMzPzlk6ZFRcxZcPL0ZYPZbbP5RSKNSmF22AJe94DX1R/0Dff5RryOsFFt10s0PVwBE0ejIInAyexd+YzC6eB0StpFapFcxOugYwgZ9x9cPnnyRVoWFUVg4anvA40DIwkwPAA0DUMFvh5EOAEHwZIwBAKSSEXTeJTOLqaondbOwjHGluK9vx3v72FyEg1JAlAGaKYiiFQEkQxHA0wDQANMs3AkGprMQKCJDU14MJyEpSCaEaTG6rzriRfXTL23bnpLwgrEiUWwUzHQU3MI52Lp52LRJ5bUHFvXVlUyZHIPWvw2DltS8Zh7Z1fZ+vHYC4t5GRuZj2Px1ybn7voOcie+4dHdZ9tjs9ZMrNjyS+PeiPJds15sjcjZOLFs+0Tw2VXQ82uaTi2vip9feWhBy6nVmMvb8Vf3NF/eiXt4lpr3oLW+TMZkGCVatdQo7tZJuq1ysUUhMQE0m7Uuu8HvsvQHnX0DvuGXA78NhV4OhoZfDb0ZHXg1FB7xB1/ZHGGz2TPQ/8pmdkp7ZCKBWC1VilidbSQmB01kIjGUZjC2thpfX82EtdDR9a0UlJjfalZoQnbXn+E+BY/RVJB5/8rJlVFTV0ROy7hxFV9TzYXARQSyiEBuLnrewSCFfP7R138FBn93egfsdp/JaLObA0at26YP2LRevcSil+oMKp1eqRyLHADZBsW7HjqjymRUmYDP9XLL37IB+AJFjP8BeuwZ2Nmi6lGqhSqtWPeuEU9m1EsNqh61TqJ3Gd2gKTNi5sQsHjdhxvJVm6vroG53v1ptFYu1FpPH6x7we4eCvuG+4EvgvbMGlU3EE/AoLBqaSEbgxi5KqCgCBUtlUzidrHZpp1DM72yjsYqzn9++eDE3/RkJjmXiKECABiIHDozEQ3FEOIGMJFFQZAqKTEIQCTA8Hoqj4Eh4BIGCovKpgh62pIPeAQBNR+AB0eC490VFEAGmAQHddhQ4gQpDU6AoKgzNQOIYSBwdgWUgcSw0gY4ic5BYOhhCAiNwCBIcgmXhcLmpyYeXR1xYHtGYuBF7bgPi9KLmk5HIU1HEU1Gw+LnVBxfRslL9Qtmo3d/b0Satzmi7v69q0wTKjTWquuPiiu1tT5YU7v6h5PS63CsnH62b9Xjpv8s2/FS/e3rF7pmFO2bnbphQvPGnmoOxsDOrcJc3wM6vqj+xpPb4svpT65rObqlLOcUoyZLikAoWR9Uu0Qj1KpFRJTSZ5VaTzKARKjVCuVmhc2itLqPbbw2FPEMuawB4TYLbORDwjYbDb/z+0WD4t3D/H+Hwm1ejb4O+wYHg0GBoOOgKug1us9yo7JKJuJ2tJAoZCsU2NuCa6vGwehIS0kFn6nukHq3hr3BQ3UYvf3rrbPyWi8f2/Hr1PKmlxdAjHnS4fguE+212CYMlZvF7Nbagc8BhCdnMYZMxoNW4jcZendpmUbuNMru2x2RVOSxaq0Gt/zslm3UyIzBS9W5SUGUyqkx6uUknM2qlpr9l+W897j3JO1XqHsN/y89CjUak1Yo1eqlOLzUA3dJAw7SyW6URaZ0GFyhizoIJk2ePGz894eQFhcJktfpkMoNGZfV5BoP+EZ9nMOgbDgdGR/t/7/ePKkQ6Jo7y/rEMqMeR4Fg8gkDF0XhUbg+vU8zvFLa215eWPUpJKcrKxUNQQLcdADTQpYQFY4BCBxFOICGIZCSJhCCSEEQKjkRAEmkYegejR9wq72R0MrF0KgLPQBIAmqkwLKAxoAGNeTMFTiDD8FQYmgxBkiFIGhzDQOJocAzwwEJRuQhsKxRBgcCxcCISSeazeRl3bi6d+dP6Sf96snlhXfzy5pMLW07GwBKjUMdmYRKiGw7GwK4elCHBIa0hIBUZUKWKwgvoE8tYaQd6aWlaxIX2rI25W7/P3h+bcWrn/ZVTHi35vmTdv8s3jstZ81P2hkn5myZW75ySv25q7b5ozIXVpJubUVc31J1bU39xG/RmPLWiWEbCm7vEhh6Vulur7tZquzUWkc4kVpnECnW3UNPTY1drPSZb0O4b8gyNBIb7XP1+RyjkGQh4h3yewYBv1O8f9XsG+0OvQv6hkb7XAVffSP/LVwOvQ+7wm+G/Rvp+C3sH/b1+h8lmkCtkXZ09/FY2jcwlUwQMnrpd5JKp/+N3SZiIjJSjF0/s4BKhNrV0NBj6bfBlwOWzGk29VouKyaHWNbYh0A6JrM/idBt7DSqbyeBRag0qpd6i6TXLHGZJr13l1sqtSpnRqLTo5Sat1KCR6NVinUaiB2a59QqDXmH4m3KTVmrSycw6mXXsIDjm0ADieonl79Z+k0FmNMiMBpkeABqYZ9FJ9BqRFlgc5zS4QDMj48aNnz4netGTzPzBwd8VCpNCZnT1hgf63oQCox5Xv98z6PcMDgZfBd2DAp4YGHelo/FsPJmFI1GRWBIMRYKhsDAcGUPhkFhd3HYRr0Pa3gWurnl6925ZTiEOjASuVAB7JsGxODAS3YzCtKABpgGgKSgycCgkIIl0LEPAEsnaVF2sLiaWToZhAaCpMCwFiqFAMQDQdASeAieMMT1mzwDQxBY4sQU+BjQVhqYjsBwUjQvD8GBIKhSBRhDRWGZHW9evKTcm//jlBBDowKR/3Ymb8GLb9Lqj0dDEaPjR2eiEyNrd0wr2xKKf3DHx2zySHj22UlF+DZu0mZJ+1M7Nl8OSKfdWPln9ec6BefmX9kAv7kQkriQkLmzYNSVj2XcPl36fvWZc9c5JOYt/Klw3sSl+LvbaOvSNjZDkrYS0xO6qxxIyTdfWpe9Wqbq1OrHZIjFaepT2LolBqLAoNFal2q7V+Kw2r9XRa3K6Lb6AxTPk7htwhwe9A6Ph10OhlyH/SNA/EnAG+30DQVdoODQSdIWGgsPDoZGAMxgKvAoFRvuCI4N9o8ODL4f7B4Jej9NmNWl0ZpXeJNIYBQqXVPGn3y5mgrNuH35y95xF0fn7UPhV36BRYxKL5F3dQhqbzmkpL7qdlHf9BLPuhV/ZNtCrMWtkOp1GoVGrVXqHwdWr8tgVHpvCp5bYtOpewIPVYp1KpFWJtGqxDpgU1Mp0Wtk7vrVSk15uMSptJlUvUNwA1ldrRYaxiodJbv/7wWpRWc1Ki1Fu0Em0YyhrRFq1UAMA7TK6QTMj4/71w8QtOw6KZXq9yaXTOez2QF/f61Dotdc94HSEnI5QyD80PPDGZnQwyCxsMxQPhpPhaBoaz8ASGVgiFYMnITFkGJ4ARlGRaB6Z3MPhCLk8EhRT+DS3uLCIhMNT8WQMGIFugmHqIfgGGLYOgkDX4HEYPlPYzhSxCEw6hkCC4zGNBCyaj0JwqaRuYadB1KmiExjw5mZEUz2yvh7V0IBubMaD4SQohgInUOBEMoxAgZGpCBINCZwFCRQEhgxHkmAIchOM3AQjt6BoUCwTSWajqSwUhY6iYNBICh5DRSPJ0BY6AspEo7vZvKunL33x6TcfgP75CQg06dtP18wef2zJ9JSNMU/2LM7ZOD1r5/xTi6YdXDCz+Pr5XjLkFQNsLLxNTl5ETF9tZd/WIC6gL8blr/4Rem41Jy+ps6Va0FDZXpqDuXu87NCcpys+yIwDNW37pXTFj0/mff5kyfiK45sRj64RS3N5GIS8rU3VIdIIJJpumbZHrhHKtSKFXqLSy9Q6uc6gNJg1ZrvB7rK4fA5fwBkIuoJBd3/IMxDyDIS9g32+IUBh72DY198fGBwIDvWHRvtDo+HAcMg/FPQNhvwj4cBoOPiyL/SqP/zbYP8fw4P/GR1+O+T/rd8/6nEHnY7eoKc3ZNEr6ARsYTaltkEvaHMaVVqlopsn6mJ1Ceh0TENpY9XjnGubc45F16bs6MA2Os1Oq95jVVr1Ym2vxmOR2c0yvVWtMilVBpVNLfVp5DqNXKeW6tVSvVpqVEvNaqlZJTGpxQ6V2KoSW9USi1Zu1ivNBrVJrzJqlSqNXK2RazUyg05h0cpsaolNITSrZBal1KySmDQSs0FqNUltZqnNJLEqRAag2GeUmvVSg7xbJZdoLRY36JcpcyZPj75970mvu8/hCjscwXD41fDwnz7PcK89aDF5rGav39M/2PfKorfRSUxUQwuuBUaGoylILBWFo6JwVAyejiMy0BQiBE2CIVg4XBuV2kalEyHoqtyy2vJKHAJFQuIIcAy2BQWrgWAa0LgmLJ3NUsj1XnN42D2k6+qGVZc2lZeim2AECIEMJ7dT2uTtkm4GD9/YCCnNg5XnwqtK4VXliOoKdG0tvrGJ1AIltyDILQggH9MRWMCDKVAUBYoiQ5BUCIoCRpPAKDIETYbhqQgiFUEiw4lYJIqAQlHRKBYGzcFgmCgsHUM6tOPgJx9+8cE/Pv4QBPrin6AfPwRN/Ry06IePtkz5Zu+MTzZN+3LODx98+wFo0YzxdWnXbYRqecWv3MfbhLUnbK13xM1H0UlRFZt+QpxaLixO7mmptJLQDgJEUZXGSz/YcmJm3uqvStf+u3TDtKzlE7I2zGm+eqyzrkRFI6n4fKWgW8EXydvFyk6pSiBTdcs1QqVeqjXK9UaV0awx2/Q2p9nptXsDzkDYE+7z9vX7hwH9F2XvYNg7GPAO+D39Pnefz93n9/QHfYN9wZH+0Cjwl2HvYMgz8N6XYXjYOzzkGwx7g16Hw2PSOeU9GiahC1rXhUVq2xhiLolDIlDRZBKMQIZCkbVFjZXp5LqH4IcHSs6vRj+7qmASzTKtUqjTycwmpVsnsukkep1UphSLdTKjTubRyHVqmVYt1askOpXEoJIYgD10GqldLbGpJRaN7B3QOqVBpzRo5GqNXK1V6HQKk15p1SvtGqlVKbJIenSSHp1CZNBIzHqJRS8ya7sNqk6tWmzSic06kUEvNGi7NdIOmbRHbtBbQd98/8vCpesQaEqo/7Xb3e/zDQ0M/Bb0j9itQaPeqdPYLUZ30Dc4GBzVKQ1EDBleW49paiFCkSQ4mghDEWEoKobIJFAZaAoVgWdgcFwikUcms/FEfAuyuay+ubySBEcToGh4PRRSA0WDSe1MkbRTr7ME7ZY+t87zu9unZpGfXj+dfvMSuLqyk0ASEKgyOlfD5gnQGFRxXkPGvcasu435GS1FzxDlBbjaMnJTDbWljtJcT2qspUCbKNAWCrSFAoFQoQg6DMNE4FhIIh2BpcKwRAiaAEYRoFgiDEeE4gkwPB6Bx8PQZDiShcGwMXg6ithS0bRi/koQ6KMPP/js08+++OSTTz4EgT4Fgb4Bgcb9EzT+K9CP3/zjy28+Bn0AAn0A2rtlaf3Ta9Siu7qWW33dOe6uR7yKLTXx32cv/kfuqnH4a7u6q3PcFIQD06CpTVdXrteP4gAAIABJREFUXGbc3Vi+e1ruuknF+5Y2n9tDfHhVUFtoZFFNgk5Ze5ekXfQOZYFM1S1X9yi0YrVRrreoTDajw2F2Oq1uj8PndwWDnnDY1x/29Y8RDOi/Jh18GQqMBnzDQd9wyD/UFxwZCr0cDr96GXg57B0MO4I+i9ulszvUJpvSYFXorSKFVaqwSCS6Tr6Ege/BtgiRdTJUnQQHEeLqyXUvsLXFBAikqby2OONp4ZO7NHydUoDFFd/KTYhrurCypzLVJepwWP1GvUev8islLp3crpapZD09OonWIHGMpWcgcqhEWrXYoBYb9DK7TmbVSi1AetbLTTq5XivTaaQarUyrk+sNCrNRaQMWgmnEFqBJWiu1aKUWg9RqlNlMUptRYtWJjXqxUd+l0wpUWoFK0alQSzS9Fhfom+8mHD56Rq4yBwIjHs9AOPgy4Bu2mDxGvVurtmlVVrvFNxR6ORgcVQiVaAgGVlODamjAtUDwEAQegiDCMCQEgYomU5FkOobCwpMZODwFhca2wMBVTVV5FeCySjaGSACjwNUtRCStp01p0gbsliGt2adV6GUsdg+qBfL07tOkhKb8HGmboN9s9ag0dpHcLOiRURm0+mpITnp9xt3qjLvVGXdrs+41vXgEK8pAlz/HVeXjqwuQ1S+Q1Xmo6mJ0TSm2tppQ30huglCa4SQYgghFAiJA0UQYhgjHA7s7CFA0EYokQ+BUGJqJIRc9K5w5JRoE+uiDDz/7+ItvPv7620+/+vazL7/9/JOvP/nnZ6B/gEAffwD68ivQV1+BPvjnF5/+Y1XkLyV3znq41S+1LbaOh+ySDYV7Ps1eDMqa/2X1zlhm1g0rosoKrVDXPlXV3qY+3FeZsKQyfnXTzfPdtUU2OsHG4xg62iXc9g5mm7BNohOqDGKNQao1ynRGud6kMFjVZpve5nH4vL1+nzMA0Awo5O0DvBaw2zHHDXkGAr7RUODVQPj1SN/r0f43w6GRPm9f2Bnss3j9ertTrjV1i9U8vpzFFFFJQiJWgIQKUOB2aD2noZRRlcOsyGityuiszWqtzaKX3IM9SSKWpwsoGBykpSjrSVnGfSaphUGClGdczzoyr3r/eOKVpUJooVFvMRm8arlXInJqVR6NSq8QiQxSrUFkHqNZKdQohRqlSKUSq9USjV5uGat76GRGncyokWpVYrVGqtVItVoZELUterlFJ7PqZFadzKyVmtRig0r0bmgFqFhrenR6oUHfrTF2a20Sg11l8Vm9L/tfgSZOmZPxrHBw8PdQ6GV/+PVg/28eV7/Z4LIYvHqNXauyuqyBkb7XA75hiUCKbEEhG+qQDXWohgZMC5gARRNhOBwEi2lBk+FEGppMReFICCQZiSJAkU3l9UWZBXX5RbgWGLoJxiVznCaP29Fv1HtMen8ri87CQii12XmXDjyM34J58dzeo/oz9J/fh14N+wZC9kDI5vfpe41CiYjBaMOjKQ3F6PLnDc8fVKTfLE9Lqc1KBeenIUoyW4rTwCXpkJJMaGk2vCwfWVGCqqhEV1ah6+uwjQ345mY8GAxstyEhkGQEhowgUBF4KgxJBsOoMCSbQHucmjbhp6kg0Eegf34C+vBz0EdfgD799sMvx33w2Y+gf/zr0y/+9cHn34E+//7THyd+9PnXH4JAkeO+pVYVvTHxAwqEhJTKLttTf2YK7Nhs6P7Yhp0Lm5J2d+Y+0NYXGCAF6panhKen668fIaTf5jbVGThMq0CgauXL+QJpu0jYJpELtTqRxiDRWRQmm8Zq19rsBkevyek0u7yOoNcR9DvDAVffWGgOewcHAiMDgZH/CRLAdouQZ6jfOzTsHxryhoM2p1OtM0vkWg5fQWeJiaQeDEKAaGoDV7U2FHJqX3Cqs5hlTyi5d4jZ15n5N9vL77aV3WLmXcFmnYHd3dtweRMu+6KMCetupRLhDVRIDaIuD9xYAa0tBD862nJ8KuTYROyTk0IO2ay0aKR2SbdNKetVKnRKsdQgVZuERqATAzixqYUqtVCpEak0YoVBptNL3wmoV2jFurH7kXcaK2tIze8PFL7X+6FSCzVmqcmpsgcN3qHe8Ih38NXAq7d/vAWtXLmZSGT/9dfbgb43w4N/hAOjTnvQZvbazQGjrlensPSafcPBlyFXv7BdhAVj0E11yIY6RF0durkFD0ERoFh0MwpejyBCiWQEgQTHUlBoOhaHqAfnPH6Wcj4l89f0utIqAhxj1pjfvnkb9IS1Cr3ZYKe2lBbcPf7s4ub0hNUN9654BKK/PG9+9//ldQX9znDYOzwc/O1l8M2gu99vdrr0Rru4Xc2jtWEh+NqilsIntc8fVGXdrcy8U/vsVl327Yace00vHoLz06GFmfCi5/Ci59CSPHhFIbqmFFdXhWusITQ3EMFNJEgzHgynI9BMJIqBQLAwaAYOf/7Uue++HQcCfQj64FPQJ5+DPv4C9MlXoM++A330LegfX3/91Y8g0Kcg0GcfffYdCPTRZ6CPti9e6pPK3g66DO0oYtUNcmECPXNPT9axnkcnCWd25OxalL1zZVXiQULaDX5VGrMinVySI0Jhe5gcdadQ1t7VzWqTdYg1IrVGpNVI9JoelUGis6jMvXqH0+xyWz1eu8/b63fa/S5HwOMMAYE4HBjuC470BUeAmNHvHx4Mjg6FXo7pVfjlSGBowBkImh0elcbc3aNgs4REfBu4md/cwG+s4DcWdTTkttU95Vf+yim9Q8o+h01LgN3eg7i5k/o4np97mpV9DPVge9PtLfVnF1Ufjaq7uI5Y+ZBLgxGRDeiaoifJiVWFz2hYCCQnOf/QjBfbvi0+tQhZkGLpEXrUdovCrVHYlQqdQiLViZVmoVErMmlFBq1YpxGpAZTVIqlaJNVK5FqJUitR6iQavVT7X6D/Hhl8typpbN5bajb9PRgL+LRSrFdJDGa1zWf1D3mGfu97/Xb0r79G//z95R9//vEWlJx8T6/v/f33t/3h132hVx5nn8sRspm9Fp3boLJp5WanyTccfOmzB7s4AnQzCt1Ug2yoQTbUoZqaMc1wbDMa1YRG1KOxYBwOgiXAMRQ0DgOG5WU8v3zq0vH9J7Izc/FYkqRbbDdbQh6P02rSSESdHGbD/Qv3Dix+cnIxMf+aq436NtD/Nvh61DnosvZ67d6gIxB2hIOWQMDo8ujMbo02pNf51CqHVKht5/RQcXRoLaIiryEvvS7rTm3m7ZqMWzUZt2ozb9dl3WnIvtP4/G7Ti0fg/HRYURasJBtRlouszEdXF+Jqy5C1tURwCwXawkLDmBgYvLFu3drVH3/yGQj0zw8+/PSjz7/68MuvP/zym48/+/rjT778+IPPP/vk83/+4+N/fPTph599BQJ9+N1X3+5avzlgtLzyuTsJ8Jq0y/DMc0pwmrE53Vj1UJqdnL9v2fHp352PnZ136hC1LENEhgqIJBVfJuB3izslEoFUIpCqepQ6iVYv1hokOrPcbFXbevVOt8njsfp99neu7O4NA00HAe8QUKnoC77sC74MuPqC7v4+39BgcHQ4/Go4/AoA+qV/YMDh8WkMVqFI18qRk/HdKEgbuJbfUM6rL+bX5nTUZAqqH/LLrrNzz1KyjoJvrW+6urz+bFzz2QWIS4vR15fBri9uvDK/+sKChhOzGg9Pzds/o+jWPhSkANFUWpx+Nyc5AVKWjW6pLs+8nXlmzdP9054fjqi4sEwArvGL5X6d26Sya1R6hUSqESpNQqO2x6jtMepEBr1Yq5dodGK5RiRWC0WANEKpTqw0SLUGiU4n0ml6NNoeo15sNErNRqnZIDHoRDqdSKMTaQwiva5HqxQoZZ1yqUChlupNekevzRcODL8e+uPPl/95+/Kvt7+9/fP1f169evPq9z9AjY3I4eE/X4781Rd6FfKPuByhgHfIYfJqZBa11KiRmTzW4Mu+N35boI3Oh9VBkQ1VqMZaVGM9srEJ2QBBNSDQTThMMx5a+/9Q9t5BUZ7t+/cqYI+pxiTGJHYEjBpNTDOJJrEkxq4U6UXsvfdesQIivXcERKq0Xdjee2V7ufvuvZ2i8v6xCW9+z+993u98Z85htsEMc3/m2OM8rvO67rLy3LLa0qqmmrrKguLbl66fO3L29sU7VVUNWp0ZRa1CLodN6zX2iTnk9lsXjh1fseRO1C/ND3ZZeosHFGyHXGVV6GCl2qSQGWUyo1ih58sNXJmJJ7YIRRYB3ySQgBIZplLhmj5UKdXzGaKel4zW+qa8h8+zUmrSr5c9OF9490T+7SN5tw7n3TqUf/1E/q1TBbdPF945V3j3fPG9SyWPrpan3Sh5kl6V/bQm90lzRf6Lsrz0+7fmzZ1JGEUY4z/Wzy+A4OdP8A8YPWbsmDFjxgeMmeQ3xj+AMG7C2LFvTfSbNJHgN9pv7LiQoAWU7l5YpempfZZx7mjZ1UP6ljxlxT1Z9mV19tXS3ZuSF3x+/NcfC04dolTmqugkRheVQZRQyTxqL5dO4fLpIjFTJGNJ+njyPp7cpDRb+gBQAwFaGNDCgB7xeQz47/bO+e+CAYdPnkeMB2yyAnrErIV0fJGKzhR2dXObGzn1NcyaElppNqUgg1zwuDcvhZR9jZhxuuvx/uabO2rOrC0+uDx//1d5OxcUxM8vjptXGDMnN+qL3IRZhfuCMhKDi6NnVUfOurd+2o1dK+urHrc8L868daEh9UJzcVrmgxsPb5x7em3fneQVN7bOuLH+/cyDMaL6WhNHpuAoJHypD+g+lkpMk/sYlbOlco7oH6DpAhpVQKOLGEwJky9ji31ASxgSCV0hZ/X18TVqgVbFU8nZUglDJGGIxFSRmCoS08USllQh6DP0WVDI4bIPvno1PPxmeHhweMj1atA95HYN2N0e99AQgUHlvRoYduJDqMUBGqygATcoIRlPIyBL2ESumC5FtJgLdOnEuu4XnZW55ZXZWc/y82ry8sqyskozsyvzC54VlzwrKivNyS9Oyy5PL3xW2vCiifTiZQ+DzndY8OE3Q27EiZhcWrWDw9cyyXRqedG5NcsvRywuvbyX/7zOwpZYBFITlw+y+BBdpKP1GmlkI4WiI/bqSFQTjW1m841ckYEpNzElEFcC88QQX4zK+lC1wSTTqLjtop4GekNpd1l+S17Gs4yUwvuXMq6ffHwxLv1SQvblnUU3DlTcPll5+0LZrUslN68W3rpcmnK98tHN8oe3XhRkXT11YvrUaaMIAePHvTV2zMQA/wn+fuP9/Sb6+030GzVpNGHiWxPenzDufQJhEmHUZP8x7/uNmvT2hHdznmTxmNTGstzsCwfqbxwSF91VlT8WFj5mZD3MOX2y5MqltuxsXkuLiNhDa++kdhI5dLaITBJRyGI6Xc7lqYQytVStVRh1SpPGgGl0qF6PGA2wWQsBOhA1wLgZ06NWI4wDkBsBPFazxwZ4bIDDBuJWwOtE+j2o2wVYrVqTRabs4/CFvdTeuueU5w3U57X0ugp2fSmrNo9a+rgj5yY56zIx7WT7/f1tt+MaLm4sO7w8b+eC7Ni52dHT8uK+KIqfWRQ/szBmZkH0jILomcXRs3ITp+fFzcwJn/kkdMaDiNk5J/98lnGlJC2tofhaXsqxzJun26rK6c2NBRcPXFr10b2fCLc2Lam6fFBM6uxTmul8NY0pkvE4SnavmCmSMCRKbp+S2yelS2RMkYLJ4feQRMxePq2HRyELqEwpUyxn9UkZaiFZJaXI5TSliqPR8LVytpxP5rJJDE4vi0tny/gyg8oAmWAH5vLdinPQO+z1vOn3Dvd7X/d7X/d7X/V7Xw30vx4YGCLoNcCboWG7dcCOeCGjTS0zC5kKVq+Q1cVjdXOU3D6b0Y6bcBlL1vaspSqvojo3tyonpyInpzw7tzQ7pzQrrzynoLKguCgzpyyzqLWiiU+XGM12C+a2oe5h9/CbAY9ZZVQIDWSKorOXx2Uy+I2VT3eH5xzbRCm4b6EzQYFCx+Kr6TRtD1nTSVaQOtVkor63V0fs1RIpOgpTx+RomTyLQGnmSkGeyMLmGRhsQChD+oyg2gwouBYJxyJggzwWyGZoKCR26/POquK6rOtlD8/mXjv09PyezAt7cy8fzbtyIvfKyZzrx3OuHy+4fboo5ULhg+uJ4dvef+tt/9FjA/zH+40eO3rUWL/R4wL8J40JeGuM/9tj/N8e4zdp/Nj3/ALe9R/zvl/AuwTC+Ilj3nr6+An9ZUtrSW7VnfNlZ3fl7AvLPxDz8u5Vek4msayUXFXNbm6VkaliCp3RRWZ007g0rohCEVOpYjpbwRVrJWpTHwAarLAJ1+sRwIz7FkFgM4qYUKsJwy1WAIQhEMNgpx3yOEGPHXBYTShmgpy2YQc6CGtANVcg7ulhNjf11tWSntX21NRSn9cyn9fQn5VQK7OppY/JhXdJude7Hx9tvrWz5tz28mNri/Ytz0v6Mi9hfkFiYGHirKKk2SWJs4sT5hTFziqMmVUcPas4etbTqKnZ0Z/nhM9M3fzp5XUf3or7pvjOibKMtJRLu+5fSE6/crg09XbRo9u39oaf+O3zM8tGH1k25Vb4z81Z92UsjkioZLOlEr5MJZTIuTIpW6bgqGQshZgqkjKEMhZPSCYziO2cXpKIQZexhXK2VMZSSBkqCb3PKDT0cdUyhlRI4bFJDBaRLmLy1GKZDcJcmKvf3t/vHBh0vxrqHx7qH+53+2j+G+iB/n9qYIjgcb4a6h9GIZcd8QJ6TMhW0om83nYmtZ3F6GIreWqr0Q5pYRaJXV9WV55bVlNQUJmbW5VXUF1YVJ5TkJuWkfkwPSf1aXFuYdfzlxquyokM9g8Ou/qH3Y6BYdsAZjYK6Xy11MLl6RlCBY/PbCtJfbhzfVPKIU1rtV0oM3PlGiZbTe9VkjrkL18K2prkXZ0aIlFL6tWRqHoqS8fgaRhcPZdv5PEhsQgRiUxcvlkot0h1epFOzeHrOAIzm49wRbhI5pAoQC5PQ6Xy254zX1R3ludUpd3Iun4s9cLeJ5f2Zl3bn3lt971TUSknojOvHXx48eDq5UsnjfUfRRg9dszEAP/xfqPH+Y0eN6LQfqMmjQuYNHbMZMLoyaP83vEf857f6AnvTnovOz2T0lBDrSvPu3A0ecXS6G+CHu9NFNbXQSyOmivo4/AVHIGcJRTR+bxejoAmlLJlvvS3T6DQCPuMCpNFg0B6HNY7TGozZIAhAwzoQFCHYGYcB51Wi92BOR2Yy2UddFlfObEhHPbYQByzYHbbMA4N6ERKdltTd1l+U9ajpqePuwpzyTUVtNpKVl0JozKLWvygJ/dq95MzHQ+PvrgYVnlsXf7u5Vnxi7Oig3Ji5hYmzK3cHVyePK80ac4/NM8sippZGDmjYMcXaeFTMsM/zdk+M33rZ9f+mnor7pua1PPE2qrMB9dL065UpZ3Lv3s048ax3FvHM09G3ghbdnjpuIPfTUnbs5leU6hiscVsBYuuIvfIFDyZnCuTc1RytlLGUqi4chVXIqYzWaRuLrlXxGBKWQI5W6rkKvt4Oo3AoBEoJXQBu5tK7+zl9FDlPCGo1bkQ9JVn8I33zev+N0OeVwOe14PeN/+S5+GB/jcD/W98NA8OvBkcfEXwul478QHQjMMmXKe08JlyNllE7mBR21m0DqaMrUT1NkANMoms5+X11YVVz4pLynJyC9Izc9MyctMy857mlBWU1JbXcuhcRAsNO4aHvcMYPgBiTjfuGYIdGpGg83mTkqfmC7UMkaSL1JyXciLt4FZyzlUzsQXjijU0gZbN1XGoCmKbtK2J29woaX+pJvboSFQ9mWFi8E0ckYEn6eMwtRwGJBbYZBJYLAVFcpNI3cdWqBgyNU2k7mGpu8ja7h4zhQ6xOBCLY6AzTGy2hkFltjx/XpiWf//ck2v70i4lpV+OfnA24vH56KL7R68fiw+Z+dHY0YTRhFFjx0wcEzDB38/H9AS/0RNGEyaOIkzwHzUuwH/SKP+3/ALeHe3/DoEwdkLAxAe373JJbb0NVQd3bP5h9qeHIrdRGxvsBsANOwAzbNQBarnWN8kgYyvVfL1ebAbUoFllMSnNZiUI9KFmNWpUIno5BPWZMQNsNWGwAbOCLof1FYYMGA24Um2VqqwihY0ns3KlGEcC8yUgX2rpUzoMSkhGo1Gq81qeXK2/d6Y17RajPI9VW8aoLqCXP6UV36PlXiOmHmm8Flt5amPZvp8Kdn6TG7cwNzYoPy6wOGFueVLgs91BpUlziuJnF0TPyI/6oiB6ZmHkjNywz7O2ffok/KP0LR+nb5iWunHa5TXvn908N+1MQnna/fyM9KLHVwvv7E2/EPnk5p7awvsVj6+djlx34CtC5CzCwR8+LDkTL2p6Bsr0SglKJOn4DL6YKZKwpL7VaRVPpeRIxTSuiMEU0dliBkfOEamFSq1IrRaolVwlr5fC7CLSu7oFNKpWJrEB5kEH/rrf7bI53bjHY/e6HF6Pc9DredXvHR7oH6k3A/1vBgf+qcFXBBvqtlu9MODQKswSnorPlAsYckonu+clg07kKIVa2GDTK0y97dTa8rrqkpqS7Lyy3IKK/JLK4vIXNS9IHT1sGofPEloRx7B7eNgx7EKHTACO2lzDA68HLGhPfVlByl1KK4lO43VSaNXPip7eOlx/77C4JhWmdCBckY4lNvAEGhZZ3Nkkankh7Hyp7OkxUGgGCsNIZZlYAjNfZhbK9UKemkXTsagWDsPCZkF8MSzpA0QaWKhD+AqQztJ1tikaqiV1ZcoXNZq2F2YKHWTxQKHEJBSquQxRb3NvfX5T4e2yR0eybySnX0rIu3P4wv4d86a/+/aEMf5+o/xGjx09aswowpjRo8b6+00csRwBfuPGBEz0G/P2aP93CKMmEAgB70x8O+NRandHU15makJ02NFDe+k0isPphTCPDnJYrf0Q5NRpILlEJxNo+8RGgwwwyyGjCjT1QRYNBupskB6HNFazEjbIQJNMZzNiTsSDIf1mwKPUOxliy0uasrZHXUnUlnSr8zu1ee3qonZlWbuyukNOJckFFAG3pa4j6/KzazufXd3TnX5dXFsqaihmVz4h590kpZ/purev6VJY1eHfCnZ+U7xzUUFCSEFccFnSgvKdIWWJgeUJcysS5xXFzhqhuTh6VlHU7LzQzzM3f5K29cPU9VMfrvnw8bqPL6yctG/Fh+di1zw4eywv/WnKuYNX9627su/3m2fCMh+de3rn/OmkyPNrP965aHT0PMLxlbPKz+9XEkkWBcKmG7l0Np/B59GEfIpESJNJmXIxXSik8aQskZwjUfHlWnGfVtyn5MkEVC6zm8YkdgloFJWAZ9Go7BDgxjGvw+axWz12t8fu9bgGvO5Br+eV1/PK63nj9f53oDHY6bD1o5BLJlBz6WIOTcKjSXteMkhtdA5FqJEajSqQRxM+r2wszSurLKqqLC5vbWhm9jLlIgVohOxWt8PmwWC7QQ/ZIY8bHHDAAyDicrkHh72DFoG06OaxRyf299bVc2nc9m5iUdHTrJsnmh6dlTWkA9QWlCcChCqjSNzHIku725RdnSoqxcBkWtg8C4Orp3KMTL6RK9HzpWaBSMtg6agUI6XX0Esy02goT4QKpChPBNCpxu4X6oZ8QfFt6tMLjOyrwpJ7ho42mMWwy1VOncVpAJ16vVUqtLB6uC2lnWVpZQ/Op186uDf8zykTR08IGOXvN8rfb9yIh/b3mxjgPynAb3KA3+TxYyf5jR5HIIwljJ44yv+tMQET354w+c61a89qqkpLSyurakRSlWdoGHW/0UJOLeQGzA69FlXKzTKRXiXR6+RmgxIwKAFtH6DXQBYdChqsoA4D1YhZCRrlFqPKggFOFBlQ6u1kgamOrChsF2Y2cR41Se63yO62KG+3qO40qx41Kp82yHLqJdQ2Du9lN7M6s/F2csmxdbWXYui5KYqGalFdJqsopevxycZrsTXH15Xv+aEscVFZQkjFnoWlySGliUHlO0PKkoKL4+YURM8siJ454ptLY+eUxQWWRs/ND5uZtWV66qYpqes+erhq6oPVUy6unHRszbS0E5GNBRkl2TmpV4/dPbbt9vGN106H3768J+PO6YJ7FzIOrb60LThp6cStMwm7f5hRef20mkwDpDqJQKgQKsRsGZcqEVBlYoZCypTL2XIlV9nHV6oFKgVXKqRx2CQas7uX2d0rZlENCjEOmj1WxGlFHCjqQFGHFfO6+z2ugX7P0ED/68GBYa/nldv92vP/YzlwzIPBTovRKmTL+Uwpkyxk9gh625mUbg6XLpYJ1EK2vLutt76qsbGuufslydhnBAygDcbduNftGHDY+kHApteBSqUJA9z9yKtB17DdPuTxDg3hLnEXKe3I9ifHE3vKiroaGkuLy56mPii5f7n+9hlxfYqms8rEZJkEMqNIauBz9QyGnsxQ0agGDhvkCgAmT0/laOl8HUek5UohnhJgSxAWH6ZStW3NiuYGbWe7qYeo7WqS1OdxS2/yik6znu4mpkQS78awnuxT1OaBvS+dUrlNabSIDRa+GuIoEKbIyKDr6WRZV1tbUdaZ5Nj3xo7yJxDGBPiNWA5fyhHgP8l/9Ft+oyb5jRpDIAQQCGP9x74TMO5tv9Hj/AijD+3Zw+hkGBUmBzrodQ7b0NdGnd1scIJmj17198FWSrFOp7QY1YChz2Los+i1sFGPmvSwWQsZ+0wmpdGiNIFqMwK5zIBLqrWShKZqSl8eUZXVq82kGksEYJEQyhdiBSK8VGivFdhfcm1Ejo3fzuQ3vqDl36g9vzl/3/Lm64mC8gxJQz2nNIWUfqb+Slz5kT+Kdy4rjg+piJ9blxRYvX9R+e6Qkp3zS5NDipOC8uMCc2Pm5sbMLYqd7esCS2LmlkbPLY6cm799Rs6Wz55s+ij9r2kPf51y55e3T38fcPS3D5+ejiJVFzy5e7M6605d1vmCe/vT7h5Iv3+s+PGphowzT8/H3Nn3x/nQJbt+nBoRMvHEibotAAAgAElEQVTMxmUdGddBeruYL1BKVApBn5itkrHVco5GwdVohDq1QKviqcV0MZvEoLaTGF09IgazTygw98kws8GNwW4MsSOIA7W6bE437nI7PU67x+3s93qG+r2v3Z4ht/u19++O8P+rKcQxj8WIqpVmPlMq4amYZCGtm8sg8ZlkIYcm4tBENBKH1E6hkVhKSR8KWBELilhQHHF4nIMu+yBgsSoVerFQDcBOOzJgt3gd6CCCuB1OrwfFGC+absb+nH4w7EX6veLUtFvXrt+/ca0+/X7dtbOi+huylgJVT5eGJTAIJaBUauYJ+0hMWW+PlsECOHwzk2egcXUMgY4t0fFkDgngFOncQoWVSpPV1rCLc0U1parmek5VBvHphY5HybT0WPrjrW2Xf3txdmXbpbW0zCuy+kITlWzmqSwCEywAMI4Bpaq0ZI6ml2lmcY0sVld1+cbfV3z28Yf/odAB/pPGjpk8bsy7YwPeGU3wC/AfP3bCu2PGv0cYNW70qDEfvvd+VloaLAGH8WGv+TUgs9uNrzzAG6fei2sdUB9mlAJascGgNAN6BDBARh2g15p0OtCghwxaUN9n1Mq1RoUe1ppxM6I32/ly80umsposL6Zo8lmWfKE9X+ouExuLRIZcoSlPYCnjg018hMJHuUKboIXMqirtTj1Rcey33F3ftN9NFj/L4z2rpeZebr69r/ToxrxdPxYlLq5ICKqJn/U8YUblvgVlu4JLds4v27WgbNfCwsQF+fHB+fEhxdGz/mkEZxZGzMwPm5mz5bOsTZ8+/POD1LUfPfx1yt0V75z6zn/PD29d3/lH2cPrGXcuczqqhF3FlVnnCzPONdc86q6+05l7ouTxmaI7h56l7C84tfXAyunbA8ec3bio5moyhdQjYPMlPIWYrZJxtQquVsbuU/LUSo5GTJOzulm0dgqLSJWw2HqZFNT0uVDIhUJ2CMAAAIdRN+7y2L1Oq9vr7nc7+13Ofq9nyNv/2uUedLleufv/e2xnhzxKoZZB4jJ7eGyygNzB6GruJbZSWpu6ujsoLLpAJlbrNQBkseGYx+N8ZUfcsMmKw64BzzCOeaQSNZMh4HGlCOT14IN2yIUgXsA67PQM20GkvTzv5OavU5N+KzsVm3X+dOrdrCePC55cOFZwZBPp6Tnx81xVT7uCwVbzZUaxwsDn6plkJZWmpNK1TJ6RKzOw5TqW2CKQ4n1qj8aKC5UolQK2VsmK75HvHyHdP8jOPs99dISWkki5Fc68t511f1vvtU2tJ/96cfCP9qu7KKnnVC/KTZQeA51lYgl0NI6WzJIT+Uoy38ATQHKBSUimPi+4uit0+WeTAvzGEAijJ779jt/48YQx/oRRBMLoUZMnvUUY5Td23ISJk94hEPwJhIAlS7/LeJprMMBWxGW3em2oG7XgsMmKGK2QHjX1AX1yi64PNuttgNFuMeBmvc1iwEGTAzRYTRpQpzJolTqD2ggaUAxw49AQX+uq6takNWnSSY5HRFdqD57PsJWykQy2NZeOVNHRehbUwNJ28+UCnlBFo3OfldGyTndf+6N454KCfau70q5xKrO51Rnk9L01p9flJi0tjF9QlRRSm7ywNnlhVUJw+c4vy5IWlCUtqEheWLV7cUXywuL4oLyoOQURc/PCZueEfpET+kX29umZW6dlbP44feOU+39+eOvXCfdWjbv7+9hz34/ZtWjihQ0/dKSlVOTe7KjP6q7N6qrO4rZWi4lt/I52MZHUWP+8paKQVPi488Hx3D1/7v3+k+ivP76V+EdrRROnmythKvkUkYQllTL4wh6Kkk7ndnTw2sm8Vqa0h2sQCkGNELYoAZPKjmAO1Oqy4m6b3VdOzObEbHaHy+nyuD39Hu+Qxzvk9gy6PUMe76t//PQrr+dVv/f1P2Z6mEDuYLTWd9aVN9aWvagurq8oePa8srmruZdB5UmEKrMB8XWNNtTtmxy3QU4H6vHgg1bEpZBqyb0sBp2vVOgxZMBtG7ACNgTxQviw0zMM9Omq01KOrVlwJ/TbrF1/3dgVdfLQyfPnrt06eTDz+I6S89HU4nt9pGY1g6njSQCx0sIXGph0NYMpJ1OVvQwtna+n8dVkup7BgIVcHZmkbKuX1OUIi29SH+9vuxbZdmMH6WES48Eeakoi/V4c+3E891E85daO1rMb6g/98fzwX89PbCc9OsMrz5Y11+lI3bqeHkNPr5rEgzgKWCDT0Zg6Wi/CocgbK2punF77/bLxBIK/36iA8RMIAeNGBYwbO3Z8gJ//uPETR/sFEAj+Y8ZOXL9ha0trp8Mx6HQOIaD97yF6kxU0oKAOsWggo8qi10AmPerb5mMxWs0GzHcOhEkDmzSgWQcABhA2I6gFxwA3ZukncmwlLdrMJiCv51V2z1A2yVFAhPI7NAU9qhqyrp0JdXPALpaGxpKJyCxZcyezJIP0aH/jyV+e7piTvXsNMfMOrzafVf2k60FC1YnVuQmLC+NDKhKCapIWPNv5ZVXCgvKdX5YmhhTHB5UkBPvILo4PKoiZV7hjXn74nNywGf8B9MM/pt5b9U7Kqol3fp9w5seJ0SHjD63+uin1TkNxzsvqEsqLOl77SxmJrOhhS7rZki6ugC2ktjZ15D9ovne48lTohU1fHfljcd7ZXfUF1ZxutpguZZHYbCKTQ6LwiSQxsZvb3ijsImpZMkSms+rUNqAPh7Q2FLCCsBWEbRCCwygOo3YE+7v+t0DXlDWU5lcXZJXlZhTnPS2pKKoltdOUYp2vWfS6XvtyPSvigiw2ixG1I24PPuhAPUqZjtRFa3/ZI+DLIRC32YacmBezWBHEizmHHa5hOZv76NTh5CXTbq5flBaz/OjG72O2bzhy7OiZo3uPRK27Frei4fFp2cuavt5uDYVhZPItLL6FzVMz6AoKTUPjwTwpxOaqulpFTdXSphreszRW2V167hlK2u7uuzvarq1vv7m+O2UL6W5Mb0oC7eFudtpBTvoh+v1dLRe2lB9YURYZnBMWXLVvdefNvbyCFE1jiaa5StvyTEeiQmwBwpGpOhm8+ta+1pc2ao+X1VObcumPhXPfDxgdEDB21JgJ4ya+N37c5DGjxo6fMJkwKmDap1/s3XeYSmO/fj385s0wDDtgyA5ZbL6CTVaLDrZoIIsG8k1fwIADstgtRuvISIZJAwN6BDajGGi1QjYr6LCCHiswQBHhdd36ojZjcRdS3AVV9ViaqLrGXmkPT84XmdQKXCm3CgVGMVsh66CISuu6Hhx/cW5bWfLSzMhFFadjOJXZohclpOK7rdfDyg6tyE9YWBwfUhYXWBE3vzoxpCrpy/LEBaXxwUUxgUUxgSVxQWUJIaXxwSVxQSXRQYU75uWFz8wJ/SJr26eZW6c92fRR2oYPHq39+MHqKbdXTrr8y4Sj378VGjJh//rv2wozuuqqiM9ruR0d0l4av72H2Ujkv6TJiXwRR8YldncUPXp2e3fukY1H1i7Yv+abylsXm0ufcbvoHCKT1c3g9TB4xF4hsYvV/Lyl9BH1RQ2m7PMCMKpXwQaZRSuDzQbUAqIWEAMgDIB8ZPs0G7c7HU73/wJoSjeL+JLa0dzT3kQitdP4TKlFh3rtr534gN3qtSIu37Q4jnl87aMD9eCwS6c0kUnM1qYuKoWj0wJ2vN9mG8IxlxXCrajX5hi2429YHd0XEiLi5r1784/gzLgfz2z5ase6ZfHxYcmJUVv/XHk84sfSOwf5Lwp1Pa2GXpKhl25hcK18uZ7H0rG5MF/hkfVh7F7p8zxq7m1y5g1m/jlG7ilG5mFaWjLlUUzv/TBiypbuWxtI93b03o8n399HuXeE9ug45eGh1muRVSfXVIRNz9kwtSQyqO7gr6TrceLci9LiW+Kiu4LmanF7s4pI0ZB5mh6utoui7XipbX1urM+uvHI49Jdv358wkUAIGDP+vQD/SW+Ne3v0qDEhwYuuXb2tURuH3wzjNq/RAEMgjiJOCMQhEMdgJwo5YJP13zMYMOD4D4UGzTgM4Ahog0EMBjEYwFHQY4WHVICTJrO0MlQNZPkLsriXLxerlUq11GzRWUHYCbkgo12lsCh5MklLGz0jq/VyRMXen3N2LC7etabj0QVpcyW3IbfpyZnnZ/8q3ftDYfyC0vjgsph5ZTHzqhIWVCctLksIKYkL+jfQPqbLYkOKo+bnR8zKDZvhU2gf0A9Xf/Jg9dRbK98++8PE5K8mbF3wzqHQX+vyH78oTiU9L+ESWzjEl5211S8K87urKoUvW9lkHo9E7KpIrUrZk374r5gfZqwL+uxyfGxLUTmt8WXPi5fcbqqYQme1tdEanjVkp55I+L3w/nmzVOAAjOY+EWiQAjolboasIGgFQRsE4TBsRxAHijoxzGW14rjD6XS73V6vZ8jjHvT8v+HdfwHapIEtOhTQY4Aeg024DXI7sQGXdRCy2FDIgUIOyGKDAdyKuGyoG4OdsMmqV5lZFF5TQ/vLFqJIqIRA3Gb1oLZ+G+q0ow7cOmC1D2NIP7H++dFtf8XNe//Sr3NzE5anJq1IXrdw7U8h61cvD924JnbjN3eORXYU3FV3PAN72/XdnVoiBWCLYIUQFMkRngpjsTWtpYycs6QH+ygPjlIf76enHWQ+Ocx8cpD55ADt8c7u2ztaL23quRdKfRhPebC/J+VYT8qxngeHuu8ntd2NaNm1oCZqdnnEzPzts0qjF7Ue/5N0OarnRmJb3lVeY2Ffb4eKQuujsLRUhryjjV1Xrim7p63Pyb9ybPW3S8b6+Y8eNZZAGO8/atJvv659mpFrMSP93tcI7LCYMRR249YBFHXBkB2G7BjqsiIuGMARs80KOnya7dsNZTGiFiMKmDDIYkMhFwY7UQiHQQy0IKDZCltcKDhgtrrVZlyqQQQKk1iu1xsNGKxHISWMKGyIwY5gFjOi6tNJuSzWs+KWm6ebTq/Oj1mSGbqs7lQiqzhT3FLJqHz44t6u2mO/le1aVpr4ZXViSHn0vNLIOZXxIVWJi8rigkpj55fGzi+LC6pICKlMXFCREFIeH1wet6AkOqgwck5e+Myc0M9GgH6weuq936fc+e39cz++ExsyNvSrqacT1hekXq3IuElvrZazegX0Xmp7W3tNZVdlCb+lntNDZbY3thSmlNxMTju6Oe6nwB8/eXfLkqXPMjLZrS+lvRQplUZraWkuzq15cvfekeSfgsbfOhFvFHNwwKBXCzBAhZm0DguMAYAVBO0I4uN4pHDc4XC43G6vj+b/GWjIYsexfodt0Hf7Ft+kIgw4IIvtnzUX3GxALEbUd6lUEq2AJelu621qaO8lMlRKg++6IlYvhtodmBO3Dtjswwjgbist37N6xfbPJxz/cUZ6xLc5O1ee27Q49NtZ674L+uvHr1avXJgU9nvGhT3M8lQL6bmR1KLqblcz6GYZ18yXWGhSXdtLfsntngexpJvhjNsJvbcTyCm7aY8PMTNPsbPP0J8c7b6d1HwxrPXimu6bYbSUPcxHJ5hpZ+jpJ6jp+3tSk2iX17ce/LE6JvjJ2ikpP7319M/pJTsW1SX/XH0xgpJ3Xv2yREN6IXr5gtVYK2xr1FC6hhgNA+wWXWdV4e3z8z75wI9AmDljfmz8QRqZhYC2VwPDGOw06WEEdNpQLww4IMgOgjgE4r5/3wex7+fI3r6R7X0IaEcgFwI7UMSOwDYIxEDABpgdgMkNgK8A8DUEvIYsQ7DFa4c8DhS3g5DZKIZMGgQATWZIrpTxqC09BTdrT4blxMxN3RyYH72G8vCOorFW0FDQk3em8ca22kM/lyV/VZX0ZW3Sl1Uxc0t2zC6LCa6IX1gSE1gaO788PvjfNJfFBZXFhpREBxVFzS3YMTsv/Ivs7dMzNn+ctuGDO6vfu7nirWs/vXX628kJweP2rJiTdiqhJvNW0f2blBfPRTQGl8zm9LKpLR3Eqhrasxp2+wtGc0Vz7s37h7buWhW84rMJC8YRfpo29XLyzrbCfH5He1Nx4Y2j+w9FbjmwdfXGr2cvnzUu7eIBUCWxWox6rQgBVJhBg/UZUMCEgWYcAR0Y7PRF0RhsRyHcanfgTrfT43UP+qrf/WrA8/q/Ag0DDiviAUw2hVQvEar1GggBnRjsNulhwISZ9LC2z+xLOVDIAQM4hyYgd9Hbm7q72slCntxixjDUBUN2xNYPQ1Y7itusHod9GAOcDTn5Md9/9dtHhF3fTLu8Jvj+pq/ub/n6zJ+L45cHrZr/8fe/fLP216/3bFtZcCGJV52qIz3T0Ns1fJqGT9OxhHoSX/m8jpt7jnJvK+XaOsalbaRrocSbkaSHu+hZp9j5FxjZp3se7+u6k9By5reG46tenNrYczNJ8PSMpOACO/soOXUX48Hul2c3Nx1YWR4+P3XFu3e/G39/+TuZf8wo3rGkdv/q3rt7VDWPDR2V0sYKaVOtiUJ8JSJhtAZ9Z3lz1vUlX7w759OpZ85ekmvQ4dfDLvsgYMJQyOHEhxDQadJZEcANADYQxEEQBwEbYPkbZYsRhSwYaEZBMwpZMN9tclAIRyEcgVwwZEdgHIFtCGyDITtocQImN2weQIEhq2XIah7EzR4b4MFBpw3GEZPGagRwi82iB4UcBqU+u+12Uk3Sd3c3fvA07Kum0wf6quu07e3U0sftD5Mazq6s2f9teeLC6sSQ+qSQyug5hWEziiMDS6KDS6LmlcXML48NqogLrogLLo8NKouZXxYzvzQmuCQ6qDh6XmHknIIdM3NCP3u65ZO0DR/cWjPx6oqxZ5b5nVgyblfIhP0/zXy4b3vR9aPpF481leQyid08JlfI5vPJZFbzc2ZdGan6SXfZw2ePzp4M/WXl5xNDxhICRxMWTSAsnzH9wLZNd44f2rnlr0WfTpn/bsC30yd9NcVv34blbUVZVp0OMGi1WgkCqHCz3qkzWSGLFbLgCGhHoX+XDcP/d0DbrQM41m/UIQKuQsBVGLSwFfFYEY9RB2lUJplY7YvtUMgBmDClTEcjsTpbSG0vOmlkjl4D2PF+p2PQirlRuxcEUCuEWTG30zFsBV3PMjK3LQr8ZdqoqIVTD3wz7fpvgakbv76+duGhX+ZHLJ2x8PtvFiyY9UPQR3v+WFx+bRenLl1KrpdyuvQiup4t0nRyxdWVnJxjzPsbGdfXMM6v67zyx8srG9rvRvU8PUAvPEPPO0HO2E9O3UW7vqlqz/dPw78s37uK+XBvX9kVadFZesYB8qNjLRejey6E9hxfWxUWeP/7iVe+JNxZ9lbOzx9Wb1nQsu930pUY1tPzguJU+bMyfWuzmdykbCkh5lyruL3/cNhvlflPDEbQ1j/s6yVgAPfZBsBksxhwGzJgBm0w7IBhBwDYAIsVhuwwgFuMKAxY4X/u+IRCOAbb/y7Eg8AOCLRCIAZDVhRxIpAHAQdgM4JZMNxixc2YzYKgFhAFARSBPADqNdu9ZrdZZqK/bGnKuFhzeHX51i/Sd3xac+hPXtp96CVZ3tzSknbh+eVNdUeWPNu7rCL+y+r44PqkkIqo2QWhMwvC5xTuCCqJmlcaHeiDuCxmfml0oK9KooOKo+YXR88rippbGDkrN+xzH9A31o67/vu4M8tGn1w6fk/wuIh5k3b+OPfw+u+j1n558VB4RdHj7s7nxK4GYktZZ3Vqa97VqkdHcy7vvH8obP8f32z58tNtX05fM+OdBWMIs8eP/nHWZ9t//u7n4NnTxhLmTCas/XJa1E9Bzx5eAfns11anxWDUaKSAUWYzaVx6839wPKLTI0D/vfr9PwLtsr8CTDYeW9bTzRTxVVbE47K/QkCnWmmWibU8tkzEV5kNmMM2aDZgPLaM2EjsftFN7aApBH0YYHfYB6yYGwBsOAoBIIw43xiQQdg6iJuRklvX1s2dturzyZvmvh+3+JOjy2dcXDX/2trgc7/M3rfkowVzZn3y4dS580JWrV0fHR196cS+poK7faQSM48MCWjKtnphRY646C47/QDtzlbK9dV1p36pOvJrw4mt5Bv7eekXOdmXevLOtOefFKYmd57ZkB0a9PDPGTlRSzkZh2VVtzszT1Pu7KHeTOy5HM69HsE6t61q65LU72bcW/T5g4WfP/luXsm6pbUxKxoPrm+/GsvIPi2ovglU3xZknWu5ebjh/iVeywvcBNqtA3odjgBuBHDDFtdI+V7xDXyO2GWf0xgxHj6bgUIOX+9hQ92+708YwEGzFTTjf+9DAT24EcNNVpvZiplxxGyHAQcEuGDQ7bbZ3YjLbXYoeikdmTeKj2zK3LG0Nmll9ekDguInpu46WUsRKedi/aXI6n0r6nf/UJf0TU3iV1Xxi8pjFvhgLYyeVxg9rzA2qDg+pDR+QUlcSHHU/MId84p2zCuODPRp8z8px2dPt3yavvHj1PVTH/w1/erP71z5ceLVHyefWDw2ec7oqC9GbZ1GWD2NEPbdp0eifipMOUwuu195/WDm2bj7pyMeHP7z5I5vNn49dcM3H+1av+RS/KqDfy1eM2vM/KkTt/60+GTU+nNxG/9Y+NnPcz7cufHXyvQ7oEaC6lWoXmXukxgUYkCjwMwGG2DCzAYcNPtQtmMwjiI4itisqNOGu3C7x+H0uvv7PQO+NZR+7yuvZ+jvxZT+vxdWBgfevBoaJkAWu0KqJ5PYnS8pfI4cMNlgwKFTgwKugseWcZgSiVANmnEc69eoLJQeDrGZRGwmMXs4OqXJd7UQ2IEgTjsGQ7AVdbwxokMINghpTNkXz62e+fHv0yZumv1u+Pz3E7/6+OiKwKO/hiR8/dnmwPc+ff/DRcGLN2+OiIiI/23lr1vW/vLgTHJX0R05sRHl0YzEl8KqAn7hA87TU/QH8cSbGxvObaw6/FvlgZWt57ew0w9IS67yim/15F6l34+l3456fuDXB+tmnPtpSsWRdbSc08yya5zsS6SU/U1nt5OvR3JuxbXsW5f115LrS2ekLJny8OsPM5Z/UrEx6Hncj9U7f685ur377lHiw9O9Ty6T8x8wn5UqqTRYC4Amh0aNoaAHBT1/Qwy4EcDte2XkJJeR8M7HsQ/oEaZ9WKOQw6fZ/6TXf28/gcxOB2h3gHYb4LCCDgR0QoADtNgBwOnAXFaD1cCRMqpKq6/uTolcmhK6sO7YZlF1MURqAruf0XOu1pyNKNr7W+nO76t3f+cDujJuYVl0SEl0UEl00AjQRXHBJXEhxbHBI0AX7Zj3b6Czt3/uYzpj87QHf0278dt7l5dPuvD9xJPLJh5eMil54eTo+RM2zp+0YvaY7StmphwLq71//M7O9Ue3/XB+19qLcT/E/jpj8UeExVMJyX999fhY2O3kPyOWfRzyyeRdm3+/fzL53pG4yBWLvpv53v7QP6TkVkQvB9Uyk0JkUolhfZ/NosfMBtigRYw6zGywwYDdZ9H+BbTb7vA4nB6X1+vu9/WFbteAxz3oY9oHt9czNND/emhwmGDSo3yOvLuD1ktkycRaX9iklBnoFD6dwmczxCq50dcpSkWarnZqd0sPuYMm4SkQs81u9SKg3Zdy4CgGQzbENmiC+222IYtKn3rmxM/TP/h96oR1n05eN/2tLXPfj/52ztYlM3+e89GPcz9etuDrDWu37E4+Eh2V9PvPv0b8tfru8eTC64daMu/ruptBSre6sVZSmcfLv03PONF1L7H9elzN0VXZMfNz44NaLm8WFpyXlz3g5NyjpSYKnu6l3NpRkvTd+ZUfPY5e1nQnmV1xjV10p/vRybozYU1nt/Rej6Rcj2s4vOnBhiU3lk568MPbD78el/rtpKK/AssifilLDnt+9jCnvkLR1WLgMC1SGag2wiYrAnkgpN8K92OQF4O8Po59j61wvy+t8yE7wu7fc/oA/h+gQxbbPz7E9zGnL6gGTQ7fXm7fX4AhOwQ5IcgJgg4EtEMKo7DhRVvK6axdv17dOjfv6EZOaYqFQ0UYnbLKxw0nQwtilpUnLqvZ91PNwV/qkr6pTlhcHrOgNCq4JDqoNCa4KCawMHpeQXRQYUxwcWxIUUxwUeT8wh2BheHzCsPn5YfPyQubnbN9Zs72mdnbZmRvm5G55fOMTdNT/vro1qr3Lv888fxPE0/9MHnf15N2Ln139w+fhH099adZARGr5tw4uCHjeMSu34LWBr+7c8vX52N/2r/lq1UL3l70ESHq9+Bru9fdO7Bp/x8hi6d/ELrim9tHEm8fjI1dtWzj9yE5dy64TUpIKzXKhXop36KWWs06O2jEzAZIr4H0GtSkx0CzDQZsCIijiB1DcRvmwu0jQHtcXrdrwOXsdzn7fUD7yvfYN59EMOoQNkNM7KRzWVK9BoIBh0mPysRaJplPI3F8sTQOe8xahM+UktppxJdkLl2o1wA21I1jHt/VsqFuxAKDgA2A3CbQ5XYOIzrL/dMnFr43aflk/1VT31oxdeLP095aMeeTL6dPmT196tdLF61dsT5ic8yu+AMxEXFRm7ef27Pz3vHdZ6I33tsf252bqmptBLo7Te1Nkupcet6N7ienyI/iG8+sSQv94sqaD58mLu++d0RccEeed4uZvZ+evouSEtNzPbx410+5u34pO7Pt5eMDzLzrjOwz7ddjag//XntoRfeVbcTrO/J3rXi4ZubdXz6+EOJ/KtDv3q+BNYcThCUlOEeMGUDMBGEWDAWskMUGAS4E8dqsr2yo19dU/LtsqNe3B9uH9UiNPB0heyT3sEI4Clh9cTVosEJGG2K2oxYXaLEDZhww4xaL9e8uE8RBEDfo1Xoei5L/uOzw5oehIU93/0wrTQHYlD5Wr+hFSefNvVWx31WFB71I/rr24I9Fe76rTfy6Mm5hSWRQ8Y75JdFBZbEhxbHzi2IC8yID8yIDC6Lm50cGFkTMyw+fmx86Jz90zgjHPqaztn7xZOOnaes/ubf+o5tr3rvy+9tXV79/csV7iUsn7f31i7vJq8N/+Py7mX6RawMv71p7Lnz5qhlj544jhP8eci7ut5NRKyPKqtoAACAASURBVLf8MCN4CuGvZZ8fCfv51p71x7Ys/Xb29G9nfHw+KfzeiV1HI9c/PH9Qz6eaZFyTUmCUC81KMaxXokYNrO9DjDqrxehT6P8A2mZF/w20193vdg34akShR7D+W6F1apDay+3uoAl5SoMWNhswldzIZUmpRDalmyXhqWyQ24545UINpZvV28kg97LkMi0CO3DMg4B2yPL31yhkQiDAAcMeCHL3u4etRuj+mdNfjPVbMsH/10+n/DLt/eDJY6ZP8P9g0vjpn32x9Meft64LT4zcvT/pUHJk/O4dO64c3H3zYNKBzb+djPgj++yhtqepqpYWG4Oubq2jFz/qeHqJ/jSi99b64oQlN9eF3IteX335MDXjrCz3ODX7UMfd2NYrW2l3otvObq4+9mfx4XUV50IpqUcEmcd4D5OI5/5sPPBD++nV1JTotmthaaErj38769SPs4v3hTFyH+vIvU4LPvxq2Iq/htEBAPLAsAdF+xHEiyBeFO3/H4H+j/INCIzo9wjWKGBFLBhkxAA9Augx3/4rxOyEYQ8IunxMg4ANAq0ggFnMiEZBFXfXNt49npmwIiv2W+Ljw+beNkk7ubX0Sd3d4+V7V9fsCGmOCXq5e2ntvu/zk7+tiV9SHrOgKCKwMHxecdT80phgH9A5EXNzIubmRszNjZibHz43L2xO3vbZudtm5WyflbN9Vm7o7LywOXlhc7K3zXyycfrjdR8/3DL9weZPb6376NzqKYd+/mDf75/dP7ixt+JuacqJrb/MWb30g+R1X57Z9n3MNzMXv0dY883MI6ErT0b/EbVq6VfTJ/00b0rEiuBzsWvO7li5btlXX3/2UeK6lVf3xqRfPMLuqBt2owo+zajgmxQiSCNHDCpIp7Ko5ZBe44ABG2CyASZf0IGjkB1DfUCPeGgf0CP4jviNf/vpocFhgs8Zk7oYYkGfRmXpU5iEPCWZxO5qJVOJbLXM6MQGYBPOpgq72yiUbhafLzcaEZvNi8AOwITBAI4Bdt9BJ5DZCYNu0OK0QU6LSv/kxo1F0z/+fDQh5O2JC959a5of4Z1RhJmffvrzL7+t37Zjd8LB/UmHDiTsPRAbeyY54faRPdf3Rh8P//NC4rZb++NTTxx5mZ1pIHbpu5vZFU9b0y/SnmxlP9zacXpd8e4tOccPlVy/1PLgOPNpMjnzIPFB4svL27subm08urbxxIaaYxtqz2xru5lIvpPEvh3Du7Gj+8Sftft/bb4U0f1gb9bBXen7dramP0JFvGGH+9XAMO4Z1qGvQGQQQLwg7IUQL4YNYJgXQzwY4rEiHt/5ASjkGjlLwIp4RiTZB/EI0CNDL//WbwS0QyYEMiG+Q2FgEw4Zbb4tyRaTw2y0A0Y7ZLFjgN0K4agZhQyQjP6itzKr+trRkmNR7bd2A235YE9bc3pOwYWk7P3riuKW1cWENMYENsQvqNq5rHjn95Uxi0oigwrD5xWEzS3cMa8kOqg4dn5JXFBORGBORGBO2Lzc8MCCiPn54YH5ofPyts/ND5+bHz63IGKer/LC5mRu+eLJxulPIgKfRATe3PDZoeXv7Pvl4xtJv7XkX9Vymlwafln65cQt3238+pO4b2fu/WXRihkfzpsy8Y+Fc0N//nr9soVLv/h47jsBiz6e+NdXM0K/nb1q8ZdB700O/mBS7B8/NxSkWeQcm0XdJ+eZlAKTQmRRSUCtHNQqIZ0KMepsgMkOWfCRhvpfQNsx6982+v8E+r8qtFpppvRweoksEV8lE2uFPCWDKuhoI3c0kvh0CaS34qBbLTHQutmUTiafLunTAwBsR6xuALCZjAhotqIWHDJiFgOu64P1aqRPapBwpVKWoKGkZH9UVOCHH7w/ijBlNOGzSePmfPj+imXfJsYk7N93ZHfC/t0xybujYs7uTrp/5vDtI4mnojccCVt99Uj8jSPJF5Ljnpw5SS0vUbc/F9RmtaWfpTyM5qaE9V7c+OJCTEXK5aIHt8vvnmh/sIeceZD6eE/nlbDuc5sbD65qObruxdENTae31V3d2XItqfNCDPlibNuJ8LJ9W+uvHiLmpHCaXuh5vAGrY8DzGoKcJgBHbR6r3QOCDp9/hUAcBHwtnQ0BbSNEjtQ/Td7fOca/5fk/nv4fb5kx1IxhZhwz45jZgZrsiBGHDXa92mpSYxadFTbYrCYbqocsCp1OpOQ0VHbm53Y8fUrLz1DWZxmaMxk516vPHyg7tK50zy9Vu755lrigYsesovDZRTsW5kUsKYtcULxjfkHY3Lzts/PD5xRFBvqAzosMyt0xPy9ifv6OoKLI4KLI4MLw+QVhgT61zg2d7dPp3NDZ2dtmZm2d8SQ85P6WeRfWfHr012lXo7579vg4r7tCwe0wCBhmCbWxKOXgxh9+en/0T++NX/zOxA9Hj5o9dvzcSW99MWFS0IdTp43xmzd5/JKpk77+aMLSzz+dMT5g9lsBpxPCpORWVCcWcnvFYqZBzjMpRGal2NwnAbVKzKS1WoxWixEHzTbAhAImq+9LH0MdVswHtMNqc+F2l8PtdnpGPLTL2e8zHr4e0e0a8DFNUEj1vUQWqYvBY8u4LCmdwid20l/Ut3e3kFUinR3yQHqrgCGldDJ5NLFaYgBQB2R1gYjDbMZMRsRiRCEjBhswo9YqFepFPDWLIuhq7GR293JIvTV5uTGh22Z8+MGUsf5LZs/4Pjjw92XLIjdtiw2P3Z2490DSnmM7k64f2Xv/1N6TsRsPbP31+r6wS0cTUs4dPL87/srupPpHKdLGCtmL3K7Mc9S7++nXIzpO/15/cXv54/M5j2/n3z7XePd475ODxJSk9vPbKZdCu4791Xroj5pdv9cdXFd+7UDr3WNtV/Z3XtjXfe0Y6dFNWWM9JhIPD7oHPW6r3QPbh2D7EIY67CDkAc0wYLUiDhvqtCIOK+LAMZcNdWKg7T9avZH+79/Z3P9tpv9Dv62Iyw47bCCOmXHUZEOMOGqyWy1OG+Axa3CLGgc0NkSLwX2QQdgnpXDY7SRyYXlPQa24ocfQQ9N3PuvOOJZ3YE3l0Q1VyT9WJn1TvWtJZeL8oqjZJdHB5bFLC8OXlEQEF0UE5ofOyds+Ozd0VkHE3KKYwNL44ILokPyo4ILI4MKokJLoBSXRC0oiQ4oignJD52ZtnZWx6YsnGz/P2PRF5paZ2dtmZ2+b/WhL0MXfPjm14pOboUuqbuwUtRcbhD1CZqewl+gGNHp+V8290zFL5i5/Z+Lid9+bMfmd+ZOnLPjgky+nfr76q+8WTP3kh1kzNixdkLjqx1WLF30/84uwFT+0FGdZJCyzSiDgkPv6xH1ChlEuBPqkFrUU1CqtZp0PZcxsQE162GxAAdP/DbTThjvtLqfd5bB77LjbjrudDu8I2b7HPs0mKCWKztau9sZ2LlXA6GLTOtjttcT2WiKTJDYoYAcypFdBvUQWhcxWKQ1mE4rCXrMRN+ptBi2uU9kMaqdBaVeJEC2vT0YTMtrIHTUtTaV1bZUvehvbWR29VcW5ybER61ev+OGr4JBZny6aO/3r4JmbVv+0Kyn63PG9t84dunwo9njChhNx68/s2np2T9iVw1E3jifdOLbn0r6k1DNHmVX5xo5qftlD0eNz3AcHuq6G157aWnN2T92tq5UpN/Lunm+7n9h9N7L32nryuZU9x39uP7DyefIf5Qnrc45FVF3a1fbwAqP4qZr40q5Ve3Dc4XTj1lcI5IUAFwZ5cazfjnitoAsD/s6McczjG1n5t/0dKV97NxI5j8Dt+5hveMP3u753R9wIAtpRo8tqcdsgL2rxzS2hJiNiMWNWvRvt8yIyJ66ArFKpoquFUl5OLqrnlnXpXjJgKl3ZWNmWcrxoz4aimJXP4n+vSPq+etfyiqTv83YserotKCs0JG/Horwdi3IiArPD52WHzs0Jm1cQMb84KqQsdmFF7KKS6AXlcYsq4hfnRcxP3/RFZuicvP+ntfMManrt3vUvQOhVEBVURBRFxN57324UKyrYe+8FCzVAIBBKAknovVcpgjSll9BDIBDSe++h6t6eD9kvx7Pf/5nz5cysyTxkMny65pl73as8V9dg3JdHnbFHnnNEnF4Jd10Gd12GOLMCedY+8vRiyJ8L3+639D69thD2bKz5MwXXOtTfgsN39Ld/H8a2UnFYNq67Ngvz+tKxwyvMNloAh+yMn53c+cHz6PPz+7Yt0bt4aM37e26+T87fPL3V49i60tRQNWeIMdw62vONTugmD2Opwz0MwiCbiOeRCXwKUUgjiehUCZMupFP5VDKXSuLRyHwWTcxjSUVcmZgnE4nlYolCIlXIlBqgVcoplXJq7qAJzQTAzPRfwPDASF1VQ21FXVdTT/PXlqaq1priuoay7yN9ZCFTIeVPjg1RO1r7NW60kK9iM+UUkoBGErLpChZZSiHwx3CsoR7KUPtAZ11bfWlNdUFFTdGXupIvtcWVXwvLW2qqs5MwCQh44Ps3L+5ef3H76qOr7m8f3IBBPkYGfYT7Pfd/euXdzRNeN0943z/v+9jT7/l16PvHUf4fIj55xXzyqopHjFbmjFWkDcYFYxGvW2C3K7098t7fKQzyyY0Kjw8LLAm+WxF4tTbgfIOva9WbwwWPjmY+OpXz7GoxMqQpP5XU9l1CHJsSSWYnfkxO/i1SzsokP0SCSSF/QiaakUum5cJJzbplTfljDuj/0Wb+F9D/Wsk818U1dzFr/qdGn8iECpGmGK4pfYtkfLGMJ5LKuTIpUy4Y47P68YSmqvaCpOb0hN78YnErltPYMFCYWBr2POHZ8YTbOzNvbyu8sz371rac29uzbm5Nubw+/sKaOHen+Atr4i+sSbi0Kv6iY8KlVamXnbNvbiy8s7X43vaS+zuK720vuL0l++bGpEurY08vQ593iL/oiDxthzxrjzizHOG2PPqkfdSJZeGui2EnFsNO2ni5Lnrrugx+/8+WnFjpOE5EJQz2tra11REHsWN9ncTeNvZQF7mj9nt2LOTemXXmwInV870v/xHy4Pzriwe3L9bzPLz24z23j/fcXt8+kYuGjHZV0QYaiT3fKbh28lAXeQjLGO1njQ1xSSMaoPkUooBKFtIoIgZNSKcKGFQhkybiMqUCjkzMk4l5c5JDpVBPqCY1SmNObPxuS2tqK0B/B66u4ltNWX1LfavmycCvJdUtNU0MMksmVPAYosFuAq5nlM+UK0U/xJwJEkE4PMAax3NYZDFtlIvvGetp7e/6ju2oa/tWUVddVFldVFlfVt1Q/rWqsLQ0K6+xvKzlS2X71+qagtyyjNTiRExyeEhCaFA01DvC71XIm7t+Dy58unXC+/Yp/4cXg55fCfR6DPN+ExMKRYeGInz9M8KgrXnJxJqCbxG+dcEPG4Ou1/p6FLzxzA94WxQbnYaKKQn7WBT4tNj/ZlnA1TL/6+XQx9/iQ/pKMil4Mp8hUCtmJ6Z/ySZ/CeU/+dKfAtkvmWRWIpqWiKblkmm5ZFqzUEsuVCtl03LJ5O/J3P8T6DmaNS11c21JHKaIzRBqmmHm7mm5VCbg8Xk8AY8vZPH4bIGYK5UzBCKpgCvj8vjj44TWhq7SlJas6IGCZGZtpbCpbDAP+Tn0btLrY4lPtmc+2Vz4dHPp0025d3ZkXN+c7Lku4aIz+twq5CkH5CkH1FnHpCvOiZfXpFxxzry5If/+tuKHO4se7Ci4t63k/o6sGxtSLzsnXlyFcV8Rd2FlvMdqzEXHRA/HeHeHxPMrE8+vRJ6yhx6zCTi+KOi0ndeVdR+u7479dL/zc5GcQpOxOGOD/di274S+rtHejpGuJkpvC72vkTfY1F4Yd/uPLe4bl7w4vevT5aNvLxzYbWdwdqf968uH/B6eyYoNllIHpnjjwx31I12NVByWNNhNG+7XAM0ZH+aRCTzyGJ9CFNIoIjpVxmHJOP+IaYWYr5QIlDKhQirQuBwTCuWEanJSPfWfhrsfc3OE/y6s9DT3NlR807w4WJpXWvW5sqG6rr+rW8AWyoRyJoWN7xtlELkKwbSYpaYRBPge+mAneaSXMj5EG+7Gdzd1tdY0NJRX1ZXV1JRWV5dUVBWXfykqrSwsqSgoLM8vKEvP+JKdU5mVXZmRUZ2dXZaclBIGiwsKDHn3JPDlbcjTK9CnHtDHF6CPL0GfXw17eyc62A8O8UeGhKPCkMjAsITQ0MpkTFdJ5tfQN7WBd9uDr2KDL9d9uljgfScb5psRi0gNCEgL8M4L/VQdF9RZHEdsqxST8DNS4YTyl0r9Sz79i6/+RZdMMgRqiezn9OQvqXhGIpqWSaaVslm5ZFKzJE4p+Qfo3/M/Dc3/T+Ex15Y0x7GmOfF/99lpKi9CuVikkEpUUukkVyDni5QSxSyLJ1cIuCo+m0MYGKgtbs+PHyhMJJflMMsLsUmQQt+rCY8Opr3Yl/NyV+p955Qbjrn3XAoe7U25tjHmnGP0aYeIk8vCXZdGnVqOvuCUcmND8vX1qdc3ZN3ZWvRwd/GjPfn3dmTf3Jxza0v61fUpnmuTPdcmXloTd8kpwdM55dr6RA/HhAsrEt0dEt0dIt3sAv6w+ei61Puc45sH+z88Oxvh9+ZzetZo55CAzGUTKcSB/v62FlxHy1B7w3hvI76lgtpVx+lv+pIS/f7SIf+bJz5ePvrgxNYtC7XO7bD3f3A6AfKIhuv6S8ZVMEmUwS5Sfxepr5uBH2SNDFGHe+gjA5pLWiM5xAyajM1U8rlKPlcp5KnFArVMNCEXq+QipUz430mhJn737DSU/1NYaattri2tri6qrC6pKMzO/1pR3dbYSiKMi4UyIU/KonLYZJ6cr5JzVGQco795qK8F3986PNiO723qbq1paq6q/VZeXpmXV5pTWJ5fUllYUp5fVJKdU5iRWZiZXpydWZCQnIOOT0fEpoRHpEVEpcEj0JDAaG+f8A9PQ97cg726Ffn6VsSr62Evroe/vR/t8zwuIhwZCkOGRqPhKDQMmRAWkYuM+hyP+B79rg3+rDvk1kDIlTbIxXyvC8m+T/JQUUWYtPrcosGGetZQj4xDnlVJZqbV6skJmeinXPpTqvxLov4pUU7LZeppmfov+ZRUPCUVT8kk0/9cyQK5TKhQStSaaYY5dn8//B7/I9a/dz9rxDSHKdJgPXeFM6gyAW9CxJsU8Sa5dCmXKhEyFeRhBr1vgNHfPfKtsjUnsScnkVFVzK4oGkqJK/DyTLh7BHN9Z9bDfbmP9iRdW5d0xSXvwc7suzswF9dEnFwWcXJZpJt9pJt9zDnH5Ksb4q+si7vsknhlffqtrbn3d+U92J11Z3v6tU0ZVzelXd6QemVD2tWN8R5rEWdWRJ12QF1wQpxaGvnnwohj88OPzQ/5c7HvSftXpxwfnnK6fevQqxceIf7vkmMx3ysa6HiKiMphjRJxnV2D7c0DLbWUwSYitnaktYqD66Bgm1ryYpICngQ+OOd15dju5caHnCyDHrv3VqbMygQqPpNNxLNHcZSBXmJPF5uApw8NzAHNGR/mkceENJKESZexmf99Q8sl/H9paKVc9bt0nksKNTrkHw1dW1JSmZf3OSe3PL+oOLfwe21jT9cAi86TiqcEXIWAJZHxlEq+gj5M7f7W2VhR3/q1uaOurbOu9Xt5TXVecW1hSW1RUUVmluYxoYrc/Irc/LLs7OL09LykpOyEuLz4lMzY+KLktKxYDBoKSwmPSA6DxwWHoCCfor1fwt88CH95J+TFrdBXdyO9X2GgvnGhoXGwyLgIVEJkQlw4Kj40MgkWnAYLbE2AtKF8G0OefIPcaAi5XRx0rxgR2FJWRuoji6miWfn0j4mpmenJ6elpuXqCJ5KqJDMqyZRCOiGXqlRS5aREOiEQqLncf4CWTipl03KJWiZUyIQKpUT1z/jCb8hqCP6XZzeXLP6r73kuR9Tc1hqUNb/ksSUsukDE/8FjTo70Uoa7CMMt/f1fm/sqahszCsqjEZVIWGnY+zy/p9Uw78FUdA8a/vn9w4Sbh5NvHEq/uTfz+s60K1vSrmxLu7E76+5B1AWnCDf78BN2iLMrURecYt1Xx3msTbm+CeXpEuuxFuPpEn9lfcr1zcnXNiV4rEOdd8Kcd0q4uDbJY12i5/q4i2sj3JaHHl8CP2kf6rok8JAVZK8p5KBF4Mlln9xdHrpvvnx68yXPw48eewT4vYqJDC3OzhzqwgooDCGVThocHsZ29rXWjvbUE3vrh9u+jnU2kbu75KTumqwYuNe9+2cPrDQHttmbI7wfKym9KiFHLeLyaWOkwe6xnnbyAJYx1Efq7WSM9jNHcRrnjksa5VOIIjpVymII6VQBjcKjkfl0ioBNF3GZYgFbLGBLhSIN03KpQiFTaiwOjdehVEzOhcblmJn+CyjPTirNSCjOSCkvyPtSWoHt6BvBU4X8Canobx5LLWQrxWwZbYTS1dBUX/y5Oj//a1FJbcnnhpKy6rzCz2mZ5em5X7MLK9Nzy9KzyjOyyzOyKzKzytIzipOTc9DodAQCA0eG+weV5xbWlpSnxqBSo2OSo6IS4PAEGCQ24CP8/fOwNw/D3z6K/PQmJsgPAw9LCA2Nh8ETwmIxMDQaiogNCokLDkgN9S+IDqhAhX9FRTUlI/o/J421VjBH8QrRlII/MyH5qZLPSCVKkVgulSnkigmpTCWVTGgUhZgjUfBkEzLVhEKpkEil4imJWC2VTCikU/8BWq4QK/8lnX/fMf4vS+6/bTtN2qdB+XfxzWYIR4ZILY1dlWW1sJBY73f+D67ehb//WBWHromFV4X5Ffu8/Oz/pizgUWnA1SLvS2W+txugL6v876U+PJZweXvKtZ3pV7akuruknF+bfGkDyn1DhNta+MllYa5LI9zsURec4j1d4jzWxnmsTbyyHnlxLeKCc7T7GuT5Ncjza5DnnCJPrQw/sTzyz+Uxp1bFnHXCXHBJuLwRdWFt+InlYa72gceXBR5dFHLMBnZiqe9Jh0cnnC65bTp9fs/FS3/cv3vB1+dxFPxDemLE96pS6jBeyuRyxmjE/l48tnGg8wuu48tgW/VAUz2ho5M53EnDtVXmxLsf2W5jCDzxdOuqLlTQ8HwGcULKVfAZYwMdQ12N5IEOcn/7eG/rfwMtZtCkLIaARuFRSGwykU0mcuhkAZsu4rPEAraGZqVU9i+XY+6Gnjtr8kKgNANZnI4qzkyoKin69rV+GDdOIQlk0r/F/F9sxiSfoWKO83qaur7kF5ZlZpRnppRlpn3OSK/Myf6SnVOSkl6alFGZll+Zll+alFaalFaSmFwUn5iHRmciEGmRkcnhsBf3n1w5dykVHd9e970oPTsDHZeMiEmLRadEhSWGBaIgn2L9vTBBPvFhwRh4GBoekQGPTAqBo4LgSEhEtH8Y0i8wPiggEx70OTOx9cvXcSyeP0aS8+g/plVTs7+E8l+zql9K6U+xcEIsUUoUaoVyUiZTSMUytmhCqphVK36qxTMTkukp9V9y1SxHrJRJJyVitUSsVkgn5BK1TCiXCeVy0VwLrnoOX03Z79/1kf9gzedIxQKlUjatVswqZdNCnpxJ45OJzPaWnqqK+pTELGgg/PmTt5fcrx3Ye2zjuu3Lli23NDO10tW+53a4Fg1tjwuoC35Y9u5SyZtrJe/OlPm4ln46nvfaNe/V6ZyXx5MebE+4vD7O3Sn+9IpU91W5Vzbm3tia4Lk54oxzhJt9hJs94uxK9MU1cR5r0RfXoC44oS+ugZ1eEXrKAebmAHNzgLutiDi1Eu62An7SIfrEitjTqxGnV6Hd16be2JZ0dXP0mVUwV3vvI0uCji+LPucY7b76zTG709sW7N/rePTMfg/3P2/fOOP98XZs9NvkeP+ygoQhbJuIzpbQecS+PuJAO76nBoetHu1pxLU2jXT04LGNQjqBOtyNCQt4ePlsSRqGO9InGBvks0kiHlUhpNMIfXhs43h/y3hvM32gXSM5NExrJIeUxVBw2WImXUCjzAEt4jKlIq5cwv+Xy/GvXo6pyR+aUsv/lhy5CWHZGHhFVmpnTT0ei6OP84WCGaHkbw59ijwsGu4hYxu7qwtLi1NTSlMwJcmo8syk3DhEYRKqMjvtc3pSQWKcJorRKcWxcYVRkWnBvknQT6mIUGR44Ns3z1es3mJnvy44OKq9paf+S306OikZgcqLT8qMiclGoTKQyNSIiOTw8DR4RDIsLD4YGhcSFQMJg3kHhvtD45Do3IycirLKpqaW8RGykCWclSt+KRQ/5OoZ9Q+58hdf+rec/0sp+DklmpoRq2YkiimxUi1UKQSTk5zpv6S/ZsV/TQl/TMl+ah7HlggVU2Klki+flM+KBUoeRy4VqUVciVQgk4hmxMIJqUipmflRyyYUYpWUr/znZWj5D6VsViaeUspm1YqfUtGkmCunEVl9nbjG2tbyoqqUuIwg39CXj9+ePHFm395DzmvW29rYGRtptnnogAAwAOjoANqGAHDIZXWyz4uOVGhD1NNS3wuV746UvT305ZNr1rN96c/2IW9vQT3ag7i3A3lxC8zNGXZyNfLChjjPTTHn10Secog85RDhtgblsSXWc0u05+aQc86hlzb6nF4d4O6CPLMp+uT6aFeX6ONrYk6uQZ11jDy9OPhPC8S5BaizNtnXnNLdl2deXJHjuTLquEn4MYPowxaoM/ahZ52fHllzaqv9jjVLdmxcdfzwXg/3E4/uX/J6ew0KuYtGfshMgteXf6YNj4m4EhaFNj6AHeuqJ3bVENqqR1q/EruaCF2NDHw3m9BHw3WQ+lrGur+NdX+jDrbyqKNyHl3Oo7OIg4Te1tHu5vG+NvJABx3fR8f3MYdxbOKIgEoWMWgiBl1Ip4kYNDGTLuWyFAKuUiJQy0QquUitEKvlErVcMqGQq5WqSfXE5OT0nKfxr9AkiEAWJiQbA6/Ozxls62CM0kUchVg4zeGpySO8gY7R9rquus9fC1NTczDI/Ljo/Hh4YQKyMAFZkowqS4svH5CvVAAAIABJREFUTkLlY2Ly0MhcFCIrGpmLRKSHBqG8veKDfRMiQp4/ur9l02Z9Ixs9A+vXr/06Wvuxzb2FaXmpyPgcTEouJi4vLj4XE5cTg8qIQqSGRySGwOKCoHBvaAoioTijoPbz1+72HgqJLhLKJtQzM5O//pr+9VM1PSGUKvgSmXhCJJllCWYU4l9qya8JyeykbHJSrp6QTqil0wrpjEqgVgsn5HyVTKCSSyalEpVIrBCK5GrptGaMUiaZVchm1aofMrFKKVFJxbNS8ZRErBQLJSKBWCqQKSXqCdkMnyPnMCVshphG5g3jyJq+gJLCKhQyMdAf9vDe8zNuF3fvOLhyubOpkRUI0NMFG+po62uBdDUBAsBaIF2wjoG2joGujoEuACw1Nb24d5v3VVf4A7f4V+dyXv+R9fJo2tODmHt7Up4fiX94AHFnV/i1LSiPLdHn10eeXYs8vzbqzKowV7vQ40vCT9iFuTln3D9S8ckz/81Z1P1DsGu73rk5YV6eaIj1r43yLfZ7nvfhYd6Hu2mvLqEeHYu8sxt5dUP42RXxni5p11yyrq1NdLcP3G8Yesw85qwT7Izzk/3Lj62x2uxgtWH1kt1b1h4/uPviede7t849fXze651naNDj2Ejf4qzUvpYOLlvAZ7Kp+IHRjobR9q8jrVW4purh1vpRbBNloIMz2i+hDUvpIwx8B6GrntjznUMekXFpch6dPY4b7Wv7HWjGcD9rZIhNHOFTSEI6VcSgixh0CYshZTM1TR1ztp1S9s/Aj1IqUcoVKoVSpZr4byv69zsbyMWE5SUg6kuKR3uHJCypQjTF58gp45yhLlxbXUttaUV5Tk5BMiYnLio/Hl4QF5aNCs2Ph+diwrJiYNmxYbnoyBxURA4qIgkWnBASkBDsnxASEOXv8+jGzS3rtxobWeobLQbpzL9x/XnL977hXlJ57pdMVEZeYnZuXGp+XFphQlpBfGo2Mi4xNBIdAEX5Bxek5A209omZIqVINamYnp36e2b678mpnyrFT5X8h1yklHClMqFCKf8hlf/FE/6QS37JJX/LpT/ksimZfEImm5LJZmSyH2rVtEyqkklVMvmERD4lkc8IpVMCySRfOMPmTohFM3y+WiRQS0STMumkWKQSCqYkommZVC0RK/hcAZXMGMWRhnrH+nsI3+raC/MqMLGpn94HXvG4s3fXUUeHdfPMFhrqmYMAPU1oAwZagD4I0AMAMACA/7P00UDzJIAWSA+kpaetpQ8CwLqAlqWe3iprsz1OthcOuARc3RN+/1jEvSOYJyeSnrslPXaN8NwFv7gt9sI61MX1sRfWRZ1ZBTthBz1mG/KHbfgJO+hx55TbRyp9rue+u5DmdTHp/SXog6OlyFd8El7JoTCGBsY62kbbmjq/lHwvSmnIjS+He4XdPOJ72gV6xjHSfRX8rIPvkUXQEw4+J7c9OrzusNNCO2s924VmTqsddm3deHjn9tMnD3tecr11/cSTR+e8vW6GBLxOjIVXFxeNj1HEXD6fQhrtaia01Y201g42VuFaa2i4rlFs00jnd/pQJ3esb7y3cbijltTXxBrHS9gUOY/OJePH+ttHu5uJva3kgQ7aUO8c0FwSkUchiRh0CYspYTEkLIaIRRex6EIOQ8xjiQVsiZCjGWiTiYQyiVQulcnlyrmkcK5kqMkUNTIaKEyILk7BNJRVjPWPSjhyGU9JJzJwPQOtX7/WlxRXZGd8Tk8oTo0tTIQXxMPy46BZscF5cbAMZGBKZEBWbEhWDCwZDkmGQzBQ7wRYQFIENCoIcufyNacVzqbGi+ZbrZi3cLWugY3ryStfv7QTh5hfixtyEwqLUz/nYjLy4jILE7OLErMzkQmYoLBon0CEL6QooxiHHVYI1FOKHxPKH0rZtGYDhkwyq5D9VMpmFdIZlfyHSvG3VPKDx1VLhTMS0YxANMUXT3ElE1zJhEAyLZBMS2VqkUgllk0LxdMC0bRU/ksq+yWW/WJxp4TiH3L5T80DlQKuTCJWczgyClk4PEzvxuK+NTSXllQkYFIgfqEvn304fuzspg277Zastpq3xFDfUlfHTA9srqtjBtYx1tYyBAH6WiADzcZ/PV1TXbCJnr6JoZG5gaGZDthQW8dA8wkAYACkCwB6WlqGIEAfBIC1AUBfB7TIyvT8PqePN12jXl9N9LoZ6HHA7+Tmd/tX+h5xinBbHnN+NfqiM/LcqqjTDlFnVyDOOyLOO/odXPFii/WDTZZ3tlgHeO5K870V+dod9uJsQWH2OInAYDEpVCaDzqGTaHwaXcSgj7e3pQZ98r76x9Pjjvf3WL88Yvfm2KrnBxxPuqzeu9phxZIFFtbzrJbYrHRavXXjhj2bNh7av83txL5LF4/cu3367avrEO9n0TC/zCR0Z3u3iMdXCfi0wb7Rjsbh1npcU/VwR/14b+tI5/eRzu/MYayANEgZaMG314xiGxhjOBGTJOfR+dSR8cFODdCk/nYqrocx3M8m4Fljw2ziKIdEFNJpUjZLkxSySGPM8VEGeYxNI/HYNCGPKRFwJQKuVCiQiiUyiVQmU8hlaoV8QvOpoVkmVcllak31GyiKR5ZnprV8/UbCUyU8FZ8hGOnu76irq8pOLk1B52EicjFh+RhYLhqaHQvJjoVkIYPy0KE5sdAsJDQLCU2E+SH936GDPiZFBqQgQkP9Pl48c26F/WoTk0UWlssXL1lvZGEH0rHctOVwUX4tnShorsF+zvxSmlFZkJRflJRfkpJfmJidHh0XGwhD+EJiAwLjEUkVhVXY5l5CP5E+xuLShRKeYlI+q5DOTCh+Tap/qZW/lPK/VPIfk/KfE7KZafG0Wjwlk82I5T8Eyh9CxQ+xfEYun5WJZmSiWZXsbyF3SsyemZL9mpT+mpL9kgqn5UK1hCWSMDgSJrftW1tRYQUKk+njDX/65KO7+9UD+49u3LB15Yo1tgvtLc2W6OtagABDbZCxHthcR8tEC/jn7RVtbSMw2ERX11Rf31xPz0xX11RHx3juSx0dYwDQ0xCsrW0EAPraukYASF9b10xHd56OnrkW2BjQ1jGxMD+60+XDwyvxkDeRz6+eX2N9YpGWp73+yy02UScXY847Jl5em3x1XerNjZn3tqXf2ZZwY2Pspc0+B+0ebba4ttb4wZ7F0Y/dMvzv+N44/OHlncb6MjaLSmfSxkkUConKZ3LFDI6AImiprC5JQgY+vfTnOsuDjkau6xbtXmq6zMLKxsLKeoHtfDv7BfYOSx0cnZ2dt29av2PHuoMHt546uf+Kp+vjBx7vXt8J9HsdA4d8/lzOojJ/KiZEZBoJi8U3fxtorsF31g401wx3fCP1tbEJPQLSIH2oHd9eg2utpo70C+hEOY8upI+Sh7AEbNNYTwupv50y2E3H92mAZo0R2ONjAhpVymbxqWQOiUgfG6ES8FTiCIs6zufQxQK29D/9/v/jDa1WTSsVkxq4J9QzM9N/AfmoyOrc3L6WbhZFJOVP0gm0rrq6+sKs4gR4Pjo0MxqSHumfhYBkRgdkIAJy0dC0SEgmIjgjOigFDomDesf4f8AE+WREhWaiI/y9Xpz445iN7TJtvXkmlva2S9dbL1pjZLVE29DKzmFdYmIujSToax9uKG+uKfr2JbeyMresPKOoIDEjJQqJhoaggoPjYNBoaCQ6PCY+Ep0Sk5iblFWSWVhTUtVR3zrQ3j/SN0YaY9FIAgZVwKeLlDzJD7Hib4F0VqRUSyZkshmxfEYin1FIp1TSCTVLpWQo5HQJC0fj4WlCApPUjiO2DnDxI9Ru7FBdNbn1O7Gt0fvFi727DtrZuyy0cbKcv9zEZIEO2PAf2QAYgUFmurrm2tomYLCZrq45CGQEAhnp6prr688D6RhpgY21dU20wMaAtiEA0teEjp4pWN9MR88UpGMEaBv+EyB9bT1DAKSro2eqBTbVApsC2vqADtjGzvbSqT8D3zxF+Lx67LZ3uymw3wS4t9YMetwp1WNl5g3n/Ptbip/tKn9z6Mv746Vvj+Q+3ZN+Z1vC9U3RF1ze7lt4eTX45X47zCPXT6c2Xj24NhH6Gt9ZSx3HEYYGxoZHGIRxxgiRRRGxiEwhlVpTkHn+8DY7My1bE615YMDY0MTI0MzS0nbR0hXWtvbWNktWOK7ctHndtm1rd+/eePDg9pOu+y5dOH73pvur5zd8Pj5Go+N6u/umZepJnpQ2MIRraexv+jrYVj3YUjvW3Tze20rqa6HhOqiDrWPd30Y660hDPZq8UMwkUod7CNim0e5mUn87eQBLx/exRoZ+B1rCYooYNAGNwqGMs8lENo0kYNOlIq5CKpCLBQqJUCERK2RypVyhVKrnDLs5x2POtpuZ/gvIi4lsKC4Z6SFwGEoOQz7Q3leVm1USF5GPhOQjg3KiArIi/XOiAzOiAjIiAwvQ4Wnw4GQYJD7YN9bvY/SndxiIXzoclh0dEfDuxZE9u6zn2xjNW2xgaWe6wHG+rZPlAgerpctM5i+0XLgUBkOMjdBxWEJ7Xdf38pbGiob60q/l2UVZqLi4MBgKGoAJDUiAB6LDImNCwqP8gyN8AxH+UIQ/NAYSmhKOyEQnF6Tmfs6rqPpcX1NW31RZ1/21FtdQz25ppbV3jWH7cb34/r4RXC8e3z1A6OzFV9f3lFZgi0pac7K6i3LrEhCRT24F3774ORLSlBhZFxvYnBxeHR95bPN6Ix0jADACAHMAZKqta6arawrW/eeNFR0tMwAwBIGM9PQs9PXnaWub6OiY6uiYAoChlp6Jtr6pJkC6xiBdYy09Ex0DM0DbGNAyArSN/wOuMaBtDNIxAUDaAAisq2cMAGAA0NECQEaG4J3b1r+4exvq9erdDfejjlZHl+jc3zof4bE5/9nR8sdbvjzfVfPuwDfvPxohp5qCz9VDzn71P/Xl/YHsBxvRnqv8D81/u83k9TYL7/1LHq01ubjW6vEfm0vjw8cHO6gkAotG55AZfBKTOsbkULmzsikemR4NDdm41snIEKxvpKNvaGBgYGRpvmCx9bJFVrYLFyxeumL5inWOGzY6bd3qsmvXpgMHtv15bO/5s0duXjv14O55rw/viwtL+FTejEDNI1AJHR24tvr+li/49obx3lbKQAd9qJNH7OeMdpP7mwld9cRBLIc8IufRJaxx2kgvAdtEwDZpgKYN9WqA1kgOPpWiSQolLIaYzZBwmBI+Wy7iKaQClVykkAiVUpFKJtUkhWr15O8Z4Vzde+5PoBiFaKmoGh8ksWhy0ii3sepbLgqREeabHvI+N8I3JyogNyowFxGUGu6fDPPPRoSmhUMToQEYiE+M76dYP+/UMFhqGCzq44cTB/YtspxvaDhv4TIXSzsXowUrLRatMF9gZ26zyNjK2sDUwtsHMtg33NeJa6vtrC2pb61paqyoL8vOT4qORgYFIIK8MTD/uDA/RGAgGhqCCobGBYckwcLjg0Ni/SFo/8Bo/8AoCCwqODIqBBkDQ8aHRWVEwAuj4F+jIytiYoswSTmJmRnJWVkJGblxyQXouLxgv7RPrzN8XxVC39QiPsU9P3d2tf6RRYD3qZ0l/g+rg58U+d6LfX7V0cxAB9AyMFpgYrrM0HiRrsE8PT0zfQNTAwMLQ31LAz0rff15GprBYDMtLWM9PQtDQysdHVMNwZoAwEaAjqEmtHXNAC0jzbp/kI4JADIEQIZaYFMApA3S0tEFG4IAHR0AZKIPdlhsdcPTzffZs6CXTz0PbnU2BK5uXRh1fVfxe7cq31MN7/Y2fjjU5n+8I/hMe6h7e9iltvDLbRFX2sNcK9/vzH+8Meb8stgzDr47LJ466rxZa3zKVnf3PCDo0dXupq90MpHD4jIpLCFdQCFQRvtGuGTOr8lfuF78zRt3rWwWGlmba+mB9PTAC0wt7ebZLrW0tbNZunTFsvkrbdc4O6zfsHrHjg379m07emjnSde9F9wPXfE4evP2rRgEeqx/dJI/ISZxKH39BGxTb2sFrrUO394w3PFtvLeZTehhDneOYhtwrdVjA11s0rCcR5eySXRC3xzQpP4uKq6HOYxjjQ1zxse45HE+lSKgUSUshozDkvM5SiFPKRGopEKNy6GUijRAqxRKtVKlAfr3CdnfZ1gmJ2aB4qzqju99jFE6nTDaXvclPzkqLuIDOuxVcrhXWuTHzGi/TCQkPSogJTIgMcw/AeaXHfgoPfBxvP8TTNC7tJgwDDLy8cNHO3buNrJaYmHjYGW70sx6mZnlUov5y+YvcLCyXm44z85svgNIx/L+g4993ZTBHkZdBba+HNtU19VW11qcnomCBsRCfWJD/CIDA2JgYQgfaKw/DBUQFusPi/ELjfWHxQVFJIUiomARkaHwKFgEIjwqJgIRG4lEwqOjwyLRoaGJERGJERFoKBQJgWCCAxNCoYmwkCzoo8QnbpXP3Tr9PfvQr5M+Xt+2YqExABxZuwz60CMj+O1Tj7NLF9sDOvMAbQsQyEjXwFxHz1QLbKyjZ6prYK5naAHWN9MCG2trGeqCTfT1zPT1zMA6xprl/nq6plq6ZiCw6e8B6JgAOiba2kba2kZaWoZaWoYgkAEIZAAA+gCgDwBa2lr6WoChLmCmDRjo6ui5bHA65+Hqe/fGkxMHPFxsXu1anPNgX4Ova63P0W+Bx8pCz1aGX6wKv1QT7tkYfasL/bgH87wr9sm38LONsDPVfkcz761DnF8SdtrO+9CCm87ap+y0D9ibHd+7PTUlaXwEp+Sx+GQyBU8aG6QQ+knUMaZCrJqQT1aUVTo7rV1ovcDIWM/AQM/cfJ65mdU8C+sFCxbZ2CxcsXKZs+OaDc7rt23avGvb9j07th/at9f12NGzbq5n3Q69enq/qrxCLlJMyibpw2NDTd/766vwjdWEltrxjm/U7kbWQBsb10rpbhhurhzBYhmjI0IWRcKl8pkECq59rKue0t1A7eug93ezcH3skUHu6DCfSBBRyBIaVcyhSbh0CZcu5tBEbKqES5cLWEoRRy3kqwQ8lYCvFAjVIqlKopiQqSZlkyqFWq2cUCsnVAq1Uq7S1BHVygmguaq5v7l7uKu3u6G+PCsxLTogGf4+HfExO9I7O9onO9ovA+6bBPsUH/wRFfgBFfgB4/MsJeRDbkxobhwiGhp069r1dS6bTEwtrZY4gk0XgI2trWxXLl7mbDF/mbGpjYWlnaWto6H5YgAwvnDpfkfrMHlU1FI30FLb3/il5VtFXV5CQrTf+/CPL5ABH6IhfhEBAVE+nxB+Pgg/n0jvj/CP76N8PsUE+MUE+KEC/dBB/pjggDgoJA4KwQQHoIP8UYF+GFhoTHAQMigABQ1EQQM0P4sPDciEvSiEPKmBPK2CPEn5eOfWqf12VuZGgM4CA31HS5PVVkYLDfX0dE3BRosMTRcZG1loaNbIYo0O1tY1Aen8k/z9nvbp6BiDwSb/jfIc0BqaNUD/h2Z9EAAGAboAYKADmIIAsBEYvHPzquuex15fOvb27F7fs9uQ13bkPjtU8enPutAzLUjPJtS9JtS9xtj7TbGP2uNfYJPfdCa+6cC8boq41gq/2hTkXvbyQOaNTYmX10WcdPTaYXliMbB9oe7eTWvDYCFDfVgpi8YhEkk4Yn8HfqBzmDA4LuJKZtSzvd19Vzyv2ixcpG+gY2JiZGVlbTlvgfV8mwULFs2bZ25ja+2wzHbVCjuXNQ4bXBw3b1i1Y+vaA/s2HT28/Y/DOy6cOxEZFj48MKKWqHkk2lBrU09NxVBjDaG1gdTVTO9v4w5380awjIHWsY664fYmxnC/kDEu5pDYFPxIX8tgax2x6zult53Wh2UO9rKGBzgEPI9IEJJJYipFzKEJWRQefZxFJtDGhmhjQ4zxYRaZwKdTBAwqn0UXcThivkAqkMiEUqlY8U+vklyloVkpV2lKiUBDYWFDYX5NTkZxfHR6uG9i0JuU0Nc5EV458E858E9ZYZ9SQj4kBnrFQbziAj7EQz4igwLTUDE5SYmhkKBzbueX2zuZmS0yMbM1sloyz3aFpc0Ko3mLjc1tLRcst7Jebmq+2MLG3sRqsb7x/LPnb9TXdlDHBU212Lb63sG2warckuRwGNL3bbT3y1jIe4T/h6C3r2IC38UEvov2fw33fg73fh7t/xoV/B4N/RDn+zzB/2Vy4JskyOt4vxdo76do76cYn2dhPl4w73fhvu+jAz7GBPmgg31iAz8hAz6kwN9lhnyA3PS8tHfPZqfVFvOswLpGIACso2+pq2NgBNLS09IFaZsBOhba2iYG2npaYGNNnqdhWpPtgXSMNNJCo5U1AkPzzX+jrJHL/yPNAKCnDegBgB4AGGhrG4EALWsjsOtOp8fue1+5Ogd5bMv3Ovs99HpNoHtt6MUmzN3m5IcdmOfNyCffEI+a0S87kz9iM/ywmZCujICOeK8uzKtuxONGf8/yZ8cK7uxPurQl/OiKW5usN84DHBbOu33rRk9Hi1rAYRIIvS3dTTXt3S0DhMFxAVs0O/GDx+FnpGWud1lnMc/E3NzU3HyekaGZmamllZW1paXFkqWLVjosWO1o4+K8dMM6+y2bHLZvddyz2+nAfpc/Du84dnjfw/sPKsu+SnkyBVdI7u0daqzF1lX1fa/FtzWOYVtog1gGvpvU14ZvbxhprmENdUvooxI2iUnF43vbelsbhjqbyT1t1N4u2mAPE9/PGhnijo0ISOMCKplHI3OpJDaZyCAS6GMjzPFRLpUkZNIEXIaIz5IIuFKJSC6VKRQqhUKlkE9oCNZc0pqYVE9NT84An5NiSjBR+YiQnKiA7HDv7LAPmdA36cEvskPfZ4Z6ZUDfpwW9Twl8nxbsnQGDZMODM1OyUdGYJw9fbduy38JiiYHRQov59gtsnCxsHIyslhha2JovsLe1W7N4mfOCRSstLO0sbOy0Dc0BkN6GzXuyMopZNElHU39bQ09vQ2dKREyY12uk98sIr0chL++FvHkW+PK597Pbn57e8nl+J+D1g8C3j/xf3fd9cdfv5b2gp1dDX96Ev70b9vp28LNrkMeXA59cgT6/7vvyYbjvuwh/r6B3TwPfPor2e4sO/hQT+C4e9iEhxP/yH26LLO0BkDmgbQ42s9XVnQcYLAH05+vrmYHBJgDYEtCz0gWbmGjrzN3NmtAwra1rAugaA7rGgJ4JoGcC0jfVHABd4/9G+Xeg/0+xoQcAemAN0CB9kI6BjjbguNDk8v41z/5c/3avNfzM6oo3x7vDr3fDb3SjHvanvcOmvcOl+XVi3jUiX7bEve9IC+jICG7PhrblwNozQzrTId3JnzoQT79BrtZ6X6x4cybv4R8Pdy5ZZwbYmBm4/vnH99oqCZNKw+P7Wns6vvdgm/v7OnFUIn1CPjk9OTNGILqdOLlkia2xsbGJsYW52XwLc2sry4WWlpbW1la2tpZLlsxftszawWGRo+Pi1asXOzvbubjYb9/ivGPrhlMnT0dHxBKHSSq+lD08PNLyvedb3UDz96G25tHuNiquhzHcSxnsGulqIjZXsQfbxVS8hDPOZRIJuJ7eztaB7k5idyupt5M22KMpgHNGh7kkIp9CEjJpQiZNwKBqyObTKZp9HVIJXyYVyBVihUKmUCmVqgmlakKumQDXLAebnNEcZqd//Jj5CeQgYRnhgSlQ7zTYpxy4T16Ed1bI2xTI00zou3To29TAt0n+bxL83iT6eyUFeqdC/eCw6PNnPK3nLwEAAzDYwsRssZHpErD+An0LG9MFyywWLjeat9jAZKGByUJdfSsAZGJouVDP1Aqka7xh857E+CwGRTSAHR3sGm370piJjIsPDkoK9gl/+yj42b3YgE/pURGo4ODYoKCUyMji5OSSlJSUyMjYoCBUcHCEv1dsiG9ydEgGCp6JjshNQBSnYcqzk+pLc9tryho+56YiQkM/Pg/78BwZ4IUKfo+GvvN/en/jMkdtwAjQtgSMFhlY2mlrm/3fgNbQBoD0AS2DOQ8OAPT+fwENAsBaID1A2xAE1jfU1d5ob3XzoMvDA6vC/7RPu7yx8vHBVq+T3RAPLOxmV9TDnrjXuDQ/bPz7jvj3PekBgwXhA4WRPYVwbGHkt9yQpqygtnSflviXjdEPWqMftkY/boDd8Tu9eftCXSsD7X17d1eXl/ApxNGenqbq720N2O6WgcHuYRKBwqFzxUKJRCQNhYasX+9iaGhoaGBqZbnIzNTKwnz+/PnzrazmLbReZLPQdontUrslS+3tli23t1vhYO+40mHrJqcN6503b9569cqdwuxSJpEqolCYg739Td8GWxpxrU0jXS3jfZ1UHJbU3zHc2TjeUs3sb+WPD4hYY3w2iUQYHOju6Md2aICm4v4BmjX2D9BSLlvG48h4HDmfK+dzFQKeSiSYlIoVcpFCLpoDWqWeVE9MqaZmpydnZqZmZ6ZmNUDPMQ2gg4JiIf6xAT5oyIeEIK9k6LvkkFep0BcZoV6ZsPdZYZ8y4b7ZEQE50cEFMeHF6Eivx4+P7t6z2m759k07jh5x3bP/+M69xw8ddz9+9vLlO0/PXLq1cu22edb2jmu2HjpyxvWkx/7jp/8843HM9fzrtwENdZ0MingQS8R3k4a7CN11bd+LiytS4vNR8Iq0+K7qL0MtraReHKGzl9w3xCdSuaPk0a6+weaOkY6ekb4eEh7HIhGFTLqUy1aLhTMK2d+T6l8zql/TykkBa6SjsTgFEwP5GOX7DhXkDXt/79ax3Q46IAsAMALrgcD6AEhfCzD6v0kOXQNzTegZWmhC18AcrG/2/0tyAICWto7mejYwAoNdFltd2rv29iEXyJ+OcR5b069sKbixo+bZ0S8vjpW+OFbnf6kl5nEz8klb3Mu+DJ+RwtCRkvDBAlhvTnDPZ1h/aehgEaQv83130gtc+ntcxseu+Nfo+66HHCxMtIBdO7eX5GfzKUQaHt/d1NXWgO1q6uvvGiIRKFwGT8gX8bmC+tq6vXt3W1rONzO1nG/rIRugAAAAuElEQVS12EDf3NDA1Nx8nrm5qeW8hdbzbRctXGprY7dksb3dUgcHh5WOjqudnOxXONgtt3fcv+9YUEBY57d2zugobwTf31g30FSPa/mGb/s2hm0h97ePdTcPtdWPttZR+9rZo/18GoHLHCWP9OG6mnEdTeM9bRqjgzHczyAMsYkjXPI4n0rm0SgCBk3EYkg4LAmHJeWyFQKeUsjXTBbKRHyN5NAsP5+a/PHPRJZ6akI1qRkI14y0/C8SchoRcnP8YQAAAABJRU5ErkJggg==" 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pmiCJKmAM0Ew5GMjmC1BKvFGU4WRmswWoOQKITDKlStRFQqVC0zXTwiBG4NpEJpCGdhjFYhqBqG1LBKBZUoVQoUhWFYDUEqGFIhsJpEEY6mzHqd02x2GvWVNnN9ma3RaWwpM7VWWebWWJbW25Y3OhY32C5otK2aVbl+9Zyf3nvDB/ufCXvdA909Z7p6u+OdXfHOjmS8IxmJRoMRIRiTQsmo1J2M9fd2nR3onxwdzk6OpVMTuWwaGGo+mwOQZNO5wcHh06cHTp7s7+s71dt7sr//zMjIWDabBwRnMrl8vpDPFyYn06Oj46Oj46Nnx0aGR88OjZwdGhkZHh0bGZ8Ym0xNpNPpdLGpp9PpiYmJsbGxsyNjI6Pjo2MTY+OT4xOpyVQGOHk+WxgfnTjTP9Db3Xey99TA6cGR4dHx0YnJibF0aiKTnpSVz2WK4c7lMlMqZEFzDUCSzX9ZCvw2Al182/qX+FEo9J4e+uyQ7/fPvnb99ocWLlnbNHNec+scZ2Wto6LGVlZlspdpTTZWbwYy2Cw6k5GmSbNeV1dV3jq9YfqMhrJKq9Gk1WgYkiYohqY5LfBmUqOXgcZoDUqxCMnABA3hFIShahRRIbAKgdUoAmEoEIxTgGk1SsA4hZIMSjIIQatgRo3QEErBCKGGITVUolIrVGoFjCgRVIViahyDMFRNohBDoBxNmFmtRcM5jfoqq7nWbm5yWWZU2lqrHa1l+vk15rlVxtlVhkWN9tVzau7YfPHOJx+V/Edz40OFbGpiZHT07Mjo6NmxibNnzvafBaCNnp2YGEunJ8HPPptNFwq5fDaXTWey6QygOZPKT4ylY5GkJEQlIRoWYxEpHoske7pODg2MDA2M9Haf6kz29Haf6u0+FY92SEI0IsVjYjwmxqNCLCbG41IiEU52RDu74t09Xb0AzZO9p/p6TvZ09XYmu5Lxjo5kT2dHb3fXyd6e/lMnB073Dw2cOTs4MDI2ND5wcrAn2ZsIJ+NSIhnp6Ip39yR7u5MdfV3d/b19p/tOnjl5arD/9Njw2dTYeCGTLWSyU1fjuY9cYWoD3BOy2Wwmk8lms9nsfyugE939b77zyX0PPn75uu1LV14xd9HSptYZjooaALTR5tIYLCAHkxq93mrUGDiSxC0GbUNN5czmhuaWemeZTW/UsRxDMTSl4WhOT2pAxtADPy5GeaqOgSJAEIbCOAbjGIShKgSWk4YKwSGMhHEKwkg1SighUgnhEExAMApBkFqthOBSFFEpVQoILkUxNUkgFIlqKFzLkDqW0hGkRcO5DPpKi6nWYWsotzeVO1oqHa1Vtjm19unlxpYy3dw62+Jm59UrZz18+6Z3X3u+Nx4o5CcL+UwhX8gXCtlCLlVIFQ88pkYduXQqM1nIF3KZbCaVzmXy+Wxhcjxz+tRgZ7JHCEZCgbDIR6NSMiImhGAkLMSTse54pJP3Sz43z/ulUCDsc/OetoDfExIDYTEQloIRKRgJ81FZkdC/KMxHpGBYCobFUEQMReSrJRHrTMa7OhLdPcnernh3MtIRlxJRIRYJRaVgWAxIgj8kBcWoEImJ0bgU64gm+zp7z/SdPjsweHZgcGRw6OzQ8NjI6OTkZDabzefzgODilJ/JZNLp9LcOaPmE8yLH8Hj64FHf08/su+/Bx2+46cGLL9vUNHO22Wk12lxAIG+AUR3B6lgjS3EkTsAWg7a+uqKprrq2ttrmsGq0LM0yBENTGo5gtSilgQmNmtBABCELJklZxe1AGCcgDFchaCkEl6gRoFIIBSpRI9NUsEoNq9SwGkJgGFWrYbUSQiCUwEhgzxgO4RhEkaiWIfUaWsdSJpp06rUVZmOl1VDjstSV22rLrHXltuYKe3Oltdahq7NrZlQYZtUYl80oW796zq2bL9z59E8Cx/450t83OjQ4NDSUymUz54wqnU6n0+lccRzO5cdHJwZOD57pHzh9arCro1cIRtqP+3wneN4jhYPxuNgZEzqkQEz0R8PBeIRP8B4p6BalQCzCJ8ARcE5c7IyLnQmpC2zEhI6Y0BEXEnEhEQvFo3wsForHQvG4kEiIyTAfAQJ8ywrzkUgoGhPjiXAyEU7GxHiYj4gBSfCLYkCST4uEoolwsjPW1R3v7Iwmk5FEZ6yjp6v3TP/A2Mh4KpUZGR4FWSU9OXXnSU9mJsYmv3VAf9OgsPf00Ed/+eLxJ156+NHfbb/le/MvWGNyODRGLWe0ak02ndmuNdk0BgujM1GcgeIMtJ4iNThFY06rqaGmuq6qsqKizGQxkhqKYGiS1VBaLcFqYYJRYowMNIAYoShZAGi5KaiEkVIILlFDJWoE2LMKwUshdJoKVpSqFSUqFTxNBZVAiBpBEBjC1aUooqZITIcTEEHCOAHhmJoiEZ2G1GlIDY2ZGNRlZMtMGqeJrbDpKu36Mruu3KF3GDVlJm25mau0sA1ObWu1YdmMsksWNa5dWLll7fwnfnjf8X/8WzIcTsTiQ8MjKTDmyuWz6Ux6MpWeTKUmJlMTk5PjE5PjqVN9/bFIHJilFIoFvIL7hL/9SCDQLon+uBRIiP44kOCL8Z4I74mEvNFwMBkNdQLFhC7JF5d8cdEbkwWORP2xiC8a9kZkRXzRqD8WCUaBwoFIOBCR/GHJHxZ9kuiTJH84EowC9MHFEAvFwWngzHAgIp8QC8WifDQSjERC0biU6Eh093af6j850NXR3d3Zc7L31PDg2fRkJpvOTY6nzg6NfBuB/tqyXf/Q+GeHvL/7w6s33/aDC5ZeaS+r11ut9kq77NB6i4MzWkGJA2e0jIFmdBSnparKHC0N9XVVlWVlZUaziWQZkmUYrY7RGUmNHqJYNaGBKT3GMBjDoDSN0jRAWXZoJYyUqKFpKvU0lVreUCE4iM4IQatRokSNKJSQolStQhQqWIGgSgzDUJhQl5KwkqVggxqaBiOlKKYicEjDEmaDxqhjNDSmJ0rtetymxU0axG4g7WbabqYdNtZlNVbajdV2Q7mJcenQOhu5oN6yorVi/fL6JU3mbZcv/2D/bsnrC/kD0Wg82dHV3dnV09Xd293T293T09XdmeyIR2PRcKQz2RUKCu42j88TDAUlIRgJeAVvezDkjUb4jmioU/THAcGAZsEXCweTMaErLnbHxe6Y0BXhO6RAAuAreKIhd0TwREVvLOxPRAJJALHkCUuesOiWZAGCAZ1AgO9iskWfFA5EgLULXjHkEUIeQfCK4Dg4PxaKxUKxuBCPS4m4lIhI8bAYk4SoGJIkIRyPJvpPnp4Ym8yksuOjE4Nnhr4R6C8Hlf+q/yKgwUyXdHYil8sUCrlzUxMzoHg5OJwXIn2vvvnnO+5/dOHqSywVtTqb01FWXeaqMthsRpvTYLFrjRZaY6AZHUXpadrAMoSWo80mncvlqKwsd5U7zVaLzqCntQZqKjpPjf9QisVoDZhkh9MajGIRglajWCkET1OpFUoIkDolJQR6KGqMVMJYqRKB1CSOMSoVpChRqNDSUjWlRlglRCuVtBrWqmF9qVqPkU6MNSC0TknSJTgBkyRBEAyG6XDMqGMcVoPVpNVzhFlHWw2s3cxW2vUVLqPLrnNYdXYT5zRQNQZyjotb1WC5cmHF5XOd1y1r+e292wN/+3M3L4YC8UCoT+SjvF8SgpF4tCMajgV8QU+72+fxxoRIOCiGvMGg2y/L3+blPVLIGxb9UcEX4T2SvFss8FKgXfC3hYLH+VCbILolmV2hXeRPhHg3H2wP8m5e8AqSX4oEI+FAWPJPnSZTLrSLU/KEQ26Jbxf5djHklkRvJOyPRYMJ0Sd9LdMA94SY7Ah3doQ7k1JHQkzGhURUiHdEO+PRjmS8q6/vVH//mVOnTp0ZHPiWAp3JTmTzqXwhly0UTg9OHjsh7t737qM/e2rD9be3Ll5pcFZqzDaz3WUy2ox2u8Hq0JttGr2JYvUUraVpA8uadFrGoNdYzHqHw+ZyOWwOu8Fk1Gg5itMDoM8r0lGsnmR0YPIdjFNg9pwaxYo721PNbRhTIngJhJWoUKUKxVCKJGkURdVqJYyqlBijmKacplAoFQqkRIErp8HK0tJpJdNUsAolEEajppkSFCdZrUFvYWmt3aQrs5nsJp1Jy1gNnN2ks5t0TovBZdXbLXqb1eiym1xWfYWZqbdQ0+30FXPsl7dar5rl/O5VK9557omYxxMXOwXppBCMBH2iwIdjkWQ0nAj6ea/b5/cGwoGw6BN5Nx9oC/hP+IF8x33e40HfCT7QLgBe/W2hoFvkPRLgOOQNgyT9pY7zQPyJULFCnhDv5nk3H/KEBK8g+kTBK4Q8ofM8+5uAFjxhyRcN+2MgbACsgUA4KY4fCTEJaI6F4slIZ1e8JxHrjEc7Ojq6Oju7u7p6Tp48+a0DOpNJFQo50F/NF3JjqWy7V9q15+3Hn3zhjnt/cOn6bTMWLbdW1hmd5VZnuV5nNjkcBqtDa7QwWgNBaylayzBGjcas0zJGA2e1mOx2q91ut9iseqNBw+nOQxlU60iNjtYYSEaHUSyoV0AYjhAkSk7VLuS5R2A2qRLGlDCjhHAYJ0iaoigCRWG1qrREMU0xrRQqUbjY0iVV5Npm9uIWbmkD2+xALBSCKBQoVMJqSIIiKZrV68ycxmCiMIeWceg4G8fa9VqH2eA0m8us1mqHrcxqtVnNNpvFYTe77Loqp6a+jLtyhumaVtPlDZqNs50/v3VT4LNPOyOdotjNB8SALxQKShEpHpHifED0ewNBPy/6RADZeUy7D/u8RwO+Y0H/cd5/nA+cCAXbBL5dFL2RkFsKtgnycUAefyIUPM4HjgX9RwOBY0FAttAuAlvl3aFgO8+7Q2Aj2M5/DcpfAVpmWvRGonwsyv8L1t/k1uBMAHQy0hkNJ2KRZDQaj8eTPT1930agc7nMZGoUVDwiic73P/r0id++9MvfPLf1prsXrLi4sqXV4CrX252gs20tKzPanJzBTGl0OMWRFAccmqFJg15rs5odDofD4bDabQajWcPpcIZDKRYU5hCSwWjNVAWa4jBSA1rZAGhQ1pBHgSA6gxhdCsEqmFFCOEQQOEOgOARDpdC0aWqFQqNULHBpb1tS8Zur6p/fWPPsxuonN9Y9ennVLRfUrConmzhFjb60TKd2cHC5nqowsOU0VGdgGq26GpO2zKBzGfTlZku5zVFnt1fZ7A6L1Ww0GU1ai4Urc3I1ldqrW3Tb5lk3TeeuatbcfvHsf/7xlQQfEvlkyMfz3qDgD0VC0agQEwNSyCcIflHyS+FAGMSAkCcUbA+ChABQDpwIySgDvIJtQuBEyH+c9x4NeI8G/Md58KrQLobaBIA1iB9Cuyi6JZnmQFuwWOdz/BWgg20CEPjSMrIAa9EnhTwCuEhCHqGY6SkFE0mpIy4lY2IiFklGpHgslujrO/WtAxpUn8BqiIGhM3///NDuvW/97ve7777vh8svurK8YaapokZjtWutdpurzOFw2crLTXYXZzCTrBYjNQSpIUkdRelJAjPotS6Hs6yszOl0Wm0Ond5I0SxKsRBOgSChQgmYoEGGBnPrYJwCTMtjQYCyQqkCkoGeVgIplFAJDKswSIWq1appRGkJq1SuttGPrpn5wrrmPZdYXl3D7F1Dv7rOum995Vs3L9x749yfXOTa2KC+uLLk4hrsohpyTRWzvEKzopJbXK6bbdc0W3VNDnNTuauxvKzJYW1yOuqc9jKbyWbmnFamvkIzo86wdbr2tgXmW+bprp/FbFvk2PfEw/yRw1Ehzvv8vM8f8vFSUAzzETEQFvyS6I/KVYVwICJ4xS+ttDg2tAmyAseCxfrGpCGffyJ0ngCm3wR0yC2dBzQQoBaki1goHglGwXcLfLo4fgCgJV80xicTQmci3JGMdEakeDzacbL39LcOaDBDplDI5AuZWCL61rsfPLvjlV8/8cLayzc2zFxgrayzVNUYXGWmMldlbV1dXd15Dk2QGoLQEoSWpgiz0VTuKnO5XFar3WA0M6wOxSiM1gCglQiuxkiYoEEnRQnhaoRECBr0/CAMLxmg0iYAACAASURBVIVghVIFFlYp1Sogee2gUllSCqkVEKJAMSWMqaYpqGkKF4Xc3sjs3Dj7tXXVu5fiey9Q7pw7bdciZPdS6v31ZZ/dNffjO+a8uKHisbXWh5Zyd89nHlpm/u6KylsW2NfPMKyp1SwqY+dXGGZXmJvt+iYz3WTV1Fo0lSay2kTMquJWtdrXLaq8Y5bp/gus9y7i7lhAbp3L/uSWy4/+9YOucIL3eXmfN+QPiAFBCobFQFj0R6VAItjOgxs3uIkH23n/iYDvuF/OD3KEALu+I37/0YBM8HnHZcrBhr/IxYvFf4VjOYEU5w1w8tSV0Bbk3SHJH5ZzBcge8jdfzHQkGI35k/FQR0Lo7Az3dES7okI8IsV7u799Dg0atrl86uzo4In2468eeOuJp3bcedcj8xatqqifaamoNVVUGVxl9uqqmob6qqoqo92uM9tYnZHm9CSjo2gtSeoIQstQtNloctodZrNVq9WzGj1FcxhOE6wWozUIyaAUC2I0QjJqjATrrzBqSggx1VKBELh4yWDRYlgFSiHTMGIaqoEwTqmYRk9TtJjJh+djr2yu2b+h7PUrLW9dbtq3kt27nHthEbVzMXrgMsO722o+vLP17TtnP7+x6snL7M9tqH1uW+tTm1p+tq7xrpWV18w0rKzl5pezzWZ0ugVqNsP1emW9XjnHRVzear1lZe29l7Q8uqzix6tcjyzX3r+Eumkhc8uaxk/feiXJSyGfW/D5BF9A9IdEnyj5oqDQNuV/bknwhAVPmG8X/cd5zxG//7Dfd8jnPej1HfIFjgSCR4OBIwH/YT/Y5o/xoeOh0PEQf4wHL/mO+IuZli8G71Hef1zg28Ogose3h4NtEt8e/irKYJgo01zMdLBNCLQFwbVXXLOLBKNykgZMA6wlfzgR7EzyXfFQR1Ls6gh3RkKxqBA/2fXtA3piYiyVmpiYHOnqSf79n5/ue/3Nnz321EVrNy5csqa2Zbatql7vKjeVV9TOmD59Vmt1dbXOYtEYzIzWQHN6WmNgWD1F6QlCS5OUUW+wmKwcpyNJmqI5htVRNEdqdEC01sDqTRSnRylWieCgykEwU5U7lKSAwBrYYpMGZEOoAqXgaShVgpkI2o6UQgZIsbhG/9vLuX03Vu3dUnZgW9Wbmypfuczx2pUVe9bYX15G7VhG77hY98rm6jdun/XOPYtev23uy1sbd2yq3rV9xr67lzyzfeG9a2s2L3RcMcd+0XTLqibNykZueT23ptm4eVH5fZfO/On6Ob9YP+vxtY1PXFr9szWmH6xm71qh3bTA+tHe56R2j+D3CH6P4PMJPl7wykAnwS0eDLwkX1T0RoJtgvdowH/Y7z3o9R70+g/7g0eDMrvFNBcDLWeP8xKI9ygfOCGCyrTgiQKgg23SeUDLVTw5NJ+HNRhQgowheEW5Pg2AliWTHQ90xAMdUV8ixieTYlckFIuJif6eM4rJXAroy1VfX1llULyEJpfL5PPZqcmw2XQ2O3WkUMjl89lMJpVKTUxOjqdSE+n0ZCaTKppueL6ymdT42MjY6Nmx0bOjI8ODA6dPneztTUjjw2dGh85EwuInn3zyu2ee337bd5ZfuHb2BUurm2cYbU6tyeoor6praq5vbqmpreeMVo3BotGZWa0J1KFJisMJlma0FM3RjJbV6FmNniBZgmQZVmc02TScwWiyGSx2ktVSGp3GYMYZjtWbKc4gA40TFILiEIyqEFgJg9n6ahWkhiAIhmEEQVSlyhJMPQ2FlKUYrGaUSqUdVmyrIV9ea3l9U8Wfbmv++DstH91a99FNdX/e3vDxDQ0frKv8YEPFOxtsuy9jXriM+ePN9X99cOlH9y7bd+fK1+5a89YDV7z10JW771jx2y0zfrKu7HsX6e9dZr3rAuNDq+y/uKL2yQ1Nf9g644Ub57x4fevLm2c9c3nt05c5nr7K8vCF+G3Ltc89eEvgr59LQpT3hkKekAQqA/54yN8R9HVL7ZLULoluKeyNhP0xyRcNecNBtyg7bnHqAOFYHvnJpQzRLckJpPi40C7KFRJ5NOk7FvQeDYD3AW8IgAYVj+K8/i/Z/dzYFFyBcn1a8kXBdQjuMPKVGfUl4oGOSCAeCcSjQjwSisWlRG/3KcU3LpU5t8QArD7/8ng2nT8HqMy0LBl3mfjU5HhqcjydmkhNjk9OjI2Nnh05OzQ8NDA0eAZocOD0wJn+M6dP9Z/qO3Wyd2ygb3JkcPjMKSEUfPOtt++5/6EVay5pmTUPAG12lFmc5bWNLS2ts+qamssrqizOCqPNpTPaWK2JYvUkxRGkBidYhtWxGr2GM7AaPUlpcILhtEabvczhrOC0Rk5r1OhNYCY0ozOiFDs1o3+qxEEiKA4kz7abevgGBMEwDMOwWq2chisVaMk0haq0BC2ZprBBiuuqiaeXa165yvn+zY0ff6flL3e2/PX26R/f3PzB9Q0fbmn4cEvdR9tr37+x8pX15pevMr+1veXTh1Z9/MN1f/nhNe8+dOWb91/6zsPr3vjeJbvuuuD52+b8/ob5T26Z9Ycb5u26Y8meO5buvXPJK3cs2nPL/N3Xznjx6voXr6l8YaP155dSdy6hf3HDpZ/vOyAKiaAvzHtkM46L3oTgTQKgJU/4PKBBLPYe9skCWH/tSFGmsxhocFyu7gGBXd+xYDHQsk//7wAt1/LC/liMT4LvGQBdfKuJeOPxQEfYHwv7YzLQPV0nFcXPTCi2ZHn14nkLvyYnxzOZlMw0AHeqNJFNZ7PpTCaVTk9OTo6Pj4+OjY2MjZ4dHxsBGh0ZHh4aAOyeOX1qeGgAeDPg++zw4Njo2UI+Xcin8+kJn9f9y1/9euWatXMXLV259sr5y1bWtMy0uirKquta5y6Yt+iCphkzy8ornZW1VlelwexgOCNOcTjBAjGsTqsz6Q0WDWfAcJogWavNVVff7CqrYjV6nGDAYm+c1uAMp8ZIJUIokS+n6kMwimIETlDyDDuQPaBzH6VoqYKcpkAV0xQKlUKpKlGUo4oba9nfLNX84SLDS5eb9lxtfeu6yndvqHt9U8XLl1meXWN84RLTG1sr/+2e2R/fMX3fNfZX15f/9Y75//jJlYcfv/bPj1xx4K4L33943Z9+fM07j6x990eXvnrfRbu+s2Lv3SsO3Lf6tXuWvXLHwt23zH3huuZdm+r3bKzfv7Vuz7WO36/X3beUuP/i5nce/1nQG+d9Cd4TC3njYX9H2BMLu6MRTyziiYTdYQA0cDsA9NSQ7rDPfdAD5DnkBVgXG7Bs2F9lGpzmOxYsLmbL+o8CLY8mZZ8GDh0NJiKBuOSLFgMteiNhTyzmT4J/USQUC/PRmBjv6fpKY+VLiItMt9h3U6mpUnEulwEBQ9bExNjo6Nnh4cGhoYHBwTNDQwNg++zZobGxEXAlyG+bSk0As8/lMiClTF0n2clcajyfy/zjH//YftMtM+YsWHHxFdfeeNv8ZSurmqZbnOXVDc0LlyxfsmLlzDlzq2vqLM4Kg9XJ6S0ko0NwBsVonGBJiqMZLac1Gk02TmvECYbV6MvKqxsap5stDoJkYYQ41xEk1RhZAqFqjFJjlBolQANFDSEIiuME9eX0UQSWgVar1QpEoSAUCkyhnKaAS5QopKihFDc26p5cY/31Cu5n8+HHL4B3XWF5Y0vtrqvLnlqpfbC19OfLqBevcv7pzjnHfrDq8/sWvHtt1YF1tg/vWXD451d+8bOr37939Rt3rThw76q3Hrrwox9f/vbDl7x236oD96/844Or3/juklfvnLfn5tYXr294aUPF3k01b2yr33etddcW048vJO+5wLLvgZuPf+4LeeO8Ox7yJCL+Lqk9Em4XEm4x4olEPJGvAg0qFbJJew553Qc97V+4z8NaJlh2brArDw29RwOeI37Qo5GzR/CcqReHli+75V+n86t4bknyRaPBRIxPRoOJsD92fupwR6O+xJRbFwNdPPO4WHLSLY7LwH3T6clUamJ8fPTs2aHBwTNAIyPDZ88OAYKHhwdHRobHx0cnJ8eL30SedQ4mnp9bw5YCoE9l8Xw6OzlWKOT++c9/3nP/Qxu33nDzd+5bv+2WptnzbJU1JrurvmXm4uWrFi9f0dI6q6q6ltGZaK2RZHQYqYExGsVogtRQtBYkZoPRqjdYWI3eZLaXlVeXlVfTjBbDadmhIYwEC10RkkVIFsYpJYxNU8GloEQHo0oYKs7QarUaMK1QKxSoohRVoKUKvFSJwaVOUrGunL6vFb1/uureOsUPWhS/X8HtuNT2m5XaHy8kf7hC+9yG2pc31b18TeVf7pzv/dFFn39n9v7LtPs3Of9238K2x9Z9/qMr37l7xet3Lnv7/tUf/ODS9x+95I0HVr5x/7K3H1j2xr0LX/vO3P23zdxzU+PLGyv2Xlv71nX1r26y7NtqeuIy5oHF3As3XfLJGx/yR/1ie4x3x8OBLqEtHG4Pxdt52aElT1gGmvdIxW0/sOE55G37vL39C/dXDfs8FVc5PEf87sM+0HcEbcUply26EgDQst9/rQL/yjToWYLUIZs08GYgyR2NeONg+1+Alq23mLlcLpPNpDLpyXRqQg6+Z4cHh4cGhocHgYANDwycHhw8Mzw8ODExNjk5DgaCMv2ZqXU3qeJFMvmpNWa5TC49mZ6YTE/Ic9Kz+Ux2ciw1djafzX3w4Z8e+P4Pbv/uQzff/eDClWttlTVaq8PiLJ8+e96SFavnLFhYWVtntTkwmsMZLVitDaEUAJpmdATJ0ozWaLKZLQ6D0Wp3lDtdlVqdCcQPhtXRnB7M3AB1aJhgIJxWowSYC1pSqiopVZUq1YDmErWqVKUsVSkB0DAMK5VKBayAYQVZqiCUKrVayUGK+Vr4xhrF/bOwxxZzz15o3nV52dOrjT9aSP9gEfuHDQ17b5r3zLrah2ejTyzjPrl91pEH5v35hrLdl1PvXl/+xfeWHvvJFf/2vUve++6qd+5b/e6Da95/9OI37l9y4J5Fb9y7cP+ds169bfq+mxv33Fi367ravdfVv76tYd8G+yub9b+/UvPocu7X61r3P/6r4N8/i7gF3hMRAh2Bdkl0h8Juf9gdltqlKY/0RkRvZGqqxomQDDSAz3fEDzgGVg3g9hzyAqbP67MUle0C7sO+9kNezxH/NwEdOtdn+XeALh5cyqlD9EbAsE+WnKfF9sh5QE9laNl3wX1/KviOjYwODY4MDowMDpwdODN85vTQ6f6h0/2D/acGBk6DFDE6enZsbARU2dLpyfMqGCBVZzIpOcOctzY4+68TRPNTazEzhcxkoZBLp9N79+2/96FHbrvnwWtvunP2kjUmV4XO5iyvqZ+7aMni5asap8+wOJxGk4XWGmmtkWL1GKmBUApBKZxgaUZHUhpWo7faXDZ7mdFkczgr7I5ygmRRjKIZLcPqwKw6nNZgtAYmaCVClMK4PFsDglEYwWBkan1KKaQGQKtUKgiCEATBlBikLqGRaVqVioUIFYJiakUNWXqNQ/HAHOoPa8v2XVO3+/LKn86j7m5WPrSQefLKml+uKfveHPbOasUPZkJ71zs/vbv507tqD1xNv7nR+NFNDV88tPLgo1d8eN/qA3csfvPu5R/9aM3bDy554975b9477/U7Z+y/rXH/LQ2v3Fj10g31O7c07tvSsHeTc+cG3XPX6H95sen7S+1P37E18Ke3k2437w4FAjGPRwj4QrzHJ7aJwglhCilPGAAt+CL8iRDI0N7DPplpwLfviN9zyNv+hRu4tfew77wi9HmNFfdhX9tBj/uwz3+c/z8GGiSW88p5IHiAMB3jkzE+KedpGWgQOb6sckxOjk9MjI2NjYyMDA8NDQwMnD59+lR//8nB/lNDp/uHz5weGRwYGx4aPzs8MXJ2cnREXrJ2nqODXTmTyMUQOcPk//WZDODpT8Cq5fVCqcxkPj2Rz2VOnjz5xJNP3XHP/dfdfOdF6zY1z1tmr6q1VlTXNc9YtGzloqUrahoaTTa72WLTWxw6s53TWwhaC2M0jJAYzlC0lma0Wp3J4axwOCuMJpvdUW61uVCMQjGKojmCZAG4KMmgFKtCiWlqdJoaLVEjKgRHCJqkGIpmKZpFSQLGMSUMnQc0q2RwNcwhKguM6nAOplkUU5fTyIZyxQPzNc9cVvX6ppa96+p+Oo+5dyby0zX2Hy+z3FJdss2uuL8ZeWK5cdfV9ne3uz641fGXG0wfbrW8s7X803sWHv3RlR/es/KVG+Yc+M7SDx5Z/sa981+/e/brd89+9bbmvTfX7d1evWtb+fPb6nZsbti1qX7v5sqX1+t3bDA+eYXj7jmaxzauCLz7Smf7Ud4T8PvDbZ6QPyD4vT7hhBA6fq5qAUwazAs9EfId8QNqfUf8gDww+ANky1YNEgjAuritONVBPBb8KtCBoi6jPPHj3wcadBynJkIVMT1VpAsm4qGOeKgDFPLOAxpUORLhZF9Pv2Lw5MnBkyeHTp0a7u8fOXNmdGBgbHBwbHAwlZlMZ1PFCQFg95/XWPmakWgmly7kJicnRtztJ376059vv+n2m2797vLV6yqqZ5dX1dc2tixdeeGFay9paZ3lrCh3VZXZyx0mh0NrsjKcGacMMMZBEIWgJEkxjI5l9RrOoDdbLTa702yxcZyOwBmKYohzNWYIRkE7EKyqKoVgFYLCOIHTDMGwBMNiFK1GMbmxolKVQpAKgZUookIxNUFgNE2yDMERkB5RuKhpTQb4EnvpLdPxX67Rv7LJ/M71trevc+xZZ3vmQsP351ObbYpb6tHfXNr8zNUzdmxoeOvmxvfuqHvnettHN5V9ckfVn24u/+yBOZ89smT3ltoXr61/7dY5r9065/VbZ71+68zXbmree33t7q1Ve7ZW7NrofHm9ffcm1+5Nrhevtr5wleWZy/SPLUW+f6HzzV/9sJM/5T7RG/TGhXa3dNzDHwmG2uN8WyzYFgmcCAdOiME2KeSOCJ6w0C4CcOWUPMX3YbfvuN93LNh+yHv8c0/bQV/bQd/xz33th/yeI0HvUd5zJOg+HGg/5HcfDniP8r5jovcoD454jwZCbknwisF2Xo40weM8qIJLnrDQLoIFAUK7CC4JucgNziyue4CXwPqXWCCe4JPJUEeH0DklvqNL6EqGOpKhjg6pOyl2dUR6+rsHFenxsfT4WGZiPDs5AXosoIUiP1FPttX/3IfqfSPQ+dTY6NCnf/vk/vsf3Hzt9VdvuH7eogur6mY3zZjVOnfB0pUXLlmxsqV1Vnl1laO8zOKwcyYTozNSrJGgjSihQxAGxSiSYkCpQ2Pgpp4JZjCxLIfjJE2zBEGhKA4SBZj0DNZWqVEMxgmMogmGxWkGIUgIw6FzFWi1Wg1BKhSBcAwicJgiUYoiWJbmNIyewk2EqlKjajGha+2q65uJH6/QvHyN+Y/XO9++zrX7SvPTK7k7GtB1WsUmu+qRxdW/vmT6c9fMePPmeR9+Z957N1e/e2Plx7fVfnxLzecPzv/84SX7ttS+sL5y7/aZr908+8Bts1+/deb+7U17r6/ds7Vi17VlAOhdG507NzheuMoCgH58Bf7wStvuR74Tdcf87h6/OxpqaxdOeEJH+VB7nG+P/ivQkuAJi24pcCwIbBhYL0gabYfaPUe93qOB9kPetoM+9+GA50iw/VAQEOw5EvQcCbYf8su7MtBtB33FQMs5mz8RAkCLbkm2akAwf2Jq2jSgvxhooV2UPOGILxoLxIHiwQRgulPs6hS7OviObrEbbHeGe5JiV2e090zvsOK82CCrGDWAMogE/xcceuTswIHX999++50bNm5ZeeFljdPn1zXNmbfogsXLVyxbtXrhkqUtrbMqa+usTpfOZMRZFqM1BK0nGRNOGTBMg+E0STEYjZMaSqNldQa9Xq/nOB1FMThKMBRLkjSGEeiXrZOpufwIQeI0Q7IagmERggS2XdRPmXpQHUWiNIXRFDbFNENpadxEQ5Uc3GwiVjugzY3EQxewT63V7brKsHud4fm13JMr6O+2Gq7QKZYhiqst8N0zbL+6sGH/9Qv/ct+aP901960b6t/bXvfBjTX/uGfOwYcWv3Vd/QtXOF7YWLv3xpYDt81+/abp+25o2Letds/Wipc3OXdtdL50je3l9faXrrHtWGfesc787OWGJy+kH1mm++2t6wKfHxcDff62cOiETzzhF04IfHv0HNBisE36clq9Jxw4FgSDPzDyA5G67VB7+2E3GOe5Dwd8x0K+YyHPkRAgGAgAfc6kBe9Rvv2QHwDNt09NgZJHjYBa4MpysAbRJdQmAOeWC3wy0MCb48FEPJiIBaZWLgIBw4774x18RzLUkeCTIIokpK7+7kHFV5vbUy3uorD71fHcf6lDDw+dfvGF52+//fYtW7ddsGxldUNLc+vcRUuXLFmxfOWai5asWNk8s9VVWWWwWGlOj1AUQjIYqSVoYzHQFIOzHKXVczodx3EcTdMkTuAowdIMTVIEQeA4juM4RuDgN0vAKAJ+pwR4kjmMIiBmqKdKzyoYVmOoGscgmoAZEqEJGEPVKAqTBMYQqI5QO1ikRo+tclGbm7UPLbU8cYl5x+X6nVcad11j2bPJ8fTVMx9aaL2+BruhlrhzOnf/LM2v17j+eMuiP9+79M0bWt7cWvfm5vI/39R06P5FH97YsuMi05OXWl7cXLP/xua919e/srV63/XVr1xXuWujfecGx0vX2EDY2LHO/PyVpmcvN/z+Eu2PFtM/vWr+offeTQjdwbaI2BYKt4dCbTLQUrBN+rK37BEkTzh4nHcf9BQD7Tvibz/sbjvU3nbQ03bQ4zkS9B0LeY/y7sN820GfzDHAF2x4jwrAs9sO+jxH/ADoQFtQHkfKNizHDPCFQN4AoJ83xxo4etQfiwcTYAUu+HS5th04FhROCFFvFLwqeiN8uygFYj2JU4ri/nZxv7B4pWpxLeK/HujM6f7e3z75+K233rx5y7ULFi+pbmycs2jRvAvmL1y66MK1F6+66OKGlulGq0OjN+EUh7MsSrEowWGkHsG1CMJgOE3RLKdjdAaN0aQ1GHQaDUOTFIkTBIZrGJahaIogwWOeCYIATMMoguKYvK06V3iG4SmB6EygKhJTk5iaxJQ4okQRCMcQGsc4HLFQUJkWn2/GL61hv7PA/MuL7DuutO/ZYH9tW8Ufb6579Za5+26bt/f2Ba/cNv+pqyvvmVHy3WbFHy4xvXf7vDeub37j2prXrra/t6X6i3sXfLR9+tPLNY+t0DxzpX3XtTW7r63etbni1euqXr2uYs9mJwAaoPz8labnrjA+e7nhuSuMv1iCPrKm4sMdTyaCUbE9EvHEwu5wsE04h7I0VQ47N8MY+CJorAC8AGruI562Q+0nvnC3HfTIftx2EPzpAyrG2nMk5DkSbDvoO/GF13PED74EABqUsUHkkDxhMNlaDu5yM1LOG3LMKF5Dfl6RBHy674g/eDQotk2Vt8EUwpA33Bnt/frWt/zY0/No/r8DdCIe/smPf3Ddts2XXn7JnIVz61oaFi1fPHPujAuWL7rosouXrVpZVVev0ZtIRkfQelqnwxkOJTgE10KoBoZpDKcZljNatGaLzmzRG01anVbDMhRLEixJ6ViGoymGJmmKoCiCogiCwDACRVEYRWEEgcADu9RqJXBlFIVRBEIRFYqocESJI0oCVhJwCYOrSUyNYwhJ4jRFaEjMxOBODp9uwBbb8WubtI8utz27rnzXRueuTZadG427tlXvu7nxjbta33tg3mu3N/1iBfbwLMVvVxGvbak5sKXqrWvL31hve/+66s/umffuDU1PLKF/uZJ9+jLLSxvKX95YtnuTa++Wsr1byl7Z7ABAA5SBPT9zmX7HOvNvlyGPrDS8+MNbhWPHIp5Y3NMZ8cSKgBb4dlGe0ca7eblvJ2eDqUbJUW/7YUCzDyTjtoO+fx9ocNqJL7zuwz4AtP9EQL5UAKkgQIP6YHHpA+yC4/IQEARuQDC42EJtwlSz0xMGbxU6Hgq7z63A9YT5dlH0R7tifYrzZhfJ7e7zUAO7/4mPPf0moPPpCZ+37fvfu3/DxquWLr9g9oJZTbOaLlh5QcusposuW7Pm0oumz2p1lFexWhNGahnOyhoMBKvFSK0MNEGyrEZrseotVr3ZojMZtXodq9ewWobWMjTYAEyzDEXTJEniOI6C3wYEgJ6yZAQCD8MFmjJmREUipSRSyhBKmoApEmUYhqUZlsQMNGHnyBlWdqGDvbpe970ljmeuqtm1uWL3ZutLm/S7N5W/vMn5wgb7zuvK9t9Us2uj84VLDXvWOV5fb35zk+2tTZa3N1o+uKH649tnvLGt8ak1xt9dan5uneOlDeU7N5Xv3uTavcmxZ5N990bby+vtL6+3A6B3rDM/c5n+95dod6wzP78K/ukq7c+2rz7614/CbZG4pzviTQbc/Jfe/CXQPO/m5e5d8DgPZnQAQ/Ue87mPeEDnD1gvyBXnrNoHRoryrvsw7z4cOPGF9/jnHvdhX+BEaGoNwbmmuv9oALArAy23D+UFMiA0g2d6RHxR8StLGIsXnAOmpXYJtPRBB1TwhKVArDt+UvG1EzsL55y4eFAIxoX/1UCnx0eOHP78wQe+u2HjVQsXz527aHbLnOaFyxdMn918zearLrxkjauywmx3cXoLSnBag5M1GEiNDiO1KKGDMQ5BGJLScFq92aIzW3Rmk9Zo4Ax6jVHLGTiNgdPoNSwwaZahWIZiaJIkcYLAANbApIvdGtBM4DCFQxQO0ZgKiMVKaUxFUxjDMDRNMwSuIzEzS1RpsZkGfG05ffdc868vdr643rnnOsf+m+wHtjW9fcvMN29peX1745s3Nb2xrfHAprq3NzW9vcn49ibjm1dr3t5k/OCGyvduanhtW+PzV1e+uL78pQ3lOzdV7tlcsXuTa9cG2871lp3rLecB/YdLdU+v5XasM+9cgz62hnvgqpl/f/s14ZgYbe8O/3c+hAAAIABJREFUewDQX0NzMdBgaHjiszb3QQ8AGlQ5/Md537EQKGUEToTPAxoU7wDQ7Yf85wHtO+6XuzZyugCBAWAK/FgOISBpAMnhpLikKI8X5bo1AHpqsrUvKnojUiDWGe39tjzwXO6/ZCYHjxz8t4cfvnfV6sVz5s6YMatpxpzpi5YtXHXxytVrL5y7cEFFTbXF4TRaHVqDldNbaEaLUxxG61BGjzAcQpAkiWtZQs9RZoPGYda7zFqHUWPXMQ4t5dIzViOp18A6DarnMJqGSQphNCSjISkMpXGMxjEKQ0kUIRAYhyEchigSxVA1hqpZEtNQOI3BBKwiYBWKojiOMiyu05EchzMkwpKEXsNVarGZVuLiWuq2RfqfX+p4ep35xQ2WA9sr99xYt//W5tdva9p3U91rN9W/dUfTm7c3vra95uX11pfXW/dsdu7fVv3G9vo3ttfv21q9a2PZ/u0Ne66r3rWlfPfWip3Xlu3YYHnmKsMzVxlevtr10lX2F9fZXlxne3GdZccVpmcv0/5+LbvzSvaXq7F7l2k/fu5nsWN+wd3lPhEN8mHRHRLdIaE9FGqbKooJbWGhLcy3i5IvGnJLniP+toOeY5+1Hf+83XPEHzoheQ8FgscEyR0NHA35j/ChE1LohOQ/wvsOB72HAp6DfvcX/4u6tw6O+l77/s/93KenLUQ3ybpmJStxdydOPNnNZqNEkCDFWwpFi4ZA3A2S4NCWQtG4rHsMLYUKLaeCRFa+vz8+4ds99PT8nnvmnnnozDVDBDLDzIuL92XvjwoOkN3BnBweOsKzdKA64DVrGO6Fc6x/7TfDnRBTFQTuDLRCLThEmJZN35HfmZRMTsvu3pHfA3kdnCHen3rw7ddvH9AzL35UK0bb2+tLl+cHBHq7ejj6BHr7h/gFhQeGRYV7+/vRmA4Eij2WSLFDExB2WEsr28UWNu9b2L5nafeuJeI9M3Nz88V2CHMiDknBI6lENJ2IpuPt6FhbFt6WTbCjExBElDkRZU7AWKFszW0Q5kgUAoW2sbO2sLE0Q1gstgZW++aLrMzetzJ7H4hsc7NFFuaLrc3NAPFWZoutFr9ruejvlov/Zm3+Xzbm/2W96G82i95BmS8mICwc7BYHERfleSJ2xZOOpeDr09DtfGJHEadnhevpVa49K5zPrHA5v9r13ErnrmUOLTxCUyauKRPXmUM7U+x4frnLqWWOnTmMPwJdm4mpzcQ0Z1Ca0smNaYTGNEJjGg4AXZ1o05ZucyjGbEOo9YmdZVND4oea71WyB/IFmsf/A9BghjLWJx7tFclGlFrRpGpUOyGZvqt8MCm9My6empTemZBMa0WTWtGkKdYLZL9e/AD9bDib/hnQpgIaPmaB7Zfg3AwfH0xKJiclk+OicdWISj2qnpRMgmH+lPQODPS98ft3tffuTz347tGf2xj8vwL61fOnd6cUvb1XDx7aHRsXGRDsExYV6ubt6uHr7h8S4OHjTXVgEO2pBAoNhSUh7LBIFM7aFmNhg1mMQL9vbbvIwtLKygJtZ0XBIyl4JBVvS8MhmDgbDsHWhWjrRka6UJAsnBUTh2AQkCQ0AodEkHBoMh6DsUMgEZYAaJCMERaLERaLzS3BO26WZmZm5ovNLM0tbCytbCytbM3eRyz+b+tFf7Mz/xvK8v9gLP+BsXgPa2mOs8WREdauyPfTHRHboynH0+wb0gntPGJnEadnheuZMrezK13Pl7l/ttYDAN0hoDRz8Y0Z2PZs+zPFjhdXup0rde0uYHcvczyRz+rIo3fk0dtzac18YgMXV5+JbUgj1acS61IIdam4+jR8XSqmJhlVnYRsTkaUx1tsjUQcLIpTfXXjkeaJWn5fKgU0j09Ix98AeuJ1LaWVTirG1CO3hQPXh0UDUtWoFgZ6SnZ3QjINfj+MtUY4AZgGAYbnfwQa3k2FR4Ag9YJ2HlzngSrwnvo+rEDAfAdeIIFrR9O2ybhkYlIyDYCGbcfuTd5/G4GeefHjowfjSqWwvaMhk5sSEh4QFhXq6Mbx8HX3C/Z38/KkOjAodIY9g4Un0ZAYIp5AsUMTrOxwZjYYU6DtiXaAZhbexplg40Gx8aba+dOQ/jSkFwnhTrZ1IyMdsAh7lA0Nj2EQ8Xi0HdrW2tbKHNBsY2lmZfa+xaJ3F5ubWVlZWVtbm5mZmS1abGVhaWeNsLWyfv+9f7z37n8vfu+/rC3eQdsuxtpZom2s0JZWWJQ93tqObb1oqQNiawTleCqjhUvtzmF0LGN3lTqfWeFydqXrpTWen6/zvFDmeqaYfWoZsyuf3plj35XvcLbE6cIK17MlLj2FnK5CTmceE9DclkNtySY18vD1mdi6FEJtMr46EVuTjKlNwdamYAHQdfGWx5da7Y63+yjJZfRM9wPpHa3svlJ5b1I2PiHVAqAX7vxeAw22Jibk02rx+PCtsdtX+odvjckGlfIhlXpsfFw8NS6e0oomwQcTkmnwKdAhcIBdaoC1YkQJM/3HG3J4Axt8EUxVAM13VfdMN/7AAgnAGh4fmv5ZjUg7IZ6alt1d+BsppyYUk3cn7r2NQL/87Ycnj6YmJxWnz3RmCzJ9/D18g3zcfdz8Q/wCQgNdPT0YbJYDx9GB40yhsfAkGgqNt7JBm1mj3rWwfcfc6t3FZhYWZkgbCwYJxSQhHUlIDyrSj4EKZWGWcLAxTthopm0Y3SqEbhtAR7kQrB0wViw8kklAUYgYAtYOg7RG2VoibSxsrc2szN8ze//vixe9Z21lYYOwAnrD1sLCztLSxtwcWJq/v3iRuaWZrS0ChUKh7LC21mi0FY5oaetia57KstsaQalIpjdnUrvzOJ0FrJPLOD0ljmeWO18oc/9ijcfnq90vrnS5tMr10irXiytdLqxwPVfqfLqI013A7spnncxjnsh16MyhdQio7dn2bXwSSOTVKYTKJNyxpehjS9HHE1GVSWgQdXGIqqXWB5babIjA3WqquDMin5A9UCm/npBqAdCTsglToOG1OGAuM3JbeOvLvv5rQ2O3xOI+mXRAAchWDKuVIxoYX5C/VaNa9di4RjihEU7Am0zSQZlpnoYnNaZAm66hmnbiJmULJ2Gmm6uAacWYWiXSgtIW3KvLR1WKMfW4aHJKemehUpRPjMsnprV33kYN/dvP396dUojFgydONufl8wOCffxD/HyDfEKXhASEBrp4uHNcnF08PJ3cPKkMDsnewcYWbWGNXGRpBzT0IgtLBMIKh7ah4RAOBBtnso0X1S7YwS7aEZPkikvzwGe62aY4I5JckHHOaH+qtSvBwoWEcCLZ0u0JVDKOhEcRsHY4tA3azsrGarGV+XtWi99FWixGW5mjrczRFmZoCzO0+WLk4vctza2sLM0tLRZZW7xrY/U+2sYKjUAgrWxJ1tZsO6swCqLIl7Q3kVmdwWriMrryOO15Dp0FrO4idk8x51ypM0D58zK3L9Z4fLnO68t1Xp+v9jxb4tSV79CZw+jMYXQI6J05jPZs+9YscmsWuTWL2MzFN6RjqpLxxxOxR+NRR+ORFQkogPXxRFTjUlR1gvX+WLN1QRaXDm2Z6hu5p/pGLns4LtGMSzQA6AVHAdndSekdGBFAtnhQdvtK/+0r/UPXRoW3JcLbEkC2pF8uHVDIh1SyQSWIhVpwRAPIBslYOaoCrRLTuSN8fvtHw5rfjZf+sNwH/mEApmVDctmIEuzxgf9SANOKMbVmbHxCPLXwA+UT4/KJKc304wdP3jqgX/72g1YlHBi43tZen5fPD4sMCosK9Qn0DosK9Qn0dXJzdfPy9AsKdvf2ozI4BDLdVEMvtkGaWyNsbREErB0VY+mAs3QmWntSrILp1nEcZIYHNsePtDwYXeiPLAjC8QOIMc52AXQrH5qNF82WQcXTKFgKEUXE2eLQ1hikJdLGzA6xGGv1LsbyHwSr90iIRRTEYqLle0TzfxDM3iGav0NFvMdEvueA/IeD7TtMu3cdbBYxLN93x1oFkREpHNv1YeSKDKeGbMfGbEZnAac1h96Zx+xaxuop5pwu4pwpZp8vdby00uXSKtfPytwurXK9sML1dBHnZB6jQ0Bv41Pbs6gdfFp7FqUlk9iSSWzLIjZn4upTUZXJxGOJ+CNxyMOxdkfi7coTkBWJ6IpEZF0csj7F5kj84g0B7zWv5yuvXv9m8nup+KFWrP4j0FOyu+DyD7TnJuTT8lHVwPXhm5d7B64OA6BHb4oA0KJeqaRfLu6TwQEoB3zDmRgID5Ck4V3TN4BekL8mXQ5YNMMcvxmjSsmIQiHSAH9UjWxSKdYqxVrN2Pi4aHJBoCsmx+UTk+qpr+8+euuAnnv17M6kXCYb6epu5fJSffw9giOCPP08giOC3H08OC7OXn6+IRGRnr4BFBoLS7BHofEA6EXWqPesbN43t7C0NEfZWjLwCDYR4UZB+FIR4Q6IRGdUjh+pJIyxIQq/NhK7JppcEklJ80ZHOiKC2Qg/pi2NgqWSMSS8HR6DwCAtUbbmIOxtFxOt3iVbvkuzWcywMbO3fI9k9g7Z/B8+6L9H0CyXutglu9klutgs5SBiGYhIikUoxTKaas7lWGwIQZenMmp5DnU8aksuqzWb1pnH7C5iny7i9BSyegoYZ4pY50sdzy93OlvCOV3E6ilk9RSyuvIdOgT01iz7Vi6lPYvaxiM3ZxCaMwitPEJzJq4uBVmZTKxYijsShzwUY3s4zvZIvN3RpaijS1HHIxAtaciqJItNge8eyY8Wnb/4/Z2f5NJHMNBT8klToMGFCDgHnFTcUYvHh26O3vjidv+VIVGvVNwnE96WSAcU0gEF+FTUKwWggxD1SsHXTQs4wDSQCm+40sA2CQBoMBwBpR7IzZIBKUjwcJUpHZRJBqTSUaV4WC4bU2lkk5Oqu1r5FPBKVY9qtcKJhfoSuHaoJh9MP3xbgIYnOHPzL2Zmf/vu+0c3bl5ZVVbi4ens7eMWGOTjF+Dt6u7i4+cbtiQyMDTM0dWDSHWwwxIRNmgzS+R7ZnZ/X2zz34st3l1sZmVthkFaOpKQLlSUFxMdyEFFO9nyPG3XBmF3RpH3xKJ2RdvtikZtW4JaE4wUeNgkO9skOKG9aAhnihUdv5iEWoS3W4y3MSMgrEjW1ixrS7qVOcXqfZL1PxjI990w5kEERATJhu9svTKIuDmWuTWO+WEsdWs0aWMoepWv+Ua3v2/2+Md2f/NDMejadFpLNqspy6E+k9aQSWrIJDVyyU1ZpFaBfXuu/YkC+slCRnchvbuQ3lVAA3Eiz74tm9jMw7XycS1Z+CYutjET05COqU9D16Vi6lIxdcnYmkRsVQK6ItauPNr2cIzt4Wjk4Wjk0UhUfYpNeezfdkT8145E9u2W+ifaR1rpozfsAUy8XabBcrNiTKsWT07I78pG1De+6Ltx6fbIDaGkXz50bXT0pkg2qBT1SgHZICWDnD12Swywhqs35ahCOapQjsoVIzL5sBQwbWqzZOpZCs904ILyzwIuNH+/DxePa0TaCfEEsL/RiLSgGNDIJh/d/fatA9oIzUHQ/G/Pnw0M3ipbXert4+br5+Hr5+Hr7+Xh5R4SFhqflBgUFk6hM8ELbja2GAtrtJkVZjECuwhhZ26NsENaE7A2zhS0Gx3jw8aGOKHiXe1yfZAbwvB7YqmHkon7l+I+TcDviidsisQV+6N5Xpg0D2wQE+VFQ3CIFhSMGRFtRkBaEGys8QgrqqUFDWFBtTMjI96hWv2XB/rdeKadwJu6Ncx+31LHYzyvSp5HJdelKsOxIpl+IJZwNA53LIFQnUyqT6c28WgtfEYLn9HCpwOgGzJJjTxiM5/cKiC359p35FFP5Nl35lI6cykn8uxP5Nl35JBb+YRmHq6Zh1ugOQNdn4Y2ARpfk4itTEBXxCLLo20PRdmBOBxuV52IKI/9PzvC/s+H0fZf1R17rLqvkn5t6vA5YWItp5FMvQG0fFRz68uB6xdvDV8fk/TLh6+Pjd4USQcUIFXDGhrID5CwF1j/vYaTK0bkihGZYkQG7zyZnoj/i22pdBJI5/8MtOmljGlMSia1wtdDHOmkRjKhkox/feet0dAw0Dr9jBGan5l9PjTct3JVSWCQb2hYYGCQr6e3m1+Ab/zShDRuZkBIKBpPWmRpY2mLRtigLREYCwTOwo5ggcRY2yFRaBsiztbFHuPlgA10wka5olO9UEWBmK1RlL1LGUcz6UdS7Q8lk/cnkXfEktaGEZb5YwU++HhnYjgT5Um1YROtqARLEs4Kh7RC25gTLM0otmY05GKazX9zEH8LJr6T443ZGM0+GGNfncxq4jk3c51aMpktGfSmFHLtUmxjGqkl076NR2vlUprSiY1puFYuqTOb2phBbMwgNmbgmzIJzVx8C4/QmkVsyya28gmtfEJbNrFdQOrIIbcLSK18AkAZ0AzSM5h116ViapPxNUn4ygRMeRzyUJTdgSjb/Uvs9i+x+zTc7lg8ojz2vU/C/vFBEPLCkd1fK6aVkoemN6emQKvFk2CCDczpJuR3lcLx/msj1y7cHLg6LO6Tjd4UARk9elMk6ZeDulA6oJD0y0GYYi3ul0gGpLIhqXxYphiRK0flsHONaWfDdHUOzFlg5f1GLQi7hZha4ZhKc2BTtjBRl06qxeNKsfZtBHpm9vm87hUAevWaFaFhgaFhgQGBPh5erlExS3j8rOT0NHdvHxSOaGmLtkHjrREocyuUmRXGzAZnZosyt0bY2Fri0NYcCsqbhQl3xSZ6oQT+qNURhI/jqfsSHY7yWOUZtMMplINJpN0JxA+XEMqCsSUBmGwv+2QXfAQb6U23caQi6CRrEsYca/M+CbHI3vZ9JupdT9w7kfT3+W7Wa8MI2xNolcnkhgxGSxazlUdr5VLaueT2DHxLKropGdOSimtNwzenoBsS7RqT7FrTMCd4xKZMwuvANWXimrjYJi4WpGHwQSuf0C4gAaCbebiGDDSguSEd83pZFF+Xilto2yXgjsShD0aj9i+x2xuJ3BNhtzsceTjGtiLOck/o+2VeFl07190RKf5DhlaJJuAzKgC0SjQxclt8/eKt3ssDoMsxdkss6pWO3BCKeqWKYTUAGg5YewD5Ie6XSAdl8mGZclShFqrghh3crXtjhR90nWGg39DQCz27BTHzL0Av/GShVivUwkCrRFqlWPs2Sg69YRaCdAbjnEot27tvZ3xCtLePu7uHc3hkSHYOv7BoWWRMNI3JQuGINmg8AoWztcNaIjBmVphF1pj3rGwWWVhaWZuh7SyYRFsvJjrKHZPhiywOQW+MJu5aSt+b5FCRxa7gMo+m25enkA4kEvfEET5cQvggFL08kJrvS0rzwC9xQQVwbN3pCDbBjIp6l273jjPmvSB78zQXuxXB+I9iKXsS7T9Ntq/m2dcLGE25Dk05tGYBqVVAas0htPIxJ7mkE5nEjnR8ezq2PR3bno4GAZoVLVx8CxffwsU1Z2KbMjBNGSiQiZu4WAA0yNnNPBxAuTEDC+6sGtIJAOjjSYRjifijCfjDsZj90Zi9kcjdEahd4cjt4chPo9AVscgD4dYrXd9r3JinHRjSKh/B3gBvmCOCMxNwkwLsQzWSKdGA/OZnvTc/6x29KQJMC29LRm4IhbclpkAD7SEdUIj7ZGO3pGO3pAB9sOGkGlNrRAvjwDesauC1O3jIAvobgOb/ALSpDd9CX2VEpRpRLcxrgIGTZPzx/bdmsAIDbXj9IO7Tp99//vmlkpIiLy8PHx8vvoC7YtXynLxcb38/HIlsi8YBe0UcnmKHJlnZEsxscO9b2y62tLJGmGOQlg4EG18mOt4Dxfe3LYtAbUsg701h7EtmVmQ7Hs92rMpyqMqwP5ZKKk+m7E8gfxJL2BhBXR1KKggicH1xCR52S5xsQh2sA6nmPoS/RzHMc7xwmyJp+5I4FRlOlTx2VRbrWBa1ik+vEdDrBPYNOZTGHGKzAN+UjeviU0/wSB2ZhE4usYtP7uKTT2Th2zMxrTzC64CBRjWmI2GgW7LwMM2NmUBmoMGRFUC5NgVbk4Q7lkgsX0o4HE84GIvbF4XdE4neGYHcGYH6MAK1OwJdHoU/FGZb5vzO8RXJ4mtXx9WPTW36TQPO0ODISiud1kimZCPq3ssD1y/eGvxq5A2gYYjfSNLC2zLhbRnMNLyiBDt+mK7Ime5Ag1E2WGwC2f3fSg64i/KGiYJqRKUYUoCO4YIdmXTibQQaNs4zGHQPH97/9NO9ISFBiYkJy1cWFyzLj42P47g440hkBBJjZYexwxKJJBoaZ2+DIlsiiaaSg0m28+egE71QOf6IdZF2u5PIBzM5B9Mdj2Y7V+U41wrYtTx6dQa5Kp1yLJVyOJG0I85+awx5TSS+KBgj8EfxvFBZnhiBJ47ralnkg9wSbr8v1uFoIrMqlVmTya7NYtdwmbU8VkMWqyXboU3gAJY8O7LJzRmk5gxCSyaxjUfuyCZ3CiidAnJHNul1bv4XmhvS7GCgm3m4liw8EBt1acjaFDQ4RQEoVyehKxPQx+NRRxKIh+MJB+Px+2Pwe6Oxu5dgdkWid0SgNoWjdoRiDoRiD4WgVjv/98H8yL4LZyY0T/6t8ZxGMgGABhWhSjQBLg4VY9rBr0auXbjZf2UI7mOAbA3nZlMZLR1QiHoVwtuy0ZuSkRtiMIuBV6tN7Uz/qJ5B6oWB/g9dDjhVw1l/QjqpGdMohhRg8L7gRSYZfxslB/D3AM41MzMv6+tro6OX5OXlrCwrTUlL9vDypLOYJCoNgcRYI7FkOgsAbYumWKPJFkiMBcLG1s4Kh7Zm26MCnbCJXsj8AOv1kTb7UqnlPMcjPNcjWY6VAudaAbuOR63NINWmk6vSKRUp5N1J5B2J5E0xxLJwdFEQsiQAUxZEWh9K3xhJ/HAJeWck+eAS+yPR5Io4SkUS9VgarSbZoS6Z0ZTq0JrB7OAyOzNpnRmUjnRyc6Z9C4/Sxqe28altfEobn9LGJ7Vnk5vTsS0ZuJYMbEsGtjkD1ZSObEyza0hFAKAB06AWrEtD1qTYVicha5JRNcmommRMdRL6eDyqItbuaIwtoPlALGF/DH5vNG73EswnkegdEZj1YciPgjH7AnEHg1Frnf++h+//VU87APoNpsHHavGkKdBq8SRo5I3cEH51/kbv5YEFZdwnA0DDwxQANBivyAaVol7F2C3ZyA3x8HURyOWSfjlYrYZ7bX8GNOhA/2egQZ6G4YYXUMdF48ph5ULne1SlGFMrRJqH04//nwH9Z556gOyXMy+M0LxOP3Oq50RKcjw/Kz1HwE1JTfD2cacx6ASKPQpPQhIpeCoLQ+LYYGmWGJwlBm2BsrWys0ba2eCRaGd7RKCDbZoLqiyAsDOKciiJfjjD4RDPoVpAqcq2rxZQa3JotTmM2hxGFZ9+jGtfkUE/kkrbn0DeHU34JIK4I5y4I8z+k3Dq4Xjm4XiHI/H08gRaRRK1OoVWm06ry6BWpxKrU4m1acSGTEprln1rln0zl9yUjm9Jp7RmkNsyKR08ageP0sGjtPOI7TxiCxcHojkT25iObkhD1aXY1Sbb1qTY1qUhGzLQjRnYxgxsQzoOXqCrSUZVJWMqk7DHErHl8ZgjceiDsZjD8aSDsYT9MYR90cQ9MeRdUcQdkcSPw/Gbg3Gb/NEf+dvuDLTc4PrOJ4mulztb1VPfKUUqpUilEqtVYrVaogHvUajEarjFAWjWSKZASAdlX5y+PPDVoLBXNHR9WNwvGb01NnZbCMYobzAt6pWK+xTiPoWoVw5PXsZuC8duC0FpqBUvDCknpOPjEq1WrIGvvuGRiqnYgKffQE+DuSOsp0FPeuE4QDwBgJYPK2QjSvGgTDKieBuBhi8XQWl4/dqXywpzEpfG8LipGZnJIaEBdAcankwh2NNRJHsEhmSLpthiSFZorDnSxtLWyhphjraxskej3Om2YRxklhfug1Dynlja4WTGkUzmER6zWkAFUSOg1+YwanOY1dmMyixaVZbDsUxGeRr9UBL1wFLqgQSHAwnMg0tZx1MdKtOYVems2kx2HZfVkMlq4Do0cB3qM+1BNHLtm7No7dm0Nj61Ncu+nUtry6S2ZVLaMiltmaS2TBIAeuHehItr4eKaMjCN6ej6VGR9KrI+HdWQgW7MxDRl4hozsOBMEE7P1SnYqmTc8SRcxVJceTzmUBz2YCzBFOidUeQdkcQPw/AbA3Hr/VEfBiB3BFh94Pz3D2PY5xurldqv5WMKhVAJAsANAnSgAdBAbwCgZUPyy2e+7L86MHZbOHR9WNQnBoACoEGehgW0uE/2R6CFvSJhr0g2JFWMyDUi9eu9KJjp/wHQps6RbwCtFWrlgwvflQ4rxIMy8bD8/uRbM/qGY14/t2DUZJyDIN39e1PVVUcLCwQCQTqXlxoRGcJkOxDtqSSaA4ZCQ2AJKDQWQyDaYdAIlA0aY4NHWZPtLFlYm0A2MsEdVxhkvyWKvi/R4Uga4xiPdYzPqcmhVWcvRG0OszaHWZPNquYzawQO1dmMSh7jONfhOJd1PJNdyXWq4jnX8hn1fIdGAaspx7FZ4NjId2zkshsyOfVZjDoevYFLbeBSm/i01mwGiM4sRgeP3pZJbc0gt6STWjOIbZmkdi65LYsAAi4KQZ6GxcafAV2dgq9Mxh9LxFcsxR2Ox30ajfs0Gr8vBr83lrQnlrIrmrItgrglDLc+ELs+ELslCL3N32q149/Xh9K7jh5Qqe7LRpRwAJvQ12ah4yBARQieklCLJ+XDiivnrvZ+2Tdyc3Tw2pCwVzR2WyjsFS30m/tkbxSFkn4lAPr3wXivSNgrEvWJpYMysNBsag79vwW0ZkwjG1jI3yBDi4Zkd8ffmtE3HHO6WXCTO697BUE6vW5GKhk9fuxwWVlRJjcpNCyA7cgiUe0JVCrWnkZyYHOcmGxHBxIFj8HaUYgoBsGWjbf2tEdGO6MzfYllSxg7EpkH0lhHM5iVfE5NjnNtDqNGQK8RONQSUN/SAAAgAElEQVQIHGqyWbUCdq3AsVbgWC9g1GXTa7LoVVx6NY9Rw2PVZzs2CFzqcygNubSmXIemXGajgFXPY9dmsqvTmdWZ9Bouo45Hb+A7NPMZTVn0Rh6tkWvfxqO18WitXGorl9LKpbTx7Nt45PYsSjufBEdbFrGFi2/OxDVlYOE+dDMX35SJA5ID3HIDyVGVjKtMxh9PIhxNwB6Ox+2Nxu2Nxu2JIe6Ns98db/9JDOXDCMLmUOy6AMzaIPyGIMxmX+uVju+U+ZNadm/TyqcAysBnwxRrtXgSAA3UMwy0clR17eL1W1/cHro+PHhtCNAs6hPDNaLpZpJsUCkdUEn6lW8ALeoTC3tFbwAN0/xvgTbtbPxPgZaPqiRD8rcUaNjTUaefAT3pZz99d+2rL7ZsWc3lJYeE+rM4DKI9hUij4ah0upMrnUmisewpVCLFnsCgEtlklAfFLswRl+aFKwihbkxg7UnjHOGxjmexawWODXkuICvXCtgwynU5LnU5Lo257HoBsyaLXsWlVnHpNVkO9QJ2Y65jYx61IZdWn0Ovz6bX8ug1XGZNBqs6nXk8nV7NZTZks5tznVpyOU0CVn0Woz7TvjndviWD2sajdfAZndl0EB18Wkc2GQ7AdCuP0MLFmwLdzMXDDjJARh9PRB1PxBxPwh1LxJfHYw7EoHdFYXdFYXfHAqBpO2LsP1xC3hSGXxWAWhGAKQvArvZClHLeLfHEVW4s044pTY2OTO28QC0Il4NAcqjFk6ox9c3Pb9347ObAV4ND14dHb429AbTptrR8SAWAFvcpft9b6hOL+yWiXqlsUAmOX8AGNrjg+s9A/9uc/W+BHheNA8mhGFkwLpOMKN5GoPWv5TUoCiFIN/PqV41atnv31ryCzKjoEI4Tk0Qj09hsAt2BzGQznClUDpnKojPZLIY9hUVEB3EIqUHs4lD6ulj2jnTn/dnORwWcagGnPte5Jd+tLodTn+vYkOdSn+tcl+NSK3CuFTjXCVxb8lybcpwbstm1PIdankNdFrMhm92U49iQz6nPY9cLmLV8Zl0Wsy6LXZfFbshyqsri1Aqcm/NcWwvcW/NdmnOdmgSsxmxmUxqlNZPWyWd25bK78zjdeZyTOQ6d2fQOvn1nNhVEB9++PYvSxiO38cgLNPNw4Fq2mUsExkhAeMBAVyzFHYlDfxqF3BWF3xVD2B1D3h1vvyuBtiOOumUJeWM4Ybk/stQfU+qPW+llt9LFssgVvb9YoLg1CHsrmgINiw24HFSLJ0GoxtS3L/deu3i9/+rA8I0RADSQHDDQoL8BmJYNqqUDKgD0AvR9YnG/BEzLweULON8Cpy7/N0Cb7vj/h6JQMaR4A+h7E1+/dUXh7PyM3qjTGeaN0LzBOAcZ5w36mac/PG5pOb56bVFKapyPvwfLmc10diQ6MKgcJ4Y7DedAoLlwfAJD/Hz8/d0c4wOc+UvcNy912ZHmtl/gXl7gXpnvVJ3Hacp1ac13q891bshzaSpwa8x3r891rc12qeE712a7NOe4NwncGrNdGvjO9XxOPZ/TkO3YkM2uz3GrE7jWZrvU8Z3q+JyGbMemHMfmXKf6XNeGPLeGPLemXJcGgVOjwKk516k136WFy2jLYp7IYfcUOJ8qdO7OdzyZy+7MYcA0v8E02OVo5RPeABqI6cokdGUSFmToBaBjCLtiCDtjybsSaDsT6B/H0bdEUzZGkleFYJeHkFaF2K8JImzwxy/3xO8SpIsuXzW1HwAmG7CJKCgHNZIp4PcFPlWNqXu/7PvqwrX+qwMjN0dHbo6CotB0ZRRWHfIhlXxI8wbQYK9DOqBQDKsB0OBuHJxv/W8BPSmZlA++/m2jqrcXaFAU6gzzoCiEjPMQND/z6tdr185/uG0dl5ccGR3q6efFcnEiOjCcvX3xTgSyKyM1N/doTdOJzp6mqmMVuzbvWZe3J9Nnf7ZveaHvsSKPqiLX2gKnpjyn1lzX+lznxnzX5kLPpgKP+hw3AHQN37WO51Kf5drAd2vMdm3gO9dnOdVlsWt5rJosr2qeR3WWWy3PpY7v1CBwaspxbM7lNOR71Oe51wqcq7I4VZkOtVnsplyX9kK3dj6rU8DpynM8VehyqtC5p8DpZC67U8D8t0C3Z1HAuLstm9iaRQRAA9XRmIGvT8OaamgY6E9iCZ/ELQC9PZ6xNYa2aQllfRRlbRRjXTRnczRre5TD2gDqruxU4aXLshGtbEQrGVKLB1WSIbV0WCMfHQd2R/CAEPANXhxUjqr6rvQDoEdvjcFAA5rfAFo2qPwzoGWDavmQRjU6oRVNT0jughgX3/kzoGFw/+8ztHxQDgbmshGlZEguHpa/pZIDDlMDmu+f/tB5sm35qsKMrPiQCC8Gi8hgkb183dz9naKTIvft3y2XS59+++THb7/55u74VxdPHd+1cmdp7NHlEU2rghqLPRqKPY4XelYU+TWW+DSV+jaV+jaW+DQUe9ct86xb5llb6NGQ69mY59GU79mQ51aT7VSVxarkMSt5jCNcp0MZnMOZ7HIupyKT1Zjt2pHr2cZzrlnmWp3vWsF3PpzOKU9zquS61PGda7Mcm7jsVj7nRJ7rqSKvUyWeXcvcOvMd23JYXfmsE7kLA8XObOqJHPsT2ZROPrmVS2rPonQKKO18UlMGpiEN1ZiObs5Et2QSG1Kx1UloIDmOJuEPJ2D2x6L3xKJ2ReH3xjrsjKFujyPtWEr7KMZpS4T3phjWikh2abR7WazHqghWrjd+a3as6KsL4gGteEArGdQAOy/5qEo+ppCNymAB/bvYAEajI/Kh64OXz3w5fGNk5IZw+PrY8PUxcZ8CdJ1/X697raRFQyrxsFo0pBIOykf7paP90rEBiXBQKh1QKYbVGuGEVjT5emStGZdoVZJxlWRcKdbKhWrJiEI8LAcBeIVnKG+sK5ku34FhoVqokQzJJUNyYb9ENCQTDclEo4rpib8O0PN63cSUpqLyYBo3NiLaz9vP2YFNcfVwzMhJ3Xdoz63em8+ePTPO6yCDAdLPPbk7ceV0bcPeFfWbU5rXRTSVejWXejUu92kqC25Z4d+6MgBE83I/QHZjiU9zgU9TvmdjnkedwLWa71jJY1fymJU85tEsl0MZnIPp7INpDuXprAaBa2eBT0euZ2W+y2Eea18yY+9SxqFkdkWGU3WWU322cyOX3cJ36shz6S7yPFXi2VPscbLQtSOP05nHbs9hdAjoHQL6CQHtZA69K4d6UmDfnkXp4Nt3Cigd2eRWHr45E9uciW3l4Vu5pKZ0fO3rPjQA+kAcZt9roHfF0nbEk3cspW2N4myJ8l0V5rEhJeaj3Oz9K0uOlhVuz049sv4D0bXesV6VqF8lHlCLB1XiQYV0WKEQKlVi9Z8BrRxVDF4b+PzUF4PXhkZuCAHT/9Jm/legxcNqEKIhxdiADAAtGpIBoNVj4zDQGpFaK9YAoFWScYVIA65RxMNyychCbjYF+o+9DlOgNSKtfFgBgBYOSkVDMuGIfGr8wV8GaCME6Y26W31Xi0oFUXGBwWHeHGcHT2+3gpL8nnOnpu/ce/F81qCDIB0EGQyGl88fTox9efJYy87Cpg9iW1cFnlgT2L7Kr2WFT8vywLaVwW0rg1tXBDWXBjSV+DcW+zWV+LcU+TQWeNblulVnO1dmOR7ncY5x2RWZrEOZzp+msD5NcTiY5FCeymzIdm8r8G3O8dzPZW2Nxn8QZLclDLc7jn4wlXWcx6nLc23kOzcLnNvy3E4WeZ8u9Tmz3Len2ONEgUtnHrsjl9UpYHbmME7kOnTlMkCcENBOCGid2VTAdDufCKKVS2rJJDakE2pSCceTcOWJuEPxaBjo3dH0T2KpO+LJO5Lom6LY25eGHF5edupow/mms1c7vxg9/9X1tlPXuy5PiL8euSUb61WIB1UAaMmQXDGmBjZf/xZotVA1eG3gUvdn/VcHhq+PAaaFt2XwQik8EgdAAxkjHdaIBxWiAbmwXwZMmKQDKvmQSjWq1Ypgy1Clakxpskyy8JYFCBhZU6D/2NEzfREGzL2F/RLRgBQwPaW+95cBemZu1ggZvnv6TV1jRUp6rJOrA8uRnpAY+8muHWMi4U8//qKbhSADZJyDIL0BMhjmZ/4pGbx88ujmmg3JDWURPRuXnN0c2bM2uKMstHN1WOfqsI6yUJjpphL/xiLvugKPqhy3Y3zniiyniiynci7nSIbjrmTmzgT6vkSHwymcYxlOdQLPuhyvci7no6XU5b5Wuc7vrfS1+yiKsiuBdjiDVZvv1pjj2pzn3lbo1bnMp6fU79yKwDPLfbuLPE8WOJ3IdzyR79iZxz6Zy+7KZ3XnsbrzWCdzHE4IGB18e5CnT+TYg2WmNh65lUtqyiTVphErk/FHlmIPxqH2x6I/jUHtjsR9Emm/PZryUSzx4yT6xhjOweyE2ycvPlJ+o5E8FvZPjY9Oy25KRr8Sy0buC/sVogGAnQpudLx+TeJ3phfSs3BcK9YMXhu4cPJi35V+cLQCgAYoj94UwUCDXgegWTqskQwpRQNy0YBcPCiTDMllg2rZoBK4ir3e5ZcrRuTw3h+434Z75P9ToCekkwDosT6xaEAKmJ5U3f3LAP1qZk5vNBih+Ylp5c49WznOdBwRlZAYf+XK5ZmZGcgI6ecgyADp5owzL1/pZ2cgSPf94zsDX57sOLi2ct3S5nWxZz9KurAtsWd9TM/6mO4Pok+uXXJiTWRHWXjripCW5cH1RV41Be6VOW4VfNejWS7lPNfDmc6H0p13JrN3JDjsW8o8mupcxXWvz/WtyvXel87aEs9Y5oPIdlq80g+9ZYn9xzGUfan0qjzXxgLPliKf9mK/zmLf7tKAs6tCzq0IPF3s213k3l3k3l3o1lXo3JXn2JXHWYhc5gkBAxx4A20NUjVo6jVzyXXppD8CvT2c/HEUeUsMflsyfUOcY22ZQHW778eH/9SOPx0ZvSsZUvdfvj1wZUAhXHgvQjKklAwpZSNq+ei4fHRcNqL9M6DHJVoY6JEbwrFb4n+boeEJi3xIoxjWKoa18I7HAoJDGuB/oBVNgmsr2ZBUMiA2tV2E3Qtgjv8Yfwb0pGRSOayUDspEMND9kgn59F8GaL0BmtPN6wyzBmhGqhgtXVnAYFIdWIze29chyAAZoRe/zRh0EGSEIKN+Xvdqdn4GMs7//P198Y2zXeWbqjZymzalNK5P7Fkfc3Ltks7VEZ2rI06siexcHdG2MrS5NKihxKe+2Lt2mXdVvtcxgWd5lvvBDNf9qa67Mlx3JTnuT3I8nupWk+XVUBBYucxvD89p61LO8iBCsS/mg0j6h/GsrTH2O5NoFXkuTSX+bSuDO1aFdJT4nywNOLMy+PzKkLMlgadLfU6X+pwq8exZ5n4y36Urz7Erz7E73wk0qjv4tA4+baFXLaB0ZJNBG6SFR2nIpNSkkSqSCUBDfxqF3LsE/0kEZXs0ZXM07qMU+gdxnPZtK7R9t76eeKCd/EGu+kYuVN/67MveL67eVU6Bl17BgymgxaEcm1IJp+FWNBzgK1qxZuj64MWuS/1XB8Ce3ehNkfD27xWhKdCSfjkAWj6kAeeGpkCDFD4unpqUTanG1JIBsahPaLpT+r8AdL9U2CsC5eNfDGiDEZrTzT9/+YsRmtdDr0ZFg9u2b3X3dGtvqf3nj99CRoNRb4CMEAQZIGh+du7X5zOvjJABguZf/vPbCeHNKx1HTxxcV7Ml+9SG2JNrl3SUhZ9YE9mzPub0xriudVHtq8JaVwW2rgpsXRXcVBpSU+B/NMvnQJrH3iSX7SmO25ey9i11rExzb+D7NRaFHl3m9zGXszaGtTyEsjqMsTXBZVui05Y46s4U+rFCt6aVISfWLTm5dknH8qDOooDTy4PPrww9VxrcU+rXU+pzutSnp9irq8D1ZL5LT4HzqUKXUwVO3XmcEwJ4rLjQ1zuZQ+/Mprbxqc1ZtAYutTrDviKZcCgBt2+J3afRxD3R9F3x9E2x+C0ptLIYZveedXf6+x6o7ty5+4tG+1QjmRJ+dfvGqXMDn10duDEoGhSrxeMayZRibEI2PK4cm9JKHvxnoD/r+Xzw2sJKNADa9IjQdMKiGNSAkA8qpf1ySZ9M2i+VD8oVw1qgs8fFU1PyadWYWtQnHL01ohVqJ8QT4LE5zZhGOayUD8rlg396JPtnQE+JJ5WDCmm/VHRbBGpH8V8LaJ0eMkKQ3jhnhOZ1xpdGaP6bJw83bFqfFB9+urvt8cN7et0cBBnm5l/qjC/nDb/pIKMOMs7pZiFIBxlfPb2vEF3tPl+3++JHqWc2Le1ZH3d2c+Ln2zO+3Mn77OP0s5sT29eFdq4P71wf2bo6srYopDzbd1+a+65Elw0x9M1LaHtjWVXpXk2CgMai0EP5vhtT6cXBlGWBpLJw1rYkz4+TXLfGMXamO1QWeTSvDju5IaZnfUzniuCOZf49JYHnVoScKw3uLvHtKfUDQHcXenQVuPYscz9T5HFmmcupAqeuXPZrpqmgTOzJZ57MoXcI6K3ZjGY+oz6LUZlGPpJI2L/E7kAs+dM45t5k1pZ44uZk6vIl9FP71muv3Lgrmbo7/ZtU+t2U9OtvpFMj5748X9t+6fSlwZtDk4o798e/GZfdkw2Py0emNOL7fwa0RqQevjH0+akvhm+MwI4zol656cooDLS4TyYfUP8RaNmADAAt6ZePi6emFXdUY2ph79jIzeF/C7RswMQq6V+Xof80Q4smFANySZ9EeEsIgJYMSKfecqBNA34lEX5f2QDpn/70w7qyFcH+Pls2rHv44I5u/tWrl79CkE5vmJ179ath/iVkmIWgWQh6BRlePP/1yeNH48KL1ecrNjRvE5zYnnVun+DiQf65A+nd+5JaPo5q3BTasWVJ89olx4vD9xdGr00Lygp3TQsll8axtyU5VmR5NRaGVBeGbE1xTXZDJHOseC42y/1wHy2h701kHkpnVmRzqgtd2j+I6N4cc3pzbPe6yBPLg7tLg08XB58qCjpVGtRTGtBV7Ne9zLd7mXfPMu9TRV6ni73PFHmcKnTrznfqznfqyuOczGV3ZDu0Ztl3Cpgn8jmd+Y5NAlY1j3E0k34gjbIviXwkhn48wenAEub+eMbWKLv1CbgVsdT6j0uE1wYfKO+Pi++OSx9OKx8rRzSiWyNfnb5wvqnp89a2nqqa/guf35ePT0jHVfJppfKeXDIhF0+JRrQq8T216I5SODmtmNKIVJox1eiN4Ytdl3q/7Bu5LR7rkw7eEo72y+GdDZN9UbmoVw7878DFITibBYlZNaYW90vE/RK1UAOs60R94v6rA+Ar8JEsOMSCL1P+mJVNDw1NbTrAZSHYgpIPK8T9ElGfeFI29ZcBGn7eZU43OzP3CjD9cuaFSiZevaIk0Nfrg3Vlw0N9s3MvIEj38tWvYMqo180Y9DMQNA9B80bjK73+heGnyamhi1827OraXdS9U/DZobxrxwq/OMo/dyD95MexJ7dGt6+NrFsZcWhZ+PJYp0RPHDcMuzaJuSfTpVbgXc3z2BlHKwsl8D0QhX6E5QHETeHUvQmcigyXKr5Lbb5bU7F3y5rQzvWR3RuiTq4JP7ki5NSK0NPLQ8+UhJxeGXJ6ZciZlcFnVgafWxEI4vwK/wsr/c4t9zlT4nWq2K2r0Lkzj90mcGjh0xu59m0CZlsOqyGbWc1jVHAZhzMYB1Kph+IYh+PYu8Kpu6IpH0WjN8YTiiPIzdtXaIbk9+R3FcNalfDuXfXju8oHk2LN4OVrbYcPbcrPSw0K3JCTd6auYfDqDY1UM6m9PzasUEim1ZK7k8pvppWP1OLpSdnEuESjFaqFt0Y/P/VF/9WBsT6peFAx3CseG1BI+pUgTGkW9yneABqeIypGlAAy5agKyGVhr2jgq0FxvwRM++B5Ifwgxhv2doDgN4B+fYS74Igu7pcAoEV94r8q0PP6uVezL2fnZ8CoHDLqJjXK9ramE52tU9NasKNnhHRGCJrTzc/MzYI/+7qZbYCgFy9+ejA5evVG26FzB1dfObyit6rsZkXxtaqSi3u5p7bGdayJaFuz5FhRyIpoWoonoiAK9Qnf6XC2U2UG61gSfXckYXModm0QeksUY1sUY3cc63iqSyPfsy3f50SJX9eqoJMbo05tijm9Mebs+uiz66LOr1lyvizy/Irw02WhZ1aHnVsdfm512PnVYefKgs+uCjq3IvBCWeD5VQHnVvqeLvXqWubSkcdpy2G15jjUZVCaBA7NuZy6bNaxTEZ5BuNgGm1/CnVPAnV3DHVbKHlbJOGTBNKmOFJxMOXsvq13xJPjYxOiXrlKOH1P+/iB5pF2THm569yHBQWZwYH+FEKil+u67Mx9mzecbmvViGUTqqkHU08mFQ+UY1NTiq/HZffGZVMaqXZcpJH0ia6cuzp0fVg8qJCNqEf7pcJBpbhPIek3XRaViXrlkv7f7RtNzw2lAwrZkBymDSRjUZ94+MaIZEAKTHJhv134NRZToOE7cHA/awo0OFg0BVo2JAcrgX8loMFj4DDZ4OVmI2T47ddnRsPc89/++fTHb2dmn8/MPv/lt2dzulcv5mdfzM++0uvnIGgOgl7qdL/NzD+f1b2E9EZIp3/+0zfSvv728i/LN145vOrygeJrVWu+OFhwfntG9/q4zjVRh3J9CkNQ6Z4Wq1LIR1b6H8vzPLCUeizJoS7TuZbnUp7OOpLucjiFcyzZsS7TtS3bsyPXs6PQ+0SJ35lNsWc3x53bHHdhU9xnG+I+Wx97YfWSMyvCesrCT60OO7U67MzqsNNlIadXBves8O9e7ge0dU+pT1exV0ehS1u+U2seuzWP3ZDNbClwailwqcnmHEmn70+k7E4g7owjfhSH3RZN+jCCtG0JaWcSbVMMZUUI61b10YfyB8pB1dgtsUo0Ma16cE99XzUsv9B6at/q1Z+uXvFRXubajJj82IBwZ2qkl/PKvOwvTn+mEanvKh+IB9ST8odTyocT8mkAtHxQev3SjeEbI+JBhXxUIxyUjw0ohLdlkn6lyW6dTNynkA6oTC1JTc/CAZdgzR+wKxmQgk/BaeAbTv3wzSzIyiC7LyzuDUjfOJuFkzQAWjooA3vbfyUN/fvr9q9vtADf4Ahgbv4lWJ42QjoDNK8zzM5BBh0EzUPGV3r9y3nDjB6aNUAzeuhnIzQHQZDRMP/j4zuDV4e7q2/W77xSufVq7ZYrleu/Kl/12a6cjg1Je7O884KwXH90aQrz8NqY4yuWHOR6VmV5tub7nSwN6Cj1ayn0bhK4NWe5tPHdOgQerdluTdkuTQLXrrKwk6tCu1eHn10XdWl97KUPYi6sjTpbFnF6Q/TZ9dFnPog6tTa8pyy0uyy4Z2VQ94rAzmLfEyV+J0t9O4u925a5tRS4tBQ4tRQ4NRW4tBS7Ny1zr+RzDqXQ9saTd8Tgt0XiNkXbbYnCfRxD3RZN/jCOvDqUtD7GV9TZ+XTqR/Xw+OhNkXRYoZZo7mvufa1+KL4xdqWl42pL86ny3eUb80sTfUPYKA7GnGKzKDsp7XznmceTj8fFd6aVj6aUD8cVd1WSca1QrRyW3/z81vCNEdGAXDGmFQ0pRvvlAGj5kEY2qAaqAwANX4PDr64ArEEqBbkWIGu63AxzDPsTwEka/EsAQAt7RXCGhlt7cGmoEWklA9Kx20LJgBQcPv6VgAayYXZ+BigHsJdngPQQpHv+4mewOT07//LlzG9zxtkZ/atZw4we0ukg/av5uVfzOj0E6SFIZ4ReQNDzWd3czKzhxc+/fT11X3xLdLX71qmqL1r2Xardfrlyy4VPy9q25Bwsjt/IC/0wP+74oXWX2g/eaD98tWr7+U+Km1dG1xf71xd5ti1zac1zbM91Ppnv1lXg2Znn2Zrn0Vbo3Vzg05jn1Vzgc7Ik6PSq8LOrIy+sjbq4Lvrs5oQzm2LPbIw5tT6qe114z5qw7jUhXauDO0r8O0r9Okr92kt8W4s8W5Z5NBe6NhW41C9zayhyr8lzLeey9qfQ9yRQd8aSt0eRPoy23RaD2xFH/zDafm04rjSUsicvTfPZlz/fez4+NiXsFQkHRNIR6R3l9LeTT+5L700MiMVfXj1XfeCjoqWhHKtAplVauLsvmxTu4d1RWfdk8pFqRDMuvjOpeDCpui+XaLVCtXpUefty79D14bE+qWJMKx5WAqDFfQrZoBpO0q8VyMKVIeyODphWjCjB+1pANKuFGiB/AbWw1QZsTvCG6gDpHPSY4V080+U7U6DF/ZLhGyN/MaBBFQhelzMFWqefefHyl3ndKyOk0xlmZw0zOmh+1jAzM//rnP65zjijN+oMkNEIQXoDpNNDegiam5ubf/XS8PK3lz89+e7h+Lh6aHT4yu0vWi6fqPiqs/xWx5HrTQcv1x/5rOnY1e7W6bsTP3z/zc+PH/46rXrQd6G3cXv3x6nHSjybcunNufTOAk7PMvdTJd4ni7w7inw7lgc0CjxquM6V6ZyqDMcarnNdlmtTjmd7oV/HmojOtZGda8NPrAnvWB3csSqobUVAS6lvU6EXiOYir5Zi75Ziz+Yij6Zl7jXLXKsL3Y4JHA9mMD5Npn2axNi7lLE7xv6TOOSOGPwnsdSPYqirQrCr4xzbd299LFQ8u/N8fHRa3C8RDgjFw0KtWH1Pfv+u+J66Xz546fKetUWxXgSm3d+ivfEfruRmLw1PDY9oq6i8I9YOXBkS9ynU0jsT6q+VsqlxkWZcpOm70j90fXi0V6IUjktH1cJBpYnGWGD6dZkoh03RgQs6KBAVI8pxyYR8WCHsFYGULBuSw+oCfAVWzzDQb3gbiPrEQG/A66OmQGvF4wBoUZ8YHNf8lYCenZ9ZOJ6F9HC21ht1RmgegnRzulczcy/0xjk9pJszzr7SvYSgF3rjc53+BQTNQ5DBYIAMeggyQpBeZ5yfgXSz+pnnvzz79ulPX//w6+Nvf/3m/t1RpfDKA9nNX+Xst8AAACAASURBVKclc/fV89/ce/X40csffrj39Lfv/vnqpx9/nf3pJ+iH+79prkvP7WnbFttUYN9ayOgqcjxV4t5T7NVW4N6Q79GwzKs+y7Ui2eHTaOKucMz2EOTHwXY7wzH7Y8mVBd61y3zri/0bSvwai/3qi7xq892rc10rBa7Hs50qBc41eW71hR6NRV6NxR4NRe5Vy9yrClzL+Zz9qYx9yYz9yax9iQ57Ymn7EzG7Y/E7Y6gfx9HLwvEfcgNudtS/vP/tszvPJ8buiPslYwMjkhGRVqy+I717X/pwWnLv9sXLvOggZ/zfk0MoO9dllu9cnRzpu8TDo3z7TmW/+PalW6M3JdJR7bjqoUZ5d0KsnZSML9xf9UpUogm5UCsaUgGNAWQ0EB6vmf4daODpD4CWDysmpJPyYcXorTFApHRQBsw6TIEGmIKR4R+TNKw3wHf/DGjguPCWAm3UvYIMs6DRBkHzRmjOAM0ZoXkIegVBsxA0azDO6qHZeWhuDtLNGhceBQUXLpBxzmiYNepeGOaf/9nP10F6nWHeYFgQ389//unpk6+//fred/fu/vb0+7mXv83Pz+qNOp1O99s/f/724aOnjx///MOzF89e/vTox+/uPfnt++++mVZe/+JE+7aU8lz3hmzmZys9L5W6dxe6dZSGNJRGHi+MPJzufTTRvTLG6WAgeZeX3SdeiG3uloeT2K2FQV1lYW0lATW5Xg3LglpLY45y/Q5kBRzKCT6UF7I3y2dHmuuuDPcjAt/K/KByPudguuP+BMeDsa6H490PLXU7lOR0IJlTmU7dF4/5OA6zLgqfH2Z/ZFPx9NjIL19/+1DzSDWiEfdKxbdEwhtjyn7JHfH4PemkVjjR/0Xf/i0fbShM/ags9tOPUndsyAjzoqeGoreVJp46dqT/9DXpNdXwNalcoh0eGVOKp9TSO6P98ptXhgZviaWjWsmIRjSkEg0oQYgHVWAbSTSgHOuTg4Uk0YBcPKiQDCnhd2aBllCOquBaELAIunUwnW9Yo5s+BgCAhiWHKdOyIblyVKEaU6qFKmHv2ND1wcFrAyM3hydlE28d0JBxHjLO6w2z87pX8/oZnWFWb5ybM85Culm9bkavm9Hp5nSG+XmjYdaonzHodJBx3rjQ0TNC80Zo3miYM+hn/n+BNkLzc7Mvfvnph+8e3f/m/jQAev7Vc51uTm/U6fX6F7/8+sM3T3548u0/v//ptx9/++nJsx8ePvn5uyc/PJxSiW5dq/+wfXNiXaFr1zLW2WL22eUePSuDm0tCj/K9qrJ9OwtDzhSEtqe718Q6lEcQdwchq7jurcsC2ksDW0r9agq9Kgt8a4rDygUBR3JCdqV7fLiUvS2JvSfT5Ui2R2Wud02+d0U2qyKLU5HmfCzJ5Xii27Fkp8PJzANJtIPRdgcSsJ/E41eF4ZbHOrUe2PZArnj28OkD9deqEY2kTyK5LRbdGlX0iaeEmruS8YeaR/fk9692X+isOHBs54p1BXGJoT4UBCrBD721KKFmx9b2g8f7LtyW9MkUIo1ILJeNjcvGxkf75UO3JZIRjVw4IR3VSke1YAEVAC0ZUkuG1KIBpbBfIeyXCftlAGjTl8ABqTDQcKcCULtg4WXi8fW7C6MJ0PCO/x+BVowsMA2AHro+OHpr5G0EWmfQG4E0MBp0Bj2YYM8bDfp5g37eoNcbDQbICEF6CJo3QrN6gx6CdJBRZ9DrFr6p1xt18OPk/xZovVFnMOj0htlXL3999sO3Tx7e/fruJABaN/Ni4Z1zvX7m+Ytn3/3w9Nvvnn3/0y8//PLs22c/Pvrup28eP/v24bPHdyb7L95s2dm+cUlzAb2nhHFpjfvZ1YEdJYF1uR6dRQEX10R+sWbJuaLAzmy32hSHQ9H4Kp5zS6Fvc4lPa1lA3QrfQ3nuBwv9DhQGVBSEboqml3gjNoZiDmc61uS5Vgs41XzmcQGjms+syWTXpLBrUtg16ezjabRDifjyWOzRJOquBNqqUPLOgqU3ezrvKycfap/cVz3UjGnkg3JZn1R0a1R2W6gZkk2MKu/IHnytfiy5PnKmtm5HWX56hJ8XnYn6B8advKiMG7X/g5K9a8tO1dTd/uyrgevDolGVWjytGJuQDKllI1qlcFI2ooVTMrjjAkzDfI/1SYX9Mjg9//6o/WugQfMO5FrJgPSNxrMp1iBPg7ew4O1+eLDyhowGRtSqMaWoTzhycxgAPSWffOuAntUvrOnPGYyzeoPBCAG+F36BA4KMRshggCAIQGwAYYCM80ZozmD8s58/D+kMkN5o1Ov0My9f/PLPp9+BDP39/Xu/fP+tbubFwjvnev38q5lff3z29MkP//zh2c9P//nsux+fPv726dePnj355vmP3/94f3Ji4OLlqpWt67y6V7MvrnU7t9K7q9ivc5lrT6nPpXWhVzZEXVoX3lXsU8dzPJxIOZ7p2FTo1VDsVbfC53ip19581/3FvodWhh3g+60Nwuez/7E50LaG79y2zK1ewKjNptYWONXlcGr+P+beMyrKPF339j377Al7Znra1rZtc84ogqgkAQFBCWIEzBkVs9i2OeeASpszOcciFVA55ydVzrnISKpc74fHrmHZ3fvMmTN7z3bdi+Uqw6df3ev63+G6k2c8WTvt+YbpL1NnZ22YcifhuydrZ9yImZQRNvFErF/OjXMyOlMNq+WISQkqRWwRSAMFZC4Hz+Q003g4BkjiyHhqlUAH4Nn5WZk/pm04sCkmdVX0kpkLp3z17ynLA66kb72QlnrrVHpOVlZ1QQWxkYFuHAJMsZdmDgUSMER8upBLhVGIvUxzKBAdz0GBHkozCjSabtFCBwo02jhEmfZWPL6oLqP/xMvx0KWVoV8AHoXLo3ABuoBNZNFbaBQsmdZM/Z8ItM3jGnTY+21Wm8PudrvdbrfDZh/sH3DbPG6by2V1Oq021+Cgc2DAZe132wactj63fdDtsnlQz1KP2+X2uNye/yPQTpfVOtjb29XebtKZtEqzUtFp1NsHer1AO622vs5ui6m9s72rq6291Wiy6HQWncGs1bdq9Ba9WS/isaqeVNxJKTodUnjYP2fPguxdi7K3zy1K86/OiGi4mFhzLv7DwZD7yXOvJU57stnv+a7Fj7bOv7/N597Ohff2Ln2YHnF7X/i5lbOOLBmdvuAvV5dPeLd98Yfdi59unZO1bc7dTfPuJc+6u3bqwzVTnqbMfrFt3pNNM2+umXg7aW5G2MSjEXPu799CLynWgVIRRy7ka+QCuZQnFrJgiCbgEVksLIXVROLhaVKuRsJSUDHNhc/uvrp38OWDvVd+SElNDJk9cnjYrElHU1ZcOrD2wv4Nr+9erfiQV/axglhHYxMEMFMCMyV8CsynwBBDLGTLfsk0uquCZuifh61h75K54Ofjbt412P8EaO+pcO93wKs0fgk0mt15FC6XzAHoAi6Zg6oOahPlfyLQbo/D5hhA68oet8PW12PRqFQixKJRtWnUHTpNh1bZppZ2aiQ9elm/SdlrUQ92Glx9HR7rJ5e93+kY9LidHs9vAm1z210ep8fjcrltDvuAta+nu81k0avNSkWbTjPY2+12Ox0uu9PpdNsdA92fWs0dHW2dne0dbSajSae16AxGlVElVqsVRr1cIqZVU3IuV9/alHc87O1u/497lhTvWVh5JKTqdEzF+YT8swnPDy2/uWXx5fULf9oR+HjHknubFjzY5vd4T9Dz9Kgn+yJPx887ETjudND4s4Hjb0fOeL4hICt10d1U3we7lmQdXPV47/LM7YGZ2wKebF/0YMvCm8k+l9bOOhI988jKBXf2p2LfvtRwAAOiBukIl45IuCIpTyzmCIVMEKBw2c1kRiOBi6NKOEpyLeWn6zfun0v7kJX2+vGWC6ditif7xy9eumj8d1E+Y3fE+u5LCnx+/YeWsrLGopqWahK9mQMzJUK2DJ3cB+kiARVBgUYXyIcCjQrooUCj4S1EoBICFb7emrR3imMo0F5Yhw7ZfbEq+0ugeRQui8BEZfT/RA3t8Vidzj63o89l/dSmVQioREpdDb2xTkBugul4CZskZbWIqPUiSq2CUa/lYjUAxSxmd2mEPSZlb6tuoLPNMdDr+W0N7c3QLrfN5bQ6Bvs+dVjQDG1WK/u6O1wuh91pc7lcHodzoPtTq6XLYmrtaG9tbzMZtSqTTt+qa9NKTWqFUSdVqPl0BFtAfXep4lJq7tHI/MPh9cei6k/HFWfEvj0Rm30ptejWng+Xdjw7mfw0LfrxztBHO4Ke7gn5aVfoi92Rmalh6QHjTy0ddyNy9q3wOdeCp9+N9Xu0Kfz5sXV5N9NK7p7OuXzw1alNjw+suLZ5yZk1Pj+s9T2XsvTMzpVPzx1qyn2nYLJNQrVBotOKdQhPCDNAMUco4QnFbBim87g4KhNLFBBpUp4070X24a1bLxxKefto38fn+14/Sb+YkZoSudx/3KiJfxg2f9Sw4Kl/OrN7A7G8WMbmsVp4jCYOjwjCdDFIFQIUBKAgPCIoYIi+SNKoth6qnr22TABTiAI91NscrdwNrWYMlRxDc/DQHsovgUazO5/K45I5IAMQ0PhsIovcSCI3kkRc4f9AoPudtu7+HrNGDDSUFby8eyP70X1cSQGxKpfRUMJrLudii5iYj/SqVxzMG7DhPdBUJqbWaQUUg4hjkoJtWtlAl8Vl7ft7gHa7bE5r/6cOi0EtNysVRqW8p6PV6bR/BtrpGuj+1NbardcbO9pbuzotRq3KqDF0mHpaNZ/0GrNOqtJBkI6BByteNz06Vn5hQ9mZVS2nEhrPrsk9Fvvi+Krqn47xMc/YFc8bXl7/mLHu2cGYp3sjnu2JuLc+4N7aJQ+Sgo/7Tb4YMuVJXMCDqIWXl8y6FR3w+mAq9vk1YUsB3FjJrvhIznnY8Oxs0c39OVd3Vz75gVL4qKHomZjR1CaXmMQqmA7I+JJWtVnMh/lkrpANibmIhIMImQI+gc5uJkIUJgtPv3j8x4TQ0P3J0Sf2RJw9Envt9PbVkUvmfz96zog/jf/dsNnDh/mMHLYtZknxs0wFm4kwJNQGJrmOziOCIFUI0URCphRhSFBtLWCIUGHtBRqleSjQ6Ji1gAag/tDeUU809XpvCHmBHrquMtSFw1uN/iXQEBP+AmhSA5HUQBRykH8d0B6XzeW0Ox1ut8dhc7ptHo/T09fR36k1WlSQHKitK7rz8PyeOxk7cx782Jx7l1rwhln6hl6S1fLhatXTY2WZBzDPjrW8P8Op+yinVclI5VJimQkgG2CWFuF3G/Xu/m7PYJ/LaUdV9WfnGrcNlRwulwO1Zerv6UQfhRaVwqSSd3ZYbI4Bh8fu9rgcDltPd6derzUZ9W2t5q621naj0aRUmZWqNo3WrNcZlXINBCoYZFFjBTs/q/FRRumlbaWn4gtOJhac3dyYdV5Q+0HGrIWZtXRiCS/7Du7JqZrbe9+cWHU1xS9zz/KCc7vyz+wpP7b75bak66sjbm6IeZexj/j6oRRbZmS0iOgMmEoAKBgeqZSGzaU1FgnppDaZvF3b8cnUb5CaIbZUwEB4TD6fzZGJYEQAi9mwkMSTMUVCvojLFgAMNkwkt1Rj10VvnD16bujcJcvmz/ebOTV88bIZ430n/ttf/Ud9EzT6q7DvR++PjjyYFHEzYx+2pBwm8XjNLHodg1LP5BIRiCXjshAOEwRoQpAuAukiiCFGRQiPDHGIAJqzvUY2aG0EYkvR2+CoLwca3tvgX2RoL76ozuZR+N6uOJ8q4BK5XOLPk3dkHpcq4DFAPhPy1joAuoBDYhHqcBQsScSD/mVAW102l8fp9ng8Ho9t0G7vt9n7rHqFnk8gM5orMUX3ntzYffbA6hvHNr+5ebTwUQb27b3Gt7cqfjrz/uquRxmrH59Kyr6+q+bpSRbmLdiYI6h7DzflqRh1MmaTiEnQioBPJo21p83jsKIFEofL7nRZPW4bmqGdTrvdMeB0DA72dneY9UaNQi8V62Rii1nfN9BjdQ26PS6n097X22Mw6Mwmgxdoi1pjUanbtTqL7jPQciYZaqpgFj9renmh8mF62eXk2jv7CC/Pc0qfCptLhGSMgFzNIJSpSJVwQw674jn2/dWSR6ea3t+B6wtEjeWC/GfkN/fqnlytf36bWvQawVWqWS1aPpHb0sLDN0C0OhG7FmHWIIwGLcT5pNW2q1s7dJ0aoV7IliBcsYApYNMZEJ+DCGCFQKJgIkqOVCQQC3gQzOZBBFJddk7kPL8x/9/vp/zh95P/OGzsH4YtnDg2bP7i3atW7Ij2TfAZGT9rzJ39yed2RZ1PX53z9Da9BkesaCJU4Kl1TDYB4NEQLh1iMwCUZpAuAmhCgCb8eY8Q4tEQL9CfdxZ/BhpmilAfMCFbggL9hbfdbwGNvg4/D9+ReL8FNJfM41G4IAPgktmEOhy5kSjmw/86oO2DKFgD/b2drW19nd09bR0wm1dfUFiT/+zjTxkXjyWkbwq5eHDts8v7393aX/3iQvadgw9Orr24J+zS7mWPTq4rzTxO+HgDl3+fkP+AVPiAV/NCgi8UEsulDKxBxGlTQQPtOo+9z+NxON2OzxcQXVa7x+Fw2R0Om83eb7P2Oa39Az0drQaNTiLSycQmo7ant3PQOYBmcetgv9GoNxn1rRZTZ6ulw2Rq1WjbNNoOnb5NqzMp5GoEkrJpAL6GVvUGm3cT8+5M/fPjhOzL7MqnUEMe2FzOb6kSEGoEpFqQ0oTQm6UcvIiFBSn1IiZOzqWJGFSNACfjNIro9TC9XshshBlYAaWOQ8Dw8M08fANAwcB0DECp4hIqAVKTlM2wKI2tSrMKUUt4cgkghzgQi0LjMOgCNl8hkGg4MjVPLhbIIEAoEUAiCqMy60HQ2FEzfzcseMwfV8z6KnL213GLZlw5lPbq+tHL+6Pi5/9h6bfD7h1IuLgv6Hx6+Icnp2qzCxtyy7CFdfgqEh3LZhMEHArApQNoYkZRHhoozWigQIMsCQq0kC1BzzB7nRohhvDz3aqfJYeX6aEOYN4aNp8q4JMB3s8jqZ+LgwyYz0R4FD6LwGYTWRAT5FO5KNBS4F+noV0uh8vl6OpsFcMAnYQX8jhyGMRhqkueP/uQeSnz0tYzByOPb1t29fDal9fTch+kF2Sm3zq68tCGeYfXz7t2ICrv9v6mt9eI2Q8wby9iXp/Hvr1AyLlGK7rHqX4poZYZYUKrjNFrFNq6TfbBT4OD/TbboMNhczmtNrfd5rCiGdpm7fO47B77QFer0ayUm9UKi1n/qa8LzdAul8NmHTCZDCaj3mwytJtN7Ubj34DWaE0ymQZBZFwWn1xPqvvQWPKwtvAGtvA6oewBveY1u6GAh63gNVcD+FqQUMfA1XLJWAGthU9t5lObARqBTyGwCc0cWh2X3sinY/l0rICGFVAauIR6Lr5OSMVBJCxExsAUDECs4uEqBPh6hNKiE8stSqNBolNASgWkFAnEfCaXQ6MxKQyEAcpoiIItE/GlIF8oAxEVR0DKeRc9c3zU9BG7ouacSA7cudInauGkuz8eeXf36N2Tq9Yv+avfX4bdTYu7c2j5jWORT67uzH+S1ZRf0pBbUZtXTa6lMHEcJpHDpfG8ufmL8NKMAi1giFCgEZZYzJVJ+QopXyFkSz7rDdbneytDVccXg6PeAdHPvXEKyP95zPqzXqdDPAbMJfPoLQwmngGzIJAhINbjyY1EGfivq3J4PA67rV8tl9SUFz+5dyP79dMWTFl5ztu8B3dun9xxcmfw8W2LTu1cdvHAqrs/bHh8ceOlA+F7Vk/bEv398U2+WWfXlmWdqHl6ruD2ybc3dn68tav4/r6qxwcbX55klt4V4d7LKYVKVrUOxlvUQIdF3fup0263ulwOp8M26LTaHFZUQzsdgx63w+OyfeqwoECbjNqunnab24oCbbcNtraazSaDyahvMxnbDIZWjbZVrWnTaC0qpVEq1QqFCpAnoDUT63JrSx5VF92tLbndWP6IVPOG0VDEbariN9fymqt52CoBoRIk1fBwVWxspQBfC5MbEQpWSG1iExs4pAYBGQuQsRAJCxOxYkqLnNoiojXD5EaQVAORMRAZA5JqQGI9QsHK+ECbStepa9OJdEpYpYQVEgECcnhMCotP4kA4rpQhhjkSNoMv5sN6QEQrKoucNTnWZ/SBtf4nt0WkxC6cN+nrsyfSHp9Pu3NszZagCf5/HnZn17r3F7dmndl4bl/c08sXKOWVTfllxS9z8BXNjGYGA8fkUbioXYFXSXuz9VCaeTQElRwgSyLiSCU8uUyg9AKNsMQijhQ1MPCqjqF5eujylde4EaBCAsrnNQLUXYRLh7h0iEPi0prpTDwDYcMwCyQ3EilY0r8SaLd9sK+7AxFw3r94cvzgrmtnj1fkva7Mf/X8/KnzuxMOJ/se3eRzfPOio5uX/rAr9MLB8APr5uyMn3wkdd7dkzGvrqW+vbYj68dNV/bFXdq3LPNkXO6NVMyTveSPGUDlLRDzkFl2m133HCYXKQGcUQ13d7U6nXaPx+NyOAccg59vbbltLqfV47Q5B3t72s1GudSgkKpVMnOrYdA5gALtsFu7uzvbWs1mk8ELtEWltqjUFpXSIJPqRCI1AiEMAqkuv7YoqzL3bmP5w+aqp2TMe1pdAaOumN1YwWuuBPA1MKkYIZchpCqEhBFTGiW0BhGlBiFXiOkECYMooRHElBaE2CDE14sJdRJiPUSuA4gYgIgBiNUCQhW3pZKFLWM0lEAMmkmm6NG3WRQmDaLRiNQqRCGHxAAHBCg8sIUnoUlAlohG5kAsvk4gZJbUxy+Yuz5o8sktQQeTA2MDp40f8fvDaZvf3j7909mdW4NmLPz3/30hKaHgyqGsjJRdMYvO7t6MK8rFFZcWP3uPLcSQMEQalsIlstHBUbQsjQYqo73OSV6g0UYjmp5lAqVMoET9oVHn86EH6L1Me51Iv2CaTxWgpUNUr3/+8tBgLh1hEzkMHJNNZAk5CMKGqE1kWjPlXyk5nNZ+i15NIzY9f3T78J7NFzP2F73NLHn/+NrerWe2rzi1bdHJrfOPb/b7YUfw+QMR5w+GnNy6+NT2xbdOxDy5kHTjyPJT2wKObfQ/sHr++Z2LH2fEFt5Orc/ajX+dTvpwgvTxB+LHH4HG51JqoRZqNiqBrnaDw25Fu+VWl83tcaGdQod9YLC3u6fd3GHWt2lUJpVcIRfrDOp+ex8KtNNhGxjo6+7qaGs1d1jMHSZTu07fqtZYVGqLRqWXS3USqV4olLCojLrSxvynmOz7uIqHhKqfiFWvyNXZ1Jo8VkMxQKhEKBgRvRwmV0DEGohYDxLqIGItTK4BiWUQAQsTm2AiFiY1QMRaiFgDk2tgcg1AqAQJ1RCxFibVIeR6mFQHEqr5uHI+EScXCNpUuk5Nq0lm0ArVaqFSLZJLEbmMK5VQEDlTDrGlTBofYUMaHkx5U7DOZ9re5VPupocd2+i/0n/cpK+H7dq4ovT59eJHpw6tXBz816/SQ0Mf7l1zMHZe8Lg/rA/xLXpyn1BSjHmfj8kpayisodQTWTgGOs7vzdPeQO16hwZqzoT6nMsESgWolgMqKV8h5spQ0xk0SXsXXX8J9NCBJIgmAqnCz0WVn4Hm0GB0WppL5qBAM3A0Bo72r3wUepw2tUyErSnLunvt2L4t50/ueZ156fGNUzfStl5LW31xX9Cp7fN/2Ln4xtHYq0ejj23zPZQScGyT/8UDyy7sD96TODEl4tu98dOObvC9sCvgUUbUh4uJuZfj8y7HF99c3/zqEIK5pWXkWBBMh4pq0YLtFu1Af6/b7fZ4PHaP47M+tvdbB3u72y1mnarVoOlvs3QYtEqFRKtX9dl6UehdTrvDYevr7ensaOtqa+2yWDr0hs9A6zUGhUwnkRpEIiWLyakta8l/gf2Q2Vx0p6XoIaH0J2r1R05TiQBfwSeU8fDFfEo5m1DOJ9eDVLyA3AJQmiF6o4BaI6TiEEozSGkEyHUCCoZHq+HRqrj0KiG1FqFgYFIdTGqASQ0IuR4m14DEKg6uCaZRdSJZt669TWXRICoVLNeIFQqxSgOpVSyZkq0U8hR8DiIViDVcIeXxq9TZY49Fj32TEXEuZX6S36jZXw/bHLPg/b2ThZnHDqzwXfzH3yVOGLM7eEr4+GEzfjds6eQRT8+fIpQU4osrat4XV7wvJtcRmM00LglEA52H9soPr7fYFwEzRSKOVCZQqmCtCtYqQDV6lcILtLc+jcYvgUZfh/8J0Gwih0/loUCzCAwmnv7fUbZDV0gcLuvnm8cup71vwNbb323sUkKiFkzZ8wdXTh3avH9L4v0LPzy4eO7y8W2n0xJO7Ag6sXX+lcPB145E7F03NzlmesrysQfXLzi8cfH+RP+UZVMTA77bHjUjLWHemVT/S9sDr+wMurw7+MGxFfn3tpEKzoL1d4WMHA1QYYIa2oXEATXoMGts7UZbV8dgb6vb3uNx9rptvQO9nW0mvVmv6elo9wz2D7RZLBqlSavs6rRYbb1Oj9XhsXncrv6e7nazqcti6Wlr69AbzCq1Ra2xGIx6pVorkWtEQjmfycHVNJW+rPp4G1v0AFv0oKnkMan6NaMxl4sr4eHK2bhyAbFcQCwHiFUAsQpVxjClHqbUwyTM3xMQsQYNFr4IpDUoIb5ZoTMr2jRCoxzWKEQapUipEqtVsFYB6sRshYQr0wrVcr4Yn/lgu++M0wlL7uyNPpw0f7nPV9NGDwv2m3x2T8KR5JjQmePG/Nsw39FfzfrTsLAJw6KnDls5++uDq0NwBR8xHwtKXubhCjEtOaUAppHZxKI3s+hEPp0KMukIi4ZwaUIeVez1tvsic/PpMMyRSEGVUqhTIFopqBILFEKezHtAyHsD/HMhj44AVIhPBvhkQEAB0bcgj/S5z/J57ImO+vaCdDLAooBMIo9HEkiZEglTyMKxGESmCPyv3/q2ua1uT2rq8AAAIABJREFUj8Pptjmddo/H5bY7eto6zFq9CpaLuDxqc82H5zdPpqfs27Tq/qUfMq+ePbV/w5FtUce3B2dsX3Rqx8KDyfPWRYxNCB23acXUbatmb4qetTV6bmrEzA3Bk7ZETtu2YtqWkG/3Rk/IWO9z80DY64vrq37aTyu5KGx6yG5+qmAVtSIN3VLyoBbo04o7lCKLUqySgZ2tGudgj8dj97gd1sHegf5ej9vjGezvb7OY1QqjRtHVabE7+l0em8096HG7+rq72kzGTrO5p60NrdyZVWoUaJ1UoRWLVCCHT6zDV76tzbvfWHgfBZpY9eKXQAsIlV6gIXLd3wO0F2U0uMQSgFor4TH0YrlRqtcI9XJYI4dVckSOAq0RmhQCrVyg1ArVMp6o+m7WBp/525YuSF08JXTyn2YMHzbifw2b+u03MX4TV/hP8xk7fObIv8wb9adVC8ef2Rx2Pz327JbwtPjA/Cd3SBU1dXkVtR9Lm/LLyMXl1Hoao4XNJAMMCkijgEwqzKOLAIbklyijj0UeDYLYYrFAoUC0SqFODmskgFLEl8sAuVQgQ+/JDgUaZghBGoyiPBToz/5JVJBHgzi0z+bqDArIooAsEp9PBrxA0wkMIfBfP5xkdw66PQ6Xy+Fy2j0ut7Wv36DSCAWwlAeKuWwuuT7v7d0j+1bv3RqbefP0T7cuZqRt3Jccvj9lyaHUhbuTZqREj18XOXFros/WxAVrwqdF+o1eGTB+TfDUdcETk8MnbQwbv3bhH3aGf3dus9/zH+Pz72ytzEprfn+SXnpJSHmj5ZW0Qpg2ANsqwGs5OAkDJ2YRZTDLYpBbezs8bpvH43A67TabzePxeKwDg10dFr3GoFF2dbai5h42x4DLae/p7rQY9G0mY09bW5fF0qrXo0AbVBq9TKmXSrQIH6Y1kTEfGwozGwruNBbexxY/IlQ+p9Vns5uLuC1lrJZSPqFsKNAgqQYi10Hkur+TY5BQjQafXMYjVUM0nIzP14oUWrFGgahlkFIGy5QilQrW6sQWLWJSw1qtUC3lCgvuvgub7LNo1Ki5X/1u9lf/NnfkVxP+48+zvpu4NmLh4a1J6VvX71oXP2/M16sCptw+sqHs0bFXV3anrQm6cXxfS1kZsbq+/H0+JqcE8zGvpQJHb2JyKACDAlLJAgYF4tNEAO1vtbyhPRcUaIApFPJkMkg9NEkrQLVMoJTw5N5ui7ePiK5vocu2fzNFQCf1KACXCnJoIIcGs6kQkwpxaDCHAgBUSMqUiBkIs4X53wS0zWFFZyc8Lrfb7ugwWSQChE9jqwSQlMPkkDEfXlzZuy1q79YVj2+ffnTnzOn0zbuTI7YlLtoeP29D5MR14RM3x8/dlxoYv2xaZMDYiIVj4gKnrgubmRg4Lj5gRJz/X3aGj8hYNyPzSETezZTKx3trXxwi558V1NxS0N+pGdly0kdpc7acUKygYdTcZqOQphZzTSq43aDo7TR7HFaPx+V0ut0ej9s24Bzs+9TZZjHruzpb0XE/m2PA6bB1d3UYDTqLQd/V1vqpvb3daDSq1RaD0ajWGuQqg0yqEwpETBytPrex6FF9/u2GgjuNxQ/wFc8ote+Y2Dx2cxEKNJ9QJiBUCgiVALH67wfaizIaALWCR6zkEmshBkkJI3qJCmVajsiVIpUCVGuEJi/Qcr64qbBp+fzAGcO/XjxhZNLSeWuC/BZNmjx/7OSUVaGZ104XvHp8+9yJwLkTAmd8e2p7TPGjU+9upV06sOaH3evL3jxlNTdX55VWZBeV5xQ1FNaS6khMIo9K4lKJfDYV4lIQDhH00jy0lodWP/h0IcSWSgC1AtErhQYZpJUAqChSS/kK9IzQ0IAYQoAGoz5MXqY/GzGSBRwKwKYCqIBm0WAuHeHTYYiOSJkSER3+7wPa6bS73U50Kn/gU69CJGOT6CwiTcLkCOkUHgmT/eranq2R+3bE3r9x8t6NUxnpW3YlRyfH+m+InLt22dQ14dPWRs2MC5+yzG/csgVjovwnrlo6JS5gfJzfiDVLvtkSOeZc6uw7aUte/Lgy++q64ntb618cIuWdYZZeJhRcJOVfwn+8QMm7CdS8lBKK1KwaI4wzSph6EV0JM0xKxNbX6XE7PC630+l0OgY9brvDPtD7qfNTT4fN3u/22J0uq8Nh6+npMpsMRoOus9XyqbOj02xGgTZpdF6gxSw8rT63vuBhXf6N+vzbDUX3W8qySDVv6A05rKZCZnMJD1/Kw5fy8RUo0ACxGiTVgqTa/1ugYWolj1jOxpULyFgpn62TSPVSrVasU4lVKrFaylcoQJ0aMihBtQZRqSE5ROOmxq3yn/ztuojZlw+tO7UjLiZg5uzRX6+JXPrT7fM1RW9vXTyavCrQf8pX21cufHFx7+Ozm+6e2HgkOfrljfOU6sq6gtKawsr6yobGojpCNZ7cSME3UgktDBYF5JEhNu6zne6vAo3OdQh5CimoUSB6OayTghoUaG8tT8iWoIEeAkXHqYfOVf8SaC4d4TCEXDoiYCAIUyRlSoQ0iNnCZBCZ/x1Aezwuj8fjcbntA4OtejPI5JEbiYwWKq+JCJNIEBVbkfvkyL7Vh/Yl3bx87ObVH04d2bZ3S8KaqEUJIXOSls1ZEzEnLmx60MKRkYsmhvmOjfIbt3zet1Fz/7Im4Ou0VROu7Qm4n7742anwdxdWZV9dU3g7tezhjpL7O3JvpL66sC7n2qby+2m4N2cEFY+Q+tdQ4zsYn6tm16nZDXJ2oxam97WqPbZej33QZbOiEt/jcdlsgwMDfTbboNvlcLscTqe9v7/XYjHpdRqL2djT0d7ZajFo1Ga9AQVaL5XoRYCUQ2Q05tcXPMTkXqvLv1FfeKe59Amh+gW17iMTW8BsLvICzcdXCAhVALEaIGJAUu0X0uK3YijQILmcSyjjEqsgJl4BgTqxWifRqyVqjVQrEyhRoBWASg0rdUKVUsA/tWfL0lnDN0ZOuZmReOFw3JZ4vwWT/hS9ZN7d80crc3+6f+XwybTVIXOHrw2adO/YhjdXd2ZmJJ/YGPHi/LGmnPe1eYU1hZV15Y240gZcZUtzdUtDdXNLPZmO53BJIJfwt1rel0BTEB5VyKeJQKZUyFVKAa0M1MkhvRLSKUCtHNBI+SoxV+G9jgWyRAIGMvTGwOfbiqjDHQXgUAAODeTSER5DiAINskRClhgFmoVjMUms/45HodPp9Lg9tkFrm7FVIZLxqVx6M4XRQmXXErlYHK2+MvfF7QO7Vu/fnfTDiX1nfzx0+vjuQ7s2rolcujJw3urQBYlh81Ytm7Fs0fcRC8eEzx+9MmB8gv+YjYHfH1w1+WzKrIfpAQ8OL/rpZOi7C7HZVxLfX0p6dSY+KyP24ZHozGNRb8+vqbi/h/z2DL/kDq/sIb30Iasmi1v9XIzLU1IrVNxGi4T1ySC3dVs89j6n99Kcy+H8vMBodzntKOLt7a06ncZk1Hd2tHW2WoxajUmnN6q1RoXaIJMaJZBSQGU3FzUWParJuVKbd72+8E5TaSau8hml9h2jMZfZXMTFlfDwpTxc+VCgAeKXWtkbvyWmhdQqhFYFkks5+FIeCSNk05WQRCvUqiVqvcKAPgoN4lYlqFZBCr1IbYaRWycPBU79anXwmMuHo3/cH3VgS8jiecNXLpl75fjO3BdX3z358VpG8srFo5dN/316wsIPV3Y9OLImY03ws1P7CDnvqVU1VbnlJTmVTUW1zRWNOAweV0fEN5IpzUwWnsslfvZP4lNgr/AYCjSPKhTQxSjTMlCnRIwozWhI+SoJT4kyzWciPAbMoYEcGshjwGhw6Z+n6rhUcCjQXKaIQ4NBlkjElkiZEoQKsnAsNoUjhv7rbQysA4Muh7Ovq1cpUSB8CGQIuCQWE0dj15LI5bVl717euXB84+rQ1HWRe3ZsOLBv+w/Hdh3Zt3nditC4IL/EEN+YJTMjFk8K8v9u5ZLJ0b5j4xeNW7N47N6oyRc2z7+50+fRAd+7aT73D/lnHll6P33pha3zTqyZdmrjnMs7lrw9v7rwxuaaB/sas440Pj1e9ehw2aMjNa/P8Msz1cRcI6taTa8SUzEyNs4kBQbaDHaPw+qy/Wwv5vJ4XC6n3WG3onOknZ3tOp3GoNd2tLeiQBu1OhRoo1xmliFqkM7DlzaXZqFA1xXcxpY8xFU+I2PeMhpzGU2FXFwJWvFAgRYQqv5OoL/AWkitEjGqYGo5G1/EbCnjU3ASHqyCVCqxyqA06sRGk7zDIu9UQRoVpNAJVXqm4O6Rw4vH/kfyskn3Tq+/eCT+5P5V4YvHJwb7ZOxek3X9cHXurZ+u705b5xc27XcbFn9/KG7OvsjpGxaMvpi6kpz9Vkai1RdUl+VhMNnlzaX1lAYSHc+i4pnkJga9icnBcb2OSr8FNJqnYbZcCmhVQpNMoJYDGgWo/SJPo/iyqSi1EJ+JoIijo0voyPWvAi1hiBEqyMazOVSuBJb984B2Wb1hdwzY7P02e7/DOehwuDwuj2PQqoARDoEEU6gwgYjgiRAN11xR8Prx7UO7N8VELk1KjIhPCNuyLen4oX1H0rYnJ0avXrFkZcjcoLmjls3/dkXA2KD5o8MWjF65ePSm5ROOJk07nzLjSsqUyxvHnd44O2PDzCOrJ6fFjtm/cuyJdTMv7wy4mx727FT8i9Pxby8kfric8OFyQuHtDdhX6ayi89KGLGHtE35lFrfqJb8xFyJU6SGms9PQa+1zelxOj8vutNlsg06X1ekY7Ovtstr67I6Bru42g15rNOjazRaLwWjU6sxavUljaNUYTXK1VoSoQBZArcVVvWvMv12bfbW+4EZj0S18ZSa17iW59jWrKZ/TVMBrKRLgSwBCuQBfJsCXAYRKkFgFEjC/EdVDyfYKDwGlHKBWCMiVPGIlB1/BI9TAtCYph2gUaloVJp1QrYJUakSnlVqM6k6l2CjigM+vn1w2ZdSyKSN/PBh57+ruk3u2JoXOWxmweHtc/IX09HMH0g5tStkUt2LJrKlj//z7hVPGTh3+b5P/Y9iKudPKMp8beXJ6HaGhtLwqtxxTUIWrxrHxbC6RT8WyqFgWhwjSmzmMFi7qRDq0lYjaIaCeHkwywKUjQoFSITIoEK0c1sggNRoSQCnkyWCOBGQh6AEhHg1AL8Py6SDAhAGm2Lv95e1EChgiIVMqYkuELDHCFEF0iEPgCCg8BfDPA9rjcbjcNi/TqKGRx+Nwu91Ou8MxOGBQyJi45uayYlxpIb+5AaK10LFVOS8z9+/aGBa8ICZ6aUxsEAr0gV2bUtesSIgKWB4wbdmC0dEB42IWj4tc9F1c0LiUqKl7E2YfWTP7aOLU9BXf7wsfnhoyMjnom5TgEduXjzmYMP2H1IWXdwffOrj86s5lV3YGXd8beP/wsp9OrXhzYXXezU2l93fXPD5U8+Ro3fOzlOLHYlKZTkDsVEDOTsOgc8Dlsdudg7393ai3mM3a193V1t3V9qmno63VaNCoW42GnraOTnNrm8H0S6BBWh2++n1j/m3Mxyt1+dcbi27hKh5Sal94geY2F/JxxSjNfz/QXyppcjlEqYAoVSCpGk3zMLlRRGvWADKTVKcTqjWISiPSaqUmo7pTLTWLOeLM86cip09fOmZMXPCU+IgFUX5+ITPGhk6elLTIP3lZUNic6f6TxiyYMGrqt3+eOuovS2dMSQz1Wblo4soFkx6cPAG30GEym4bFYcvq6oqqG0vriLVEFo7DJggYLTx6M5eKZdGa2IwWrld7oDEUaAZJwKZCIEcqBtVelGWQGi3kIVwpxBaj97q/ABpkIRBbCrIk6KbM/xFo5T/xCpbH40Cvc38+aexxoNfnXU67faB38FOnVobgMeV5zzJzntyty3tNrC0i1pfkv3uctnNd0OI5QcE+EZEBm7YkHtq/ff/O5N2bkxKjF4X5TYwKmLAycOKKgO/XLx+zLW7q/rU++5Lmbo2ctHbpd4kLhycu+Dref2Tsgq/j/EakhE3aGzfnwOr56Wt8D61deDRp4ZGk+YcSZx1ZMzMj2efSrqWPTsR/vLa98uEBTNaxpncXeZiXBj62U8H9pEWsrRqHc8Du6O/uaTeatJZWw0B/r3Ww/1NPV2erqbvd0mrQGlSqLqOpr62zx9zWbbB8AbQG5sCMBlJtdmP+7er3l2rzrjUU3mwuu0/GPEeBZmPzfwPo6v8kfuVdSK4EyZUQuQYi13yewiPVgqRaCYuvQSRaRK4Tq7VinUZiNKg6NDILpZF+fOuWwO9n+Pxl3PThv5v0zR+nfjVi7ojfh347InH21JWzJgeN/zZy7sTYxbNCfSdGLJq6Niz49qk95/avSomccXxzQv3HHCmdC5DorCYSqQbbWFTTUFxPqqNwiACHCFKaOOQGBrmBQcWyGC1c1J4UHSTytsQ5FAg9LcejISBLIuLLJYBSDmvQPD0EaCFa1vj8FqRBAgYCscUIVw5zZABT7E3SKNAw82+rAwAdRNvgKkT5z5McTrvL5XC7nZ8FqMvR1/eprc3S2Woy61QKoYCBb6gpep//6v7bR5dfP7zw4v75d0+vP390+cDudUFLZy8NnBuzMnjrznXpaVsOp23ev2PdquULwhdNSAibvjp86uplk/asnpS2dvqexOnrw8cv9/k6cOqfl838NsZ3UuyiceHzRkTMHbFy0ferl4yNWzgqdsHwVQu+2bNizt7YObtjpuxbNfXExvnX90e8u7q1/tVZesFlsPq+pPmNhl5qgprMIqpFxuvWi+2D3Q5rT/+njlaLvrPDYrcNupx262C/tbd78FNXh9lgVqk7DcZec3u3wdKp+5yhLWqDSa7WiYVahCtiN9Ea87EFd6reXcTkXq0vuNFYfIdY/ZRc+5qJzWM25LKx+byWIj6uFA0BvuIfAZpU/XP/vBqm1MKUWpBUAxCrQQpZxuerIEQvUekkGqVQo5GZVBJTczV2e/yKBX8dM/3fR8745vehPpOifX1W+o45GOh3fHnQwbDFR1aF3D267cGPu9OSw2NDpu1OXJn96OzDSykHNy/aszbo2bXzXGwzrwkPE6l8HIVS01RfjGksa6I0MpkEgIEHKY10Uj2VWEehNNJZeC4658klCX51B5FDgWCOTCxQyWGdUmiQwzqxQCXkKRCu/AuguVRQwEAQrhT9C6j9DfolQf9bhCX9AmgBja/+Z16S/Rlo9KfTae/p6TIYdCIAgDksSkt9ddGH3FcP3/507e2Tyy8fns04lJxxJOX86d07t8WFBM9eEjQ7cW3k9t0b0tM2Hz2weUfqysjgGXFhM7clBaSumrslfu62+HGpK8YmBI8I9/nL4ml/Dpj2TejciVF+syL9JiybNyp83siYhd/H+X+/csHIRP9RG4MnpASP3xo+aXfMpJPJC+4di359Kbnw/t66l6eJH8/yq+5J8G8UtAIVu0YlaNEJaW0qyNpj8tg/eVx9joFPqN2Mx+2x2+0et8PjsPZ2trXq9Z0GY7eptVNn+gJovUSkF/GlPByrpbip8G7l2ws1OVfq8q/XFdzEV2aRa1/TG3IY9TmsxjxucyGvpYTXUoICDRAqfzPwVUOZ/txVwVehPwW4SgBfBZNrPs8wkWt4xCaERZMJeDqJVCdVyWC5QqSTC/Ugl37+8KaY2TN9vx4RuWDU6bSEm8e3Xd4X8Xjr2rupcReTIm7tWJ1383j+wx9O746N8Pt2U2Toh/sZj66k/HAgdEuC7/mDO5oLiwil5dx6LIQjQwQatRbfWNLQVEkgY7lMopDezCI30Ih1FFI9ld7MQg+scEkC9I04dAERNXdEK9MySKsUGhSIXgpqxAKViK9Ey3ZDK9Boo1ECqEV85RdAA0wxzJEhXCnMkYAskYABsUhcARNQif95t77RWTaXy2W3251Op8vlGhgYaG9vBxhcCQ+EWUxcbfnTB1fPHNt+7dz+55lnjx9M2rdjRdqu+PVrQ4OCZy8OnBWfFLF+U/yu7UmH9qVsS45OivXfk7Ls8Pblm+PnpsTOiAsdFRnwddDc/1g666sQn9HhvpPCFkwJmTs1eO7IoFnfhMz667LZX4XN+EP49N/HzfvLhiXfnlgz//KOwIdHIz9cWYt5uq/pzRHCx1Oc0mv8iptK4ksjp8gC1rRJCR1KdpuK366DrZ16T3+bu7+9v9Pc29nmtA56XG6n043Kp4H+nu72tu72tu7W9najucNk+QJoowRQAEQuoayl+D4KdG3etZrcay3lj0mYV9S6j/S6bGZDLqepgNtczG0u5rWU/KNAYwS4an5LhQBXCZGqEQpGSK1BKNU8Uh1Ab0FYFI1IqJcp5YhcLlTLEA2XRXx0df+GQJ8Fw3+3cvFXV0/G3zmefH67f9au9Q+2JZ5LCru6ZeXrc3veXN7/w7bl0b4jNgb75T858/bRvksn4xIiZqZvWlv97i3m/bvGjx8p5ZVAM1GAZ5JrSU2VhJY6Bg0HMXEcWhOT3EAjN9CoWAZ6ZJZN4KGFPIghRgOgCVGmeVQhyJSKeCq0LC0DdRKBRsxXwxwZyJKgT0B0TxFgikV85VCgvXoDZEkQrhzVKiBLBDBhDoUPsMB/JtBOp3Mo0B6Px2639/T0SHliNaJQQiKQQct/+9MPR7cfP5h87tT2jKNrDuyJSd0QFBk5NyJyfnikX3xSROL6FTu3rT55eOvR/RsO7oo7sjtm14aApIhJsUtHhS3+PsR/VJDvtyG+o8P8x4f7TgqeO3bpjNH+U/6wePofl83+c8z8vyb5D08N/i4teuKx1TPOb/K5uz/o4eGgzCNLHx8Lup8ekHkk+P2FBMzzw7Tiq1DjMyk134g0dWs43Xq4yyjqNUkGWpVdBrlRITRplQOfetxOl9PpdrisLo/d5hgYGOjr7+/t7uyymMytZotFZzBpDGaV3ihT6SUikxRUQWQBuRJf+tALdFX2labSTEL1CzLmPa32I6M+h43N5zQVoUDzceUAoRIglP964Ku8THtpBvBVEL4OxNWCuBoQXwUTqxFSFUKuQMgVAkodj9IgoLWoRaBRoVSJVSqJTinWCzjsnOdXdkYvCRr/p11JUx5dWn/tQNLJdT5ZB1Kfpm++mBJ9deuqdxfTXl/YeyI5JNbnm60R/lVvrhS8zLh4cl3Iwolb42JKnmVVvswqynxY+tNP2NwCNpbExXMojSxcHZvYDLIIbAaOSW9h0JrptGY66qTPwDG5BIBPggAKAtPFMF0M0UQABeGTIBYR5FIQlGm02yIRaEQ8lYivRLhy9AmIbpIDTLFYoJIAalRyoBrauxEjFChhnlTAEgpYQoCNcOkAwIGUkn8e0DabzeVyud1uh8PhdDrdbrfVau3s7NRAaoQBMpvJIIPOJjXlvsk8f2r35vUR6fti03ZFxcctWLJkYlzC0qT1kes2rdqwOeHwwdQr5w9cOZt25vimPamhK0PGRS0eEe7759ClUyJDZ65YNjty6bQgnzEBM0Ysnj48cOaI4Dl/Xr5geNyikesCR20LH3Nw5aQTq6efXjvjQvKs69vnXt487fKWSXf3zbmX5pN50P/DuRVlj/YR8y5wMA+BljcyVqVORDTJWWaVwCLjdajgNiViUoo6LQa33eZxe+x2Z6+91+qxOjx2u8dhd9q6P/UYzSaj0TgUaINUbJZBapgCUKoIZZko0Jjcq5UfLzcWPyBUvyBWv6ViPqCq4/8daAhfB+ExMLEGJlbDxEqIWAYRywBqLZdSy6NgVULAotbo5DqdwqSRmRC+pODl/ZSQhUvH/unkTv83d/dc27/hRNKin45ufZmx61xK1LUd8WUPfiy6c+J0akT8/FE7oheVvbjw4fGxkwcS508ZlRSxLP/xw6oXj3Nv33p56XL2/UxiWR1AFnCIILlJQGqB0EsoqNs+A8dEsaY20dg4Pso0SBWiTINUoYAMM/ACJgHgUhCIJRPz1VJAK+arhVwlqpXRPP1LoNEPvUBDbKkIUME8KVquBtgIjwGCXPgfAdrt+dwi/tzT/vmX2+12Ou3oYUyny2rr7+sxtlskOjFLxGxilH8oe5f1uvjDx8qi94/u/bh3x6pdW2O2JEckxPqtiJi7etWiTRvCdm5ZsX93wsnD2x/cOp159/TeHfGhgZOCl4yLiZwRGz0jatmEsMXfBfqOCFwwKnTh2DC/icvmTwieOy4mZFxs8NhVQd+vDh6zMWTs1rDxuyIm7Y2ctGvFd4fWTDu2YdalPUsyT0a9Oruy6kEq8U0aKWcHr/y4pPGmDPdMjn+vpZe2Chq7RPh2Md+EsE1S0Gw2tvUPWF2DHofB08XqBd93i6s/GWCP02YdcBg1hlatqkMnbTMYTBqdWaU1KtQ6iVgvE6rFXIjVRKp+XJ19perj5ersy9XZVxqLbuPLH9HrXtBqc5gNf0vPQ5U0Gr+UHL8K9Bcfep+MfHIJj1QKUGslfKpBJmnV6C0qs15uEsPQi/sZ60PGxMwdcXp7TNalTa+ubry4ZUnp8e05x5OOx407v8P32cWUdzcPndoctWLu19E+oad3Hk5PTk0MCpzz7cjlM+c9PHIB97oiJ/PhyxvXn12/XPjyWVNZGR1LFFBAWiObjmVz8ACHCNKaOMQGNhnLpTYDlGaAguNQ8VwGScChwQKWWMASc+kIiwJyiCCjhcfE8QVUoYijEHOV6E+ILRXyFCi+fLqQQ4EQrlwtNslhHcKVezn+vIHLlaOjIKipDcSV8JkIyBHLJfr/a6Bdbhtqw4y2iFG57Ha7bbZB1M7Z5bG5PTZbX0+rUq3kg3wSh46lFL3Jv3nuyqVTGXeu/njtwuEjB9Zt3xS1fVNUyrrQpLiA1asWrUtcumtrzKljm25cOvk088rlsweT4pYu9R8fGjgpKnx6dMS0yMAJ0cGTVoRMjgqaHBEwPsx/fITf+OX+k1YEfLfCf0TUgq+j538VO/8vCb5frfP764ZFw3dEjt0fPy09afqFHYt+OrXi/aX4ivsba5/tf7Q2AAAgAElEQVRsIr1P45efUeIyTfQPFm6hhV9uASpMQKlBSLRISD1afl+7xtrf6em3OOXktqYsdlaKrPSigV5mtWidA/ZWc5tFr+kxa9CZO5NSY1So9VKZXiZUiTgIp4VW+xyTe63q46XKDxcrP1xsKLzZUnafinlGq81h1OexsYVeDf0F0F8y/dtA/yrTAkopn1QhoGBEXLJWLGxV6VrVZpPCiPAlt88eTlw0frXftKPJcWf2xl/aF3t41aKXu1NvpUTtDpu4L84nbU3IthUhcYtm+I3+/eLJk2IDFsQHzV+1ZNbM4f/bZ+Rff0jegntXVP7qZd7jR2/v3cp7llX2/n19cRUHxxaQYTaOz8EL2DgBrYlDaeBQmnh0HMDAwzQCj0bg0Yl8tKvCYwhR73QuCWLhBSy8gE9BIIYEYckQlkzEUUBsKcyRCXkKVGCgb0el0KAUGoQ8BVrZgNhSNGCOTMKTi7kykCWC2OL/R6CtLrfV6Rq0O/qttj6rrc9utzqddpu93+m22RwDNme/y9Xf225UgRyERhQQGbRGAqag/OmdByf2p23fuHrHplUH9iRtS41OXR++fnXwusSg9auDU9aFHdiTdOX8/pePbmXeOr9ny+qQgOlLF05YtnRKeNCU2OWz4sLnJEb6JCyfFxM8dZnfmGCfEUHzvgn2+WbJhGGBk/7Xsqn/HjXnj6t8/7Ju8cjU0NFbwr/fGzsrPXHewYTpZzcvyDq5vOBmEvbVdkr2XurHo0DpJXljpo78xsjINnLzDLxcLfu9RFChE2I6lPhuDaffILQqONqa5/iLGwkZQdIX+431r/sVkMfh6fk0aDToOls1nRajUa02yFUmpcakUOqlYiXCEXHJnKaP9fm3Kz9cLHt7pvz9j3X5V5tK7hIrn1Ax2UOB/ll1/CbQaB3Dyy76e++Hv4I1pUJArgQoGBGLqEYAs1LVqjGalUaIrc7Yuytw/PCgsd/H+vqGz5sc4zMhZOw3aUsCdgTMi5o6MnDCt6HTZs7/brzf+DF+E4cvnTU81Gfk/uTga8fWrgme6v/9f+yICiflFFa/e1/2+nXJy+fl79+UvH5T+jaXUNnEbuFw8Tw+EeSTIC4BoDdzyQ1MGpbHxkN0PI+G49JwXDqehzo7olVkAVXIJUFsAsAlQTwyzKcgIF0sZMtRA180T6OBzp2qREaxQOX9U5gjQwMdqobYYpgjQcU0xJUopIZ/QHJY3R6r22N3eqw/p2S72+NCB/ntHofLY3c5B80qIY9Qy8GWs1taeAQCF0esLSq5d+lS2rbkLetjtiVHr00IjFvhtzLKN3FlwLrEoM0bl588sunhnVNvsu7+eGxvXOTikIDpy4NnhwVODQ+akrTKb21MQMLy+dGBU0N8RwfN+yZw7leLZ/7Bb+r/jp3119W+I1ODJ+5eMSstYV76mvmH1vqkr/M5tGbx+e0R13aHPkhf9iIj/NXp0LcXl727FPbubGzRrdS6p4dw734k5l6lltxlVj1g1tyn4bMhaqGaX2ORUvuMEo9F1suuFn+4pHp2uKfi/gCtwqmTe1yergG33mBqMym7Wk1GtVonVZiUGotSq5dKFDBfwqcJcPkNBffK350veXOy9O2J2vxL2OLbhIrHlJqP9LpcVmMBqjq8QPNx5b/K9G8BjcavYE0uB8mVAAUjZBKUENekkLeqdCalTo4Yrp48tGzatzP+8Lu5337nN/m7SJ9JIRPHHl0VdXHbuuRg39lf/znKJyApNHLXuvgjOxNjAsfFBo55cDa1Oe/G/ROpcQsmxy2YV5n1HPMxB5OdjcnOxhbmV2fnFL14h8kubylppNfRuM0chC4UMcVcAkCqpRExNFoTh9rCobZwKM1sagvHyzSXCgM0EZ+CoEyz8AI2AUBTNYo7wBQjXDkKtBTUqMUmjcQsBTVozkbFBtpqkQMqmUCJcKUIV4rwZf840A73oN01YHeiAuPz2W23x2N3o2b6HrfH4xjsU0AsUnUOreoDvaEKohEgKgVbWvrhadazezfOZxzYkBC+PHRORMjsqLB5sZG+sZG+G5JCTx3bmvXw3J0rP+zalBAV6hMZMicm3Gd5yLSoZdMSY+cnhC+ICZoZ5j8+xGfUMt9vIxd9F77wm8A5f4ydPTLRd/T6pZM2hU3bFDE1JWzShtCxa4O/3xA87WC87+kNC27v8n+SvujhwfkPjyzMPO7/6lxUWeZWSsElsPa5sDlPSiyTUarl9DoZn6zmEcwieoda1NVusvZ2DZqk7QJse3N5H7naBZE9Fp110GnqtmkM5k6LrqvVaNKq9DKlUaFtVen0UpkCAuQAFyZWYosyy9+dLXp9pOTtEUze2caiG/jyR+TqD6iMZmMLh7wLS/m4cjS+wPqX4Hpp/lWsAUI5SKqGKfVCBl4FckxyqUWlNMoVGpmq4NWdtNUB84b/zmfMyA2xS8/s33hy85qnZ9KrX964np684Ls/hc+ddWRLyuObGY/u7t+2Nig+ZMrl9CRC7v3qrCt7Y8LCpsx4efFWU0l5U2ExJju7IT+/Pi+v/PX7qreFte9Lm4rqyVV4Pp4jZUqEDBGrmU3CUPHVZEojE5338A57oL1xAVUooAr5FIRNAFAxzSGCfAqCEo9Si+ZjCaDWSi1aqUWB6NF3IVqtQxsxSkgjB1RCnkzIk6FA/4OSw+Fx2tx2m8uJEoxCbHV6+m3Ork+DelOnRm1WSRQgFc+ozec15EDUBh6hnlpXVVuQW/b+Xf7r59fOHEuMCopcNjcsaGbo0unLAmdEh/ts2rA84+iWqxcOHty5dkN8cHTonLAlU0IDJoQHjo8KnRQZMnHVshkJEbMTw2esDJ4cu3TCqqBJMUvHLl/4bfT8cTELx630nxDrNzZmwXcr5o+MWTAi1nfkKr/RG5aO3hI4/NiKkVdTJz9Mm//+0oryR5twORmC+odGbvknCbVXAfYqJb0qZY9K0SZVtwvFPXJJt9Fgbus2d/V3dnd0tyoVZIqysbKdXDEoZ/e0m5WGNqlC291m7jBrWw1ao0JtkGssSr1BqlTCkBIChOTa5uInlR/OF785XPz2QE3eDw1FV/EVD0lV772q41eB/oLp3wKa31KBFqG/wFqAr4BI1Qi1AaE3KwQMo0xkUcoNMqlKKqQ2vn9+eUf47O8WTBh5cNfqd48vPr5w4t2dHwnFT8qenkkOmxk8/btj25I+Pj//7HH66UObNkT5HtkQ1vD8OuH9o5Nr45ZNnnr3+OnmkqqmknLMx5y63FxsfkHNu5zq13mVL/IwH0rrcyrwZY28ZpaIDiMUmIFl4qsI/z9r9xkV95Ulit5v3bXmzdw77p62u50l27KtLJEzRRU5I0TOGUSOIookJCFyzjmHgiIUVM45JyoCRRU5CiQQCsiy9T6UWuPu6e65M/PW2h9K6Otv7bXPPvvsPwlO11yJ0zEcjek/fxhOLKC+Lzw0xbQmVWuyuKbNrMnWUp5SLd9eX9pbVex8SNKaOlsuUGkeCsgFyv8paM3HTV6++eXl2a8vXv9yfPrzzv6xen1PJFUxODI4kgGZQCFnUTwcTkGGLZEmFmjz+JlB+FgvdLh3pK25sexhXkpckIeji52hlfl1E70fjHUvOFjpxoS5ZyQFJ0R7B3gAvF2N7YGXTXS/MNH9E8j0K1vgOQer8152V4LcdILcdDytrziZfmdneM5G9yvgjc8tdC9Y6Hxvfv0b40t/Mrrwe+MLHwMv/pvt1T/Za//B0+iTEJOPs12+rAq93JZiMtcQyp4qWqGNbwmQRwr2iUp+sqp6vrF5vL51uLZxunrwSrX5dmP79d6Tg73T/aOzZ8cvXhzur7EYYnCLvP/eAaHj1aZYtapmcoRrytX9LfWTnY291bXN5dUd5ebW0qpaKlOLxUt0DHGqbW6waKI7EdwdOzuYDh8txkGqyLO91Ll+JmKYjRrVmP6/Af3vXv/8Tw3ov8GaOCMhz0uoCCkVvcyl7SxJ9tXLO0rFpnqZSxyZ7bjnZ6mn/f03qbGB49211XlZj9JiJ5qLYT1FeWG2Jt/9q5+1bnlBdGN1wqO82LBbZhEOOuCyFHzHw3sBzrZXv0/y95gbmsBOzMJHRpEjI+iRUVjvALxreK59aKZrFNozDh+Ywk0gWAiKiMDj4zksFJ00TyPD6FQEk4Zk0VFsBprDwvI4eAELL+CRxZokzSOLNazpGO6Haluj+UPb7kOSlvKUmisVzW3LX4EWsKQijnxZsfFfBn347MX23jP1+t6yaku2uM4VKLB49vQsbnAU2t03XVc/XPG4Y7hjjI8nrHHwi/hxzGQ7dLgJOtQ+3tHc8PB++b2ch7kZeal3nG0N7C11QKZXzQx+crDSjY3wyEgKjg69FeoLCvWzcLG9YmH0lTXgazvQN64OF0L89YJuXQ/30g12175t9ZOtwTfWOl8Db3xpdvnzq5e+uPbT59cufHr13Mc3vvo/Bud/B/rpj47Xv3E3/zLC7tt0t/MVQZeborVak03n6iMXYJXrHMqmkLUrER8olg5VG083tg7WVjeVS8+UWy+Uq7+ur51t7RxtHh4dvHx1+OLN/sHPKwtKcDmn7PbWeMa7TcaGSoHGEDlMwe7GytHe1sH6xuby6vbyxtbS6qp0cVUiUzIJ5JkO2EgRpC9xvCt6eiB5fjgfM1FBmun5T0H/1vQHr/8xPf9N0GLirJQCk1IQYjJykUPeXhTtqxd3VxbXllew010TzQVh9iDdCz9kxEdDBnpKM7JLkhJHau/Pd9yvTvEGfPc70JWvk0Nduhvz6srS4gMs/UEX2rP8UE3Z1ckevhaXva10pnvH8ZA51PgkbHAQ1ts/39mL6h3D9k3Odo7Ceidg/ZOwfghqdI42RxLiuQtkgQY0Bc6gIpga1hrQdAyXS3pfeGhYswlCKopNx/M01TaXKv5ty3ltcXdjeV8t3/7QvJMLVEsLa6vSDZV4TQNa05AWceRL8vWPNCXEm7dnP//y9u3bt7/8rHl59OvZu7OXb1+f/fJW88GeV6c/724drS5tEinsWRgRimZMwJldo6jWXmhty1hZTc/96s67xTWxqffuJKa3NDeKGDgZdYYx3To10DLR3TTV2dxYnNdYnIeBDMEhPeUlqb4BABcXfSODi1rXvrM2148MuJ2TEnYvIyw51sPF7rqZ4WdAk8/tQOd9XHTCfWxCPW1D3U287bRuga7YG/9gfuML4yufGV75TOfHP+hc+Uz34hd6F77Q/+5P5hf+ZHP5E3edT/yMP0l1O597+1yp//makO8qA75tiNKdrwhbhNVv88k7YuaGhLe1JDva2j7a2t1d2dpd3jxYVR2tqg9Vy883Nt4ePnvz9NXp0ZtXz9+9UEuWJ9uoD8OVQ0XvdnkvT3aEwgU6gSFlM9Vy6fbq+sba5pp6dVOtXF+WqiV8KZPMRI7Dhkon2pInW2PnetLQo0VESBVxpp0y18VA9LGQQ2zU+3YHHzfBx0H4OMhfpWcBfuqv7P4Dyn8WDxURZkUkqJAyJ2Pj16WCXaVyX72xoVAJ8PM95clxbjpuOt9nhPrBJwerKu7dT3StyPAC16bXpvnHOpsAvv/Mx8K0/G5GR+njzKDQCDurdA9AS7p7dYxtuOm1WKD1ZH0HDjIzMzEKHuxGDQ8RhscwAyNzfUOwniF47zCsbxTeP4YYnMSD5+hQDBtFYaD5LKyQieGREUwSnE7BsOl4Dh3PYWN5DDSHjeMv0GQK3soiXyXhLos5S1yqmIRioqEkAoLOJos+fLhIsbC6LN1QKbaXpRtSwYqIsygVrCxLN9blO2rJpuZ+UcJXCljyBe6SUrH90dmvr1//8ur1m1evzl6enZ1pLvl+fftOUx9rvij87PilQrFKILBmZzHd/ZO1zf0NneDKtrF7Ze13S2pTch/FZ+RHpmYF3UnyCY2KuBPf1dmq4FMllFlEf8VEdwOkq2Gw/nHn48Lp7noFE8WnzNaWZ/j6mllbXzPUu2Cqd8XZyiQ62CMvLawoOyo51sPDSc/W4nsXu4tezjf9bxn6OZs6A7TtjG9Y6l221Ltoof2D4eWv9S99rn/pc+0fPtX74V/1L/zO8PvfAS78we7Sp956X0QCv052+D7d5dxdpy/ynD8tuf1Zud/5zgRTYnPCOrplm4U6EFF3JLxthfRgbX1/dXdPvftk/fB4Y+PZ+vqRSnWyvv7zk6dnT1+9OPn59et3bw42t4hTvJYcJbj85zX28eG6VCgRUHg8MpFPp0oFIvXK6tbG5vaaakMpW5MJl/lMLhaCGKmYaEsGN8fMdqUhh4pw4HLsZDNptoOB6GOjhlnIIc0liwA/+V8F/Q/OhQtEqIgEFZChUhZuTcLfVSoPVjd3ltU8zOxAWVpBsE2ktWFOaCAKPDrQ2RjlCkz1sW/Mii2NCUx2d7C5/JPp9z+6Gpq7GBo7aes4XbvodOlTP51/c7v0z8a/+8j1h58GHlVgJiYR05NTQwOIwSFU7wCsq2+muxfeNwjvG4T1D8L6hmEDI8jhCfzELHEaRkfx2DjB+/605oCIY9NwbA1oFpYnpEik7CUZZ1lTFotYCjqeh4NRMXNkIpJBx/N4NImEu7woXltb3ttYOVDKNsW8ZTFvWS5SL4rX/i7on9+9efvu51/evTn7+fWbt2cfvhH47td3Z69/ffrsxdrmAUegmJzDNHQOPaxuuV/eknO/rqCiI/Nxc8TdYv/4dO+oO57h4a7+3vaet+w93LwDfatrSrlUlJA4M99bNd3fMt3bMFT/YK6vXkSYUAmQJERXYXago6OOof63OjfPWZnf9HIBxoa65yQG3UsNig528nUx9nTU9nbWdrW8ZGf6o7X+96ZXvzbVumGqdQ2ge91c94rRtW/1Ln2pd+lznYt/NP32/7H88Z8cr/7OU/uPIUZfxAK+SrP5Ksvp61zX73Kdvypw/qzU86uWyOtT+c7szrRVaI0KObhBnt3hUrYlC7vK1T317sHGs+O9l2fb+89X1w8WF5+urLza23v57OT5yevnL39598vr1+vSbdzoJnbwUEHZVkuXF6Qq/iKfQqJgUDQCSS5V7Gxt726sri9L12RClZAnJMPwkPqpzoyJlripzlTYYAFitBQ13kCcaddkaAZ8QNPC+5+A/osWB2FWc8MiIs0KyFAJE7sq5u0qlU/WtnYXlbjxgbu+tn563/npXvE1NsyNvpMaHuWso29/7aq3kYGb1nXn61eNvz73/T//64WPP7n5x09dblwL1L/hfulPPlqfeF77A+izf3b99tvKpJT5vl7UNGRmZAg+MIjq6od19c31DcD7++D9fbD+AVj/wHz/IGJoBD06jgZDyPM0JprDJQg5eAETx9OcC2k4LhvL05TUXIJQQJUsMOQS7rLmgpBPl9JwXByMipolYubIFAybSxWLecurS7vbq0cr8i0JXykVrCgWVhULq/8oQ79/evTu5ze//vLzu3evfvnl6PR0e+NIJlGTSJzJGUxbP/hRbdvdBxXJBQ/jM0qi04pSimpi8x97xCTZBgRaerlbejhZ37K0vAWycLKwsDMLj/Qb7K6nIcdwk11ocOd4W9lYYzFjrlPNmWGiuupLYyMDzIwNvzfQ/kbv5tcgk0v+7sDkyNsZMZ5pUbdj/O2C3QH+rkZetjdtDM4DbnwGvPkVSOtra1MdWzMdWzMtK6OfzLS+NLz6bybXfmd64+Pb1/7JT/f/RAE+S7U5l+v0XYHrt8Vu50rcvqn01aoJvNkSoduXZDyV54CvCGC3Ji70ZPP7S6SQJiV2epPL3l9UH60/Odl9fvrk1Zu1zUOpdJ3N3Bbxj9fVLw4Pnj493n96cvrL23evn7/bXHwqoWyKSSoJe10mO1HtqcQiDoVEwRGEfNGaenVnXa0pOZYEPCkDS4d3zfXfA7cmQjpS5wcKESNlOEgLabaDButhwAc+gOZhwf9/gZaQ5yWUORFplk+aWaAjVSLWjnLpyfrGkUrNhk7FOwGtv/nY59oFq2/POdzQtdE2sb2ubfDFV+bnv7H+8VvH6z+66l7TPf+50Y/nA4HmRQFeJZ6OycAbDwIta+M8Eiz1fH76LtfXe7K1CT09AR0aQvSNoLsHED0D8KEhWF83rK97vr8b1t8HHxpAjY7iJiZwEAhuGk+F09hYDpfIZ+P4mi4HmyDQgKaj2CwsT/MYUcxZ0gyRaqpkTZ5GzRLRUBIORqXgOAvcJfXijnpxR7GwKhOqFAurS5L1vw/65zea1tvzs7Oj5y93nh7L1zaYCxIEjDwwMFVe2ZpTVJ6SWxKTmRealhmYnO4dGucZmhB5tzA0I98pNArgedvY2dbYEWhqb2DmYGRopX9V/4qJuU5uZhwc0kOHj6DGWtofpw3XZtNm6leY43hI7d0YZ097LaDJFQdLLXODC6a65wJumdyN9ci645EW4ZoRdSvKG+Rrp+tidslW75yd/jcuZt/fBlxws7rsbnvF3eonF4uvHUw+cTT++Bbg975Wn2Y4nM9z/aHE51J18I3mSO2OGP2eOKO+BKOBJNvxu04zBW7wh564ygBybRi9PppWF8NsS2f1FIomO1ZIuAP54unW/ou9w5Pt3ad8lhqPkMCn1FTM0bLk5eHuyfHT/aOnOycvz85+fnf6/OWmYkNGU4tp+8uyN1v7RxtrKplEwOLwOHyFTL6hWt5QylalgmWBYJFL4WIHYYNFY80JU50ZyLFSPKSeMtelCdp8HwM+oDkactBj/5OS4y9Aa3aWkqd5xGkhFa4UMLaXFw/W1g+U6i2hYLDkXoYjINZC20fnSpK7R7JvaIA1wFHnUpidUVHU7dwQx9QAayvtryy1v6nNSoHVPhxMj7x/G9CbG4Fse1AZ5R184/tUZ2tIUy1+ehI6MIzqHUN3DcG6+qB9PbC+7vneLmhv51xvD2ywHz02hp+cJExPE6bR1HkCE83g4LhsPJeJ4TKwPCaOryk56Cg2E8PVPNwSMuUKoVozFS3mLPFoEhqOS0DQ0VASYho/B8GQMCypYGVteU+l2JaL1HKRWqXY/rugNZ8Zfv7yl43dI+HiKp4lGINimvrHy+s6cosr4tJzI5IyQhJT/OPi3CMiXEJC7N29HTz9A+PTApPvOgaFgTw8zFzsTJ1ABiBdQytDfZDhdcMb2obX42MDZ8bbKciRsZbC+oKIiZZs9lz9Cn2EPNV8N/K2r71psLdDiK+9PfCqqfbn3o5amXdc8xO98+I90yMcYrzMva1v2OmfB1771ErrD26mX/pYnQtxvRDtcSnW82Kc54/JXj9k+P5UGHLtcaxuazyoO81mNNd+uthl7qEb7IEbvMQdXuKBKAlAPQpGVYQgq4KRVcHYmmBybRitPoLRFk9pTWcN1ijQ0H2h4Llq+alSuiGiKSAdnL5q5kCtDDa0L6C+3Fk9Oz0+PX25e/zm+fNffjk9O3uyvb/CXpMSduTswyXZ893tw60N9eKySLAg5AuUcsmGUra5KFZJxCtCJg8/Ojd4f7w1ZX4gnzBdQ4a2Uee7P4BmIgY1oNmo0f/eofA/yhaToRLKrIg8zSVMCihzSzzq5qJ0T63aUCifKJa4kImW1Oh4yxvx9npj1SUj9XV50R4hDno5YXaD5cmVd72L4p3tDL4E6vzxfnIYoqFkPDMs38WwJSt8rqO0Mtbb9/IXEaba41UP8ZNjc31DqF4wtmcM0TMAHeyD9fXO9XTPdHXPdvfM9Q38e8kBxVLn8UwkhYNjc3BcBppDQ7LpKA4Hx2diuEwMl4XladI2lyr+83yzcoG9yKNJWCQhHc8jo1l4OG0GjMTCqSLO4rpyf125r6k31Is7fxf0ycmvWzunYvkGjiIYn8U39IALKttSCyvjcgrCUzP9YxN8YmK8IyNvhQQ6+fs4+HqA7Gws7O1uB4V4RkTbePqYu7iY2NoaWVkYWZoYWJgYgEz1zI10DLVCwzwGeyrnJlo6Hse1PYwkTZQqqX1SfC+0s/xBSmxBQkJ+emxUoIujxWULvc/dQD/E+ptn33HLi/VIDQbE+RgH2N1wMjxno/VHJ8NPA22/ifW8eC9MpzTetCYF1Jxh25PjOJTrMpZ/a7bEZ6okcL48BNsQRmoJJbWEEuqD0ZXBiLIgUnU0vjoKVRMJq42YrwlF1oQQakPoTeHo2iBUbTS199EianKPS30ioqtos6zpFmJlHOpxDL42jT9SrcRNPFGIXh8dvn31y4sX746f/nJ2/PbtybPjLcG2ArMpwW2JGU/W1Md7O4c7e8uLSj6Xt8BjK6WCzUWxWipTiVg8/DhitHR+IJ84VUGBNmEnG7GTzcSZdup8929LDi5m/L8Kmo+d+tsVCHFKTJ4RkSFcwiSfDFVwyOty8c6Kcl25ur+oXoAheu8lJThcTfPUQvaVzfU2FSf7eVteTvI2G6hIrrrrV18QEeCk4255NfuOL7yxCJwVUuhu3FWcgBlrbcyOCNT52vPyF8OP8oiQ8fneEVT3BK57DNk7ABvph/cNzvf0Q3v65noGNYdC9CgENTZFgqLIc2g6nMjHc/hEAQfHZ6C5DDSfixewsDxNC49NEDBxPCZR8MG0hLssYMjYZBGTKGAQ+FQsB4egMclCxcLqxsrB2vLekmR9SbL+j0AL+Co8QTQ+iWvpmiyt7csqaYjNKYtIL/GOi3ePinYJCXEK8Lfz8bS67WLr4ezg7WJlDwLZWd3y93MPCbVy9zS3dzaytDYAAE1BID1zMz2AuY6p0ZWbl9zcreuq8/o7H7U8iBisTRShGneFYCq4tjE/uSG/ENo1VlGcHeJhY218wdr4KzuTL30driQHW6eHOeXesU4KMAmyv+oF/DHE/nKyn15hnPnjDFBjmnVfofvEI7/58lB8TQy+Ihr9MAxfGomsiUXXxeCaI/CtYbimEEx9KLo2Al0bTa6JwVVHo2qjEc2xiOY7qPowXG0wpT5ovNhpstSf2H1/GT2+yyZsMmD8mRZoU/pMtstUthu6NJzRUSCYbFPTCZitXhMAACAASURBVM+3tn49ffvi+N3h3uvXz969e/3y9RPJgRJzsEx6quJvLSmO93ZePD3eXN/ic3ksKknCY6zJhCtiyZKAxSeA8VPVpOlyDqqZPNcEHSifG6zCTjbT4b0s5BAd1k+bH2AhR/4bbTs+dkoTf52wCZAPoHmkWc2I0rZyeVmm3F/ZFsJRA/fT7wUaZPjdGK5PHWosyopyt9c9F+6sN1KT1XQvur8qN+wW0NbgYnFGGKw5vzfJI9Neq/thKmVusKXgjq/Wn9y++7fhRzm0GQi8fwzROY5sG4a2d830d8F6hmA9Q/O9I4iBcfTING4cigfPYcDzeMgcbgpGnccLCOwFqlhIFnMJYjZOxCMI2Tg+G8fnEUUcopCJez/AJGTKZfwVhVC9wF5kk0Wa2SYajsulS2RC1erS7rpyX724syzdUMo2V+Rbfxd0zySirme0oLIppaD0TlZBWEqW351Ej/AYZ39/Oy8vy1u3gM6OQGdHK1dHazcnm1vOxjYgUzs7oJObtZsXyMnT2NpRz8JKzwJkYGamZwbQNQdcNdS/on/T2hkUExuQlRPZUZWCm6pfwA9KCaNjDXmVeWETnSVTA2V3U6O9b1k6AG962mh521z2t7oQd+t6fphZfpRhYaTh/WjD8njzpnSb3lyXkYJb48Ue0DIfeFUQujYCW38HVx+Pq0/G16cSG+9i6mLIrYm0jhRSSwKmLhJTF4ltiMA2ROBrYqitybim2JmKQEJrDLsnCfbIayjdsjfbE1mRsdDftYMnP1sQLuGmEbWZYxm3R+864sqC0I/8WW2pnIHSJTz0eG3z5cHZycHJy+PXL07fvHx1dvr86GBdtC1FHclhx3LZiWr1ZOvpk83ni9INJoXFoRCXRcwj2cKWkCMjY3iYaS5mgjzXNzdUDekvR03UYKfqidBWynw3Dd7PQA6zUONs9AQXM/rbkX8N5d96/ZtXKn+jAiHA+NiZBcKsmAgV4GalDPyqVLCxrFiRLx6oN5QU+kjpvWQn7Twfw7n6HHJ/Q0NSoPO1PwZa/ThQm9xdk1T3MN7H0dDW6GpddupkzcOO9Jgid9BEdgS3raQx3On29//b9LtPazOz8P1zqJ5ZeO84YnB4vn9wrm8E3v/vgRwcQw+DcWMQ/PgUaQqKA09x0MRV4dKqcFlMk3AJQjZOwMDy3hfTBCGXtPBhSknT7tAU0wvcJT5TxqZL2HTJonRDvby3rnqiWtpdkm0uy7fUy3trKwfr8h2laE0hVIs5SxK+UsxbFnEWVxZ3PrpX3pBWVBaRmusXk+IZEXcrJNrRL9jG08/W09Py1i2As7O5gx3A0R7kbG/p4mDl6mhkDTS2sQE4uFi6eFg43DayctCA1jE10TEz1TIzu6irfVHnGtDePDTcMyk5aKyjiIPpF2AGsCM1nY+S2h8lQgfK+htzEu4EBnrZBN0GxvpbxfkYx7rfzAoweHTHsjnXseOeS1/x7dFH3tOVgbCqEER1MKI6GF4VhKoJx9bH4Bvj8A0J+IYUQkMaoSENUxdDakmktCUTmuKw9THY+ih8Ywy+MQZTE01qSSS0xKObomndifCqoPYE084447F8b2J9tmKsZ59M3uMyKaPt3TkhrTG2U/fcydXhuLIgVlsKq69Ejp48XFIebx2f7r8H/eLlmxenT5/uKnYV+H0Z7Kmc82xFfrK5ebT5ZH1lUy6Syvic5QXWnkS0K+YvMYgC3CwXM0GD92MhLUhwHRJcjYHUEWZbKLDOfwz6r3Lwb0H/x8T8W9AC3KyYCNWAltBxagl/Y1mxvrJ0oFbzYLCmu3F3rK/c8zOdqsyG1pc9iPRz1f7OF3CxMsM/P9Y1ysvMyvA7C73v4zxcsoM801ysY0xv3PeweuRjFXjjM4s/fHTp44/SfP2gLcOYvrm5rhH4wBByeBQ5PPFXmrGjk/jxKeLEDGVmnjIDFxIYasGiir8opkn4pAUuQUhFsWloDgPLY+EFH2Y5OEQRlyQS0qSa8dH3QHnLIt7ykmRdpdheXdpVKbaVsk314s66cn/jz6A158i/AB1ztyA0KcsnKulWSLRzQLijX7Ctl7/VbR9zJydTBwcjW1tjGytTOxuAgw3QyQ7kbG9gCTC0sjK1dbRwvGVud8vQ0l4DWs/cRMvE+JqR0RUDPR1zY0d3h4gYv8Sk4LrSJOJsBxXaMdP1cLg2Gz5QToI2t1cmJ0Z7p8R45yX7FSV7ZYdZZvgbPrwDbM12G3nkMV7mPV3pP18TjKwLRtUGY2pDcLUhmIYobOMdQks8oTmB0JyCb0zFN6biG9OwDfGE5iRCcwKuMQ7TEINrisU338E33yE0xBGa4nGNcfi2BFxrbEeKVZH7hfYYE0xVBLk2nd9RrZyb5s6CG+4l3PUwKQ8CzuZ7karC8GVBrOYkZnfBInL8UL54uvn0dO/pq2evTp+fnb44e/Xy9MXh+tEKa1eMfKIgHK2wjjcUR5vrTzY29zY2tlaWVFL+lki4KxWpufQFIpyHg/AJYCZqgDzfoVkORpxpocx10GH9DPgQCznGQYN/+8pQU37890DzcXNCPFRCmhMTZ/nYqQUqSinibChlu5vLx9vrxLGRvIBbt278MdLyYkmEZ26Ar78lwOKHb8zPfxpges3D6ILhhf+td+n3Ny//Tvvc56ArP7hoXXG5dN5f5ycfrfM25/8F9NX/Ove/PnLV1x4ub2VM4pD944jBIcTQCGII/EEzamgcMzKBG4MQwNPEiRnKDJwJw0gonBWefIktldDFYoZ0gS7RpGcWXvAhNKY1az1EdJmEuywXqOQitWJhdVG8pmnSLUs3liTrStnm2vLepuqJBvSycFUuUEm4yxK+coG7JGQrVhZ3PvKLSfGKSHALjnLwDbHx9LN097ZwdTdzcjW0sTGwtta3sjK0AhnbWJnZWVk42oKc7fVB5npAoKGlramts6mNqwHIThdgqWcBMrAwu2FkeN3YUN/KytLV0cnLxcvXxT/QLTMpYHakgTrXixqqRQxWMObaqHPN7RVx91JDKoviGh/EP0j1SPUzzPLXqU+1HX3kh6gNRNYFIeuCkLWBqJpAbE0woT6M3BRJbEkktSaR25LJbamk1jRiczqhKY3QlEZoTiE0J+GbEnGNCbjGOHxTPL45Dt8cR2iIw9TF4FoSsK0J4w987vtcy3Y435VgRWm4g34UjXiYRmyrGa4sDLE3cL3xx/veptACb2JFCLbUj9EQy2jPWZwfeLIgerl+8Hzn4NXhi9Pj189PXr968fLn0yfPNyQ7C7hdxfyhivB8U3C8tfhsZ/XF4f7x3vb6klzFF2yIxat8toyGkdERSxy4hDrBQHTPD5eiwJWEmUbKXAcN1kOH9bOQI/8Y9F/x/Zul84fg4WZEhFkpeW6BMMPHTgnJiEUBfW1JsqoUHm2sYEb6070cQd/9i82PHzvfuGB96aLp1as633x96X//k8U3nwaa3PAw+SnITc/c6Evtc196WpjdDfSNdrSNdQIVhbqX3fHKD7I1PPf/ml34uim3hAcl4Uen4QODsIEhxOAkvH8EMTCKGhrXpGdNvYEfnyJOwjgIopTKVzAXZHSRlCGRc+RyjlxAlXBJIjZBoGlLc4hCDlHIJgg0y8QEVMkCe1FTTGsaGjKhSiZUSQUrMqFqWbqxrtzfUh9uqp5sKHaXBO+fIUr4ShFn8T1ol8AIJ/8wO+8gS3dvgMttEwdnQ1sHfWs7PUtLTRhYAo2sLTWgLV0c9IBmuhYWehZWRlYORpZO+kBbDeibJnpXDHR0QAAHHx/P0GA3Xw8PX/fwSL/stHDs3ICQOIMZb4b1l+EnqhGjj1rKImuL47qqMlpK7uSEAxNuXS4K0evOcZ4q88U1BeGaQnANwZi6YExtCK4+jNp8h9EWT+5MJ3emkzoySB0ZxPZ0Yns6viUd35JOas8ktKXhWlKwzcnY5kRscyK2OR7bHI+pi8E2xNJ7787XRj6OME6y/rrA/cpopjuk0Gsyzx+cHTGYn1AU4+Gk+5X7zU9qwq1gxX6E8mD8Iz9abSStMV0G6dxmUE8W1c83917sPzs9en387PXL07NfX56+3l/bk7O2FXNPVrCnm5zTTenxpvLlk/0Xhwfbq6srfJGSz1/mspZ51A0xdVtKkjOmyNA26MB95Gg5YaqBAm2jzXXT5/tY8GEOcpyD/u2E9H8O+u8FDzezQIRKyXMiPISPg/CJMBmXolYsbK/Ln++uy0jY0cqiTB9Lf8BPzjo/htrbJ4SHxnh52F+76nbtUmlUQGdxUn/d3QhfI4trPyUH+g5UV91PjEvz82wvSsf0VvQ9ig+xu254/pO80BjyGIwEnkEMDsEHh3HjUOTgmCY9o4fBmJEJ7OikJshTKAGGLqMJxBSemMKXMhcUXNkiTy5hLfIpYs3doWZCmksSsfB8LkHII4reL31kL0q4y5rRZ837FM1blaWFtfWlvW3V4dbKe9CaxoiErxSyFQKWXLW0+5GNZ4DVbT/QLS+Ay20zJ1djeycDG3s9a2t9Kyt9KysNaEMrkKmtJdDJzsrVUR9krgMA6JiD9IG2BkAHXYC1jjlIFwC8aaJzzUhPzwpo6+3l5Odn7+EWEOqfX5STnRGLh08IyFD4cP1s90PE0MOZnrz2isi2suTW0vjSlFsp3tpZPjfqE4GjRS4zjz0xdYHY+iBsYyiuMRzfFEVoukNqSSC3JlK7csgdWaT2TFJ75gfWhLY0Smc2se0uoTWD0JZGaEvTsMa1JJFaEsltyeTutNa7TjGgL+OAX9ZHWsIfRY3m+888iBrNjXgQ6hhoedlR+w8JNj8MJrvMFfpgH/hh73tTKkIpNYmS0YZ1AupYojhZ3zrefnJ88OLZ0dnzkzdvX75+e3TwTC3fXcLtLxGfr/Febiqery+f7u6+PHy2v7W3sqCQsjgyDmtDxj9SCXblFCFxBDFSMd1bCB95hIfUUqBtVGgHfb6PCRviIEf/JmgeBsLDQH5r+r1aDOTvg54Sk6ES0owQNynAT/GJc2IWUSnlrSllmwqFms0SzI8Pl2dkBlu7mVwuSozpaa6qu5/nBzIHfPdNhofjWGUusq80J9rGw8zgbmgAYnCg83FpSpBPTU48fbJ5pjnnbrCF0XefhNo6QNv6mVAYHjyOGBrBjs2ihsY1mj+Axo1BcGMQFowkJfHkNJGYwpfShHK2eJEvWxYqFvlKMVPGJQlYeC6bwOOSBFySgE3gad4m8knvv4Yoov/Fq1jND80rw03lwbbqcEOxqxlsknCXpYIVIVvBZ8pUS7sfmTu7mzq6Gdk5G9k5Gto6GNjY61pZaQGBBtbWmpLDwBJoYAk0sQFZONpauToaWAJ0AABtM6AuwFoPYPcBtC7Q8CbA8AbAVBsE1AIArhsaWNlbR9+JSE+JBQ+2oyD90P5a7FgtcvjReGtaT21UZ1l8ZZZvVoh5hrdWabRxV5btRIkbosob2xiKawojtEaR2xNoXanU7nRKVwa58y6lM4fckU1su0tqzyR3ZJE775I77xLb08kd2cS2TGJbpoY7vjUV15JCaEujdaYR2pImHwfneN8IMf4030t7KNsH+ThutiZ5piy5JdErxuaaw43f+xj/8aGfzkSa40yuB6LQE1V0m1QaQKyIEQ1WqZGzR3zBiXrtaG336c7J08M3z47O3jx/8+vJ6dnO1hMld1tCf6YUvd1Sv9pYP93aPd0/2d85WpOrFxg8OYfzRC0/3pSsi3C0+Y7JzqLprnvwwQeEyRrabAsd2sGAdrNhAzzkqGby7s/vsiZ52EmN5v8qaD5+WkKZExOnBdgJDWgRA7ck5uyo1rYWV7aFYjl2DtVbWncvyM3i0r2kiPGeqv7G0pRgT8DF8z5m2j0P0nH95T33I6McQVHOdlPtLSNNDQl+HllhHsieR5C61MepbnZa524bGfc8rGZCYZTpKeTwKHIIoqGs0awpoEmTs2QIlI9iyskiOU0kpQmVXJl6YXlVurKhUG0v720otpUitYQl/8CaRxZy8QI+UcQnLWjaeZrkzaNJFhhyzQyTmKmQspeUorXNxb3dlcMNxa6Ct6JJ5FLBioAl5zGkfwHa0NbByM7R0M5OA/pDDa0PstAHWRhbAzWgDa0sdC0sPoDWMbfSNgPqmFvcNNO9YW5w1dToqqnJVWOTi9paN/V1rW2tcnMy2poqB9qqZgdq6dB22MD9nqqovtqo9tKYh0muqT56uUH6dcmgnizryfsu5OYgbFMYtikc1xyFb0sgdaVSurNIPTnErhxyZx6xI4vQnklov0vqzCJ3ZZK7MomdaYS2bHzbXWJHFqU7l9yVjW/LwLelkTrvEpoT4LVRrekOcXbnEx1/aE9zgxSHg3MD+0piahNupznre+t94ab/aar7ld5UG3yR13yBD6rYG1vkQX7kjy+N5HaVyqdHd2j0E/XakXrzaPv46MnZ0ZOzVydn756/evvkyaFKviFkH8kW3m1tvt3efbl1cLr//GD3+YZyU8TkyXnc403l823ZEguGAdeNNWdPdeZpQFNnmv9LoP8iDf9noBcIU3zsmJAAEZDmhXSsQsTaWdnaX9neWZAzISNznff7qhKcTL+L8LZtq7o72PKgNDfOzVzbQfenytTQyarMweKonIBbQZamw3XVkx1tSQGeCT62kKasobLI7tKoIFs9Zx3d8tQs3CiYBJnEjIExozMfQGv6G2QIlDYDY0ARAjRLThbJqAtyxsL6gnJ3eXN3ZePJ2s7p3qvTvVdHG8dqybqAukDHsFh4roC6ICAtCMliAVnMJQgZWK7m7RabIBDRZTLOspyr1GwVW+Sr1uU7H0C/f2X4W9BGtraaMLazM7azM7Sx0QWBbpqbawEAWgCAloWZloWZDshM39rC1NEG4GJrZuOoawbSNrHQNgPeMDa/YWahA7TSAVrpmFvcNDG7bmysbwHUtwD+ePPGNX09F2+v2prGjqam6uKc3qp7iIFH482pXZWhNSUe1cm3H0TZFoWYlcdZtWY5dubZj5e6E7qi8D0p6PZEdHsytjMd151N7C2kDDygDDygdBUQ2/MIbdnE9hxKdy61J4/clUNoz8S155K6C97/b0sOqS2H3J5LacshtSYN5riW+l67736pIdykN9m1Jc6lPNgmxdsmEHTNS//rWJsfK0JMBtPtofmu6JLb8JJgfFkE7nE48kE4piKe2lYkmmhR4yGHUtZTleRoZ+3J0cHh8cnhk+OXT07fvfxlT8pfIM0KCCNrMuTTXe7J4dLRwfbB3pMd1caaYmVNsfh0c/V4QyEnQ7D9D+GtOfPdhaiRUux0LWquEQtrpyB62cghLmyYiYCwUJMcFISLnuRjwHzsmAA9KkAPs3GTbNwkBw/hEqa4hCkOHqL5ywfufxUC7NQCYUpImBAQxgTECT5hUkyBrwioapVye3tzZ1ONGG2drL879jgmKxTkZPZjRbr7bMe95vux8X5WZlc+zQi0bs0JGswPLY51j3Q0rslPnR7tKkuJzbIHVEU4NZcENKWFpN02ddP6OifQkzw2O9sBxo7NIsfGUMOzmFEoATxLmpylTc2z5zAiBFWCYkoIQjlZtMiQrnDkayLltmz1YHnrcHXn5f7rl/uvj7eeby/tKoUqKUvOJfKpSDodyWJhuGwsj4ZkkeZppHkaDc1mEwQ8gpBLEHIJwgWaTLNeTC3f3lQerMt3FvkqTQ2tmZMWsOQrizsfGdnaGtrYGNrYaFgbWFvrAIFaAIC2hYW2hYU20FwbaK4BbeJgbe5sZ27rpGduqQF90wTwAbSWqbk+0FLXwkLLxPSqvsFFbS1zW5uopMTq+qa83Oy02PCCpODeynRYf/FIU2Jjic+jWLv8ENOCMOP6dLuBEs/hh7enK33xndH4nhRCbyqhJ43Ym0XsySH25JJ680k9hbSeImp3IbU7n9ZTwOgvYPQX0HrzKN05pK4iem8JvbeY2p1P7bxH77nH7M6jd+bMPg7uTrevCNQq873eEG7SEGFR5KGXCPrJVetzH8NzKS7atbH2Y/m+08U+MwXuswVuqEdh+IpI3ONwdGk4tjKB3HKPN9qgwowdLfCfKhWHG2sHBwfPjl+cPHvx+unpuxdnB2IBqrcBXJNFGioRwBrWWNMv1iVv97df7D872Tk8XN8+2lx/ur6o4qFoM83o/hJUbyFupBQ7WYmE1KJnmonzXQz4EAc+zEROsFCTbCSYgwbz0ON87JgQMybEjPBwkN8GFzvJxU5yMBP/96AXyDAln7K1qpRJxeolGWq8a/BRUk9+WGGUq4vZtZzwWwPV+e2lObnRARaXv/Y1vV7ob9+eGpTgBvLSu57s41VVWJAfGRNrDrgDNEgMsAoCXLtt8C3wx98nebmSwPMEMAYPQcwMDCCHJ1AjYOzYOAkyyZqfE6KxMhxFgWdIiQI5WbTIECvZMhV/cUO8siNfO1jeWpdtbiq2NxXbq5L1ZcHKB9DoSQx2CkeYJZJgFDKcSoJRiDAKCU5lojlMDJeN4wspEs1O9aWFNZVsa12+syR4v0BMA1rIVmgytJ2hja2BtY0m9K2sdYAgLYCFDhCoCW2guQ4IoGcFMLKzNHW00YDWMQXqmIN+C/qGsamWqfllff0revrmdva3/P0iEuKzigrvpKXe9vUOC/aJ8HMpz4miTDchBks6H0fcjwNkBmjlBevUZ9oNPfIZL/ebqQlBt8WS+1Jpg5n0oWxqfza9L5fWm0ftyaP25JE788ideZSue5TuXE2QOrOIHZnkjmJaz31aTxGtO4/alcPozqR1ppHaEscKvTpTbesjDBsjjLoSrHqSHRqibUoDzVKcr93zMqiJtu3L8QYXBoILfafuByAeh2IrogmVUfiyCFx5FKE6kdCQyeovW4L37XH5h/LFQ9Xawdbes6Pnp0+fvzo6fvvs5OeNDeJAa/td/950x+mi2+TmZBWi40SAOVnbOdt/+nL/yeHG2rZSrOCgiTOtU91F7Mky5lQldaaWOF1PhLZqPibExUwwkeNM5DgbNf4eNAYswo6LsON8/NRvHWuCi/1HGVqEhwjwYD5+VANaRJpf4pLWFKIl6cLrZ0d02FSmt12g4Y+hQF3rqz856Om6mhjb6uk46OkafvGZ6Z9+b/v1710vfOL44zfWX35ldeGStbahk56Z/beXDf7wqcGP35h//2/mP3ys8/U/hbnYYkegjHkGYRo9MzSCGQMjR4aQw/2EyWEWbEqERckJBAWBIiFypSSelMQTEThCAktAYAmJ7AUyl0fiCSgCIVUopApFNJGAImDj2VQklQgl4abxhFkiFUlnYtl0NJOCpFNRDMqf33GxcXw6hsPC8xdFq6uKnTXZ9rJwVTOj9wH0qnL/I41mPUurD6EDBGlbAHVBlrogS10QSGNa19LCwAZobG8FsHPWB1j9R9B6FiBtM8BFXd3rhkbO3j5RyUkRCfE+oSFGdtZ6FqZunq6+Hi4PcxI56DHabNtoQ0ZdjsO9SL2swOsP40wbsx16iz2mqsPQ7YmM0Rw2+B5jOIfan80aymMP5jP789i9+ZSue5Sue+SuHFJnNrEjk9B+l9iRSezIJLbnkzvzKR15pPZMSnsaqS0R2xQJrwqYuO/bn+XcHm/RFmvak2Q1dNdlMNujP8urK8WhJ915ONdrqiQYWho+XxaNrI4nNKURa+JI1TGEyihSZTSxJgFbnUJpL5ZCmtbIjCci2VPl+sHq9tHO0fHB0+f7By+Pnrw7+3mTT5mqiG+LMRhLM5krdIA/DqS0ZyyRyYcK+dne3qsnu4ebyyo5g4Ybmx2t4UAq2ZBqOqSGDGkgzrRSYX0M9DgLO8lAjDJRI5rhOz4GzMeARdgJEXZco/kvKGtSNXryb4YGNB83rgHNw08IiXMKNmFDwlsRi86eHbOR8CQXa9efvg4x0bO5eFn3m2+1z583uXrJ1VjP+fIFi0/+xe2HT0OMfwrQvej90/duFy/eMjWJvOUeYmHtclM71N051hMUZK9rrXMuxtMFMwqVkqUcDJOBIZCnYcjhUWhPL2yghwAepU3PsmbmmVMI/DiUAJ7Dg2F4MAw7AcNOwHAQJGEaTYGRyfMk0hyRPE+iIagsDJODY7OxLDaWQ4FRSXNkKpLOwLDoaCYDy+aSBGwsh4FhURA0GopBmCdTUYxFkWp9aUct2VwSqN9vxOMrNdvG1lYOPjK0sde3stUFWesArXRB1pof2haWfwZtqQMEaltY6IAAelZAQ9u/Bn3dFKBtYaltYXndyEQXALxpanrDyNjM1s7O/RbQwV7XzPQmwPi6sb4RCOjmfqswN3NqqA06WDfUkDdSF16X51wQbZQfrv/wjllDpiO4MhTXk86ffSSAlrLGiykDuayRQv5oMWvgHrsvjztSwhm+zxwopPXeo/bkUnty6X25zIF75I5salcupSuT0p5GbE0gNEcja4JmH3vPlAaBi7yGsxz60yz706yHMh2H89xHC7xni72hD3wRZSHY2lhCfRKhMRXfmEZsziTVJ5DqYolV0eTqaHJNHLYyntiYxR8uV6JRBzzB8yXViXrr2ebus539k739F88Of3737ux4mzffPJDnOJRhPFUIGi2wHi5wRLaWcacGtwTU0+2VN892nj9ZX13ic+lIIbxTAOviw3s4sB4GrJeOGKKhx+j4CQZykIkaer/fHzvBx4CFGLAAPc7FTHwIHnbywwDT3wPNx0CEuEkedoyHG9GAFhCgMiZuS85fk0uf7h3wicSGzJR7Pq6l4YExdvZmF847m+rejfW7n+if4mjo/M0/Z7rq992PehDsEKb1XbTJ9arM6J6aogw/1wCgfl1xWsvD5MeZweG3Te94O091DK4J1IsMsZzJ4SEZuPH5mc6BqfYeaGc/rGcE0Q1GdEFgfaOIgXH08BRmdAY7NocFwwkQFGkaQ5zD4WcxuBk0cQ5HR1E4eKaQwhPThVKGREQR8ok8LpHLxrOZWCaHxBUxFqQMmYAiYmLZGTAypwAAIABJREFUTCxbs1ZdLlCq5Zsq8YaCt/J+ZylvWcCSC1jyVeX+RwbWdnqWNv8RtLaFpQ4QpMnWmpJa19JC3xr0AbTmUHjNxFwLANICgC7rGdw0MbtpanpV3+Cyrt41A/0bhgY3jQzN7EBGliAjS2s3H//ouPj4OxEZCSGP8mKn2jJG6hKaC3wfJ9tVJNs157iPVoThezL5iBoxtpEDraCOFHPGH3JGHzD6C5h9BUJwKX/sIXuomNGfT++7x+jPYw7cYw3m03rTab3ptK5UUls8oekOoekOtiECWRWMqo2GVYTO3PcE5zmNZtuP57lMFHtOPfLH14bja8NxNRHYqihMZTSq8g6uNonclIGvjyfVxZKqo0lVUaTKaGzFHXxdCru7UDo3uknHHktFJyvK5xubx1s7z/b3X548ffrq7Jc3z58oaaj2jLpYg8Y4rdEim6nHLhOFwfPVqSxw8zoXf7qj+vXV8cvjw+119aacvimhrguIShZ6gTBDRwwRYf0ExAAT3cdCD3IwQ1zMKB87xseABehxAerfKf9W8z8GLcBOcDGjPNwInwDm4Sf4+FkJHaMWMXfUK/u7BxIOd6a9viUrrisv+WFMiJ/RzTgf276mPHBDVnuKT7juF2XR9lOdeb1FMckWV3OdDCeb8mDgmrwolwDg1fZHSc0P41sexaWH2wc6mNbdK97kL69xpQoqTUzgkCBIaPcQpK17qrUb0tIz3TwAbR2Z7eyZ6xlEDo5hR6dw4/OECQRxCk2axpGhODIUR4eTeDjmApknpQkXWZIVnmJNvLomXlUJV+QcuYgm4hK5mqWmC1Qxnyxk47k8koCF53JJAqVkTZOhFbwVzdKZDzeFq8r9j/Qt7fVAdrpAW12grR7ITvNbG2CtYaptAdQCWNw0B2gBADpAoJ6l5W8PhdeNzK4am900B940B+oDLW+amF01NLxhZHzNwPCyrs41fT0dUxOAlbm5lRXQwdXBI9DS6baOkQEQaBAW7NJVmjzTWTzbXjBUmThQFj1QGjpSHgprSyRMVwvxHQuYdtZsLWeqij1eRhssZg0/4I0+YA0W0fs06Tmb2pNN6blL7s4gdEQS2yOwTWHwmkDNOB6xMY7UlEDtSCU2x6MqgmaKb4HzHMfvOYKL3ace+c6XBcIrgjFVYdjqSHx1NKE6llKTSK1NwlTHkerjSNXRhIowYmUkviISXxNPa83igusVyMENOvKpWHC6qj7Z3Dzc2Xn+9OjZ0xdvn5/+crAmxwx3ZHkVel6ujtAayrWaznOA3vfBtWRyZjpVPMqLg/1fX799dXL27On+s4Oto42VHRlfTkPRYcPYmQ40tJOLH+TgBjmYATZ6kIMa5qLGBKgJIXpSgIUIcVO/DQEWIsD+3ZLjA2gudphPAHNxYB5uZoGKWuJRVUtyhVItFPAIs0MDj9P7H6XU3g2NMNVN8bYBdxRP1Gf1pPr7X/lTSaTbUPf9toL4NEuDfFfAcGU6ZODhvRjnENDl7vtxrQ9j+muSSlJueQFvpvr5CeEkCYbAnZ8hz8zM9feONFYP1pUP1ZUPVJeN1tZONrb0llcO1zZA2rphfaOYkWnCBIIMwdJmCDQYgYEg8fFMCZUvowulNIGcIVJyZct8hUq0rBQsSlliMUMkYS4IaHwWgSkg8TUJm0/m8yj8BaZ4bXFza2V3Tba9yFe9X4QnVIl5ywvcpbWVg38HrQey+/BbG2B9w8zipjlQCwC6aQ64aQ64aW6ubWGhCwJ9AK1laqEBfcPM4oaZhS4AeFFH76Kurq45wAAIumlspG1ibGwJMjHW1zMyNrZ00DK3/VHH5JKOroGZjruHzePUsNmOMgq4CTvwGNVbONmYMFgWPFkbOTP4gI3pkJIHBMg2HrSJPVHFGHnMn6jU5GZNsUHrzaH2ZJO60nFtyYh6T3it10y5O/i+K7jYff5xML4+ntqaSu1IpbQlkRqisFWB8Mee86Ve0DKfucqA2VL/ubJgREUYriaKXB9Hr4snV8UQHkegKu+Q6uPINTH48lBieRi+IpJQHU9tTKcMFLEnauTIoR02+WRl6dn6+t7GxpP9g9Pd01fbRz+vb72QcJgD1Y/9jZJMPy5y/nIk/vpEFmiuLGS+JR8P7l0RiV8cvn598u7kzdsXL1+/enp4vL6yLqSLiDMs3CiHNCYgjfAIQxzMABPZz0IMcpCjAtSECAMR4acXCDOaEOGnBVgIHzPJQ0/8Y9Ac9MgH0FzstIiClHEpq+qVla2dJeUiDQvpepw4UJ7QXXonFWSRdMumuzKzJS+iLvyW2zd/KIkJmBhrbczLSAWZF7jYDldkT/Q9TPG39NI511sUP9qYPtmWWZHl7WL4/W0D/YnqZmhz+3xb03BzWXt5Xl1RUl1RQkNxYn1hUltJZm95Ibi5aaajCzU4QpyA0mZQjDkCa57CgTPYaCoHQxMS2RIqX0zhCQgsEYkjowsXaAIZSyxjiSXMBaVwaVe5vbOyrZKsyJhSAUXAxDK5RC6HxBXSRWr5+vrSlubqWy5QyQWqRfGaTKiS8JXrqicf6VvZakLP0kbP0kZzwtOUHFoA0A0zi+umgOumgBtmFloAkLaFpYmVvSHQRssYcN3A9Iah2VU946t6xjqmQG0TCy0TsxtGJlf0DC7p6F4zMNQDmJvZ2hgALbRNTa7q613S0b6orXXd0MDYytL2lltWXlx3R/n8YD1hsEYw3cEcb+LMdeLBDdiZDg5uUMWHSQiTctyMBDHMm62gjKfihwuoI8XM4SJufyG/J4/RmkGojUNXRPXdte1Lt+xOMu9LBY7fc5q87zVdEYZoTmG2pfJ7cjid2biqhPmHYfDSMExVBLY6FF8WRK6MoFbdoZbfIZVGkR6Fk0pDCA8DUA/CyRV38A9DMUUBxEfBmBJfxH1PUnUIrSKE2BhPG3ksw4ydSAUvlSvbCvnx4f7rg413R0cvlOo9DmWHMj5fFXvfW9fvyv9JNb1QHWjamWA7VRJN7qkTIeCHKytnx0dnZz8/2z99snl8sLq9KhUsCekyHpNPYXGJUCZ2ioIYJcNHaOgxBhbMwILpmFEOtpeLHRDghgW4YSFmRIgZE2EnJDgIAwumY8YZWDAbB+ESpgWEGS4WwkKBRYgxAXKMjwTz0JN87IwAP88jwHkEuJhH2llRHq7sHC6tshEz420PwZ0P6x+mRVmbprhawhuLMC351XGOnlof1yU7cidLIQW+seZ/ehhuguvNJYw+Koxx8TD5qSkvAdJR3nI/NcHLylHrvIfxlfKM2OaS/KaS4rq8iOrs0Ors0Ib86Nb78T1lGeONhdCux4jBIdTwCHZ8Aj8xTZiEEqbg5FkUdQ7Hmqdw0UwBjsPHsrlYFhfLYmGYDBSdjaYJiWwhhSui8hb5kj3V5vH2/tHW7u7y1ppEJaTyqUgqAUbkEPkrC6tLgpUVsWpNtqmWbC2JNhWCdTFXKRMqV5c2P9I4/m31/Odi42+DNra0+wD6ppH5NX0TDWhdM5COKVDLxOy6ofEVPf1rBoZaJsb6FoDrhgZX9HQv6Whf0dPVMjE2trK0v+3uGRyUU5haXpFfnp9YnRU1WV+IGagRYsY46BEKDMwlTK+LSCsMrJpClKGnBbP/H2f3HZX2nucN3Jl5dp7Z3Zndmb1za3JvctNMYu+9xfRqYqyxa4ommt6LMTHG3nuviGJBEamCgCgiHURRwI5K72BJfP5gJnv37j5ln3Pex3Pg79f5+P5+vr/Dr2ysKxXf8Xa45SW29gmmNKU/Pab5wfmSGz4FcR7F173LrnvlXrPNuWZVf9ev483ljvTQnpxYbNntkcr7I5UPMYUpyKxbqKwEdE4cNjeaWJiA+RiFfBeJeh+DeBPR9/RK35OLgy8vI9OjhjJjkO8jEO/CMJkRyPTggbcBiA9B+MxgRHYEourBeHeZmILbEMxIZmfFopUt+drG6soqbXwWDZxDVVBangJeBCV777u86zeJDv/64tTu/Cj35qcJ8IrCaQJGIxIYdHqt3Kha1ytFcrloSbEmVKyurC+uL0zTBZyJafroJBXPImOpRPgopg+H6BpDto8h28dNgQNMz5pSkaAJTLfpkmUCBSIjO8fhQBKsfWwQwEC0MxDtDFQnFQmaQIDIyG4KupeCgTDI6CXetIg7v8rlU9EDoNqPtXlP0h/HhB93eRR5AVKe3pFx712kf4zLrsKbZyAfk9KDPMKtv34R5NH28W7jhweJF/2PH9n3MOTqu7sxsec9Tlr+aP3Xf3Df+9X7OwltxfltJUUdJRmAwveAwvedpVng6gJIbSm8qQrdVgdraYW3tsFaAbBWIALQhezow/YMEvrRY1ACaXCECMFhelDoLgS6B4UBDw31onF96BEYjoQamcCMccbpKzPzylWpTqrYkhu0q6p5jpBOoBIQIxM4iumVcHOT8/OTS7OspWn64hRtgUmeYVN5wulFM5PjL5RNhdja08fW28/a0+eXoE1fmkDbunlbOXt8AW3r5m3n7mPn7mPj6mXl4mbp7Grp7GLl4mrt6nbY3sHczv6oo5ONm7uDl7ejt4/rMX+vU6ejE2PvPUy6FRccG3jy+a3Q7OeJ3Y2FCHATtL0VA27nT+CWaONiBnuBgOMi2ml9BfCGJ22ZMcV3T32MdHkVcOTFhUPvQ2wLb3hWJgWUXj+VftX23eUj1bd9Ot5c7ngfDMoIh5XdQlckYyse4ssf4ovuEQqS8HnXcdmxIwXxiPTw/hdBkJeh4MeBrUkn2m77Q55dRGSEoTKvITLCYOlB8Iwg2IerA+8uQdIu4jIuDny4BM6PQte/mMN2bsxMqubmloXzutVl9RxvYRQ6CS2gdz4mN9wilCfXJAbcsP4q5shvb9qYJTv+4yO/A5mRF3ryU2dH+hXr6zqlQSPbkoqUColYq5Lq1RqjelstlSvFYvnammx1Vbq6LF5ZXJnnz89OLfJYfDaFQ8ZRCQgSpp+E7iGhu0imu5Whbjq2l4Htpg2BTJs+OhpER7Yx0R0MTCcN1UlBdUygQDRMDwsPYYzBF7iclck5MW+BgUPW5D69fe3YZZ8jPjZ7L/vaPrh2LvqY/VWbH8/u+eMt1wMpHofCLfec3fvXMEeL2GNeQW7O3gfMnXftversfdXb7pTN/rO2+71+/tr+2z8+j7mGbGslgPvRrc3I5mZkczMGABhu70Q1tw3WNUGq63tranuqa0CV1Z0VNaDK+u7a1oEWEALYj+lCDoEQcMAApAU80NoH74QN9aKHetFDYCRhcHgcPUrFkznjzDnurGx53SDX7Og+7eg/GyS69bm1WSZ/msYTchdmWHNCztwMa26KNjdNX5xiLDLGeUwaTzi7bPbLwfxFs7Wnj52nr62Hj427t7Wbl7Wbl427t62Hj52nr4vvCRNoaxdPG1cvE2gbVy/TN1bOHlYubtau7jZuHtaubtaubpbOrhZOLlYubrbunjZuHkcdnQ/Z2h+ytXfw8QoICw4JvRISePp65JX4awFvXqQUF6ZX5Ga0VeWRh7r55GEph7VMGqEPtCDq39a+D89OPvEixO7xRfMXAUezol3qn17s/HCtNiUqM9z/9TnbzGCH+rsnutOu9mdd68+NHKxKRtc+HK57iq94PFr2iFz6YLwgiZAZg8qIQKRHQFOv9b8I63kS1Hn3QteD84OvrsLTrw7lhKNywgcyrvS9vwTLvArPCAS/OotOOwXLOAcpCIKX32J1F6roBO38nGh+WbeyIp2m8zHN05DUsYawwayT+KIbuIJnzbcvvDz27SMns/s2ZolHfpfo8G1qkGd/4SMhm64RK7TSLdGSfGVldW1NJJXK9ZrPeuWmVm5US/UauU6vMr2IeXtLv72h3dTI1ZKV1SXh7CyXwaUT6eNDE0TYBKprAtVl2oHQUJ1UVDsV3jYx2EJGtP0yE0jABLpjAt3BIELmWXQRd14xtz45ii16l3ze4+fjtt8et97ruu9r70M/+Bz4/uThH72+/9PFA99E2f4cbnsg4OjPx37e7bN/7xkb+wAXj5MWti4/7AnycXwQfvHdrWu3L/l7/PTNtWNevdVVWFA3vrMTAwCgWlrgDc2Q6rqukgpgQQmwoKSjrBxYWtZeWg4oqWgvre6obOypa+tvAkFb+qBt/dC2/kEABAGCD/dj8YN4HBQ33I8dQ44wifRpCpfPmlniLchXxHqldlNh2DHs7Og/f9Z+0sp0kiX52rxEyF2YYQmm6PxJioDHWuZPrrLpQg6TvzS/bmbqG/8ZtK2Hz38Gbevh4+xz3Mnb/5egj9i7WLt42rn72bj6WDq5Wzq5W7m42bh5WLu6W7m42bp5Wzq5H3VwNXVuU1Gx9/C1cvU8cSng4tWA8MjgpDuxQSHno6JDkm5ff3g76t2L6z2tWWPwpnkqdpkyTBus7y572JoZX/M6rPpZUN3TwJaXoX05N2ClKb15N19fORbvvP+O1/7CaO/Wh+fAaUHIwpih0hvwmrv45ueEhpe48keE4gfjpQ9G8xMx6VGw9LDh3IShj/HQ1Ejku9ihD3HwtPDBV1eR7y5jc8KG8sMhmYHQ7CBsQRTsfWDrHa/eB56wD2eRhVeRRdfGap7Mo4DKWa5sdX1bKpVySExwHqvjNqXuQv87V8jby+Tyt/iCe3lXzbNO/ang1B8/eP3zI8d/uef5bdF17zFoh0wg2FRuSdY0S8tr84sLK8vrOvUnjeKzUropXdOLRVrxqlqyppGJNXKJVq3cUqs2dOoNnUavVSqkayuLc9Oz03Q2EU3BQMYGu0YH28mIDtoQiD7UQUW1U4Y6x5HtJASAjALShkAMLIg21DGBBDBwXTwycYEjUCxKBQxyS2lqYpB7RsqVx5f9L1jtO211IDk44NX16CvutiEeNjm3I5pTE1+EnTxj9XOIt0vOk/sNme+eRId4HvghJfRcb1kmqqGoPu3hNR/HQFe7tsI8VDsQDWwYbK7qqS4BFOc05KTXZb5vLcjurizpqqzqrakF1zX0N7RAGgGQ5k5oaxcMAB4EQOBAKLIThuxCYMBDBBiBACPgoDgsBEtCk7hk7jx3blUgEi+JVWKVQWnYVOl39Fvb6s3P2u1P+s9G1YZGrhMvy+enl2bZ89PMBeHU+tysdJqzNDU5v7Qo/nfQv9Rs4+VrOufZunnbuHqZBrCpVzh6HXPw9LNx9TKBPurgam7rZOnk7uh13M7dz8rZy2Ta0sndNJttXH0snTwtHD2snL1MsXXzdfQ67uJ76vjFgBMXzwVGBiXciT15/tjpCyevRYbGhJ9NSjhfkJUIrEubQAIXJoZmRrqxwExM03tUbSqmJhVd9mwg715/fkpbenze3QtxbgeDLL66f/xgXfKZrpdX+t4FowvjsaU3kVX38I0vxppe4yueYovuEYruDefehL+/hsu7TipNHs5JRKVfHyu8Tyl9iMmIBT+/gk27gssKHcoJh+WGYYpj8QVxnfdPFgSYN8e7Qt9eROcHonKvYvLiaK25Iuqoam39k2RdyiLSOz6Qq8OpVSfh71xb7/mOFD4br35TEmlXHPBVW8jXzYG7is/sfuP/7Ycgc1DBCz4RuylRa+XGFZGYNzs9y+OLl+WyVd3fo5GtaqQitVSklKwo5FKDUr6hVm3oNZtG/ZZRv2HU6vRq1coMl0cjT2DgeGjXyCCIhAKRh7ooQ51EBGhksIMwCBhHdNKxvRxCHxsPZmF7GBggl4iZZwsUS7KlaQ6qqyLrUQii/i0wNTnppHOQu01p2sve+or7USGhx5yKnt4igXIKHoefddwTesKlPvdtf0PRh3uRl9z2XXI91Jz5FNta1F34JuWy/4mjezLuJnZWlHRWZAHLPgJKPrQWfmjMTWvMfQ8szemrK+2prumvbxhsaUO2g9AdvciOPlRnP6pzAA6EIkBwVDcS3YMaHhgmIoimt2aNIklUHHVygivkzK0IRdIVmWJNoRArN1X6T9oNvUxtUBq2ddsb2i2DekMpUUtWFCtzkrnptblZ6YJAPjMt4k0tLi6sm33R/Mu6bOXhbRL8K9C2bt72Hr72Hr6/BH3IxtHC0c3O3d/W7Zi1i7eVs5dpEls6uVs4uVg6eVs6edu4+tm5+1u7+B6x9zhs537UwdPO1dfV19/J1/N04LnQuBBnbwef414xcZHxEcERIcfvJwW8eRjZWPie0Avk4aAsdDu5q5QELJpoL8LVpLenJRWnBL+K9Is7fviW/+GnAXalt06AXgb2pwXDMq5hCuKHSxJRZSn46ifjTW8oTWmjVS8whSmI3Ouw7BhSRcp4WQouNwmfl0wtf0osSIa+DoW8ChpNCxn9eG0oKxydF40rvtH36mpZkF2614/N0ccQqSFD2UHorIChrHB82TMeBiJZWthaX1kaQ1GaUgkFgaQCX/gbp9JoK0TGbVprTmPysZqw3cCwbzpDd3dEWpSHmn8M/Dk9+jimvkQ+w99QGMRiMW9mksOgC9izizOrK4I18aJMLlKpxGq1RKORatQStVymMUUh1agVeqNm85NxZ2d7Z0Opka+IBJNs+iiOiIYQEN0EJGgE1UnCQEmo/lEEeBTeTYKDyPBOKhJEQ3Wxh9q4BPQCRyhdlC3xpkiI1tzHwQMVT/GN6a9izgZ4WeenPoOD2jIfp4T7OL6ODMAA0oGFjxKv+l0741Wc9rS3rqA0NelB5LETNt+l37mKrM9E1mRkJYdecT2SEnqhOf9De1kOoDQbUJLbUV7QWVHUXpoPKMkDlhWBKip7a2ohjc2mQyG8vRcBBCM7IKbSTIDiiQji+NA4bYTOHGMxRpmsUQ5zlMMYZbJIbP6kQLwkka8rJSKpQa7aUhvUUqVWrjZqNjRyrUquU0g1OsWGfE27IJAKZyRzfBl/Zo0/s7K8JDH7ss2wcPM86uph4eZpYv1Lzb8a0nbuPqa6bOPqdcTe5aC1w1EHV0snbytnHytnL2sXb2sXT1OsnD0sHL0sHL2snH1sXP2snH2OOnhaOfs4eJ5w8Tzm7OFj4+p04vKp4Lhga1crJw+7kPDAkMuBJ7ydL5x0DDrj8SQhpjW/iIWEL47jZ9FAJriOCixHlqaVplx7FuR384xdiMf+Z8EO9c8C+zOie99ehbwPQudGDRddJ5TfwZSm4CseUZvfTXXlMto+YEruwfKuo4tvkavuEUvv4PNuj5c+opQ9GXwb1fnoIio9kvLu2nhmFD4rCpsfj8yKqU/weee794Pbns4bgdj3sZisEGxmAC4rHJ13lzbQvjQ7vaMSTyJAQ8X3MBkXxrK8B185ZF3e2/30GhNU2v0qsDXhUEf41z3hu2FJju23nDID91x3/6H5TcrC+PimQqdRqRcX+DwOk8+c4rNmhRzB4vSCiL+8PrcqXhBJFlelS2sLCwsrS6L1ValUrFBK1BqZQS/f2lB9/mT8vKnb0sqV68sLi7OTAi5FOE1ZnKGKZqeWeex59sTkGIaC6huDdowPAqnILjamZRKPmmPxV2ZF81wODduZ/fAqIPMGBvg+7d6V8z6Wz1ISOusqSl49uXnC83Xgqe7yp4ONmS9uhp12sX1yPaqrurC54E32o4grXvuSrri2596HVrxuTE+5H+x/L/x8e0kmGtgOaajvqqzoqqzqrqoGVVQBS8sBxaWd5RXdVdW9tfWQxlZoM3CwrRsBBKM6BzDgoVE4kY6jsUZZXDJ3msabpvGmqNOT5GkGkU0amiAOkbg0nkQk0yr0KqnGIFdtavVKsVyxLlNKVLI1uUKm1igNRvW2SmJYFMpmp9YEMxIhXzwvXBeJ5Ga2Xv42nsesPfysPfys3H2/xNrN55excvU2xcbNw8HLx9SerZy9LJ08D9u5HrZzN1VkE2JLJ3cLR7e/Laqd3Cyc3S1dPH4VC0cPC0cPG1cvvzPnzly57OThYuVodfyc/7mzJ7y9HQMvH3/5LLG6NBMN6ZljT8nmxQuU8RkinorohzdXVL298ybm+KtQx48xLo1Pz3S/C4JmR0MyIgY/RmILbo6Vp4yVp4zmPScUPMWWPiK3vmX35ozVv0HnPSSWvKLVvh/Kf4ApeUiqe4HMTwQ9DYA+vzqRnUDMjBjNicekR/c/DQElXso/bpFm9XXLaYfBu4GjH28M5yYMpl/GF4SSqpKpneVyLmdbsiwAV6HfBaBy/KEZvoMv/cuuHKyOscdWPSZX5VRHuABifuiOOghLckY9dmlLsI6y+0OMjy2oqkq1trCjU2ysa5am1yZZs1yycJI0wyNNz9NmVjjCxcm5Oc6iYHJZyBHMc+cWpxeWZ5ZE/BXx/LpiRa5ZV2vkar1Kt6E1buo2NrRGg1qvV+l0Su2mbsOg0eplcvnykoBOIaMGxwZ7aKiBSRySAR9cZXL4DNbSEo/LHCp8GVV2/zK85G179p0bAUcSrtr3NmSCKrPuhZ2KO21T/yoYW/ei4nFYmNuB+NMuNZlPQY2579/cenT+/BV78+eRJ5peR1bcOJ0V4hnrcaA+8z65q3UE1N5X39jXCuppAkLbgNDGBlhN5UBjw0BjA7i+vquqBlhW1V5e213b3N/UMdjRDwcNDEOGxofGGCMMFonNneDxmXNLUyt8hpBFYhMQI7QxumJNadRsbOq2jCqj6V+WXqHfUG8YVUajyril3fqs/aSTaGUi+QJvWbaq4nMXl4XixTnxv4P+peZfgf6i2QTa0dvXNJtNzfiIvdsvQVu7eP7taPh337+KqascsHI+Yu/h4H7M59RZD/8T5lZW5lYWfqf842KjX718AmyrpY5jVoRcg0y6KdOu80Wrk5MiDmeOOk5D90Prc1sz7rSlRYOz4sBpgdCMUHhWJCwzCpkdhytKHClNwRffGcl9jM5KgWRcH65+PN2fx+3JIdW8Ga94Q6t8RSp7Qqp+Rqx6NPAxCvzqKvZDJLMkaeTjtcGXgX2PLwMSz1cEu2f5HCryOtgb4jN49zIx4zou7zo8I3A4L3ik7Da1s1wzy9PO8ybbCxAvzyLSvSFpngNr6shLAAAgAElEQVSPfUoDfq6JtEaXPxivzK6NcgPd3NuXYAlNdEE+cetKdomw/UefPX/+8PAhj0balK1+kurFcwo+b5EzIWSPTrGJrBkSR0idmqVN86g8Lm2WQ2ZzyGwuZXKaNjXD4Jmm+PLM0vqyWLoqU0nVOqXeoDZuaDe3DZ8+b+wYdJsG3ea2YWvHYDTIpOuzM3MMqpBOXuEyFxkMuWBpkcdfEc3PTI1Wpye/CPKofxgHzrn/OsY37Lh5zrPEtvyMZzFXgzwPJ19yaE6/U/38Vqyvy3mbI4lXzr++k5AYEXjL7+SJA3su2e+L9zp8zeLrUPNvzuz7Ku/+dXxrLbEL2Fff2NME7GoAQFoAkPo6RF21CXR/Y2NPTR2wrKqluLK1pApQVgesae2obetpAg12DmD6MSNIIo3AnKLMCJhzQtY8nyWgjdA51EnFmtKgNho1G5uaTYPSoFfojSrjpmbTlC3t1s7GzrZ6i8eaIaBGJSsKHlvAY8+pFZv/P6CdfPxsXL3MbZ0sHD2sXbyPOrib27pZOnn+vW+YarSXtYu3jauPie+XAmO6XDxs52zn4u/mc87v9BVP3zP7zK1++HGfj//Je4+eYtDYhbn5ne2tnc9bW2qNZk26PLXAwNMFzMmlqdlVHo9PJVFhnbi2Alz9G2Ldc0Jh7HBeFConcig3HleUSCi/iy+9hym+Syp+NpSbAk6PRRff4XRnzILzKA1vR8qeE/PujBUlE0tSEFmxXa8vD6RdxeVEE3Oj8e/DG2I9G2J8WuNPFZ+3z/ExrztvNxh7An7/MiE9Hp9/A5UVis0NGS66SQOVbSwI1plEStUb6EM/6CsX8HPnvhS3snM/1YQdgRcnj1dm10W7g28fgt1xgN52hz11hz47Fuf+zZ7fmkWeO4ft71QsTO9Idapl3fzcKpe+wCZNM4lM01MNnDEme4zNJnG5ZM7kOJtL5kxNTM7QpgXM2Tm2YJ4jXBYsi+ZE64vrkmWJfFWuEqtMo8ug/6zVbOk1m5+Mnz8ZtgxylXptXbW6plerjAr1ptIoESskSun6ygyssTjJ1/6Jr2NW+Mm7Z20u2uyKPenzMCw84vixE9aHvMz/LdTbJsrX9aK1jefun11++MnvsMVJW/tz+y3s/vQnqz/+7sTePwce/CZg71/9d311P+BMf2kuoRPQW1fXXtPQUdvSXdfYVVE+WF3eXVXZV1cLbWmBt7UjAJ0wQBcC2IPq7Ed2DsA6IXAQFNkNQ4PRwwPDo6hxCo4+OT4lZM0vTC1OUaf5kwK1RLOh3TSojSa+m5rNDfXGpmZzW7e9pd0yqow7hh2jXI+EIAsyC6dYvLVFKZ87v7wgNrPxPPYFtKWbjym/BP1LzZYuXtau7k4+frZu3oftnC0cPWxcfY46uB+0drF08vy74P8A2nR8NJUQ0z25qY3YOPgcsXI7YuV2xMLFwtolIDCitrZ1enp+0/DZoNtUiJUykUwn0SiWZLO0aQpmgj3O5LNmFnn8+Un2zDiOjQCOdxTj6t9RK++MltzCFd4kliWPVT0mVj3BVzzGlT8ilT0hFN+H5yQg8xLIDY+ZbW9Itc9xJQ+I+TeJ+TdxuXGI9HBYegg+PxqfHz3wNgB0+0RDpDso8Ux77KnCk1Zlp607Qj3AkT5DT4OG06KwOQnorHBszjVswU1Gd8XmkmCe2D+SlzKQ4g594tDz0K73hkP56R9qgw8OFiaSq7Kro126EvfDUlxg931hz70hz0+lnD38jZnZeXf3nsaK1cmJT2sK9Yp+YU7Mm1zm0PjMMRZ7lM4do00S6axRFpvEpQyTyRjS+NDYBHachqcwRmimcKgcLp3LY/H4k/yFmYXV+VX5qlwj1ajVn2WyDalYp5DrNcoNrUKvUxqMKqPGsGnQb6tVG1KFdl2hkK2L2MjBRC/3k//8u4vf/EPAvn/2/f6fnP/6ldfeg577D7nu/8nL6ptjVrsvOVqEuDqfMj/s9v3uU0eORPr5Pgm4EOlqe878+/vn3cvuhKeFnIpzt751zKX+7RMcsKWntralogZQXd9eUdlakAsuLewoK+2qrADX1w80tcBagTBAF7KjFw2CYHrgw2AkAYIhwvFjiNEx1BgZQ6EM02h4BofE5ZAnWSS2cGrOoDR+Mn42ajYMSoNpKhuUBoPSsKHeMCgNGqlmW2PUSpRdbV3Bl4JL8kv5U0KFWLU0v/pfg7b8ryj/Lc6uDl4+du4+Rx1crZy9bFx9jti7HbBy/sVI/o8T2snD1sXLwd3X3s3HxtnT0sHtiK3zYRun3T8d3fXjEQcnv4iopOzsUgyGJBXrdj7tGHXbcol2Wbi2viA1yIzSeTFnjElCjZCHSbQxGmuCNUVjCui0WRKODgVimwsnap4SKx6PlD8i1T4n1b0kVD7Blj/BVT7DF6fgi+8gc2LhWZH4kpvkuoej1Q+HS++OFMTjcmNwOdH4rKiRnJix/FhkenDbXb/yq3b9yecJr2Lawvxyvc2bLjuDY/1BER6ENyGY1Ah0Ziw6KwqTfQ1XlMjsLTcuTk2hmzAZsQPJLgMPbbru2oKiLapOf98QegBWlDRRnVMR4dgSv3sg2QX55BT89QnQk+PJF+2+NjM76ejYWvpxYQKjFSypVjTLi7IZ3iqHyWeMM1lECodI4YzQ2KMMDonDHmMyiXTGCI1JpJuePuOQWOwxJovEZI+zTG2ER58WcgQrs8vrc2urK+r1Va1MYlQptjWqbbViU6Pc0qk/KbSbGs2WQmFQaDfXVRqFXCqfnE4Ljgz64d8S7fa+veAa63DAf9euuGOnHkWEx144HuC//170iaKXNz7cjAhztblkffDB1TOVr1KAH+6+jTgZ6vjD20i//sJHZQ+CH1xwiHX5Oe/u9eH25r6Guraqmo66JmBlVWtBbk9JbntJMbC0pL2srL20HFhW1VFZ31XT1FPXBm7oGGjtQXZCMT0IbB8GBxnGD47gB0dGkST84AiqDz2CJAq4QqNqY2dzR6fUm9qzCbFaotbKtBqpRrGm2FLrtjV6FBTh5uDi7eaTk5HLpLD02g2z/1Kz5f9Os4uXlYubvaf336++vS2dPM1tXcxt3axdfG1c/Wxc/axdfK2cff6+9PCxcfa0dfGycfY8Yuu8/6jtXnOr/Udtza0dT5y+dPv2w7a2bi5XKJfpjPodg3ZHuq6d4y9J19U6xZZe/kmzpl+aWmARKTT8CAk9PIbGjw2PMcnM+Sn+8szsLGWcghwkAwrHmrJHmz6ONmUQ69OGK55jyh4PVzzFld4eLrqJyLoGSw8azosaq0zCV9xBFt4YKorD5MeM5MeN5sTi30WgXgb13DvTGOcBiPXtSzo/cCugJdCz7pwTMMSzO8oHctOf+DZkKDUcnRmPzoxBf7yGK7rN7qvUCplUSPFgajAk2b7vgVV7kkVL+MHKs9+3RByAlySSKjJKQm0bY74H33ZEPD8He3u65Z5f7EmLr8zMPI4cKU9/MkOArtHZ8nnFmkjFm11lsfi0cQZ9hMwikFgEMnOExiayWEQ6i0hnjtBYRDp7lGEKi0ifonJN4VImTQ17ljkj5AiEs6KleYl4Va2QGpTSTaV0Uy3f1ql2dLodnfqTTr2l0W/J9DqtVrsjUTY9T7/jbpMdfrLrdfyby57B1ofy7tzsLPmQ8Sgi4qLF6+Tz4Mq3gKynt8+7X3U5+DruArjyLaz8cfaNkxGu372P80c3pNanxb6L9I13/CEtPhQLaIC2NHXWN3Y3tfTU14PKi/rKC4ClJe0lxa3FxS2Fxa1FZW2l1R2V9V01Lb31QEhzF7SlF9oGHgRAYB2DCBASAUIO9WGhHbCe1l48nDDPWzAojduGT2qZRiVWaaQak2O1RP0lmyr1zuYWm0o/43/ix+92W5pb3E1KmRin/bdB27h52Hv+rQ1bOXsdtnM9ZONs6eT9S9CWTt6mbZ2lk7e9i5eVvevBo7Z7Dhw9eNTW69jp6ISkZ6/f9/UPcKdmP3/a2fm8s72xo1EalDK9UqxdWRKtrUglKyrpskYyL5+fFLBGSWTsEHVoiDI0TCOSZzjCdZFKKdOvLYkFXCEXM8CCdVF6m8aBZaPN2YTaVGz5E2zpA1z5bWxhAiozDPH+KiY7nFASjym5AS2Iw1Qn4SuSxkuTiB/jYA8Dem6eAsb6NUV49Cadawhyrz3vBLjsCYk43XXNGxDuirx3ZiQ1aCg1HJtzYygrDv4+DJN/i91XrubT8KB33c/P9N62Bt090phwsDZoT8W5bwGxh2DFtwiFqYXB1i0Je3rvuMCenYe+Pdt43z/iuOW/mZkd/e67jIcJU0M9s7gR0fTq2pp6em6dNcmnTjAYxAnGCImBIzFxE8wRmonyF9b//s0oi0PicMncqYmpacr0LH1WyBLOc+bnuQuL00tLsyKRULK2KJeKtHKxUSXb0ks2tGtao1wvkcpXlTKVRr0j14JzKxOP2b2/dqwv81Z+3KlY10OlD2OgdWnFb0PjLtmlhHm3Zj3qL/vwJvbyNV+bx9GnO8tf9xU/zIw/HeO6Jz3uDKY1pzkzOTv2XNiBf3scch7ZVD3Q3NhZ39jT3Nrf3DzQUA2tLumuqgRVlAPLy9uKS1uLylqKK1uKK1tLarprAX2NnSbQcCAU3YMa7sfhIHhkDxrehUT0IrmUKcWa0qja2NBuqmUarUyrlWl1cp1eodfJdVqZ1nRm2NaqdzY2F/n8m7GxRw4e+qff/0/zfYfevkn7v4P+pWZLFy87Dy97T++/75g9Dlo7HbJxtnU7ZtJsAm3h6HXUwdOUw1YOlnYujm4+/qcvxt64U1ReS6KyZWrj552dnZ2dz58/y+XK1RXx+qpUIpKtLYmlYoloeX11QSJeVCxOLzGIE6MoxCgKSob2k5FI5ihljrckXjfIpNtLi2retEjEYQknxtjoAQq4ebyjdKz5I6H6Bbb0ProoAZ0XPZQVhsq4iskKGS6MxpZdR5ZeR9XdHqpIGs5NGHwS2B7l3XDVpeGqS80lp5pgt8rz9g0XXDqu+AxEnARH+HZEesDvnca9uoJ5G0bIv4PNuQF9G4rKuc7uK1cLKIjWp4BHfp23LAC3D9bE/lxxZVf5hW8ACebQwgRMzouCICtg4oG+FLeBx2cG0s43PT4dc9bh69+a7fnTn1ITr3FRnSw4QkDnLy/L+UsyLm+eQWMzSRNM4jgTP24CTcdTvphmEKh0PIVBoDJHaOwx9uT4pEmz6S+PypuhzSxwhYvc+cXpheWZldU5sXRZJRVppSLtxrpeL1JtK/Trq2urSonOoN1R6hEVbSHO+x8EOHZ/jC+6dTre4+eS+8Hgygd5L8+E+1kkX/HpzEtFVBakxYdF+js/iL7YVPgKXPj0Y9TZKIf9r0LPopuLOgtTy+9EXdv3/Z2L/gM1pb11Ve01NaCGpv7mZnhLPay2BFxbA66t6amt7a6u7a6u76xq6Kxq6Khs7Cxv6q0HDjT3wNr6kJ0wbC96uB833I9DgzE4KIGCp8qXFTvGnS3t9oZ2U6fUG1VGU+X40qQ3NZs7Gzs7Wxs7WxtSkehhcrK9tc23X/310L791+NvmP3KsYWr969y1MXrl7F28bZ18zXFxtXHzt3P2sV77xHbg1au1s5+jl4nj9i6m1s7W9m5H7V2cXTzOX/5avKDx5U1jWjsyOzskkq1sbGxY9TvaNRGhVwrXletixTrIoVUpJStqqQipWxJuji9MDcpELBm2CQaeWiECMdiITAsBIIZgFLGqHP8lXnhOp+3LOTNL0zNL7GFy9OLwqk55gR9HIMkDrRi27KRVc9glUmIwoTBjND+d1e63l+CZIUQCq9T8hPHixNxH6NByadLL1lneu394LAry/6nEvfD7WdsegKdoTEe4CjntnD77gQ/9NNwfOp1Qt7tocyYobxobEFi3/vb6KK3i4gWGQmEyQmuibNojjkETjjaEfpz3YXvKs5/DYw90p3zAF90vzDgACD2aO9Dp+7nPpDUgO7HAfGnj379G7M//tbsZkzA6CCANYTmEWmL3JlFwbKQNz/F4jHJLAqRSsFPUAkUOpFGwUzQhqlMAoNJYDDwdDqOZgqTyDSZ/pKpiSkelTfDmBVy5pZ4y0uzoqVZ0ZJgdXVBIllRiNckKpVGrtDIpCq5RP1Js60XqUgQfNLJk6+DTxAqH3c8vxxh+YeK2xdhxY8BmQnJYd4RZywa85IHW96/Tjp/1df8ecLl9qL3iNoH6QlekR7fPL5s019wtzvz9vPLLn7fmsUf82r7+AHdBGgvrgHXtnXVNoDra3try8C1daCKSmBZRWdFFaiyGlhZA6ys6ayuA1W0dFa2Qlt60Z1wdBeCODAyjiLjIHgYGE7CjcvXlZu67Q3t1qfNHYN2S63Qb+u2f3ki/LK529Fv7GzvyNfEH1LTbCwsd3373cGf9yXevGX2/675iLPnEWfPw3aupt2zlbOXk/cJaxfvw3audu5+lo4+5rZuVo7eJtD+pwIePU9t7+pncXnzy6tShValNqjVmzrttlq5JZPo5TKdXKaTS7QysUa+pv6b5hWleH5tcXp+blIgZPMmyQzGCImMwRNgqOGBgVEUlsucWl4QL85LhLOi+Znl5Zmlec78Kl8sWVGtLq4LJtmTRDgVWkcC5cFr7qNKbyNzYiHpwV3pgd0fg9E5cSOZCUPvwqFPA5qiPcvOW1acsqw/bdd+3qXv6jFwmFd3mEtPhEt3nHvvTR/E4wDCu4SR9ERiQfJwTiwuPxpfnARJT0LmPZsBV/AhJbC3Z2ujj7RGHuyKNgeG7a25+E3J+b+2J1h15T7E5qcUBRxqj7Mwge5PDeh6EhB78sg3vzP7RzOzwHPekJYSOhIxTaAImJOihbVFwbKAK5ykcRmjdCqBQiVQ6AQqFUuh42gMPN2kmTZM/dvHEQaTyOSQOF9Ac8lcLpk7Q5vhswSm4rHAW16aFYnmxeJluVQsk8kUUolSIlaIV+V6qW5TbJijzn6Ij8u+Hjhc+bjp0YWbrj80PI5EVaQ2pF2/FegdecauOiO55uOdO6E+wX6Wt64cz3p468ONy0lnnS5Zfhfva/k69ES819EA86+d/2R28uBP5c+ejHT0dFU0dlU2dVbX9dRWg+sq+urquyqrgGUVprSVVQLKq4CVNa0ldaCqtsFWMLoLhu1F4yDDOAge1Y0eGsRw6VNahX5L/8mo2TTqtvWaTY3SsKnZNKqMX1bRphiUBr1MuWPckq2ul+QVONjY7v7u+4M/70u5k/x/Av2r2WwCbVrPme75bN18TTeFDp7+R2zd//Ldvj2HbK8ER2fllaMwROHCmtbwWb/5afPzzubWjlpjVMj1KqVRo9xSyTcUUp1copWuq8Ur0uU50TxvQcAVznL4VMIECTM6isIR4BgcFDE8AB/qgyA6u/sBADwMNcng8nmLXM4ch8nnsQVCjmCKLpyfWZOsG1SKTfHKOp8+xsF2sRGN492Z4y2pxMr70OxoUEZY+4cQSGYUOiMOmx6Beh0MTjkHuu7ff/0UJO4UONwPHOoLjvVtv+YCjHLpu+OPenFlNDOeXJA8mnd3OPsWIT8BkxMxlBvfnxZPKHoh7C0i1TzquevWdM0cEH4IGPZzW9ieyoCv887/tS3RAVz4FJWdVHzZvD3OoueBY9cLH8jby11PAqKOH/n292a/NzNzczhYl/eGNjjIwZJ4ZPrynGiJvyycmuPSp5hjDNoIlYan0PAUk2ATZSqW8sW36UctvjRpLpnLIXHYY+ypiSmTaSFnTshdmJ9eWhGsrS1KZWtyqVghlSjlMo14Va5YVW/JNvXL6pw7ScnnPbLi/G777D6z63fJ/k6vr12KPmbvb7XX/cA3iVf9o844+1nu8jz0vceB3Vc8nE4fPnLq8CGrP//R+8fvgqzNL+7fHWjxs/c3f3T99l9eRoVj24CQ+rbO8gZAeRWwvBRcV9Ff32B6HrqrqgZUWd1WVtlcXNZcXNaQX9ldC4C19Q11w3F9mKFeNKxjcBAIIxMm1hfFW/pP24bPBvWGRmnQazZ16g1Tb/7SpL+cDpWr4k9ag2Jd0tHS5uro9P3X3/z0w67k23fM/kvN/yVlU2xcfaycvew9jh11cD9o7WQqHvstHX7aZ+Xhc/bJi/dw1IhErtve2fn8eUen39LqNnT6TY3aKJOqJWsquUSrlBlVEoNsVbO2KF2YXeFPCrh0LnOMTsaNjg7hUeBBRM8ArAs82Nkz2NmF6upFdfXCOjr6AUDSEG5mkj8ztcik89l0AZ87v8Rb5tLnpidFi8saiWxzaXGNTiQQ+lpGQBUcWBWjI3uqI3O84Sm6JgVSegNWeBOdfROVHT2UHY38cA39LgL/Lgr9LKjn1klgtHdPkn/nTS/w3VNDqcH4zJiRvBtjRckjhbcxmTdGi26iM0MH04Igr69Ry58tgD4OpAYCYg+1hJsDQw63BP7UErKr7PK/ZV74qvWu12D5a0j6jeLAw21xVl33nbpf+A2kXe16ciXE78jXv//N/zAzszz0Q+H7h5SBAToSxyGSBFyhcGqOPymYonIZo3Q6gUrDU6i4iS+g6TiaCfTfTI8wTDEVDy6ZOzk++aVYm7oHnyUQTM4vzqyIhOviJbF8XaGS69Qqg1yiVq5pNmQbn+Vb+Q/uXrDeHezw1ZUj/3j8+98f2/1VgM3RszaHvQ/ts/nuz2ccDof5O4f4OZ6yO2S/62uvg/uvOLhFHj/la3HUdfd3ES42ubGhNY+u3w/wOmexN/qYZ2dh0WATAFTR2Fpa0VZS0llR0l1V3V1V3VNT19/Q1FffCKysaSoqrcsrrM0p665rHwSAkZ1QbD8a2YWAtEMQ3YgZ9qxRtfHJuLOp2zZqNjVKg1G3rVNvKNeVynWlSqxSS9QmyiqxSrmuVK3JPus2jWo9CT969sSZ3d/u+vG73Y8fPjH7P1P+z6CPOrgfdXC3c/c7Yu9mKhtH7N32HLY5cfpyQzNoVazZ2N7Z2NhRa4wyqVoiVmo1Ro3aoJLrpOtKqUgpFSnFy8q1edkCTzTDmuNQpjhkNofMYhAniEgMuh8C7+5D9kKG+iCY/gEcBILt60N1dyM6OrAQ6CSZMTezMMWZo1F4bLpAOL28KlgTzqzzeeLFJZ1Ytj0nFBEQ8J7a4o7idz35jztSb4xVvqC3vJnofD3c9BBTdRedewOUFdaXF9mfGwnNjUIVxKFyImHpIfD3IejUK7BXAZj3YSN5CSMFN3F5N4YLbmLyruNyk0YK4hEfAhHvrw69j6QUpjBLklpvOTZf+7Et7CAw5GhzwE8tId+XXPnzx0vfdDw6PdTwsftNTHHgURPontf+A+nBXc8CL3ns/8vvf/s7s99amO8qy3xGGRiYGECz8IRpJk/IEQg5gikqlzXKYIzQ6HgKdZhs6tCmykEbplIwE6aYfm3INKe/mOaSuZNjnMkxzt/OizSegC00LT3WhKuKNaVaoZfLNAqpTiMzGGVb28rPgPzcK86Hwz1+Sg33enzJ0/fHb89ZH70XFpgcFHjeyeaU3aG3SZENWa+exYWcd7LytzDPSr5T+fHtq3txZ5zN43wsodlPxwHZrdmJCcedLtqbV6W+gbcAu6oaOirrQVVVrUV5gOISQHFJZ0VVX31jf0MTqKa+rayypaS8obAC3ASEtvUOtINRPXB41yCiGzY+NL6+KP5s2NnUbRvUG5u6bYN2a8u4o1NvKNYUps3dLxcdWpnWqNDuGD/tbO8sCxevxyQc3HvgwJ796e8+mP23NB928jjq4G66Nznq4O7oddzc1mXXAQvvUxdb28Fisfbz5x2FwiCVqBRyrVKmlUmUMolyfVUqWlhb4C/N8Zbmphb5nAUeUyhgLfJofC5laprC5dE47LGJETgcBgL1tbXDu3qwEMgYAjGGQAx1d/c3N/c3N5Mx+Bn65AxHSB2fGh1hUUjcKaZgnruwyF+bE4jXxBsqzc7KooSIQvdUlwDz07ITLjw5bdtyLxBdcGuk+dFw04Px1qekqrvg0oTByhuD5dehpbGIsnhEaQyyOApbHjdeFIPLCh/OiiHk3RwpvD1afJtYehtXeBObfQv+PmQw7QIhJ3Q8J47wLhz+5GRLrHlDxDct4fuBIZZNl/e2hH5bHvinvMu7IC+DCW15gOcRJUGWgATb3kfu/WlnoB9COh5dOWb3459//w+/Mfsf9rYH6ovSqFAoqQ/BxAzz6NOmh5Bm6TwOiWXaaVCw4xND5F+BNv3CEA1Po+KolGEKFUc1mTat8EygOaNsDokzNTE1w5idm5xf4i2vzq4oVuSKdc3ygnhVJFdJDGqx4ZN6ZxQMuRd6/mWkH64xDVL4KsrL8doxj7qsN93lhc9iwy64HC14kUgE17Xkv04JPXvJzbLmw1NQS35p6YvA05aBjt+1v4whNL0ZbHz6KMjvkoN5yYsniLZ2cF1LXyNgsKUNUFzUWljUUlDYVlwKqqzura3vrmvsrmvsqW8CVjVCAN0QQDe4pQva2Q/vGhxBEgRsvk6u39Z9Mqg39Crjpm57y7izZdzRaza/7OlMZ8EN9YYp2+rNHf3nne0dlVj1/NGL/T8d+Hn3vsyMnP8L6F9pPuzkYePqY2odFo4edu5+ew7bWDl7vc8tWVtTf/68o9NuLy9J1lakMrFKLlVJRNJFwdLczDx/SiicmlvgLa/MilZm1pamRfOTK0Lm4ix9dprCnSTRJ7C44f4+aDugt6VlsLMT098/jkKOo5Corg5IaxOis31ynCpkz3IZM+NE9hiRTZ+YmWLOzU8uCbjCRf6aTGLUaXZEC2vjKNRgQwWkIqfsduAt5x+Lwj27XgZCC2LgFQn09if0hvvIsltDVYnI0uvI4tihklh0URQiPwxTGEEuiyXkRQ1nxQxn38DlJI4WJ4+V3B7Oi4O9i4GkBiA/XBrJvEr8EAZ7cLo9xhIYu78+5uv6sL0twZbNl/e1hn1THfyvFaH7cenXR4DFjQ+DS4NtOrroezkAACAASURBVG469L/wgWVchGaEt9y/6Gz+13/9/f80M/sHF0eLtspMKhRK7oNRUajJCY6QI1jkzs/SeZMkFnuUwSBQaZhx04T+0qEnhsimjKHGSGgSGUOewE780jRvnPs30KPsyfHJGdqMkDO3MLW4OrMsX5RLVhR83qKQv7o0LxHNy7eUOyQo6lFU4J0rLoTWD8ONWbcDfEKPOZak30W1VWc+SDjn/HNKuF9H2YuuytSn8edOO/z07l5EU9278rpXCdE+V+y/z487M1jyGA54+/FW4DUfu/zH9xBt7cj2bkgzEN7W3l9f11NdA6qo7Kyo6q2t729o6mtq7W9ug7YB+9o64KD+gfaenpYOcFs3vGeQOcZQrMi3tNt6hcGo2TSoN4yazS3jzob+k0G79WW5saXd+vK0nVFl3FQaDTLdzsaORqrJycg9uPfQgT0HiwpKzf5bmg87edi6+R6xdzOdCw9aO+2zsA+Kuk6kTSqVRo16c21VIV5XSNYUSwui5bmV+dkF/pSAx5mZZvJmOfyFqcXF6aX5yaU59sICRyRkLvKoPPYonYzB4wcGUN1dsA4AuLV1AAgc6u0ZQ8DHkTB0dyeis30cBuGSabOMaQaZQ8TRSaMcFk3AYy8scJeFHP6yYEUu0StlRv4kfxgMHqgphVXnAp7FJjp8n3vZoTnlZOurcy1vzyKLo+CZob1vg8FpQd2vL/WmXkJlheLzI0aKIshlseOlUWNFccT868PZN1Af4oc+xg9lxkDeBkLTIoaywkcLQtBvz8Ien+i56VZzZRcgYldd3F+rQ39qDLJqubK/PezbupC/1EccnshOIXaU1N0LLAux7b7tMvjGH5F9BZoR3phyznLPH//lD38wM/sHZ2dLQGUOZaCfAkGQ4XAqgTJN4QpZ/GkKlzPGZI8y2AQaDTNOG6aaYtJMRo9PDJEpmAn8IJ6IIJpMU4YpNDzNtPSYIU9NkybZRBabyJocn+RReUKWcJ67sMoTyRZkkiX57PQCb2pxenJ+hrOokWzO0bjp9xITztvDa14ON2c+jzkb6Gfx7M4VeHNp5ft7cRedbl51rstOwoBysp6EXvbaFxfgWVn+ug6Y+eJJWIjLvpcXPToz70Ka02tf37p+1i0j+Qa8tW2kDwZuaIM0NmNBXYg2gOk9LPC2dgQACG0DQloAA63tiO4+VC9ksAPc09LR3dyJ6IVN07gbCuNnw45aojHt7HRKg0mzUbdtWm6YKOvkOo1U87eLw3WVfFm6rdvWyXV1lfV2lvZOts6A1g4zE2WTWgtXb0s3n19R/hVoaw+/g/auNu6+1i7eBw7befmeAYGgs7xlpVirkRlkqyrZqsp02lsSrC4JVhdmV9lU3iR1Zn56ZWlaJGDN8xlCPkM4TRVMUWbYY2wydowAR2MhEFgXsLe1EdrUggJ24nr6iVA4cRCB6oUgeyFj6OFZJo9Hn6KNUMeGRhmjzGkaj0fjz9AFs9MLc0KRTKzRKvRLU7O47q6+8gJoRV5TxuNkj32Zx/e0Jrh2vrlU/fxk3T035Jtjw+8u9zx0Az6063ziDrh3DHjv3MCLq6i0wOHsCEJeNLEgfiw/Hp8Zg3l/DfEmePBFECz9EvrDpaG0c/13XVvC9wNCfuoO3QO88n39lb82xRyti7ZuCPx+KGZXd9A3zUmnhprKmYC62vgTjXF2HY89Ian+mHf+sNTzhbdO7P/qm3/6rdlvf2vm6WTRVVXChMFJA9DxISwTPz49wRGwZ3ksHpvCYY4x6DgaHUsxHQ2/PKL0JSODBBxkeAwxOgLDjSIIdPwEBUtijlBZoxzTVcvkBIdLmWSMM5hk5gxnWipUiGbX+Zy5KY6Ax53jMRaErDW5cGORyy15/zD27NGyp4GIilfNafdi/J3iz7gOFBd1FGe/SA6/6H0wI+kKpvpd+8d7D0J9Tp+yyHqf3NNU1Jybdu/K6asO+4rvhnVlp1Q+D38W5n7znAO0ugRa1QauBHTX1EBaylHtYHhLJ6y+Gd7YiGhq6q2pBlZW9TQ0gxtbuusaQbVNPc0AZC+UOjK+Pr+yrdvWaTc1aqNaZdBpN42GTxvGz3rdlkZt1Kt0WoVGLVWqJAqNWKERK7TrCs2aXLkiU68qtOsqvVQ3ReVWFFSX5JRTiYxfg/7y8X83pP+263D3PWDhYOvo9fLNRw5HKOSvLvJFslWVUqxVirXrS7L5meUlweoiX8RjzzEnpnhMoUgoEc2u85lz05QZLnmaNTbFILInsBOjKAIBjh4eGIB3g8BtTQONzcj2DlwPmAiFj8KQmP7BYSiCih/l0ae4FA55eHwESaASaFzK1DR1doYumJmaXxCuKqQ6nVw/x5nGdHX2lhcMlOc2f3z08rx9qtcPlSFW/e9Dml5dKrvp3HXPs/e2Z2+Kc9dd644U+447XoDb/h23j3Xd8+57fnrgxVnY60uw15dgLy4OPD0HeXSm/+FZyIsTkKf+4PuebXEW9UE/AcJ+7os5DI46UHfpLy0xFi3xDm0RB2Fx+4BhP3e/uEbsaqM2FFZHuTfGWnY/8YKm+mHSjsHenMmL8/nxT3/+g5nZ735n5udu21NTRhuAjoD7RpFo+vDYJInJo09x6VzWBJs5xmDg6XQshYqbMIGewI6PD42R0KMm0PgB3FAvGg/F4qFYIhxPwZLIQ6MMAsVUPCbH2aYHqRmjNDqJPsOeWZuRLHCXpxmzbAZvkjXLpQr5DJFkVr/CE7SUZESfsnhxzbM7+xEw40XsCbdwX7uSRw/qst6m3Y895/zzzVP2dY/i6p4mPAz09rY/cC8uJPPx3bSbNxJOHj+2/6dQV4vYY7YRfgcu2H99wWF35esnjR/yGzOK6jI/thSmtRUVthfkteZ8BGRntOdnteRkNebnAyurkJ3dSFDPcN8AZXhkhs5eFS6ppcpt/aZaZdCojXrdlkG/bdBv63Vbet2WTrupVWg0crUJtFai1ElVOrFSu67YVm0YZTrpokS2JFWLdSLh+uLMilpq/A+gj7p4/Qr0f2Z90N71qJPHYTvXnw5anbsUisNNKOUbHJZgks5bW5SqJDqVRLe6IJmfWV6ZW1/kixhkDo3EmmEJVgRrC1OLkxNcJpFJw9PIWOooegw/ODwMHcLDUAQYAgXuAbe1QJqaEO3tmJ5ewgBsBI7GDSLH0HjOBINL4TDH6ETUCA42TB6e4JAnTaBnJ+eWhWsamUEj1fJoLCQQ0F2e31+e05b9ODPc96XHd3nnD/S8DAC9Da5PPlEZ4dIeZg9Jcuq/bQVMMO+4YQ+87tqc4NB2y649yRF42wl0xw10x60ryRWU6NaV5N6T5AFKdOq85Qi65dCRYNUec7gr4WhvwtGOqAPNV79pjzkMSnTpTXTqTrBpiHFCl76koQZw+c+rw+yA8ZYDT73hr/3waX6o1DNZka4//ctf/mBm9pvfmPm523ZXl5LBfSPgPhIaQ8OOsog0DpnFmmAxxplfQFOGySbTvwRNxpDwAzhkNwzVA8f2owmD2DEkgYTC0/HjputxGp7CJNJZJAZthMIiMQRcwSpPvDQtEkzOz0zN83mLs6ylOfa6eEa3PLUAKMsP8z16xfGHx1d83kQEXnWxOe9kHuHrlRBw5toZD/8j353a+6+Rlj8ledqE2u1z+XH3aWubU5Z2pyztzlrZOX33g93Xf/E9+NNx62+9D//5uPW375Jiyl6kVqdmlL16Wp6aXPL6btW7B7VvH9S8uVf79nH9hzcdpUVoYAd3jDxLoa/wZtUi8YZcvaHUGdX6Ld2GUqHTajaMhk9Gwye9bkur2dBpNw36bdOE1srVOoXGqNAaFdoNudYo+1903WdU1HmeNnxnnp2dnXtmdkJP57aNCIIISFJBxUQwpzZnRAkqSTJizgEQAcmZonLOOeeccw5QRAFT93TfL2pu16d395zrcKrwled8zvdc/9/vW8XsL/P//HHmw7gr6DI4g+7JN5PvZyfeT/hnF3xK9lPBn+5vRCWl/lfWboxKSl28MnZVfEpV7b3x8TfB0Tk+R64Uaz22wNTo7NTorMcWcJq9fmfQafaKODIJT2FQmG06p06iFzMlQqpQSBVySFw6lkaGEylIPJtA4ZOpVCQSOTSE6u3GDg1RIBAWGsfCkdgEmpgp1Ek0KoFCwhKxiSwWgSliiNVCjUFqNsosVq3D7wzOTb6b9E8puELMUD/8VQP61bOhZ2UPTm+p2vDt891hvZdS4XWHCfdzmk9uHj6ciMyOx+REgs8sAZ9dCc6OA+XFQ67GgXJXg3JXAy/GAC9EA85HjZyLBmXHQHLioBfXQC+uQeYnYQrX4kvWYQqTgBdWdh/7HnZmOeRcBOryWnjhpt6clL7SA0pUt5KKgVUd7z4ehb0ST6rdSqrdKryXybq398GxxEV/+fvvFyz4zW8WZKQlYfo6xEgUG44ITWgVV6YWKhVChVygUPIVSrZCTpeI6cKQ6U9Bi+lCNo5BhOBwQDQFTmBhaWwclUdkyJgCIYXNJdB5RJaYIZCxxVK2WCvWuAxOv3HMY/S7TF6XPeC0+e06v00VcKkmVFzdk6qq7au/T/h8wYbv/rwravm28CWJCz9b/fnfEpd8tT78q83L/5H6n7/Z9IcFPyz7JnPhP1I//yLmj3+M+/tfM6IiD6Yk70qI3RIVdmnfjqrcw5eOpB3PjK04d6ixovxVzfWG0oLG8uzGmuzuuwX996/23CzovlUMen6HAwU4JWKvXj9ht8+PBj9Mz8yPT034R6dGg3NTs7Ov383Pffg4mEOa37395/u5d+9m3757/ebd6zc/vn770+y7n2befpiafzf5dm5sdtIz4bUGnEaPyxLw2oM+x/iCTyn/12Hz/6Y5KXXNhq1x6zcvWrE6fcdBIAT780+/OG2jAq5CKdY6zd5x3/T02JzfGfTYAn5n0Ky1C9giqUBuUBpNarOCJ+dRuDwSh0NgMfEMCopEhOHICByHSBdSmQwMDg0AIvu70IN9RDCIhkIxcSQuiSVhiZUilYwjEdB4XDKHT+VJ2bKPoN1Gz5hrYjb4xmf388h01EAvorMJ1f588Hn53TPbrqV+23QgsuN0HLAki1NfBCk71/NDau8P0aDTy1EXlsPPhoHPR8HzY2BXV8MLVsPyo6GXVoFzIkHnIkHnImHZq5AXYwiF67GXk9GXk/BF60llqeji5OELkZ3HF0PPRmByogmF60fyNrTkZuBf1o3KyFxwe/fFzcBzMZyqTfS6THJtuvThXt7DI7d+WPP1H/707wsW/O53C47uz+ChoUo8gQmFUZFoJUuo5sl/BVrBkIZAf6wcofEspgv5JA4ZRkAPwwlgDB1FZKBJPBJNwuDw8BQmCs9Ak3hEhpDGkzBEeqnObXR59QGH1m3TOS1Gl0Fr00ltWqFdx3NaFZ7ehqYLuzftWbPw4ra1tScOFR7anRG3PHXZdxcPbi89vfvKrpRjK78tTolrzT1dfiC9IDVh97IvC3akNNfkP6nKKTmz52BazN2rZ/sbbz2qOn/11NbLR9LrK0pf1V1vri7tuFXUdjev935Bz928rhuX+u6WoFufKEmYGYtx3GabdLnmAoH54PiUzz/m8U0Fx9/Ozr17+89QjQ7JDml+9/afH+bfh0C/nZl/Pz3/fno+NKHfTrwZdY57rYGAI+i1B93WUa9zKuB5vSBUiz+C/vh2VWLqx4QuukOJTExZnbxx0YrVJ8/mSSS6D+9+sRg9cqFWyleatfagd2pu8t24b9rnGPPYAmqpXsgRy0VKk9psVJlkHCmPwuUS2QwMjYomkxAEIgxDQeK5JIaIxmLhSDgQDDXQiRzsJoAAIdB8KlfMlkk4chFDwCWz+VSehCWWcxVqoUYvMRmk5oAlMOGenBmdcxidDCwROdCL7mtFdNUPNlQ8ydt3dd03jftWDGXHDFxKxN44wXhe0Xw8s37/qu5ji5GXViBzVkLORYByIodywmD50fC8aFjuKuilVdCcKNjFVejcOGx+PLFkPfZqEqognlCcQqlIQ19NHjwT0X1s6fDxCFJBPLVofW92cm/NWQVuaFxBQj4tbD2bjLmyTnIrk1G3i3pjj+TRD5Tbh4oywr/8/f/5/YIFf/jDb86f2C8jY5V4AgMCpaEwCqZAzZNrRCqlSPkRtJIpC1EW0QS/ioQuYKApyEEoehhKgmKoSCyPRBNSmRwcjo5AM5AYFo7EI7JkLIlFYfIYPEHrpEvvtWjsWpVZIdUp+AYVz6JkWiwyrwBPfVKWe2rzqvsXjwAe3WiuLj6ZvnZH/LLW24XAptrmktOX1q64sS8NU3/jaVl2RXryjkV/un56C7r7Rvujguq83XvXLX9cdKb3WW3T7dwbV/fl/5D26lbV4NOnHXfreh7Vdj0sbblZ8Lz0dMO1M523iqAtDwUYsFclmRv1v/Z7Z/y+12OB1+PjMxPjc9NTb+bm37/7eX7uw+uZt6Hnwvfvfn7/7ud3b//5bvbt/PTc7MTM6/HpueD0XHA61KHfTL4PuiddJq/N4LEbvQ7LmMcx6XNN//9Af3zsC4H+1HFUQkrojjC0L7p0ZVxV7T2/f2Z8bN5i9KgkBhFHplOYAq7x+an3Qe+Uy+Jzmr1qqV4qkCnESp1cpxQp+VQum8hkExg0NJmIwBLgGCIMQ0UROES6kMJm46gkKAY12IEY6MCChuloNIdIFTNFUq5CyJTxqVwOiSWkC+RcmYwjV/CUOrHRIDUHrWOTrskZ/2ubxkrF4DHDA7ihDnjn88EX1e3V2UUbFj/M/GYkO6L/wsqBq1twDwq6r118cWFr88mwoXNL4TkR4OyVI9kRgEvh8ILViMsxiMsxiPwYRH4MMjcOnR+PvZyIKkpAXE1AX00kl29gVm9DX07qP7ai69CS/uORlIIEypVEYMEWVs8jMwejgDX1F2d2XUohl20W3dpBub6ffvc4996RkeLMYwlffv67//jDbxb85S+/zzt/VEbGSlBoBgTKJZIlVI6SI/0IWsGTqzhKFUv+sWyEmsbHUS1niTl4BrwfCOsbwYxASDAUl0jlECgMFJIKh9MRaBaawCXQtQKV1+gds41Nu2Z95lGHwW3U2VVyg1pk1grtSqZFzbeaxIrex7VHU1fUndkNfnZ7uP5WweGtRzetBDRWYTpv9t24cDF1eUlWPLT5euODy01n9h+M+Pzm+XR0T13747x7xUd3r1ny/PJ5WPMN0IvyF3Wnsvcmtd2rhrxq6376uPV+Xeu9mueVV+5dOfe0JOfVrdLhhns06JBFypsN+CY9rgm3c9LnmQh4xwP+8eDo1OT4x6YRKh4fJ/SbmfnZydczwamp0YnXo5OzY1PzY9PzY9Ovx+ZnRud8jnGz1qlXOy0Gn9s+EfDN/Rp0eML6fz0d/jfKHxO2KiE6bv2rjsGff/7F65qwG70amUnEkWlkBp9jbHbirc8xZtE5HCaPXmlWiJVykUIukHNpXCqaTMNQWHg6DU3GQuA4KOJT0Bw8jYrAIwc74P3tWNAgA4flURlyrkzO1/CZch6FwyYyQ6AlLKmMI9eKDEaZZdwWnHRNTnmnLSozFYPHAIfww52Q9qdDTdeH7hdXZqy8mfb33hPfAHLDunKTekr3IZseDtw403RuVfPRr0fOL4ddXAXNjUaVrEFcjUMWxiML49FX41FXElAF8ejLSZgrycjSJFRJIqooiVy+gVG1FZWXNHAkrP/QspFziaS8BMKlGHzVPicTpGchIQ9zO87FDRZupVZv59ZlEmv3MR+co9364dWFDVlhf/zTggX/sWDBF1/8Z0nBORWdKIDBqUAQh0ASEBkypkgtVCpFShlfHgKt4ShlLImIJhBQeAIKT0wXfvSt5Eh5RBasbwTUNYgYHMGD4Ww8mYnFkyFAEgRMQyCYKDyPyLDIjVPuqde+uQn7tM886jb7bGaPTm3RSW0agU1KNcjZeg1XMPD8+uHUZWWHt4Cf38T11Bedzjy1NRJQXzr47Ep90f4TCV9e2RmL6LnzsrmsNefkwYivqk5sBb+q7nxS+LwiJzP8+7snT9IHnuG66hprDu9au/BZTSF6YADS3d3b3PjiZt2TymuPS6801hS1363qb7hPhQ+7tNJpr3vK657yuid9nqDPPer1TIyPzc3OfHpg9/bNT6HW8f7dz29fv5mbmp0JTk2PTc6OTc2Pz7ybmH0/OTc/8e71+DufY9ykcWiVdq3SbtB5XI7JBSGyn1aLkNqVa9atXLMu9PpT3GGJW75cHp2++wcUivRu/qcxz6TDGtAq7TKxTi7RG3XOyeCbMf9rk95lMXqsJq9GKBczeFwSg4mjUFEEGppIx5DICBwJjifCcBQkkYGlsgkMPoXDJbHICAIK2A7qfQkf6qRjEBIGS8OXqbhyAYkvZjIENLqYwVHwZAquWsLWqIQWs8rvtE1Njv0YdM3qxEYugU6BQDADbcieRuTL24hnFc/PZ5Rs/Lrh4Ar4lXXgC6uBZ1cO114mNVSO1B55ejy85cQSRG40JT9WcCWJUL4NUbwRcjUFWpgKK1wHvxKHvhKDL1qNLN+IKkvFla/DF8fTStfgLy4HHPgL+uSXuEtLMRcTgRd3cjue+LVMGuThy4sJ4JxIalUmrW4PuTaLXLmZdX0b8cb+G0c2xn31t//43V//bcGCLclhHY8rtTSCnsKm9EP5UBwLR1JyxAq2VCPQ6UQGOVehEijVInloo0NME4iofCGFJyBzQ5FThTIqnwHHA19199Q30OAQFhrGREGJCABsqBs2PEDH4ZUipdcamB57NzP2Ycrzetw5FbAGXXqvRWnXS0wqvlbBVUtFViVfAXjx7PSW6GsH16CbC7E95dW5aSd3RXY/yoc0lr8qP3U47svSXTHioVuM9rKWnIzjUV/eObkb2XAd1lzx5NqhHWu+qT59ANl6c7ih6tq5fdvWrCjPOTXS2kAc6YO0NbU8uvPywa1Xjx/0tbxADA0w8VijXDbuco67HBNu54TXPeF1j/s9E37/VHBsZmJ8/vX7UOZm3oUWOT68/Tn0NWjv3/70Zu79zPjsRGBqMvB6wjs96hyfDszOBt+MeSYtOodGZpBLtFqV2e0YXfCrXhECHVo8CuVT2ZHx65cnbP5s8cr9R8/yeLJffvpl1D1ht/h1KodYoBYL1Dq1LRiYHfXNmA1ui9FjMXoUXLGAymYTaAwsmYLEh0yT4FgSHE+AYqkoEhNH4xCZAio3BBoJ6AD1tiCGu5g4jJTJVvOkcpaEi+eIGEwehcqnsSUssYQjl3I1Wondph/1uKangh/8tik5R0VDEvAAAKqvDdb5HNZ8C/K8vLVof2Xm0if7lsMvr0VcikVkRzXnbBiqOEh6dhl+6+zLsykdp+MwV5IJl1dTS5OopUmUkkRicRKueC32WiquYguhOgNdswVVsYlQvZlUuZFcth6TFwM8tQSTEzl8NgxcsEHaXjMpxuooQ/23TrdmxyMK1nBv7KLf3E2uzSKWbyKWbwIVbr28Ler73y/49wX/58+/++3FE1lUSKeORlLgqRwQVoDE80gUKZMrpvHVfLVRalYJ1FqxWi9TawUqFVcuY4rFNIGAzOWTODwim0dkqxgSBV3Ix9HA7b2vHj4iAoE8PIaBhEAHO4C9bRgIUMrhOk3OKf/rmeD7oGduzD4RsAa9poBD6zYrbHqJSS3QKXkaHltnVloQnR1ntiTkZcW21Z7uvJNTcmbz0e3h/c9KMO132qsunlobVrwzAd9QCr1/6frupCMrv7l1bH//7bKX1dklx9PSVnyeuzv9QeGRaye2710fvjbsy+z9GT3P7xMAvaDWxv7mekD7S9zIkJBGsqoUAZtl0uOe9nnHHLag0z7hdYcqx/TYWKhGz828ezP7IbQy+nbuxw9vf/7w9ue3cz++nf/wZu7966k3U2MzoaX5MdeE3z4edE9O+mb8zqBV79QrzSq5Qae2OG3+Bb8awB9nc3hscigfZYeyNH7DXxeuuFRwzeX0//LPX3zOgN3o1akcAq6Cz5ErZUa/ZyrgnQ6BNuldIjqXTaAxcZQQ6JBpAhRNgGIJUCwNTWYTGJ+Chg91gHpb0SODXCJRwREoOVIxTcBEM4R0BpdC51FZIoZQzJZJuRqd3O40jY8F5idG39n1Ph5ZSEXgqVAodrAT2lE/8KKy//HVrrozdQeib2Z8B8heg74Yi82OGri0cuhKKuLGOfzT2pG6ohcXdjSdjR++Gk+9FsupiOdVJLCKY8hXYvBF6/GVuwh1hxl3dqDLNyBK1qGvbcSXp8Eur+0/EzVwdlVfdirp2cVpOeyNkUxqutZ8JmUkP4Veu51asQ13bQv62mZk0Vrk1eSB/E0X01Yu/MNv/23B75Z++/mTG4VqJlqCQbGBKDYEw4LA+USCgEITkFlqnsIoNar5SgVPphRIlRypnCWWMoRiGl9E5YlpfClDKGeJZVS+nCZQ0PkEALT98TNEbx8TiSRDgKC+TiRgSMCguU3WSf/kdGA26J11W8bdBp9T57FrXKEvvtdLTFqRQSPU81k6t8GH7R8+tjF5Z9T3OZlJeXs27F0bsStxWfXZ/Teyj+Tv2rxz5cIzKVF3TmUW70w4HP7l5s//dDwhLm/H9iMbVqet/DLqsz+kr4reGf/t9lVfJC/505qFf9qTEt37/K6YgCSDBqgIkICMNYj4XpNuyuOa9nnGXU6fxRx02ic9rumA7/VYYGZ8dHZiYm566s3rmdnpt/+665798Gb2w/s3//zw9uf3b/75dv7D66k3k8HXk6PT477pgGvcZwt6rWNe69ioc9JjG7MZPGatU6+xG7QOu8W/4OPo/bRsRMSt/R81R8StXRqb8sXiyBt3H8++fvdh/ke7wWHRObRyq4Cr4LFlMrHO4xz3e6asJq/F6NFr7GwCjYYmfmwaoeDASDwEEwLNITK5JJaAyuWR2WQEATLQCeztwIKBAhpdwRXK2GIBhUdH0wV0Fp/GFjEEUp5MzlcpRDqDUqbPuAAAIABJREFUyuEwBSaCb8Z8cwaFnUfh80lsEYlMhQxB2hsGmqu7nhYNPrl870xKxdZvu0+uwubEUi+txhSED+fEdOWmw+4VM3oa8C13+q+f7SzbAyjdDL+WSixNZhTHMC6vol5OoBanMap2s25updZsIpSnkqo2k2rSQfnrXx2P6ji1mvKs1Ebv9WlgbMDN/qtZw6eTiMWbOff20iu3Ecq3YcrSIAXxoLz4jgspJ9eFffXvv/39gt9tXZ840HJfRkEwwCAaAM5DEthwBB0FYWGQbAyeT2JK6EIJUyhjixVcsYorU3FlCrZExhR9NC2hCzgYmojM0vKkAiJtuLW970UzvK+PCAZT0Sgxk+Ux2+aC05P+Ka91zGketRl8ZoXNrLCZ5FajzGKQmvUSk05s1IoMCoHVofUSRxA5u3ev++6rHdHhZ7ak7l4TtS1i4YalX29c9l3qkm9iP/vjpkX/OBizZG/ElweWfZ361z8n/u2ztKVLN0ct3hD5XcKib+K/WXx8c1T5qYyaszvPpcfvT47oflgjIaIo4EEWFq4VsHwGbcBq9JmNXrMxYLOO2m1TXvfrgG82ODo/EZydDM5OTMxOTc5NT81Mzr/5fx9UCU3r92/+GUpo93jCPxP6xlG3OeCxjHosoz5b0GUJhE45zAa32eB2WAMLPq0Tn5aN0Jz+76AXr05eHBnf0tH37s2PTotLJVabVFaFSCfkKXlsmUSocdnH/J4pu8VvNrjVCnOoYISaBhmBI8GxJDgWA4TjwGgCFEvHUD4FTUWRwH09oN4eIhwhYXKVPImEKeSTuSwci0Ni8eg8KU+qkWr1SrNRbQ/9B0YD037PlFFpk7JlCrZETmdRwQDwq0ZI993BlzWQ1tqm4h/qdq9qOx6Dy03mFa4jXYoDnI7qz13fV7Eb+PCSBPHKwYTzAe1dDwpfVRztLNgCv7yWWbSWV5QsKE4RlW2iVKawb20nVGyCXl0HvpLadyF5uGAT8/7JAAvsFABxvVUvrmzuO59MLNhALtlEur6NWr6FWp1OrN4OKUgcuRTXeDJhx8ov/rxgwef/5z+LL54lAju5SBALAucjSBIiVUjC84kwARktJJPYGCINSeDgGQIqW0RnSxlCGVOkYEt+Nae5OKqQxFQwBVIaGz0IbH34DPCqS0ii29R6r8kxE5iYD876bKNmtcOkcZk0Lp3Y+D9GL3ObpDYRidtQc3NHbNyxDeueFeU/vpJzLCU+5fuvjm9OzTuwa0dcZMqif/wQH37zxM67x/dkp6zb+O2inXGx5eeP3CnOLjh6IGVF1Pldif2PS+gDT9prL1zIjG+uK+KiwDw8ikdEm2WCcZs56LC4DTqnXhuwWSc97nGXIzShZ0b908HA9NjY9HhwZmJ8anw2VDbmX79/PfUm1KTfzf/047tfZqffj4++HvdNB1yTLkvAaQy4zWM+W9BvH3ea/Va92270Wk1eq8nrtI0uCMH9NKHx/OnbT/N9VEJUwgYgBDn3+i2PwWFT2BqJXspVCXlKDlMi5CntFr/fM+WwBswGt1yiD30ChYLEh2QTYRgiDPM/guZTODQ0GT40DB8coaHxco5IzpEIKDweicMjcZgkFp8hUIpURo3ZqnfazB6nze9xjnncoy57wKy2aURaDV8hJtNwg/2Al89hnQ+Hm26Dmm511eU/OpPedCwBmp3ELtpIyV2HzUuEXUnsyottylsHun9Bjxua10i1EjYN0g16XAys+gFVmokr3Iy7nILLXzdQuAlRu3ukLBNYtht37xTnZZEd9uyDBOzjg/AtZU9zNr44FYe8spFWlka8loIqX4vKS8CWbMSUpUEKEkEFSY9+WL1+4R//87e/TY1d0/PiqZAAY0IAbAhKgKbwMTgiZBAPaqfABoQkrJBM5uLIPCKDR2TwSDQWlsIjMsQ0rpTBlzL4EjpPyuDLmAIpkyukMnkkGo/IIMOwvU3teBDSpbXMjc5MuoPjruCYI2jXu0wqu1Ht1CvtGqE+FK3I8GlMMpdBbDFKdMRh0Oms9FPbU4Ye1ZC6nlw/sf9AUtSL2mJoR+P1gjN710Zmb1sDf1qFb7jRUpx3IGHNoQ3Jrx5WYkea2x7W7UlN3bc+rKnqvATSRGytvX4qvf5aNhs+bJEKLHKh16Aat5kDVqNLr3XqtT6LOeh0eM1Gv9U86rQH3c6gzz3u802MBqaCY1PjsyHEczPvPoJ+O/fjT+9/eTP702RwbtQ95baO2o1+h8HvMo36bBN++6Td6Ddr3TaDz2r020wBt31iwcdh/KnmT8tG6O2KmKRQvl4RE7d+M5ZAnZ6cQUORRDhexpdLOHIeW8akCbksqdng9romnLZRs8EtFWlJcCwBiv4UNAGKxgDhocpBx1A+dmgBlcvAUtEgOAaMYJPoSr5cwhKxCEwOiS2kC3g0oYQj18gMJo3NYnTZLV6X3edxj3o9o1aTUyPRa8U6k1QnpbAw/f2Djc8gjfeHnt3pe3Rj+HFdZ3l2/fGU3lPxpMupmEtxlOK12CvxiCtJsOItbblp/VWnZODmKb14VM4ykMGcgQbCyzrM01L0oyL4vcvA+mvYjtu0wScqXK+Lh5xQ0GZ1nICYjHxV2HRpS8vhNai8NGJpGqFiA/H6RnRlAqYgAX1lHfTqOlBePORqyvWdK6L//ptv//b30pwcArBfQkIwwCMMIJKPpDIQyM76+xX5R2qunm57chs50E+GwOloPA2FY+PJoTttEZUjpnGFFDafxBSQWUIKW8ERCCgMNp4c+lcmhmqRG2Z9U7P+Gb/Z79S7HDqnSWU3Km0GlUMrt34E/atoRWaj1GyS6ngEwtWTBw6mRjZWnGQNPWi8cuZAYtjzynxEb0PLg2vndiUfSPq+o+osveMOpulu7u5t29csv1F6AtR7r7/57oUf9mQlLLp2fCvp1XVaW11z8ZFXNXkaBn7e5/abNF6Dyq1VOXUqp07jMugCNuuE2xUCHXDYxlyOUY8z6PWGQM9Mzn+c0KHK8W7+p3fzP/30/pf3b36Znnjnc4xb9V6z1m3X+xz6gNs85rEErXqvUe206DwWg89mCngckws+LRifgv7UcdjqxI/5YtmqNSlbSFTW1MQ0eAiIBiJDxw5shphK4jJpQoPW4XGOh0BLhJoQ4lDlCGn+CJoIw4VAh47tBFQuE0cjwHBEOJ5P5aoEChFDSMfSWASmiCGU8ZQqiU6vNBvVVqPOajE67DaPy+kPjk0ZtBYRS6oSqJ0aq54nIQIAgw314Gf3gE8f9ty/jWh+Dntc23gmveNEIu7yJnxJDCY/GpcXTy/eSq/cg6na31OS9TxvE7guTzbSHBSR/XK2RcgyywR2jcKuUwY85nGvdXrU+XrUZVNLJUwyCQp4fvP67YJ1TWcTyQWZwmu7MZfXwyqSCXc2oCvXkArXwvMSB3Nihy7GQgtTK9OXrP77v8VFRLU/fUKDj3BQIwzwCBOEkRI5fCLx+d3qHSkrNicsO3dwx73y0lePnva9aO1vaYcPAChwHBND5hLofBIzpDk0rcV0No9E45FoEjrPJNU51Jb342/mA6/9Zr9NZbMo7VaVQy+36GTm0J+j/DiSP1JWC3RqgU7B1hilZhVfLiSTbhSePbAx7FbedtZwXV9t3r6ERdW5Bzrqq7qaqovObM9Y/dc757YjnpdwhxtvXTq6afU32UdTXzzK72u5WX31/JEt0bl7koEPCrDPi1tLjrbX5Bm5lGmXPWDWeg0qj07tMWq9JoPbqPeaTUGnI3RsN+5xTXjdoQk9OTY6PR4MfSr240Phu/mfQg+FP73/5cd3v8xMvvfYxoxqp1HttGq8dp3frvc5DH6z1m1QOcxat1nv/RfoFXGJ4WuSIuKTI+KTw9ckrYhLDItNCItNiIiOj4iOD1+1ZkVUXFhk7PKVMcsiVi8Nj/5y6Yq4tRuHhqDz028ZOHpfS7eQzhczhWwyj0HgsqlCo9ruc0w6LGMGjVvI1ZCgGBqSQEMSiBA0DogIBTsCJ4CxVCSZiaWz8czQhgaLzKbiaCQEmUVgC+kiIV3EIXE5JK6EJdWItDKxTq0w69Q2ndpmNXl97km/Z8ppG9VobHAYDgZEyLlSl9qg5wjIQyN9D58MPH80+OJ+55Mq0Mv75PbGnuILTw+uBeamwa5uxJZvRRWnYEpT0CXrsSUbqVU7iGWZQ8W7uq9mDlbuRzzOwbVWMgENUgJAQYXL6XAxaYSP6mGPNFE6H8AflfSUnXp5cQ+oII1UtZddd4hSthNblE4oy8RWZEKLNiNKkhFX44Dnl4MurIRc2Xwh+Zu4L/5Ycj4bM/CIBu2gggF0CIoMwghJTDmb3d/aeDQzbsPqr7MPbr1Tln+3rOjZjRv1dx68fNDQ2dAAaGuD9/Uh+vvRQ4NUKJSLxQoIBDaOQScwuDyB0mS0OD12m89nDs7Y5vyGoEFkNvD1NqnVIDIqeXqF0CyX2DVCYyhqgUHF1yt5OiVPp+BqTXyzXmgS0UToEUjj3drDm2Orj2/GNpS+unUm7/DaQ1tjXj6oALQ/ully9OyBmFN7wnprj1I7ytqvnzi+OWprXFj9nbL+rhv1jedP70ncHvdV9dntfXcuvaw62XwzW0IbmApI/EaDV68bNZvcBp3boPNZTF6zccxhCzod4y7nhMc7Exh9PT4+OzH1enLq9eTU7PTbuZl3czPvZqffz06/n5v56e3cL+/f/PJ+/pe56Z9HvbM2U0CncmiVdr3aadJ5LBq3We3SKWxaudWkcRm1bpspEPC8XhAemxhKRFxSRFxSeGxi2Or4ZaviVkT9K59qXhoe/feFy8JXJ3R3D89NvuNRuH3NPVQ0Wc6VskhcIpJCxbMNKpvHNm4x+LRKO4chJ0ExVASeisCHQONByF+BZuEYbCKLS+awyGw6gUHD0NlETgg0nyoQ0IQyjlwj0sqFWrXUaFTb7Uav3znhtQeVYj0Zy7x/v+Hhg3oIAKaTaEwylRBHQvf0DTyrB9Q/GWq8319/E972lNzVPFRTWH9yc8e5dcgrafjSbcjCFFzZJkrNdlJNOvX6bkLlDlRZFrBwM6B4C7gyC1C9D3zzFOJRPuJJEaK+CPbkCvhuDrDuJKDqCLDqIKRyP6zyALZqO+3GDtbNXfSqdELJRkzpBkTJOnBRErBgzfCFCGB2OChnVcfpuBOxf82I/r7l0R0C+BUTPUKFQklgFAWCkzO4Sjajt+lJ9v4NO5JXXPoh40H55Wc3q5sePKi/+7DhwdPG+4+bHz3rqG/qaWrub2oZbGkBtrXDunvwAzAujmpVGabHJucn56e80x79qEPmsyg8BrHVKLEaxBYVV6cUGPUKh17h0opMv9L8L9N0pYqj1op1LDz5cU357sSV5zavarn6w+CtK/m7N2TERty4kjfc+qL5QV3Oga1bor+6fjyj/3ZB162Cywe2r122+MKBfferLz++c6lo3/ZDscuPrVl2NjFs38qvDieHARpuzjgUXr3OrdUETEaPUe8x6v1Ws8dkCNgsfqslYLOOOu2TXt9MMDg3Of16cmpmYnJibGZibCb0PS3jo6/HR+cmg2+mxt9O+OfHPK+99gmbwWfSuAwqR2hOm1TOEGidwmZUOw0al9Xo/xfoFTEJYavjV8QkhF4vjYpdFBG9LGL1x4Qoh/LZ98sXrVjd2trzZvqDVqwZ6RyG9IMVPBmfLsJCCWQs3ax1uiwBvdqplJrpZCEZhqUi8BQ4jghB40HIT0FTEKQQaCaewSayWGQ2i8ymYxlsIodPFYgYYglLGtpD0kn0Zq3dafY6zV690sxnirFwYk/bwLMHjZXltxqetdBJTLPSKKazMYMAcGsbsKkZ8eIFsOERsOUhtq+F3NMBfXjjZe7eu4dWofLSiCXp6MKNuGtptBtZ9Nu7qLf2Em/s5d7eQ6naRqjYhK3YiLy2AV66CV6WgSjLgpdnISt3omt2oauyUJXphNpMxt09vCcHqbfTqbe2U2u3UCpS8SXJiKtx0Csx4KsxIzmrh86Gw3Kjh85H3dv9/bmULwuPbcOBOjHQIRoOTUFiyTAsA0mQ0WgiIrLtUe2lfRtPpSdVXDjceLOy7en9jsaGxidPGp89f/GwseF+fdPDhrbnLzvqm9qfNPTUvxhqfsUYBkrRGCOdYeNwHXyxW6YfM/gmHTMGuUMjtmjEFq3EGvqplVhVQlNoPIc0K7jaj1GzVCqOWi81EGGYvGPH1i3+esPXfz4Ru7hoY/KRqIjU7xbuSk49vvPAmT2HdiYmpyz6Pisq6uDauGMb4/ckxkb9/at1S1dlJSZvXh2x67vv0v/xWdoff7/ny79nfvGXTV/+5VFBtk/K8+i0TrXKZ9C7DTqvyRCwWdxGvc9iCjrto3brqNM+7vZMBsamRoNB31jA7Xc7/B7nmM897nUFPc5xtyPotk+47RM2g8+q94Zi0XlMGpdeadcpbHq5zah0fAQdWufwu2cWrIhJWB69ZtmquOXRa8JWxy+PXrMoIvrb5SsXh0UtDotasmLVr/JNWNR3y6Jevuz+MPez3xogQHB9rb1ipkghVBKRFAaJ4zB5XJaARmlRSEw0koAMw4byK9B4EOYjaAaOzsDRWWQ2l8bjUfgCmlDMlMi5Co1Iq5PotWKdRqRViDQKkYbHEMGB6LamrvpHTfWPmhqfNLc0dYMGYTw6X86VUpFYaFcvtL0T1tmJbW6BND6GdzQQh3vw/T2o5vr2inPl+6KGTiThr6TjS9MxJWmEmu2UmzvIt/ZS7h7k3N5Hv55Frd5Kq02jVG8kVW6kVKRRK7aRKrbSazNYt3ay7u5k3M6i3U6n3d3OfJBJuJlBqNmGK9uEKVyLKkhEFKyBFsSB82MhF9eAL8agriS1HQ+ryfz6xqn1nQ+LCPBuJBRGwhBoWBKPyJBQqCI8EtFVf7Pg+Mkt8QWH0p+U5bfer+t4/rD9RX3js8cvGut7Wvs7mro7X3T0vOwcbG4fbmkDtXcguno4Q02CoRfCnnpm80Nq0wNmb6uKhHMoJR6DRy8xyfk6ldisldk0YouCq5WxFCq+PpSPZUPO0cjYag1PK2cr1UINchh2fu/+rKiVqf/4U/oXfzry7WcHFn274csvYr/8JuKrb9eHR6eFR29eGpHw7ZK0iOV71kbtT4mN/fKbiD9/sWFp+ObwFSdWrTi49NvNf/5tYcrqG/u3XNoa31SVb5NSvXqdU63y6nVOncZj1PssJpdB5zbqx922MYct4LCOOV3jvsC4b8zn9DvMTqveaTe6nWav0+x3mHx2o99m8NkMPr3SrlfaTRpX6K1J4wr9WW+NxKyX20KgDSqHVmk3671+98yCsFVrlkXGLolYvXRlzLLI2KUrY74Pi/pmSfj3y1Z+v2zlouWRHxMi/m3Y6q8Wrayvb/sw98vs6JyMJRvqGGYTWQqhkoancxl8u9Ft1TuVMqNSZmTRRSHKBDCKAEZ91BwCTYIRGBgaE0unY2l0LI1JYvHofJVAreSrlHyVSqBWCdQKnjJUprEwHGQI2t3a0/T0ZdPTl+1NHX3t/YNdQ30dAPAAjIwkMbBUPBgO6+kHtrUPvnyJetkyUv8Y3tWEH+nDDw0RejsHH5RdP5nyfPvykfMbCWU7MNe2ocu2EGoziTd20+4eIN04SLq+h3g9i3Ijk3Yzg1ybTqrcRq7KoNZkkWuzSLVZpLpM4s0swq0s3O0s3O0sbM1uXNUuTPE2eG4q4uI6dP4GVF4qOCcBeiEGejEWmp/08kjE7QORXXXnsIMNKGA7BUuhY6lMHEVAIrGRUFDLk/vFZ8/vSszdt+1BYXbPk5s9z+93Nz7pe9XU0dLU+ap5oHNwoK2vr6Wzv+kVsK0d199HAQzShvvZfTWMthL6s1zC7dPg8kO9ZQcH711EtlfbRGKbTGmU6RQig0Sgl/H1Kr5eI9ApuFolT/fRtJyjkbJUEqZSzlTxyUKtWMcjsx9XVF374cCZhKjLKdHNxzPLt65JX/K3rJil5/dsv553Pu/AroyoiD0pyWXnD92/drIye8+uhMi1i74tPLS7qepyR+2lkn3J2xf/+72zWwduZz8s3N/yIFfAHAyYjG6txqvXObRqp07jMRmceq3bqA/YDT6rwWczjzrt477AhG/C7xp1WT1GtdWstVv1bpvB86+RrPPZ9H6z2mVWu2w6r8s06jD4TSqnVmrRSMwqkVEns2pkFo3MolfaNQqbSefxuaYXLF0Zszg8etGKVYtWrAq9WLg88psl4QuXRixcGhFi/Wk+XxTxxcLwZ8/a5qd+nA28cevdOAieiqYJWUI2hSPkiI0as1qqlwhVSpmRz5GToJiQ49B4xo7AMQAYBgDDAdFEKJ6GooRA0zBUBpHJo/OVfJWMIxcxxDwKn4lnEeEkxDAS1Ase7gH0tfd3tXT3tvUBekcgQ1DwIGS4BzDYCQT3QdBAFBlBoCAwOBAE1ts71NoCbWoZangC7nqJAgzgASAqAIhpfdRcfrw25dumg7HwogxsRSamfCu+Kp1Ys4N2cy+mZh+mZg+6Zgfhxg7KnT3EG7uxNbsJ1/eT6/YS6vbgr+/G39hHuH2QeOcQ7vYB9I29uOsHiLX7cKVZyEtpyIsbsflb0LkbweeTwWfDAadX9p9d3XIyoTl/B+zFdRp0AA0aEuDpEiKdh8HgB7tf3a2qzD5w5ciWaye3Pam60ld/B9RW39f0uL+5fqS9daj9VX9rc3tDY+eLxp7GhqGmekxvGw82KMMAJIhBfn8Zreki/s4hZEXGYP7a5nMxjbkJbWWbsS/v6Ehwn0ZllOtlAp1CaNRIzHqxUc7RhEx/HM9SlkrMUCjYWi5JpBZqVFwJsOVF3emD+ZtWvzy7g9ZQXp+z61DsF1f2JnfevYzqfPC86uLBjVGX9m9tuZ3f97zobtGRkxlJuxIinpafg7RWDjVfKz2zcVvk758V7xp+eqm+5vCLe+dJmIaPoO0alUOrdhv1Tr3WYzKMOvQBuyHgNAfdzgn/6Lh33O8Mhj57atI4LDqXRecxa90Wrdem99sNAYfBb9f7nMaAxxJ0GPx6uU0tNmmlFpXIqJGYVRKTSmLSyq0ahc2odXudUwuWhkcvWbFq0fLIX8ENgf7v+Wxh+MLlq5uael6Pf5hwTc/658VMCRlJ4dK4Up5UJdVo5DoRR8bnSBVSnZCnJELQIcQh0xgADD0MDYHGg7FUJDlUOehYGoPI5NJ4HBKXRWBT0TQ8lIAEoCD9UEDXyGD7EKBrCNQ7Ah+CooFIDAiFBiKRADhiGAYbQIL7ILB+CBaEoqFwdDSWBIPhwEBoR8dIRzOwtxUxPIgfgdJGwOSuJsSzigd7Yu/vXNlzIRVdnoUt244v24ov3Uav3IEs3Ya6thVRsgldsZl4PQNbk4Wu2omvO0io20Oo20O8sZd08wDp5gHC9f2Yqt3I8h24up3YqgxMyRbM5VRs7nps3lrUxURo9hroufCRMxGdx1a1ntsAvJlP62tjIlEEGE4Cx8iQaC5wGNb08EVl3vVLBx4UHxt4VjbY8RTS+xLU9RLQ1jDc2jDS8mKoqbG/4Xln/aOu5w8Gmx6huxrYwHYpslOB6JCCXtJelWIfnYfV7IOUbBm5nNSbE912fmVLdmTzhW3455VqAtQokhoUVq3MpuAbPjr+2DSkLFUoKo5ZwtBI2TIWjgBufV64J+V80tc9+Zm4V3WNxUePJX9Xc2zj0P18UEPZo7Lju1KX5u1L7X1YBG+/8bj03PFt69Ljw+rrzve9yGt9WpR/LCUt/D+eXd0LfV44+CDv1Z2LBMCzUIcOVY7QhHYZdD6LKeg2BF3Gca990ueZDIyNeyf8zqDbOmrVuiwap1ntMqmcRoXTpHTZtD6HPuDS+506n8c46reMO3U+ndisFhgMUqtKZFSLTXKhXi7Ua2SWEGiPY3JBqEiEBH+3JDw0lT/6/pTyd0vCv1sS/sXiyIjV67u6gLMTP/otYx8mfzLJrRQUVcAUGFVGi96qlmm5DD6bIZSK1EKenAhBhxBjR+A4IAIDgKGGIOhhaAg0BUEKPRTSsTQ6gcGhcikoKglBJsCIGBAWCUAhASjUCBoDwuIgGCwYHXIMH4IihmFoIBIPxRKgZPgAfKRzGNoPwkMQJBgCBwKhR4ZRg4OwoW7IUBccMIQDIsiDIFrXK1rb/c68Hbd2RTYej4OWbsdc24Yp2oS7kka7lkGr2Eqt3IwvS8GXp5KvbyNUZ2Ars0g3DlJu7qLc3EWp20mu2Ums2kmq2EEu30Wp2I2oTYNcWwe7Eo+5kogrWIPKiYZfiEJejMbkRCJz49qORbWc24x5VitBQHlYOglOlwLB/KFBWlcLru0JsfsRvucBrvchB9ZCwgzjEP1YcB8JOkgc6UN0tUFftcJbW4EdDYDWx7COpzRAswj2SjBSz+y+TW6pIr2oQt7LBZQdGCxIG85fO1KQ2J+zuuN0+IujsW35u2DPasVEolXr0CjsIrZWwtaEmoaMrZYwlaFIWSoZWy2i6VQ8k4QlxYyMwDqeFe1Lvrj+y/7CbaSRF821Fw8nLbp1Yhv0UTHwSXHNpV2rF/+u/EQmuKGGOtjwovrq8S0b0xMiW+5f7nqR0/yoNPfgxuRvf/coZy/15U3Sy1tNhWfaqvLtSoVdqfAZ9C691m3Qec1Gt1EfsFl8NnXArgt6LFN+79RocCowPe57Peqeses9Vq3LrHYZFHad1GaQOyxqj103atd47BqP2xDwmYN2jSf0gGuQWtVik0pklPK1MoFOLTX/F+hFS1f+j1myfOXCxWGLloYvD1+1bEXU8vBVEVGxS5av/HxRxPY9P9DZkrfzv7it/gnnxJjVL6UKOCSuUWlxGNxitoxF4fGZYg5TJBYo2XgyFYnFg6GYERBmBIQZGcGMjGCBQOwIEgtChTZIGTgam8hkkphMEpOOpVLRZDKSSITjiXA8AYbDQTAYECp0VU6E4YgwHA6MRgHgiCEofBCCACIgQxDwIBg6UYPaAAAgAElEQVQGgMEAMPAgGDQAgg5DkWAwFgIlwKAkCIQwMoIfGMT19mN7e8BND67v3XR703Lo+bXkyq3AonX467thRRmY8u2E6izy9V2k2p34qkxsRTquMoNQnUWo3EGq3kWu2U2q3oGvyMBVbAsFXh4DLlqFLUvEFSch8uLguWsgF9ZALyXA8he1nVry4nwq+H45f2RYhcIqIBDZyBCjtQb3rBj7tIhQX8xur5UM3OF21jJfVTK6KgSDt6XgehmsVQxvF8I6OOBWKqCBNnCfNfSAPXiP3l2Df3kV8eQc7N4x6N3D8HsHoXf2D1VnvLqy/uXFhNbchM785K6CtcMFMa1nI5vOr0c/KjWRCS6JQcM1SDlGndio4mkULLmarVCyFUqOVs7WS9gGMUEmoSpoKAYFicUP95QczTqa8N1gzSlFd3N7/ukjq757lneQ2nMH1lpxvSAjIWzB08Jz6LbbmJ6bj0pP7IwPP7ltPai+GtNeNfKgvHTvprTv/nTr5C74o2s9Fafy0hbXHopV86gek8JtVDi0cpde6dCrQqccAYc2YNeNOsxjLseEZ3TCNzkdmH899n7MP+13Bu1Gt0Fl0UoNOpnRrLTYNHaz0mLXOkILgwapWSM0akUmg9Sql1i0IpNCoFeLTaFzD5PG5XFMLli8LPJ/ScSipeFLwyLDIqKXhkUuD18VHhmzNCzyb98syyuqNFi879/+MuqemPRMBW0BDUdORlJ4FL5SqOHRhBQcg0MTCLgyqUjNI9EoCAwW+C/QaAAADQDgQKAQaDwEQ0YQ6Fgqi8AIgaaiyRQUiYQgEOF4EoJAQhAIMBweig1pDm1RY0Eo9AgCOQxDDsMQQAR8BI4AItAQNBqChg5Dh3uG+zv6gQMDyBEgEY4gw+FEIAg7MIDu6UV39WA6X9RfOHRj0/LWfSvQxRvAhetQlZn4yr3osm24ygxizQ5izQ58VSauMiMEGl+1g1C9k1C9k1Cdha/KxFVuDwVTtgmcvwZTmIAtjIfmxoByE/pzkrpz1radDGs+E9dbeoj66p4KMayBDwt7GplNd4C1B8F1P2AenEbfP4m8exxx9wjw+j5Q3f6RukPopzn0VxWcnru8/secwSeswcf0vgfM/jusvpvUjkpMYwHozvH+qt091zJ6SrcBanaAancOV6Z3X93QdimpLSe+81JiV27SQEFsX35Ce05KZ/5e9JNbOiLVKTfrJVYJVyvn6VV8vZKrVrA1CrZGztHKWDo+VkyGMdgEHpvIbHn44NDG+J2RX9cd3foq74fyrIR94Z/dPJXVf6e4oTwn79DWTau+rTn7Q8vNgidlpy7sXb87edXZjLTbBScelxy9fnbf4aTwDQv/mr0lvnDXujMpy7Yv/v9Or/+KihxyqEUevdyhk3qMaqdB7bOY/Faz36b12/R+hyngsAVcvqBnfNI3OzX6dsw/7XOM2QwuvdKslRq0UoNRbjIrLQaZ0ay0WFUOi9JukJp1YrNeYjHJ7aHzdYVAr5GYjWpn6L7Q65xa8N8P5j7N8pUxS8OjFy2PXBoeHRYZuyxi9T++DWvrHXk9//P87M8B13jQOT7uGLOrLHgoDtwHIsIJofsROonJofOkArmIyqEgMKhhEBoAxgLBqOERNABAgEBwQBQWhMKB0UQYjoomM/H0EGgKihQazyQEgYwkUlCk0G9IcDwZQfgUNAoARwHgqBEEBoTCgtE4CAYHwaBGECPdwz3NXQPtXZCBYQIMTkWiSRAIemAQ0dWD6OwiDrwavlF0Iz3qeuo/Ri4mwYs3wku2Eqv3Iku3YMq346sy/x/cjNBrTPWOULA1WdiaLGxtBqYmHV29HX8lHZ6ThL2ciCyIGc6JBpelI26fhd0tGCk7jryTx+64rYQ2qWFNwu466pNc3M3jwyVp0OrtpAcHcHf2QKu3Dpem9lyO7y9M6i/ZAqnZh713CvsgB/MgF/s4H19/mfDiKr7xCr6+APskB3bn2FDlnp6iLR0FKe356/sL0wDXtoPK04eLNnfnruvKSejKju/Kju/JjRm6nDxwcf2LwwnN57KorU+tfJFNYeUwNUKeUSqwyPhGOUcrZSjFVJmIImVh+SgAgU7kkzCM2uKK9SvCo//6p/Tl3x6P+3xv+J83ff1v+2IWn05b+0PK+o0RkfHfLzuevuny4awzO9Ztjlq4YcXi9NWrMmIjt8Ut2x2/POGbP4f9YUHUn3+7adHfd676as/qz3PSV4I66+1Kntcgd2mlboPKrlN6zUanUe+1aH12Y8BhDdgdPocn4BwNemcm/PMB76THFrDoHDqFKQRaLzXopQadRK+XGgxSc2j3VS+xGGU2s8Lxr/N1kVEns5q17tBGh881veDTC5RPE7odXL4yZtHyyIVLI5aGR4fa9uo1Gxgc6U+//DIRfOM0e51Gz4R7PGDx0TDUzhcdPc3dJDSZS+NRsFQCmsRnCWVMAQWOQwyOoAFgLBCKHAKghkeIUDgBjMGB0aEiQUIQaBgKDU+jE+ihvhGazRQUiYahhEJFkagoEgVJJMJwIdDoEQQGiPz0GRENRGLBaNggZKhjoK+lE9g9iB6BkGAoMgSOHQbCe3pB7R343nbcy4ePjm0pSvpb69FVqJItyOKtmGuZiJKtqGvbsRWZ+KoduMosXOW/ZjOudhe2ZiemegemOjMEGl29HVm5lVSwhZC/nlS8fuTiqt7cRNqLQg2iV46Eywe7NJBePbJdBrhPbcpD3zmAu55Jup5BvL6TVLeLeW8/9dZuXPU2dMVmSNF6WGkKuDwNUZOFqt0Hrz4AqdwPqdwPrt4PqtozUnMAUnsIfvMwvO4grGYP4Nr2/qsbu/PX9uanAoq3wsozICXbhvNS+7ITes6t6T27pi0nqi8nfjh7be+JNa3HEnpLD9P7Ws0CiYhvEvEtAq5JwDVJuSYRXcHFcDgoGg3JwsGoOBQTBaO0PG87vffwusXLMiNWFu2Iv7Zv/ZmUqPVf/3X9d9/sWpO4MTwm9psVq779R1ZSzOEtyXvWRicv/ibqi8+Sly3dFB11YFPskW1JWfERiQs/u7gzrbmqoL0ur+dOweCLuw4F02eQ2lVCl17p0Gl8Notdr3WZ9H67dczpCrg8foc/4BofdU+Nuqe8rqDT7DVpbFq5UScz6uUmg8wYuoXQinWhdRSd2GiQWk1yu1nh0IpMOrFZIzEblQ6LzmNUO82hDr10Zcz/krjvw6JDPxetWL0kIvbL71d8vTjixKk8ndH100+/jI/N28wes9oW9Iz7LF4+hTPY1vfy8YvhzkEKlkLFUbEwLIfKUbBFVAQeMQBCDYMwIxDkEBANAJJgCDIMT4Bi8RAMHoIhwvEUFImCpYQOa0OmQ+OZhqHQsVQ6lkrHUOgYChVFIsHxODAaA0SGBjwWhPrYQDBAJB6CQY8gwL0jQ+39wx0DkJ5h9DCUAEHgQDBY/yCwvQvT007ue9laeqpo48I727+H5m/ClmyHXU2DF29Blm7DlGeENIdA46t24K/vxtXuCoHGVGeGNMPLN9MLU8lF69BF6zovxA1XHTBh+sZEYgOJZ8HCtLAeXvddzOPzoNod0Ko00o2trLsZrLun6LeOMu8cp9T9QKjZi6/eg7yWgS7PgpanISq3Y2p3464fwNb9gK49CC7L6L+8Ybg4A3htB6RiN7x6D6x6J7gsfagwra8gtT8vFXB1M6RkG6x420jehr7shJ4zcX2n49pyonrOxwPOJIPPr+s7E/PkaHRHxRkJAmJSOVViM5ehYTO0Qo5BQJWx0QwegkL5v4S9ZXCU6Ra223uP+x7bzMDgBIlAILi7uwUIEDR4IFiAARJIQghxd2139+50RzpJu7um3eJBRvZwfrxMNmd/36lTdVfqTVcqv66+637Ws9Z6CRwepZ2E4+CxDCqemZf27PDaDfHLV5bfuoDNTStJubg9JmLHgpi0C+cfXkg6sGbtyrkRqedO1GU9qk1PTdqxfsGEH7cuXHTt+JnSpzers+/fSjy4cOKPuxdHlz26Tqx8hij8FVKcbhWxvZoem6LboZU7DTqf3Wo3Gp1Gk6/XFfIEQu5QwB0Kuvt97gGXI9Rr89kMToPKolOYDAqzUWkxKcxjTANtVTqxUS+xGKRWIEMbZTa93GZWOy06N3Al7rSF/z+BnhQRM37qnOmRC6bNmT89csHkmXN/mDB94ozo4uJ6j2fgt9dvhwZ+d/cGDSqL2+oxKI1d7A4KklhXXF30rABaC2bi6Swyq5PbKW8X80hsEhRDgmLIcDQRiiTD0e8DzcBSmXg6m8hkU9hsCptPa22lcP5PoNtorXwql0fhsAkMIHUAQAMCfgW+HkQYDt2EQDcg4DVgWHULphFBQeLpGBIBikQ2tFCb6tnwOlju3Qf74lIWfdtwNJaavB5/bRUhZRPx5mby7a3Uu9tpqTvo93YCYj3cxfx1J+PBDiCHUO5uIN1eR7i5hnltPvHqIkjymsbb+7i1T0NCnre9vacZpoQXdFQ+IGQmIh/sxj7ezny2p+3FvrYX+9qzkvgZ5zqyz3PST1LvH6LcO4i/tYecup+Utp2ctoeadoCeHs/KOM7KOEb8dRfsxjrItY3gqxvA19ZBktfDbmyEp2yApqwHX1/beGlFy6WVkKurYFdXQy+uaDoTV39iXt3xuXVJkeBzS5uOL2tKWFh3IjJj74SckytJBY8NHT0moVrarupgK7pa1d0caSelTUTht5O4XCKbiqPhMWQyFl+Z9+Ls7m0750dmX0qkVRVAcx4nbFhyYsvymuz7yMqcGyf3Lpk17sGFo9jiZ/TKF88vxa+a+uO66KiM6w+aCh81FaY9vX56S9zs5TN+zriSSKnJbchKgRU+0vLxAV2PWy10qMV2rdpuNJr1BqfFEXD5wp5w0BMOeQZC/iGge95idJq1doPKoleajUoLALRRbgJSx3/nEiQWQEaZzSS3G5UOAGjgvtBpC4OmRs77v2ry7Hk/T5szLWrB5NnzfomI/mnq7B8nRcQuW9vGkwwN/D4y9OfI4B8+d59aqtcq9D0dIj6Zw8EzsC2okuzCgsw8aC2YgaN1cjulfGEbhUtFEElQDBGCJkKRFASGiSUyMe/sGYgcXDL7fxx6LHLwaa18Wms7nQcwzSWxgEIHIDqGAtAMDClSUSQiDIeHYHDNaGQdDFYNRjbAiDAcBU0gIrBYCJLa3MRENJCa8gou770S+6+8jZNQpxcTr68i3txMurUFABpAmZa6g5a6g5W6nX1vB/veDmbqFvqdTbTb66m31lFuriVemoe5vpaQdZ7TmK/hEGytRGFDLuf5DX7xCVr2AfyjnaS0vZycY/yiU/yS061FiR35V/gvLrblXmI8PUl6eIT8KJ746yH6kwTGi6PM5yfoz05QM04yMhMZmcfJjw+iU7dCr2xouLC65uzy6jPL6i6sarqyrjl5Q3PyhurziytPx1WeXlB/fnFT0tL6U/OrjkWVx8+uOj218cziqvgVJfvmF8VPy9r/89NDUaVJe6hlhXoWxyzSCFtlfIa0gyFsJ7Z14FmdeAYDSWDiKFQ8noSGwmoKHl2MP7B85rWDa7Fl6YiSR9eObDqyeUFa8nF0zfO0Gyc2LhyfuHVxZepFatGjlsfnjq+avWTSz9eOnK7Pv1ufm/rs1rmL+zctnvTdhV1rwc9TGzNTqtKu8JGVfm1XyCzr1UhsGpVJo7EYjB6bN+gKBT1hvzPs9/QDQNssPqPObtLYAKD1chMQOfR/J+n3MzQgIHsYFHaz2mnWuoCODpe9DzRlztz/q2bELJ4wI2ZqZNz46dHf/xLx3YQZE2bEbNodbzX7f3v9dqDvTX/olbs3KO5RCjvFXAaPg6excVQWntpYVpP5a3rhs1wsBCngtIlbu9uprXQUmQTFEMAoEhRDRWIZGAIdRR7L0GwiE8jQrfTWVgoHqHIAQPOo3DY6r43Oa6fzAKZbyWwWnk7HvIvgLCyNiiBS4AQGmsJAU4BnGpJEaMKi6uHwGgiyHo4Do4lwPAmJwyOxlKZGKryBjalufHTuatyP6Yu/rz84h3h9FenWFtKtLZQ7294Hmnp3O+P2FtbdbezU7ay7Wxi3N9FurqPdXEe/tZ58bTn10RExrNQu7rRLBHxIIfLXePqjHcSHi4kPl1Mfb+I8i+flnebmn2cXX+KUXxWUXeXmnWM+P0VIO4x/fIiScYSaeZT9IpGUfZyWe5qZd571IomZc56edYqQdhh9bxcieXPTpbXVZ1ZUnF5WdXZFTdLqqgurK5NWlZ6aX3AsKv/onPLE2Lpzi6oT55XFzy46MKPs2PiKI/NK9q3I2xeXFx+Rc2Ri+v6pD3fEFJw7IkFCfQqdvEPJown51C4uhsOEEtvRZAYUzcDg6HgMHQ+hwMvy759K3Dz70LopddkXIcW3Us9u37t69pl9q1DV2VXP710+tmzXook5SQfohXepBdcfH1+3eMJ3Oxetybx5rDbnVuXTlKL7VzZHT94aPSn1+I7Cm6fSzu1BFj10y1sHbSq3Xu406GwGg9fp8vcGAq4+vzPssQe8rnDIP+J1D1jNXr3GalRbAaB1MqPm7/QMHAqNMsvfM5HvaB6LHCZVL9DgYVT3enoHQDOi502dEz09au7EiNnTImNmx8ZNmR0VERM7KSJm4tTI8ZNmRcyeHxW1aFZE7JKFa7IzC/uCI7+N/Of10B9hX79KrOYxeO0MPhNPZyCQTCSKgyUQ4Yia4rInD9PzXuSzWByFQMwm0OgYEgGKxrYgyAgcGYGjY0h0FIUEI5BgBAaGxiGxuWQOm8JhUzitFC6XzAE+aaVwedRWPo3XRud3Mts6GHzAodkEBhNH+zuxkOkYEiBgeoCOIVFRBAoCg2mGohrBODCSAMfgoVgcHEdEEUkQMBMObUdCiXmZWXvX3533c+X6CPaJFeRbWyi3t9JSd1DubCPd2UpJ3U6+uw1/Zws1dTMzdQsvdUtb6mb+3U2tqdsod7egUzbQslM7G0qdXe1hvUbFIlCK7hIf7mU+2NjxcHVb2gZG+hbmi8Pc4nOtJdfaS+9wcpLbci+QHh7BpB7CPTxKTE+k51xoLbneWnyDnXOOnn2W9vwCM+8KI/cyOSOR8PAQ8cEBxPWNLZdW159bVn9mafXJhRVH5lUeja07uaj25IKy+KjC/TMrEuY1nF1SkTDv+Z5p2bun5uyNyN0/qyg+uiQ+qvhwZFXCvNLDczK3jM/YE0nMvq5hUEQcIYvYxSN3d5JaW+FYDhLLxRKYKCyXSJbyeLr2juonTxI3rD88d0bmyX0Vd87kXD+yf9XsnStjCp8+qC3Jv5+UuHPB9DNrI8qu7Ki7dSg36cDBRbHz/z3h0OZ1j66ey0pJunf6wMHlUSumfrcxcuLh1Qu2LRqffHxzFwUWtho8RrPf7vY5/SFv2OsKel1Bp91vt3jcveGQf8TvGbSZ/AaNU6dyAEMJarFJLTZpJGad2Kzu0QHpGVhlODbqq5fb1FIz0A+tVdo1CptaaXP19oOmzomeFhkD/JwWGRMREzs7Nm7qnOiJUyN/njhzyfINqQ8y6uvheCyDz+0JB0Zfjfz1ZvjPsHfQZnAK20VcWisANAeDZ2PwDAyOgsSimiG5z148SXuKgCGl7T3AmDcRhsGBkRQknoLE09BEGpL8P0CzyGw2hcMl/1f/v0AzsNSxKRgGlgwMLNIxJBqaSEFgcGA4qhGMaYbjYWgCDAfcvBAgMCoU1opEMKrLyi8cubd0cvaSf6P2zcFeW0dM2US9s418eyv59lZK6nZK6nbSna3U1M2ce1u4dzbwbq3n3tpITN6ATtlGTjuix9YbKAivUBCQy2QEGCXvFintIOvxVsHTXbz0HcT7mylP9rNyT7Oen2/NuczNuoxM2Q2+tg11ey8j4zQv/3Jn6c2O8lutRcnc3CR27gVm/mVW4TVG7mVy1mnio8O4+/swt7YCTDeeW16TuKg6YUF1woLaEwurj8eWxUcV7IsoPhxZdWJ+8eHIZ7umZO2c/GLfzIJDkRUnFlQkzCs5NLvs8KyqI7PLDs7I3DWz6vJebmOlmNXOIbYzsK18ApsDxzGgSA4G30llqLuFZqlUymanX0xaM3Payp9/3DprytEVsYmblm6ImbJ81pRjW7ee3L3v2KaNS3/5acesnxMXTzu3bObRuJnrp09ZOmlq9Lgf5o77Ju6Xr1dM+3rVjH/F/fLlksnfL53688roH88d2MDGQnwWk9/u7vf1B339If+AzxnwOHwOk9uq73VZAyHPUMA14DD5ASg1MotKYlKJjEqhQd1jUPcYlF0aVbcWmIl8f8hXK7WoxSat3KqRWdRyq0pmUcutTkcfaPLM6BlR8ydFRAFvlp84I3J6ZOwPE6ZOmhZ1Juk6DEmy2wPh4MuQf8Tr6u/3j4YDo15HWKcwCTukPAafTeG00flsIpOLI3OwJAoCQ0Pj2SRqbXll2oPHFcXl3Zx2Fp4KAE2AogGgqSgCFUEiQvFjQHNI7P8T6PeZ7mS2tdN57wMNCBgjZ+IowAPwTMeQKAgMAYrENENRjVAsBElCEPAIPAqMIkDRJCiGjkDz4FBkVurDzdE3Yz4u3TQOen4ZLnk98b2jIWDS9Hub2h9u495ex7i6gnx1Ler6FkZ2kpFU7uuh2dvonq4OJ5/X3VRNfnadmpnAytrTnnW0NeMoLnU38eFBZsYJ4v3D+JsHiDcPQC5vgl/bSnoQz8s531l4raM4uaM4mVdwjV90mV+SzCtL4ZbcYBddo+ecJz05in2wB3NrMyplI/Ty6oazS+oS4+oS42pPLqg9Pr/y2NzyI9GF+2fm7p1RdGhO/v6ZANAF8XOLE+ZVJS6oSphbcjCi5MCU6vjptUdm5O6a8XhHNPTJLQWL28UQ0NFMJoZGh2E4GGwnlaETyUJ2l0dn7CQRbh47vHjiv1dOmTjri0/WRkzaGRe9ZubU6B9+iPru38unzNkUPW/BDz8s/+HbVd99uW/m5E2T/71pxsSVk3+O+/a7tdPGn9q08MKeJUl7l66KGrdh/qzL8Qee3r1YX5Rtkktf9Q0PBYf7gi89rv7e3pDb7u21uCw6h0ljc5i8fme/1xG2GbyA12pkFuBOe2wiQSFQKwRqAGvArd9NlEnMKpFRK7WoJCaNzKKUmpVSc681BJoUETUjav6UWTFTZsVMj4ydFBH10+SIHyZM3bRtv6BHGQi/1Okcwm6VRKiRdqsVIp1MrBN2yFsZnQwSh45nMUksoFeulchgYSlkBI6KIvBoTBQElvfseUleQRuNw8RRqCgCCY4lwbFUFAFgmgInjgHNJrLYRBaTxGKR3yWN9wUA3cHgAwGaQ2QCa8SAi0Ng0QcLT2UTaBwiHXhmYMlUJJaMwGBbYMgGCBaCpKBIBCQB0YwgQHBEOIEIx3PxeFptUcbRtRdjPniy4tOmEwvwV9cRbmwkpmwCTJp6dzvpzlbqzdWt9zZxb60nX16DvbqZ9OiEsPm5t5uk4mJMPJqno91CofJLC6hZ11kvzrBeHOVlJ3GzzsGSdzWcXdd0bn3VkUXlB+bXH1kCSVqHubGD+ego/9np1mdn2VmnOdnneS8ucvPP80qu8MpSuCXXWYVXmXnnyU+PYu7vhl9dC7+6tjlpee3JBdXHY+tPxtWfjKs+Nq/iaExVwrySQ3Nydk/L2xeRv39mzt7pOXunl56YX3piflnC3LL4yPL4mTUJs2uOzCjfPzFn55SrS8Zln9rDg0K6aa10FIWBJrXiKWI2W9ctClrdb0LDfotNxmHl3bt+evvKUzvXbZw79ebxPamJh45vXL5u5uRVkyde2bXj+oE9J9cs3zpt8q4ZkzIS9t3YsSJl38otc75d8+O4G9vWN6YnFz5IzLp9bEXUhLXzoyue5Wgl3Wa1cjg8+HLgt4BnxOMatNtDdnuo1+KyGR0mjQ0A2usIu6wBs9YFXF8DvgsADQgA+n+YBkKIUqjTSIwqkV4lMSjFerlEb7f4QJNnzp0euWBGVNwv06Mi5y+LiF747U9T5i5aVVULef37W49ngEpuJRPYHVwhjylgkXhsuoBFaacROEQ0nYSi0nBMDonbzmgTMDtaSRwWnk5B4qkYIhGBbqyoriosAgijIPEkOPYdykg8CY4lQfEECI4MJwJAswhMBpE5BjTQ8v8+0GP2/D7NLDx9DGIAaA6RDgBNQ+GoKBwBigQcmoahkNAkRDMC04ggwPB4JJlJprNR4ILk+EtL/5US98+a+Gj81XXE5A2EGxvJt7YQb26m3NlGvLmZc2cdJXkV/vJaXPJ2evoZJTjXxUM62rBsZL2hjd0vEdso1M7SAu6LVF7+ZXbuCUH+TU7GxYqjqx6umHgn7vs78756smJc8Y5ZJfuiahMWwS9swKfspNw7SHsYT087znxykpZ1gvXiHDv/EjP/MjP3EjPnLCX9CDZ1B/TKKsjllU1nF1cfn1d1NKb2eGzt8diqI9EVR2NqTy6oOBqTty+i4MCsokNz8g/Oyj84q+RodPnxeSVHo/MPRJQciaw9Oa/08KysrT+nrhl/Muaba5sXtTzLaMOROHgan8KQd3TohT29Wv2QN/xb/6uww+1Uy0iNxTm3E68nborfFFPz/EZt1o3Uk9uPro46tWE+7MWdxoxr+cnH9s2dcGLpTHR2SlnKoarUg/sWfnkgIiLnTAKy4NGz2yef/XrhzJGdmffuORSmV4PDw6Hh4fCrkGfEYQnZLEGbJeBwBG16u1VnM6ttVq2j1+h1mf12vdugsOvlNqApVNHzbhZB3aXXdBuUXRpAqm7t+0BrRQZVt1YrMiiFOpVIrxDpFCKdw+QFTZk1b+rs2BlRcT9NnhURvfCX6VH/Gjf5wLEzKq1tZOQ/RqNLJtHLxDqVxCDpVLYxu3hsYSuji0sX0AgcKpZFwzFZBHYXp1suUHRxutsZbVQ0GQtB4iEIaG1dfWkZHUNiE2hkBA6wZ+BQSICiiRAcADQTS2cRmD/pnCIAACAASURBVEw8g05gMEksLpnDp/HaGW1AC94Y0Hwqt5XMBsLGu+r13w49FjbG3JqBJTMwBDqGQIKjsS0IPAxNx1LJGDIagkZW12FbUHgMnUXns/H4mrTk25sjLs39Z9meCNylNbgrawnX1hNTNuGS15NubsYmr+feXoM4twh6aRM944q0pdDFRVkYLdzqJzwczCMVjmrVNhpNWFPWUfSooyCZn3tWWHSL8Wti3o55KZFfXpoCujwV9HDxd4U7ZuRtmVKwPaJge0TJvqjGxBWoq1twN3cT7+wjPzxESz9GyzzNeHae8ewsM+ME7eFB4t2dsEsrwUnL6k/FVR+bW3U0pjZhXm3CvKoj0ZXH5tYlxlUfjy0+HFkSH1USH1VwaHb+wVn5B6aXHYssOjLn2d5pWXtnZu2b83DH9Jvrx19ZPfXcioibezc2PnsqZrAU7e1ifqte0qMXdtnV2n5XaNQ/HLS6vXoVBVyclXL43MG4HUvHV2Veanie8uDM9iNrZ17YHYspvd2Sca7g+v4ts79IWDYRl59cc+9Q/a+HDi/6cvv0Xx4dP1D97N7zxzdhjZV8Bs1jcrx983a07+Vw8GXYO+qx9TuMIbPeYwBei6G1WrRWq9Zh0/Xa9W6bzmVU2oD8oBQaxpq2lZ1alUCn7no3o/5/StOjUwjUqm6tsksj79bIutTSbrVV73oH9NTZsROmRU6cEf2vcZNnxix6Xlj5xx9vh4f/tFl8TntQKzdLu9WKHq1SqBO0KQQ8aRdfxmf18BmCVloHh8QV8kRKoUHcoejm9jDxDCIMg2oEN5SVN5WVUVEEDpFORuCIMAwQPMgIHB6CIoCxeDD2/wS6lcIFRgw7mO2ASfOorW10Po/CAe69gYIdsAWBhaePLa/5nwzNxBIZWCIFiSVA0SQkjo6lUnFUApKAq6lGN4LxGCqT3k7FEBszf00/uOLqgq/ytkxEJ61EJ63EXFpNTN6Aurwaf30D+soa0oVY2NmllCdJWkKTg0dT4ZpYRffg947p23kDem1ALJahkV01xYKStI4X14X5V3gZp2HnN2WtnvJowff35359K/KT9JU/5u+OqNwzp2pvZOH26c83Ti7YNasyPq7h1ApI0jrU1S3Ia9uQKbuxqYfwqYdxN3djr21BX17fcHph9fF5ZfGR5YcjK49E1xybW3Nsbm3CvKqEeXWJcTUn5pcfm1t+bG7x4cgX+2bk7J1esHdiyeEZ+YdmZh+c8/TQ3F8PxN7dv+DXI8ufnNr1/GJC6b0UUn2NtqND19Mt4tJFXKqIS9eJJCF7YDT40mvutatE+Mbnj5N3Xdi/ZHPsT2WPrkALHqddPHJ47ZzLh5bCSlIgT5OeJ23fHvX1qXUziIW3YBkXyq4fOhI7bvOcnzOvnsI2VbWymL0Oz9vf3r59+XbAHnaaPB5r0KH3A1sHzGqHXmEwqoxWtcWmsdq1DpvGblHajTKLFniDVI9e1a0HYoam26DpNmi7Ddpuw/+sEwEIVgjUik6FrF0mFyikwD78dqmoXWpUW0GTIuZNnb1gyqz5M6IWTZ4Z+93P03fsP87tlI2O/tXX99phC/jcA1a9y6CwSgUqAaungyfr5EqFHcruNrm4Q9HDl/KpHSK+WNGjlwo0Am4Pl8xh4ijwuqaKF3nN5eUUJJ5LYgBAU5B4IgxDgmPxEBS+BfM+0AwcnYanA0ADy2U6WR2ASQOGDaRnBpYK3AsCXU1jQAMlDgBoBpZMQxNZOBIDS6SicGQEjoIm0LFUGp5GxpCpTbXo+no8kkyltmGg2PrMtJzjW1KWjn+2bhz8zFL4maXIpBX4q+sQF1dir61DXV5NOj+PkLK5u/qpT9jmFAo6wBVt5Q9siEy/QjFoMOjZLHZNeWtFXkdRWufzZGXRTcrtvSW7o+7P/Tpz0Q9Zy8Y9mP91+ppxObtnNB6aC09cBk5YVLEvsmjnrIJds4r3xdQmLKmOX1h+OK7i2NLaU2sbTq+vPb6sNn5BXfzcsvjZ+Xun5u6aVLR/esXh2VVHImsTYppOxFYlzKs9uaDmxPyKhHmVx2MLD87O2jk5c8ekon0TCvZOzD0wo+DEwpILG3Mvbs+/fqj2yWV43hNkcTamsoQNh0nZbBGbwcHDacgmFh4p6xT0ucJ/Dr0NOfwunYyNLinPOnt139ptMZMrH94iVhQ+u5Z0aM386ye2oKof0YofPz+/Z9/8n85unI0ruIN9fifz+N5d034+vWMhG1nrs1sG+keD4d+8zqGQbeCNd9Rt8vitoV6dz6Z2O7Veu9puVZl6dSYAaJvGblFZDVIzsApVIdCqewwaofFd75HMbpLajGKLXmh6/yAI/LG8UyXrUMraZcCrR0V8sbhN0s0TdfNEerkJNGnW3Emz5k6cGRMRvTAieuH346YUlzf4QqOhwGivPRj0j/g9gw6r32MPaeXmNnY3h9LGobS1MbtE7XKpQCVsk3VyhG3Mrk6uQNguEvF7uls7KEhsXXF5xv0H5Tk5ODCSjiGR4FgCFI2HoHBgJAA0DoIlwPAUFJmOpTHxDMCkGTg6l87mULk8Kr+d3t3FFAmYAj6llY17Ry1QY6aiCDQ0ESg8MzHU9wVcr9BRZBoaT0PjKUgsCY6mILFMHImFJzOwRAQEioVAsRAoAY2HNkCrsp4Unt9za+G3j5d90xwfSbu0Ank2FnZtadOVZYhLq5GJy5HnF2PvHbExkX+YlN5OhqC5uLWlzKcVWtxDUoGmE4qV1JVo6tN6iq6JSx9QH90oOLzmyZrJTxd+lb7gi7QV/36+NSJ3y7T8jROq90SCjyxFJm6EnthYf2xV9dHFFUdjSg/PKjwyryJhXt3xuY0JkVUHp+fvmlp8eC7k6jbY7aM1F7aWn15Zkbi48uT8htOLms8sq0lYkH9kWc7+uJJjywoOzC8/urA+cXHO9snPtvzyZNfMxmtboQ+O8eueclsK8x9cvXsxsb4kj46EcfGYDgq+g4ppI8C42AYWspoBr+zCoFWtPK/V1t8/6HQ67BYtCVb16OqxI4sX7VsQ8yL5TEHq+XP7V+9YPjtx38as1OSSe6eTtsaun/RhQtz4lB2Lk9YvvH14d+Wv90T81rDXOzgw2tf3Ohx+47H3eYw+v95nVttMKuv/yKy2AZHDpLIaFGat1KQS6eXdGqlAo+zSaEUGk9xqVTnMCptRZnm3VFKglXeq5J0qheDdsKlcIJO0i4U8kYgvFvJE4jaJpF0q5IkUXUq71gGaMid28ux5AM0/T5y5dOUmOrvz5Zu3DlvAavb6vUN+z6C7Nxx0D1r1Lmm3mk3m0/EcBoHLZwi6WsVdreJOjrCd1S1o7ZIIpLJOibRTyMSRGkorH926/ezBA1htMx1DoiDxeAgKABogGwvGvA80QDMdS2OSAZ/mtdO7u1liAVPQSuIwMe8qzTQ0kYYmAkC/YxpN+R+g6SgyHUWmonA0NJ6KwpERGAoSy8ASAaAxMAQWAkU1NRNQODQM05ifW3rt2N0VEx4t/6bxcBT90grEqbngpNj6c/OQScswp5dhzi/D3z/h5FJ+t5ldnTwpslZJaBzVC9xGq5rLk8IaNU3P1dUpgtyz4vJf4XcuP90a+3D5+GdLv81a+vXj5T8+XT/5xeapZTumFe+MKNsdXXtwcVPCakjievDpNS2nlzWeWlh8OLoqYV7V0ZjSg7OLD0SXnliGTD0uqE5XkeBidIMQUS5ozmGWPSBmX0c/vtB8O7Hu+rHCMzvyE7fkHFtbfGp93tHlabuiq86uIz6/yi69z65ON3HRUjqyOP3uvSvnm6tKRSyWmMOUcRgiJqmNgGAh6ujQSjq0UkTGKlpZRrks4POPDA17HJbizF+3LJoV98N3sz7/8OCyuXuXzVk4+esVs8fvWDJ3VeSM9XNmrJkxccoHoGkf/ePw0qWFN1O7MPQBvfs/o6/f/v5Xf2jY7e53OvosOqddbXepbUA/hlFpGUPZrLZZNHaT2mxSm00qq1FpMSisOplZIzGqxab3r050YuPfzq1WCLRj9Q21UKPsVsk6peI2EYCyuE0i7ZDJBQoJsDpL7wTNiFn4y/SoiTOix0+d8+PP0+4/ema2+XzBEbXSYtQ7Pa5+YEdR2DvstPj1SquA3cUmcqhoGgPHBHZoAPuNBK1d0i6ZqkehESvaaKyWytrUa8k3k5JqCsuBazwcGImHoLAtiHcP/2+gGTg6DUOloikUHImKo7GJHADoTkYnh8CiIQnAPwE4BpgGBFjy+6KjyDQkiYLEjpk0BYmlYwhMHImJI+GRWDwUBq+txcPQJCwZWllR9+vVR9tj7i79pmL3THLScuzZBahLcZAL83EXlxDPLIEnLoFeO6gj44cMNnNbpwIN1qGrAqwmMwWqhJXKah8qKpLaMndgb63jF9yqv3klbVPMk5UTijb8XLxxfObq8U/WTcrbOr3xcFTx3tmFuyJL982rT1iBOr8Zd2kr+sJ6xLlVsItrYBfXNJxZVXFqdX3yfmz27Q5ojYnHMEgMJrneptKZpRJFW6uIQRNSad1kqoQA7YTVsetLqOXP6ZXP0S/utzxJ7gIXhbXdSjaOCa2Rcih0RHPGvdtP792l47EyNlfMYPXQaF1kPBcFobXU0sE1rajGTgK0m0noaeVYjabfX73u87hyH95ZHT0tdtx3s7/5dEPU1P3L5+5eHBk34dvpn3wQ+fVX62OidyxZujomLn77AWg1tFft/KPvz7dv3r4Z+i3kGTAbXFaz324OWHQOp97uNlj08r+b5v6mGQDaoDQalMa/QbcDa/iMSsfYLSBQvlAI1IArKwRadY8OuFXRiLQA0JJ2MfBaErlAoexWqYUaRZdSK9a5TR7QjKg4oDX0p18iomOX0Zjtbt+gTGmSinVmo9vt7PM4+3zugZBnyGnxG9V2tVDVyeqgYagUFJmJZ3DJHGAJQTu7Q9QhVvUodFJVN4ePboLcS75+8fjxwswXdAyJiaNgWxAA0JhmOBA5iHACADRAMxlJIsIJJAyBiCLRsQw+VdDNEnfQO9h4JjCPCMyNAzPk761DINNR5DGUAZppSBIFgaGhcHQ0nobCUZFYOhoPvGWagiZQoAhkbS0ODKfgacjGJnjek2cntiQv/zFr01TkySWYxPnYC3Hoi/NJlxbTzi1En1pWf3aXBAYdMHpcMr2eQlA35siLrlFuHeKmHenIPsB9sgJ9ZXpJ/GRSxoXmX+892hCVtvznkg3jK7ZNfrFpUub6KQXbpjUfjq47uaTm2MLK+Ljq+EXNiauwF7cQr2wjXN5KvLWbcOcA/PYhxOOLnJoCGY2k7uxW9ygEHUZRj1Upt6qVNpXcpFda7Qa/xzY44HCNuH2jbk/AaAwYjW6tyiIVha2G0f5BrVzZymDJhWImmVpRVFJbXtnOae2msNpwpFY0lofGsGBQWnMdB9HcTcZwMPUddHQXl2FSakZD/aN+P7ahOvXciXP7t66JmrZp/uyH50+UPrhzYcfW/QsX3ok/evvs0cKshxgEXKU2vPrt7R9/vB0Ij/T7ww6TX6+0G5S9DmPAqvcYlEaLWmdVqwwK8xjQ72sMaKPSAgBtUtlNql69xAQsY1f36MYqdOoe3RjQWpEBAFcukMkFMkWXUtWjVgs1QL+Hqketlxo8Zi9oUkRMzPzlk6ZFRcxZcPL0ZYPZbbP5RSKNSmF22AJe94DX1R/0Dff5RryOsFFt10s0PVwBE0ejIInAyexd+YzC6eB0StpFapFcxOugYwgZ9x9cPnnyRVoWFUVg4anvA40DIwkwPAA0DUMFvh5EOAEHwZIwBAKSSEXTeJTOLqaondbOwjHGluK9vx3v72FyEg1JAlAGaKYiiFQEkQxHA0wDQANMs3AkGprMQKCJDU14MJyEpSCaEaTG6rzriRfXTL23bnpLwgrEiUWwUzHQU3MI52Lp52LRJ5bUHFvXVlUyZHIPWvw2DltS8Zh7Z1fZ+vHYC4t5GRuZj2Px1ybn7voOcie+4dHdZ9tjs9ZMrNjyS+PeiPJds15sjcjZOLFs+0Tw2VXQ82uaTi2vip9feWhBy6nVmMvb8Vf3NF/eiXt4lpr3oLW+TMZkGCVatdQo7tZJuq1ysUUhMQE0m7Uuu8HvsvQHnX0DvuGXA78NhV4OhoZfDb0ZHXg1FB7xB1/ZHGGz2TPQ/8pmdkp7ZCKBWC1VilidbSQmB01kIjGUZjC2thpfX82EtdDR9a0UlJjfalZoQnbXn+E+BY/RVJB5/8rJlVFTV0ROy7hxFV9TzYXARQSyiEBuLnrewSCFfP7R138FBn93egfsdp/JaLObA0at26YP2LRevcSil+oMKp1eqRyLHADZBsW7HjqjymRUmYDP9XLL37IB+AJFjP8BeuwZ2Nmi6lGqhSqtWPeuEU9m1EsNqh61TqJ3Gd2gKTNi5sQsHjdhxvJVm6vroG53v1ptFYu1FpPH6x7we4eCvuG+4EvgvbMGlU3EE/AoLBqaSEbgxi5KqCgCBUtlUzidrHZpp1DM72yjsYqzn9++eDE3/RkJjmXiKECABiIHDozEQ3FEOIGMJFFQZAqKTEIQCTA8Hoqj4Eh4BIGCovKpgh62pIPeAQBNR+AB0eC490VFEAGmAQHddhQ4gQpDU6AoKgzNQOIYSBwdgWUgcSw0gY4ic5BYOhhCAiNwCBIcgmXhcLmpyYeXR1xYHtGYuBF7bgPi9KLmk5HIU1HEU1Gw+LnVBxfRslL9Qtmo3d/b0Satzmi7v69q0wTKjTWquuPiiu1tT5YU7v6h5PS63CsnH62b9Xjpv8s2/FS/e3rF7pmFO2bnbphQvPGnmoOxsDOrcJc3wM6vqj+xpPb4svpT65rObqlLOcUoyZLikAoWR9Uu0Qj1KpFRJTSZ5VaTzKARKjVCuVmhc2itLqPbbw2FPEMuawB4TYLbORDwjYbDb/z+0WD4t3D/H+Hwm1ejb4O+wYHg0GBoOOgKug1us9yo7JKJuJ2tJAoZCsU2NuCa6vGwehIS0kFn6nukHq3hr3BQ3UYvf3rrbPyWi8f2/Hr1PKmlxdAjHnS4fguE+212CYMlZvF7Nbagc8BhCdnMYZMxoNW4jcZendpmUbuNMru2x2RVOSxaq0Gt/zslm3UyIzBS9W5SUGUyqkx6uUknM2qlpr9l+W897j3JO1XqHsN/y89CjUak1Yo1eqlOLzUA3dJAw7SyW6URaZ0GFyhizoIJk2ePGz894eQFhcJktfpkMoNGZfV5BoP+EZ9nMOgbDgdGR/t/7/ePKkQ6Jo7y/rEMqMeR4Fg8gkDF0XhUbg+vU8zvFLa215eWPUpJKcrKxUNQQLcdADTQpYQFY4BCBxFOICGIZCSJhCCSEEQKjkRAEmkYegejR9wq72R0MrF0KgLPQBIAmqkwLKAxoAGNeTMFTiDD8FQYmgxBkiFIGhzDQOJocAzwwEJRuQhsKxRBgcCxcCISSeazeRl3bi6d+dP6Sf96snlhXfzy5pMLW07GwBKjUMdmYRKiGw7GwK4elCHBIa0hIBUZUKWKwgvoE8tYaQd6aWlaxIX2rI25W7/P3h+bcWrn/ZVTHi35vmTdv8s3jstZ81P2hkn5myZW75ySv25q7b5ozIXVpJubUVc31J1bU39xG/RmPLWiWEbCm7vEhh6Vulur7tZquzUWkc4kVpnECnW3UNPTY1drPSZb0O4b8gyNBIb7XP1+RyjkGQh4h3yewYBv1O8f9XsG+0OvQv6hkb7XAVffSP/LVwOvQ+7wm+G/Rvp+C3sH/b1+h8lmkCtkXZ09/FY2jcwlUwQMnrpd5JKp/+N3SZiIjJSjF0/s4BKhNrV0NBj6bfBlwOWzGk29VouKyaHWNbYh0A6JrM/idBt7DSqbyeBRag0qpd6i6TXLHGZJr13l1sqtSpnRqLTo5Sat1KCR6NVinUaiB2a59QqDXmH4m3KTVmrSycw6mXXsIDjm0ADieonl79Z+k0FmNMiMBpkeABqYZ9FJ9BqRFlgc5zS4QDMj48aNnz4netGTzPzBwd8VCpNCZnT1hgf63oQCox5Xv98z6PcMDgZfBd2DAp4YGHelo/FsPJmFI1GRWBIMRYKhsDAcGUPhkFhd3HYRr0Pa3gWurnl6925ZTiEOjASuVAB7JsGxODAS3YzCtKABpgGgKSgycCgkIIl0LEPAEsnaVF2sLiaWToZhAaCpMCwFiqFAMQDQdASeAieMMT1mzwDQxBY4sQU+BjQVhqYjsBwUjQvD8GBIKhSBRhDRWGZHW9evKTcm//jlBBDowKR/3Ymb8GLb9Lqj0dDEaPjR2eiEyNrd0wr2xKKf3DHx2zySHj22UlF+DZu0mZJ+1M7Nl8OSKfdWPln9ec6BefmX9kAv7kQkriQkLmzYNSVj2XcPl36fvWZc9c5JOYt/Klw3sSl+LvbaOvSNjZDkrYS0xO6qxxIyTdfWpe9Wqbq1OrHZIjFaepT2LolBqLAoNFal2q7V+Kw2r9XRa3K6Lb6AxTPk7htwhwe9A6Ph10OhlyH/SNA/EnAG+30DQVdoODQSdIWGgsPDoZGAMxgKvAoFRvuCI4N9o8ODL4f7B4Jej9NmNWl0ZpXeJNIYBQqXVPGn3y5mgrNuH35y95xF0fn7UPhV36BRYxKL5F3dQhqbzmkpL7qdlHf9BLPuhV/ZNtCrMWtkOp1GoVGrVXqHwdWr8tgVHpvCp5bYtOpewIPVYp1KpFWJtGqxDpgU1Mp0Wtk7vrVSk15uMSptJlUvUNwA1ldrRYaxiodJbv/7wWpRWc1Ki1Fu0Em0YyhrRFq1UAMA7TK6QTMj4/71w8QtOw6KZXq9yaXTOez2QF/f61Dotdc94HSEnI5QyD80PPDGZnQwyCxsMxQPhpPhaBoaz8ASGVgiFYMnITFkGJ4ARlGRaB6Z3MPhCLk8EhRT+DS3uLCIhMNT8WQMGIFugmHqIfgGGLYOgkDX4HEYPlPYzhSxCEw6hkCC4zGNBCyaj0JwqaRuYadB1KmiExjw5mZEUz2yvh7V0IBubMaD4SQohgInUOBEMoxAgZGpCBINCZwFCRQEhgxHkmAIchOM3AQjt6BoUCwTSWajqSwUhY6iYNBICh5DRSPJ0BY6AspEo7vZvKunL33x6TcfgP75CQg06dtP18wef2zJ9JSNMU/2LM7ZOD1r5/xTi6YdXDCz+Pr5XjLkFQNsLLxNTl5ETF9tZd/WIC6gL8blr/4Rem41Jy+ps6Va0FDZXpqDuXu87NCcpys+yIwDNW37pXTFj0/mff5kyfiK45sRj64RS3N5GIS8rU3VIdIIJJpumbZHrhHKtSKFXqLSy9Q6uc6gNJg1ZrvB7rK4fA5fwBkIuoJBd3/IMxDyDIS9g32+IUBh72DY198fGBwIDvWHRvtDo+HAcMg/FPQNhvwj4cBoOPiyL/SqP/zbYP8fw4P/GR1+O+T/rd8/6nEHnY7eoKc3ZNEr6ARsYTaltkEvaHMaVVqlopsn6mJ1Ceh0TENpY9XjnGubc45F16bs6MA2Os1Oq95jVVr1Ym2vxmOR2c0yvVWtMilVBpVNLfVp5DqNXKeW6tVSvVpqVEvNaqlZJTGpxQ6V2KoSW9USi1Zu1ivNBrVJrzJqlSqNXK2RazUyg05h0cpsaolNITSrZBal1KySmDQSs0FqNUltZqnNJLEqRAag2GeUmvVSg7xbJZdoLRY36JcpcyZPj75970mvu8/hCjscwXD41fDwnz7PcK89aDF5rGav39M/2PfKorfRSUxUQwuuBUaGoylILBWFo6JwVAyejiMy0BQiBE2CIVg4XBuV2kalEyHoqtyy2vJKHAJFQuIIcAy2BQWrgWAa0LgmLJ3NUsj1XnN42D2k6+qGVZc2lZeim2AECIEMJ7dT2uTtkm4GD9/YCCnNg5XnwqtK4VXliOoKdG0tvrGJ1AIltyDILQggH9MRWMCDKVAUBYoiQ5BUCIoCRpPAKDIETYbhqQgiFUEiw4lYJIqAQlHRKBYGzcFgmCgsHUM6tOPgJx9+8cE/Pv4QBPrin6AfPwRN/Ry06IePtkz5Zu+MTzZN+3LODx98+wFo0YzxdWnXbYRqecWv3MfbhLUnbK13xM1H0UlRFZt+QpxaLixO7mmptJLQDgJEUZXGSz/YcmJm3uqvStf+u3TDtKzlE7I2zGm+eqyzrkRFI6n4fKWgW8EXydvFyk6pSiBTdcs1QqVeqjXK9UaV0awx2/Q2p9nptXsDzkDYE+7z9vX7hwH9F2XvYNg7GPAO+D39Pnefz93n9/QHfYN9wZH+0Cjwl2HvYMgz8N6XYXjYOzzkGwx7g16Hw2PSOeU9GiahC1rXhUVq2xhiLolDIlDRZBKMQIZCkbVFjZXp5LqH4IcHSs6vRj+7qmASzTKtUqjTycwmpVsnsukkep1UphSLdTKjTubRyHVqmVYt1askOpXEoJIYgD10GqldLbGpJRaN7B3QOqVBpzRo5GqNXK1V6HQKk15p1SvtGqlVKbJIenSSHp1CZNBIzHqJRS8ya7sNqk6tWmzSic06kUEvNGi7NdIOmbRHbtBbQd98/8vCpesQaEqo/7Xb3e/zDQ0M/Bb0j9itQaPeqdPYLUZ30Dc4GBzVKQ1EDBleW49paiFCkSQ4mghDEWEoKobIJFAZaAoVgWdgcFwikUcms/FEfAuyuay+ubySBEcToGh4PRRSA0WDSe1MkbRTr7ME7ZY+t87zu9unZpGfXj+dfvMSuLqyk0ASEKgyOlfD5gnQGFRxXkPGvcasu435GS1FzxDlBbjaMnJTDbWljtJcT2qspUCbKNAWCrSFAoFQoQg6DMNE4FhIIh2BpcKwRAiaAEYRoFgiDEeE4gkwPB6Bx8PQZDiShcGwMXg6ithS0bRi/koQ6KMPP/js08+++OSTTz4EgT4Fgb4Bgcb9EzT+K9CP3/zjy28+Bn0AAn0A2rtlaf3Ta9Siu7qWW33dOe6uR7yKLTXx32cv/kfuqnH4a7u6q3PcFIQD06CpTVdXrteP4gAAIABJREFUXGbc3Vi+e1ruuknF+5Y2n9tDfHhVUFtoZFFNgk5Ze5ekXfQOZYFM1S1X9yi0YrVRrreoTDajw2F2Oq1uj8PndwWDnnDY1x/29Y8RDOi/Jh18GQqMBnzDQd9wyD/UFxwZCr0cDr96GXg57B0MO4I+i9ulszvUJpvSYFXorSKFVaqwSCS6Tr6Ege/BtgiRdTJUnQQHEeLqyXUvsLXFBAikqby2OONp4ZO7NHydUoDFFd/KTYhrurCypzLVJepwWP1GvUev8islLp3crpapZD09OonWIHGMpWcgcqhEWrXYoBYb9DK7TmbVSi1AetbLTTq5XivTaaQarUyrk+sNCrNRaQMWgmnEFqBJWiu1aKUWg9RqlNlMUptRYtWJjXqxUd+l0wpUWoFK0alQSzS9Fhfom+8mHD56Rq4yBwIjHs9AOPgy4Bu2mDxGvVurtmlVVrvFNxR6ORgcVQiVaAgGVlODamjAtUDwEAQegiDCMCQEgYomU5FkOobCwpMZODwFhca2wMBVTVV5FeCySjaGSACjwNUtRCStp01p0gbsliGt2adV6GUsdg+qBfL07tOkhKb8HGmboN9s9ag0dpHcLOiRURm0+mpITnp9xt3qjLvVGXdrs+41vXgEK8pAlz/HVeXjqwuQ1S+Q1Xmo6mJ0TSm2tppQ30huglCa4SQYgghFAiJA0UQYhgjHA7s7CFA0EYokQ+BUGJqJIRc9K5w5JRoE+uiDDz/7+ItvPv7620+/+vazL7/9/JOvP/nnZ6B/gEAffwD68ivQV1+BPvjnF5/+Y1XkLyV3znq41S+1LbaOh+ySDYV7Ps1eDMqa/2X1zlhm1g0rosoKrVDXPlXV3qY+3FeZsKQyfnXTzfPdtUU2OsHG4xg62iXc9g5mm7BNohOqDGKNQao1ynRGud6kMFjVZpve5nH4vL1+nzMA0Awo5O0DvBaw2zHHDXkGAr7RUODVQPj1SN/r0f43w6GRPm9f2Bnss3j9ertTrjV1i9U8vpzFFFFJQiJWgIQKUOB2aD2noZRRlcOsyGityuiszWqtzaKX3IM9SSKWpwsoGBykpSjrSVnGfSaphUGClGdczzoyr3r/eOKVpUJooVFvMRm8arlXInJqVR6NSq8QiQxSrUFkHqNZKdQohRqlSKUSq9USjV5uGat76GRGncyokWpVYrVGqtVItVoZELUterlFJ7PqZFadzKyVmtRig0r0bmgFqFhrenR6oUHfrTF2a20Sg11l8Vm9L/tfgSZOmZPxrHBw8PdQ6GV/+PVg/28eV7/Z4LIYvHqNXauyuqyBkb7XA75hiUCKbEEhG+qQDXWohgZMC5gARRNhOBwEi2lBk+FEGppMReFICCQZiSJAkU3l9UWZBXX5RbgWGLoJxiVznCaP29Fv1HtMen8ri87CQii12XmXDjyM34J58dzeo/oz9J/fh14N+wZC9kDI5vfpe41CiYjBaMOjKQ3F6PLnDc8fVKTfLE9Lqc1KBeenIUoyW4rTwCXpkJJMaGk2vCwfWVGCqqhEV1ah6+uwjQ345mY8GAxstyEhkGQEhowgUBF4KgxJBsOoMCSbQHucmjbhp6kg0Eegf34C+vBz0EdfgD799sMvx33w2Y+gf/zr0y/+9cHn34E+//7THyd+9PnXH4JAkeO+pVYVvTHxAwqEhJTKLttTf2YK7Nhs6P7Yhp0Lm5J2d+Y+0NYXGCAF6panhKen668fIaTf5jbVGThMq0CgauXL+QJpu0jYJpELtTqRxiDRWRQmm8Zq19rsBkevyek0u7yOoNcR9DvDAVffWGgOewcHAiMDgZH/CRLAdouQZ6jfOzTsHxryhoM2p1OtM0vkWg5fQWeJiaQeDEKAaGoDV7U2FHJqX3Cqs5hlTyi5d4jZ15n5N9vL77aV3WLmXcFmnYHd3dtweRMu+6KMCetupRLhDVRIDaIuD9xYAa0tBD862nJ8KuTYROyTk0IO2ay0aKR2SbdNKetVKnRKsdQgVZuERqATAzixqYUqtVCpEak0YoVBptNL3wmoV2jFurH7kXcaK2tIze8PFL7X+6FSCzVmqcmpsgcN3qHe8Ih38NXAq7d/vAWtXLmZSGT/9dfbgb43w4N/hAOjTnvQZvbazQGjrlensPSafcPBlyFXv7BdhAVj0E11yIY6RF0durkFD0ERoFh0MwpejyBCiWQEgQTHUlBoOhaHqAfnPH6Wcj4l89f0utIqAhxj1pjfvnkb9IS1Cr3ZYKe2lBbcPf7s4ub0hNUN9654BKK/PG9+9//ldQX9znDYOzwc/O1l8M2gu99vdrr0Rru4Xc2jtWEh+NqilsIntc8fVGXdrcy8U/vsVl327Yace00vHoLz06GFmfCi5/Ci59CSPHhFIbqmFFdXhWusITQ3EMFNJEgzHgynI9BMJIqBQLAwaAYOf/7Uue++HQcCfQj64FPQJ5+DPv4C9MlXoM++A330LegfX3/91Y8g0Kcg0GcfffYdCPTRZ6CPti9e6pPK3g66DO0oYtUNcmECPXNPT9axnkcnCWd25OxalL1zZVXiQULaDX5VGrMinVySI0Jhe5gcdadQ1t7VzWqTdYg1IrVGpNVI9JoelUGis6jMvXqH0+xyWz1eu8/b63fa/S5HwOMMAYE4HBjuC470BUeAmNHvHx4Mjg6FXo7pVfjlSGBowBkImh0elcbc3aNgs4REfBu4md/cwG+s4DcWdTTkttU95Vf+yim9Q8o+h01LgN3eg7i5k/o4np97mpV9DPVge9PtLfVnF1Ufjaq7uI5Y+ZBLgxGRDeiaoifJiVWFz2hYCCQnOf/QjBfbvi0+tQhZkGLpEXrUdovCrVHYlQqdQiLViZVmoVErMmlFBq1YpxGpAZTVIqlaJNVK5FqJUitR6iQavVT7X6D/Hhl8typpbN5bajb9PRgL+LRSrFdJDGa1zWf1D3mGfu97/Xb0r79G//z95R9//vEWlJx8T6/v/f33t/3h132hVx5nn8sRspm9Fp3boLJp5WanyTccfOmzB7s4AnQzCt1Ug2yoQTbUoZqaMc1wbDMa1YRG1KOxYBwOgiXAMRQ0DgOG5WU8v3zq0vH9J7Izc/FYkqRbbDdbQh6P02rSSESdHGbD/Qv3Dix+cnIxMf+aq436NtD/Nvh61DnosvZ67d6gIxB2hIOWQMDo8ujMbo02pNf51CqHVKht5/RQcXRoLaIiryEvvS7rTm3m7ZqMWzUZt2ozb9dl3WnIvtP4/G7Ti0fg/HRYURasJBtRlouszEdXF+Jqy5C1tURwCwXawkLDmBgYvLFu3drVH3/yGQj0zw8+/PSjz7/68MuvP/zym48/+/rjT778+IPPP/vk83/+4+N/fPTph599BQJ9+N1X3+5avzlgtLzyuTsJ8Jq0y/DMc0pwmrE53Vj1UJqdnL9v2fHp352PnZ136hC1LENEhgqIJBVfJuB3izslEoFUIpCqepQ6iVYv1hokOrPcbFXbevVOt8njsfp99neu7O4NA00HAe8QUKnoC77sC74MuPqC7v4+39BgcHQ4/Go4/AoA+qV/YMDh8WkMVqFI18qRk/HdKEgbuJbfUM6rL+bX5nTUZAqqH/LLrrNzz1KyjoJvrW+6urz+bFzz2QWIS4vR15fBri9uvDK/+sKChhOzGg9Pzds/o+jWPhSkANFUWpx+Nyc5AVKWjW6pLs+8nXlmzdP9054fjqi4sEwArvGL5X6d26Sya1R6hUSqESpNQqO2x6jtMepEBr1Yq5dodGK5RiRWC0WANEKpTqw0SLUGiU4n0ml6NNoeo15sNErNRqnZIDHoRDqdSKMTaQwiva5HqxQoZZ1yqUChlupNekevzRcODL8e+uPPl/95+/Kvt7+9/fP1f169evPq9z9AjY3I4eE/X4781Rd6FfKPuByhgHfIYfJqZBa11KiRmTzW4Mu+N35boI3Oh9VBkQ1VqMZaVGM9srEJ2QBBNSDQTThMMx5a+/9Q9t5BUZ7t+/cqYI+pxiTGJHYEjBpNTDOJJrEkxq4U6UXsvfdesQIivXcERKq0Xdjee2V7ufvuvZ2i8v6xCW9+z+993u98Z85htsEMc3/m2OM8rvO67rLy3LLa0qqmmrrKguLbl66fO3L29sU7VVUNWp0ZRa1CLodN6zX2iTnk9lsXjh1fseRO1C/ND3ZZeosHFGyHXGVV6GCl2qSQGWUyo1ih58sNXJmJJ7YIRRYB3ySQgBIZplLhmj5UKdXzGaKel4zW+qa8h8+zUmrSr5c9OF9490T+7SN5tw7n3TqUf/1E/q1TBbdPF945V3j3fPG9SyWPrpan3Sh5kl6V/bQm90lzRf6Lsrz0+7fmzZ1JGEUY4z/Wzy+A4OdP8A8YPWbsmDFjxgeMmeQ3xj+AMG7C2LFvTfSbNJHgN9pv7LiQoAWU7l5YpempfZZx7mjZ1UP6ljxlxT1Z9mV19tXS3ZuSF3x+/NcfC04dolTmqugkRheVQZRQyTxqL5dO4fLpIjFTJGNJ+njyPp7cpDRb+gBQAwFaGNDCgB7xeQz47/bO+e+CAYdPnkeMB2yyAnrErIV0fJGKzhR2dXObGzn1NcyaElppNqUgg1zwuDcvhZR9jZhxuuvx/uabO2rOrC0+uDx//1d5OxcUxM8vjptXGDMnN+qL3IRZhfuCMhKDi6NnVUfOurd+2o1dK+urHrc8L868daEh9UJzcVrmgxsPb5x7em3fneQVN7bOuLH+/cyDMaL6WhNHpuAoJHypD+g+lkpMk/sYlbOlco7oH6DpAhpVQKOLGEwJky9ji31ASxgSCV0hZ/X18TVqgVbFU8nZUglDJGGIxFSRmCoS08USllQh6DP0WVDI4bIPvno1PPxmeHhweMj1atA95HYN2N0e99AQgUHlvRoYduJDqMUBGqygATcoIRlPIyBL2ESumC5FtJgLdOnEuu4XnZW55ZXZWc/y82ry8sqyskozsyvzC54VlzwrKivNyS9Oyy5PL3xW2vCiifTiZQ+DzndY8OE3Q27EiZhcWrWDw9cyyXRqedG5NcsvRywuvbyX/7zOwpZYBFITlw+y+BBdpKP1GmlkI4WiI/bqSFQTjW1m841ckYEpNzElEFcC88QQX4zK+lC1wSTTqLjtop4GekNpd1l+S17Gs4yUwvuXMq6ffHwxLv1SQvblnUU3DlTcPll5+0LZrUslN68W3rpcmnK98tHN8oe3XhRkXT11YvrUaaMIAePHvTV2zMQA/wn+fuP9/Sb6+030GzVpNGHiWxPenzDufQJhEmHUZP8x7/uNmvT2hHdznmTxmNTGstzsCwfqbxwSF91VlT8WFj5mZD3MOX2y5MqltuxsXkuLiNhDa++kdhI5dLaITBJRyGI6Xc7lqYQytVStVRh1SpPGgGl0qF6PGA2wWQsBOhA1wLgZ06NWI4wDkBsBPFazxwZ4bIDDBuJWwOtE+j2o2wVYrVqTRabs4/CFvdTeuueU5w3U57X0ugp2fSmrNo9a+rgj5yY56zIx7WT7/f1tt+MaLm4sO7w8b+eC7Ni52dHT8uK+KIqfWRQ/szBmZkH0jILomcXRs3ITp+fFzcwJn/kkdMaDiNk5J/98lnGlJC2tofhaXsqxzJun26rK6c2NBRcPXFr10b2fCLc2Lam6fFBM6uxTmul8NY0pkvE4SnavmCmSMCRKbp+S2yelS2RMkYLJ4feQRMxePq2HRyELqEwpUyxn9UkZaiFZJaXI5TSliqPR8LVytpxP5rJJDE4vi0tny/gyg8oAmWAH5vLdinPQO+z1vOn3Dvd7X/d7X/d7X/V7Xw30vx4YGCLoNcCboWG7dcCOeCGjTS0zC5kKVq+Q1cVjdXOU3D6b0Y6bcBlL1vaspSqvojo3tyonpyInpzw7tzQ7pzQrrzynoLKguCgzpyyzqLWiiU+XGM12C+a2oe5h9/CbAY9ZZVQIDWSKorOXx2Uy+I2VT3eH5xzbRCm4b6EzQYFCx+Kr6TRtD1nTSVaQOtVkor63V0fs1RIpOgpTx+RomTyLQGnmSkGeyMLmGRhsQChD+oyg2gwouBYJxyJggzwWyGZoKCR26/POquK6rOtlD8/mXjv09PyezAt7cy8fzbtyIvfKyZzrx3OuHy+4fboo5ULhg+uJ4dvef+tt/9FjA/zH+40eO3rUWL/R4wL8J40JeGuM/9tj/N8e4zdp/Nj3/ALe9R/zvl/AuwTC+Ilj3nr6+An9ZUtrSW7VnfNlZ3fl7AvLPxDz8u5Vek4msayUXFXNbm6VkaliCp3RRWZ007g0rohCEVOpYjpbwRVrJWpTHwAarLAJ1+sRwIz7FkFgM4qYUKsJwy1WAIQhEMNgpx3yOEGPHXBYTShmgpy2YQc6CGtANVcg7ulhNjf11tWSntX21NRSn9cyn9fQn5VQK7OppY/JhXdJude7Hx9tvrWz5tz28mNri/Ytz0v6Mi9hfkFiYGHirKKk2SWJs4sT5hTFziqMmVUcPas4etbTqKnZ0Z/nhM9M3fzp5XUf3or7pvjOibKMtJRLu+5fSE6/crg09XbRo9u39oaf+O3zM8tGH1k25Vb4z81Z92UsjkioZLOlEr5MJZTIuTIpW6bgqGQshZgqkjKEMhZPSCYziO2cXpKIQZexhXK2VMZSSBkqCb3PKDT0cdUyhlRI4bFJDBaRLmLy1GKZDcJcmKvf3t/vHBh0vxrqHx7qH+53+2j+G+iB/n9qYIjgcb4a6h9GIZcd8QJ6TMhW0om83nYmtZ3F6GIreWqr0Q5pYRaJXV9WV55bVlNQUJmbW5VXUF1YVJ5TkJuWkfkwPSf1aXFuYdfzlxquyokM9g8Ou/qH3Y6BYdsAZjYK6Xy11MLl6RlCBY/PbCtJfbhzfVPKIU1rtV0oM3PlGiZbTe9VkjrkL18K2prkXZ0aIlFL6tWRqHoqS8fgaRhcPZdv5PEhsQgRiUxcvlkot0h1epFOzeHrOAIzm49wRbhI5pAoQC5PQ6Xy254zX1R3ludUpd3Iun4s9cLeJ5f2Zl3bn3lt971TUSknojOvHXx48eDq5UsnjfUfRRg9dszEAP/xfqPH+Y0eN6LQfqMmjQuYNHbMZMLoyaP83vEf857f6AnvTnovOz2T0lBDrSvPu3A0ecXS6G+CHu9NFNbXQSyOmivo4/AVHIGcJRTR+bxejoAmlLJlvvS3T6DQCPuMCpNFg0B6HNY7TGozZIAhAwzoQFCHYGYcB51Wi92BOR2Yy2UddFlfObEhHPbYQByzYHbbMA4N6ERKdltTd1l+U9ajpqePuwpzyTUVtNpKVl0JozKLWvygJ/dq95MzHQ+PvrgYVnlsXf7u5Vnxi7Oig3Ji5hYmzK3cHVyePK80ac4/NM8sippZGDmjYMcXaeFTMsM/zdk+M33rZ9f+mnor7pua1PPE2qrMB9dL065UpZ3Lv3s048ax3FvHM09G3ghbdnjpuIPfTUnbs5leU6hiscVsBYuuIvfIFDyZnCuTc1RytlLGUqi4chVXIqYzWaRuLrlXxGBKWQI5W6rkKvt4Oo3AoBEoJXQBu5tK7+zl9FDlPCGo1bkQ9JVn8I33zev+N0OeVwOe14PeN/+S5+GB/jcD/W98NA8OvBkcfEXwul478QHQjMMmXKe08JlyNllE7mBR21m0DqaMrUT1NkANMoms5+X11YVVz4pLynJyC9Izc9MyctMy857mlBWU1JbXcuhcRAsNO4aHvcMYPgBiTjfuGYIdGpGg83mTkqfmC7UMkaSL1JyXciLt4FZyzlUzsQXjijU0gZbN1XGoCmKbtK2J29woaX+pJvboSFQ9mWFi8E0ckYEn6eMwtRwGJBbYZBJYLAVFcpNI3cdWqBgyNU2k7mGpu8ja7h4zhQ6xOBCLY6AzTGy2hkFltjx/XpiWf//ck2v70i4lpV+OfnA24vH56KL7R68fiw+Z+dHY0YTRhFFjx0wcEzDB38/H9AS/0RNGEyaOIkzwHzUuwH/SKP+3/ALeHe3/DoEwdkLAxAe373JJbb0NVQd3bP5h9qeHIrdRGxvsBsANOwAzbNQBarnWN8kgYyvVfL1ebAbUoFllMSnNZiUI9KFmNWpUIno5BPWZMQNsNWGwAbOCLof1FYYMGA24Um2VqqwihY0ns3KlGEcC8yUgX2rpUzoMSkhGo1Gq81qeXK2/d6Y17RajPI9VW8aoLqCXP6UV36PlXiOmHmm8Flt5amPZvp8Kdn6TG7cwNzYoPy6wOGFueVLgs91BpUlziuJnF0TPyI/6oiB6ZmHkjNywz7O2ffok/KP0LR+nb5iWunHa5TXvn908N+1MQnna/fyM9KLHVwvv7E2/EPnk5p7awvsVj6+djlx34CtC5CzCwR8+LDkTL2p6Bsr0SglKJOn4DL6YKZKwpL7VaRVPpeRIxTSuiMEU0dliBkfOEamFSq1IrRaolVwlr5fC7CLSu7oFNKpWJrEB5kEH/rrf7bI53bjHY/e6HF6Pc9DredXvHR7oH6k3A/1vBgf+qcFXBBvqtlu9MODQKswSnorPlAsYckonu+clg07kKIVa2GDTK0y97dTa8rrqkpqS7Lyy3IKK/JLK4vIXNS9IHT1sGofPEloRx7B7eNgx7EKHTACO2lzDA68HLGhPfVlByl1KK4lO43VSaNXPip7eOlx/77C4JhWmdCBckY4lNvAEGhZZ3Nkkankh7Hyp7OkxUGgGCsNIZZlYAjNfZhbK9UKemkXTsagWDsPCZkF8MSzpA0QaWKhD+AqQztJ1tikaqiV1ZcoXNZq2F2YKHWTxQKHEJBSquQxRb3NvfX5T4e2yR0eybySnX0rIu3P4wv4d86a/+/aEMf5+o/xGjx09aswowpjRo8b6+00csRwBfuPGBEz0G/P2aP93CKMmEAgB70x8O+NRandHU15makJ02NFDe+k0isPphTCPDnJYrf0Q5NRpILlEJxNo+8RGgwwwyyGjCjT1QRYNBupskB6HNFazEjbIQJNMZzNiTsSDIf1mwKPUOxliy0uasrZHXUnUlnSr8zu1ee3qonZlWbuyukNOJckFFAG3pa4j6/KzazufXd3TnX5dXFsqaihmVz4h590kpZ/purev6VJY1eHfCnZ+U7xzUUFCSEFccFnSgvKdIWWJgeUJcysS5xXFzhqhuTh6VlHU7LzQzzM3f5K29cPU9VMfrvnw8bqPL6yctG/Fh+di1zw4eywv/WnKuYNX9627su/3m2fCMh+de3rn/OmkyPNrP965aHT0PMLxlbPKz+9XEkkWBcKmG7l0Np/B59GEfIpESJNJmXIxXSik8aQskZwjUfHlWnGfVtyn5MkEVC6zm8YkdgloFJWAZ9Go7BDgxjGvw+axWz12t8fu9bgGvO5Br+eV1/PK63nj9f53oDHY6bD1o5BLJlBz6WIOTcKjSXteMkhtdA5FqJEajSqQRxM+r2wszSurLKqqLC5vbWhm9jLlIgVohOxWt8PmwWC7QQ/ZIY8bHHDAAyDicrkHh72DFoG06OaxRyf299bVc2nc9m5iUdHTrJsnmh6dlTWkA9QWlCcChCqjSNzHIku725RdnSoqxcBkWtg8C4Orp3KMTL6RK9HzpWaBSMtg6agUI6XX0Esy02goT4QKpChPBNCpxu4X6oZ8QfFt6tMLjOyrwpJ7ho42mMWwy1VOncVpAJ16vVUqtLB6uC2lnWVpZQ/Op186uDf8zykTR08IGOXvN8rfb9yIh/b3mxjgPynAb3KA3+TxYyf5jR5HIIwljJ44yv+tMQET354w+c61a89qqkpLSyurakRSlWdoGHW/0UJOLeQGzA69FlXKzTKRXiXR6+RmgxIwKAFtH6DXQBYdChqsoA4D1YhZCRrlFqPKggFOFBlQ6u1kgamOrChsF2Y2cR41Se63yO62KG+3qO40qx41Kp82yHLqJdQ2Du9lN7M6s/F2csmxdbWXYui5KYqGalFdJqsopevxycZrsTXH15Xv+aEscVFZQkjFnoWlySGliUHlO0PKkoKL4+YURM8siJ454ptLY+eUxQWWRs/ND5uZtWV66qYpqes+erhq6oPVUy6unHRszbS0E5GNBRkl2TmpV4/dPbbt9vGN106H3768J+PO6YJ7FzIOrb60LThp6cStMwm7f5hRef20mkwDpDqJQKgQKsRsGZcqEVBlYoZCypTL2XIlV9nHV6oFKgVXKqRx2CQas7uX2d0rZlENCjEOmj1WxGlFHCjqQFGHFfO6+z2ugX7P0ED/68GBYa/nldv92vP/YzlwzIPBTovRKmTL+Uwpkyxk9gh625mUbg6XLpYJ1EK2vLutt76qsbGuufslydhnBAygDcbduNftGHDY+kHApteBSqUJA9z9yKtB17DdPuTxDg3hLnEXKe3I9ifHE3vKiroaGkuLy56mPii5f7n+9hlxfYqms8rEZJkEMqNIauBz9QyGnsxQ0agGDhvkCgAmT0/laOl8HUek5UohnhJgSxAWH6ZStW3NiuYGbWe7qYeo7WqS1OdxS2/yik6znu4mpkQS78awnuxT1OaBvS+dUrlNabSIDRa+GuIoEKbIyKDr6WRZV1tbUdaZ5Nj3xo7yJxDGBPiNWA5fyhHgP8l/9Ft+oyb5jRpDIAQQCGP9x74TMO5tv9Hj/AijD+3Zw+hkGBUmBzrodQ7b0NdGnd1scIJmj17198FWSrFOp7QY1YChz2Los+i1sFGPmvSwWQsZ+0wmpdGiNIFqMwK5zIBLqrWShKZqSl8eUZXVq82kGksEYJEQyhdiBSK8VGivFdhfcm1Ejo3fzuQ3vqDl36g9vzl/3/Lm64mC8gxJQz2nNIWUfqb+Slz5kT+Kdy4rjg+piJ9blxRYvX9R+e6Qkp3zS5NDipOC8uMCc2Pm5sbMLYqd7esCS2LmlkbPLY6cm799Rs6Wz55s+ij9r2kPf51y55e3T38fcPS3D5+ejiJVFzy5e7M6605d1vmCe/vT7h5Iv3+s+PGphowzT8/H3Nn3x/nQJbt+nBoRMvHEibotAAAgAElEQVTMxmUdGddBeruYL1BKVApBn5itkrHVco5GwdVohDq1QKviqcV0MZvEoLaTGF09IgazTygw98kws8GNwW4MsSOIA7W6bE437nI7PU67x+3s93qG+r2v3Z4ht/u19++O8P+rKcQxj8WIqpVmPlMq4amYZCGtm8sg8ZlkIYcm4tBENBKH1E6hkVhKSR8KWBELilhQHHF4nIMu+yBgsSoVerFQDcBOOzJgt3gd6CCCuB1OrwfFGC+absb+nH4w7EX6veLUtFvXrt+/ca0+/X7dtbOi+huylgJVT5eGJTAIJaBUauYJ+0hMWW+PlsECOHwzk2egcXUMgY4t0fFkDgngFOncQoWVSpPV1rCLc0U1parmek5VBvHphY5HybT0WPrjrW2Xf3txdmXbpbW0zCuy+kITlWzmqSwCEywAMI4Bpaq0ZI6ml2lmcY0sVld1+cbfV3z28Yf/odAB/pPGjpk8bsy7YwPeGU3wC/AfP3bCu2PGv0cYNW70qDEfvvd+VloaLAGH8WGv+TUgs9uNrzzAG6fei2sdUB9mlAJascGgNAN6BDBARh2g15p0OtCghwxaUN9n1Mq1RoUe1ppxM6I32/ly80umsposL6Zo8lmWfKE9X+ouExuLRIZcoSlPYCnjg018hMJHuUKboIXMqirtTj1Rcey33F3ftN9NFj/L4z2rpeZebr69r/ToxrxdPxYlLq5ICKqJn/U8YUblvgVlu4JLds4v27WgbNfCwsQF+fHB+fEhxdGz/mkEZxZGzMwPm5mz5bOsTZ8+/POD1LUfPfx1yt0V75z6zn/PD29d3/lH2cPrGXcuczqqhF3FlVnnCzPONdc86q6+05l7ouTxmaI7h56l7C84tfXAyunbA8ec3bio5moyhdQjYPMlPIWYrZJxtQquVsbuU/LUSo5GTJOzulm0dgqLSJWw2HqZFNT0uVDIhUJ2CMAAAIdRN+7y2L1Oq9vr7nc7+13Ofq9nyNv/2uUedLleufv/e2xnhzxKoZZB4jJ7eGyygNzB6GruJbZSWpu6ujsoLLpAJlbrNQBkseGYx+N8ZUfcsMmKw64BzzCOeaQSNZMh4HGlCOT14IN2yIUgXsA67PQM20GkvTzv5OavU5N+KzsVm3X+dOrdrCePC55cOFZwZBPp6Tnx81xVT7uCwVbzZUaxwsDn6plkJZWmpNK1TJ6RKzOw5TqW2CKQ4n1qj8aKC5UolQK2VsmK75HvHyHdP8jOPs99dISWkki5Fc68t511f1vvtU2tJ/96cfCP9qu7KKnnVC/KTZQeA51lYgl0NI6WzJIT+Uoy38ATQHKBSUimPi+4uit0+WeTAvzGEAijJ779jt/48YQx/oRRBMLoUZMnvUUY5Td23ISJk94hEPwJhIAlS7/LeJprMMBWxGW3em2oG7XgsMmKGK2QHjX1AX1yi64PNuttgNFuMeBmvc1iwEGTAzRYTRpQpzJolTqD2ggaUAxw49AQX+uq6takNWnSSY5HRFdqD57PsJWykQy2NZeOVNHRehbUwNJ28+UCnlBFo3OfldGyTndf+6N454KCfau70q5xKrO51Rnk9L01p9flJi0tjF9QlRRSm7ywNnlhVUJw+c4vy5IWlCUtqEheWLV7cUXywuL4oLyoOQURc/PCZueEfpET+kX29umZW6dlbP44feOU+39+eOvXCfdWjbv7+9hz34/ZtWjihQ0/dKSlVOTe7KjP6q7N6qrO4rZWi4lt/I52MZHUWP+8paKQVPi488Hx3D1/7v3+k+ivP76V+EdrRROnmythKvkUkYQllTL4wh6Kkk7ndnTw2sm8Vqa0h2sQCkGNELYoAZPKjmAO1Oqy4m6b3VdOzObEbHaHy+nyuD39Hu+Qxzvk9gy6PUMe76t//PQrr+dVv/f1P2Z6mEDuYLTWd9aVN9aWvagurq8oePa8srmruZdB5UmEKrMB8XWNNtTtmxy3QU4H6vHgg1bEpZBqyb0sBp2vVOgxZMBtG7ACNgTxQviw0zMM9Omq01KOrVlwJ/TbrF1/3dgVdfLQyfPnrt06eTDz+I6S89HU4nt9pGY1g6njSQCx0sIXGph0NYMpJ1OVvQwtna+n8dVkup7BgIVcHZmkbKuX1OUIi29SH+9vuxbZdmMH6WES48Eeakoi/V4c+3E891E85daO1rMb6g/98fzwX89PbCc9OsMrz5Y11+lI3bqeHkNPr5rEgzgKWCDT0Zg6Wi/CocgbK2punF77/bLxBIK/36iA8RMIAeNGBYwbO3Z8gJ//uPETR/sFEAj+Y8ZOXL9ha0trp8Mx6HQOIaD97yF6kxU0oKAOsWggo8qi10AmPerb5mMxWs0GzHcOhEkDmzSgWQcABhA2I6gFxwA3ZukncmwlLdrMJiCv51V2z1A2yVFAhPI7NAU9qhqyrp0JdXPALpaGxpKJyCxZcyezJIP0aH/jyV+e7piTvXsNMfMOrzafVf2k60FC1YnVuQmLC+NDKhKCapIWPNv5ZVXCgvKdX5YmhhTHB5UkBPvILo4PKoiZV7hjXn74nNywGf8B9MM/pt5b9U7Kqol3fp9w5seJ0SHjD63+uin1TkNxzsvqEsqLOl77SxmJrOhhS7rZki6ugC2ktjZ15D9ovne48lTohU1fHfljcd7ZXfUF1ZxutpguZZHYbCKTQ6LwiSQxsZvb3ijsImpZMkSms+rUNqAPh7Q2FLCCsBWEbRCCwygOo3YE+7v+t0DXlDWU5lcXZJXlZhTnPS2pKKoltdOUYp2vWfS6XvtyPSvigiw2ixG1I24PPuhAPUqZjtRFa3/ZI+DLIRC32YacmBezWBHEizmHHa5hOZv76NTh5CXTbq5flBaz/OjG72O2bzhy7OiZo3uPRK27Frei4fFp2cuavt5uDYVhZPItLL6FzVMz6AoKTUPjwTwpxOaqulpFTdXSphreszRW2V167hlK2u7uuzvarq1vv7m+O2UL6W5Mb0oC7eFudtpBTvoh+v1dLRe2lB9YURYZnBMWXLVvdefNvbyCFE1jiaa5StvyTEeiQmwBwpGpOhm8+ta+1pc2ao+X1VObcumPhXPfDxgdEDB21JgJ4ya+N37c5DGjxo6fMJkwKmDap1/s3XeYSmO/fj385s0wDDtgyA5ZbL6CTVaLDrZoIIsG8k1fwIADstgtRuvISIZJAwN6BDajGGi1QjYr6LCCHiswQBHhdd36ojZjcRdS3AVV9ViaqLrGXmkPT84XmdQKXCm3CgVGMVsh66CISuu6Hhx/cW5bWfLSzMhFFadjOJXZohclpOK7rdfDyg6tyE9YWBwfUhYXWBE3vzoxpCrpy/LEBaXxwUUxgUUxgSVxQWUJIaXxwSVxQSXRQYU75uWFz8wJ/SJr26eZW6c92fRR2oYPHq39+MHqKbdXTrr8y4Sj378VGjJh//rv2wozuuqqiM9ruR0d0l4av72H2Ujkv6TJiXwRR8YldncUPXp2e3fukY1H1i7Yv+abylsXm0ufcbvoHCKT1c3g9TB4xF4hsYvV/Lyl9BH1RQ2m7PMCMKpXwQaZRSuDzQbUAqIWEAMgDIB8ZPs0G7c7HU73/wJoSjeL+JLa0dzT3kQitdP4TKlFh3rtr534gN3qtSIu37Q4jnl87aMD9eCwS6c0kUnM1qYuKoWj0wJ2vN9mG8IxlxXCrajX5hi2429YHd0XEiLi5r1784/gzLgfz2z5ase6ZfHxYcmJUVv/XHk84sfSOwf5Lwp1Pa2GXpKhl25hcK18uZ7H0rG5MF/hkfVh7F7p8zxq7m1y5g1m/jlG7ilG5mFaWjLlUUzv/TBiypbuWxtI93b03o8n399HuXeE9ug45eGh1muRVSfXVIRNz9kwtSQyqO7gr6TrceLci9LiW+Kiu4LmanF7s4pI0ZB5mh6utoui7XipbX1urM+uvHI49Jdv358wkUAIGDP+vQD/SW+Ne3v0qDEhwYuuXb2tURuH3wzjNq/RAEMgjiJOCMQhEMdgJwo5YJP13zMYMOD4D4UGzTgM4Ahog0EMBjEYwFHQY4WHVICTJrO0MlQNZPkLsriXLxerlUq11GzRWUHYCbkgo12lsCh5MklLGz0jq/VyRMXen3N2LC7etabj0QVpcyW3IbfpyZnnZ/8q3ftDYfyC0vjgsph5ZTHzqhIWVCctLksIKYkL+jfQPqbLYkOKo+bnR8zKDZvhU2gf0A9Xf/Jg9dRbK98++8PE5K8mbF3wzqHQX+vyH78oTiU9L+ESWzjEl5211S8K87urKoUvW9lkHo9E7KpIrUrZk374r5gfZqwL+uxyfGxLUTmt8WXPi5fcbqqYQme1tdEanjVkp55I+L3w/nmzVOAAjOY+EWiQAjolboasIGgFQRsE4TBsRxAHijoxzGW14rjD6XS73V6vZ8jjHvT8v+HdfwHapIEtOhTQY4Aeg024DXI7sQGXdRCy2FDIgUIOyGKDAdyKuGyoG4OdsMmqV5lZFF5TQ/vLFqJIqIRA3Gb1oLZ+G+q0ow7cOmC1D2NIP7H++dFtf8XNe//Sr3NzE5anJq1IXrdw7U8h61cvD924JnbjN3eORXYU3FV3PAN72/XdnVoiBWCLYIUQFMkRngpjsTWtpYycs6QH+ygPjlIf76enHWQ+Ocx8cpD55ADt8c7u2ztaL23quRdKfRhPebC/J+VYT8qxngeHuu8ntd2NaNm1oCZqdnnEzPzts0qjF7Ue/5N0OarnRmJb3lVeY2Ffb4eKQuujsLRUhryjjV1Xrim7p63Pyb9ybPW3S8b6+Y8eNZZAGO8/atJvv659mpFrMSP93tcI7LCYMRR249YBFHXBkB2G7BjqsiIuGMARs80KOnya7dsNZTGiFiMKmDDIYkMhFwY7UQiHQQy0IKDZCltcKDhgtrrVZlyqQQQKk1iu1xsNGKxHISWMKGyIwY5gFjOi6tNJuSzWs+KWm6ebTq/Oj1mSGbqs7lQiqzhT3FLJqHz44t6u2mO/le1aVpr4ZXViSHn0vNLIOZXxIVWJi8rigkpj55fGzi+LC6pICKlMXFCREFIeH1wet6AkOqgwck5e+Myc0M9GgH6weuq936fc+e39cz++ExsyNvSrqacT1hekXq3IuElvrZazegX0Xmp7W3tNZVdlCb+lntNDZbY3thSmlNxMTju6Oe6nwB8/eXfLkqXPMjLZrS+lvRQplUZraWkuzq15cvfekeSfgsbfOhFvFHNwwKBXCzBAhZm0DguMAYAVBO0I4uN4pHDc4XC43G6vj+b/GWjIYsexfodt0Hf7Ft+kIgw4IIvtnzUX3GxALEbUd6lUEq2AJelu621qaO8lMlRKg++6IlYvhtodmBO3Dtjswwjgbist37N6xfbPJxz/cUZ6xLc5O1ee27Q49NtZ674L+uvHr1avXJgU9nvGhT3M8lQL6bmR1KLqblcz6GYZ18yXWGhSXdtLfsntngexpJvhjNsJvbcTyCm7aY8PMTNPsbPP0J8c7b6d1HwxrPXimu6bYbSUPcxHJ5hpZ+jpJ6jp+3tSk2iX17ce/LE6JvjJ2ikpP7319M/pJTsW1SX/XH0xgpJ3Xv2yREN6IXr5gtVYK2xr1FC6hhgNA+wWXWdV4e3z8z75wI9AmDljfmz8QRqZhYC2VwPDGOw06WEEdNpQLww4IMgOgjgE4r5/3wex7+fI3r6R7X0IaEcgFwI7UMSOwDYIxEDABpgdgMkNgK8A8DUEvIYsQ7DFa4c8DhS3g5DZKIZMGgQATWZIrpTxqC09BTdrT4blxMxN3RyYH72G8vCOorFW0FDQk3em8ca22kM/lyV/VZX0ZW3Sl1Uxc0t2zC6LCa6IX1gSE1gaO788PvjfNJfFBZXFhpREBxVFzS3YMTsv/Ivs7dMzNn+ctuGDO6vfu7nirWs/vXX628kJweP2rJiTdiqhJvNW0f2blBfPRTQGl8zm9LKpLR3Eqhrasxp2+wtGc0Vz7s37h7buWhW84rMJC8YRfpo29XLyzrbCfH5He1Nx4Y2j+w9FbjmwdfXGr2cvnzUu7eIBUCWxWox6rQgBVJhBg/UZUMCEgWYcAR0Y7PRF0RhsRyHcanfgTrfT43UP+qrf/WrA8/q/Ag0DDiviAUw2hVQvEar1GggBnRjsNulhwISZ9LC2z+xLOVDIAQM4hyYgd9Hbm7q72slCntxixjDUBUN2xNYPQ1Y7itusHod9GAOcDTn5Md9/9dtHhF3fTLu8Jvj+pq/ub/n6zJ+L45cHrZr/8fe/fLP216/3bFtZcCGJV52qIz3T0Ns1fJqGT9OxhHoSX/m8jpt7jnJvK+XaOsalbaRrocSbkaSHu+hZp9j5FxjZp3se7+u6k9By5reG46tenNrYczNJ8PSMpOACO/soOXUX48Hul2c3Nx1YWR4+P3XFu3e/G39/+TuZf8wo3rGkdv/q3rt7VDWPDR2V0sYKaVOtiUJ8JSJhtAZ9Z3lz1vUlX7w759OpZ85ekmvQ4dfDLvsgYMJQyOHEhxDQadJZEcANADYQxEEQBwEbYPkbZYsRhSwYaEZBMwpZMN9tclAIRyEcgVwwZEdgHIFtCGyDITtocQImN2weQIEhq2XIah7EzR4b4MFBpw3GEZPGagRwi82iB4UcBqU+u+12Uk3Sd3c3fvA07Kum0wf6quu07e3U0sftD5Mazq6s2f9teeLC6sSQ+qSQyug5hWEziiMDS6KDS6LmlcXML48NqogLrogLLo8NKouZXxYzvzQmuCQ6qDh6XmHknIIdM3NCP3u65ZO0DR/cWjPx6oqxZ5b5nVgyblfIhP0/zXy4b3vR9aPpF481leQyid08JlfI5vPJZFbzc2ZdGan6SXfZw2ePzp4M/WXl5xNDxhICRxMWTSAsnzH9wLZNd44f2rnlr0WfTpn/bsC30yd9NcVv34blbUVZVp0OMGi1WgkCqHCz3qkzWSGLFbLgCGhHoX+XDcP/d0DbrQM41m/UIQKuQsBVGLSwFfFYEY9RB2lUJplY7YvtUMgBmDClTEcjsTpbSG0vOmlkjl4D2PF+p2PQirlRuxcEUCuEWTG30zFsBV3PMjK3LQr8ZdqoqIVTD3wz7fpvgakbv76+duGhX+ZHLJ2x8PtvFiyY9UPQR3v+WFx+bRenLl1KrpdyuvQiup4t0nRyxdWVnJxjzPsbGdfXMM6v67zyx8srG9rvRvU8PUAvPEPPO0HO2E9O3UW7vqlqz/dPw78s37uK+XBvX9kVadFZesYB8qNjLRejey6E9hxfWxUWeP/7iVe+JNxZ9lbOzx9Wb1nQsu930pUY1tPzguJU+bMyfWuzmdykbCkh5lyruL3/cNhvlflPDEbQ1j/s6yVgAPfZBsBksxhwGzJgBm0w7IBhBwDYAIsVhuwwgFuMKAxY4X/u+IRCOAbb/y7Eg8AOCLRCIAZDVhRxIpAHAQdgM4JZMNxixc2YzYKgFhAFARSBPADqNdu9ZrdZZqK/bGnKuFhzeHX51i/Sd3xac+hPXtp96CVZ3tzSknbh+eVNdUeWPNu7rCL+y+r44PqkkIqo2QWhMwvC5xTuCCqJmlcaHeiDuCxmfml0oK9KooOKo+YXR88rippbGDkrN+xzH9A31o67/vu4M8tGn1w6fk/wuIh5k3b+OPfw+u+j1n558VB4RdHj7s7nxK4GYktZZ3Vqa97VqkdHcy7vvH8obP8f32z58tNtX05fM+OdBWMIs8eP/nHWZ9t//u7n4NnTxhLmTCas/XJa1E9Bzx5eAfns11anxWDUaKSAUWYzaVx6839wPKLTI0D/vfr9PwLtsr8CTDYeW9bTzRTxVVbE47K/QkCnWmmWibU8tkzEV5kNmMM2aDZgPLaM2EjsftFN7aApBH0YYHfYB6yYGwBsOAoBIIw43xiQQdg6iJuRklvX1s2dturzyZvmvh+3+JOjy2dcXDX/2trgc7/M3rfkowVzZn3y4dS580JWrV0fHR196cS+poK7faQSM48MCWjKtnphRY646C47/QDtzlbK9dV1p36pOvJrw4mt5Bv7eekXOdmXevLOtOefFKYmd57ZkB0a9PDPGTlRSzkZh2VVtzszT1Pu7KHeTOy5HM69HsE6t61q65LU72bcW/T5g4WfP/luXsm6pbUxKxoPrm+/GsvIPi2ovglU3xZknWu5ebjh/iVeywvcBNqtA3odjgBuBHDDFtdI+V7xDXyO2GWf0xgxHj6bgUIOX+9hQ92+708YwEGzFTTjf+9DAT24EcNNVpvZiplxxGyHAQcEuGDQ7bbZ3YjLbXYoeikdmTeKj2zK3LG0Nmll9ekDguInpu46WUsRKedi/aXI6n0r6nf/UJf0TU3iV1Xxi8pjFvhgLYyeVxg9rzA2qDg+pDR+QUlcSHHU/MId84p2zCuODPRp8z8px2dPt3yavvHj1PVTH/w1/erP71z5ceLVHyefWDw2ec7oqC9GbZ1GWD2NEPbdp0eifipMOUwuu195/WDm2bj7pyMeHP7z5I5vNn49dcM3H+1av+RS/KqDfy1eM2vM/KkTt/60+GTU+nNxG/9Y+NnPcz7cufHXyvQ7oEaC6lWoXmXukxgUYkCjwMwGG2DCzAYcNPtQtmMwjiI4itisqNOGu3C7x+H0uvv7PQO+NZR+7yuvZ+jvxZT+vxdWBgfevBoaJkAWu0KqJ5PYnS8pfI4cMNlgwKFTgwKugseWcZgSiVANmnEc69eoLJQeDrGZRGwmMXs4OqXJd7UQ2IEgTjsGQ7AVdbwxokMINghpTNkXz62e+fHv0yZumv1u+Pz3E7/6+OiKwKO/hiR8/dnmwPc+ff/DRcGLN2+OiIiI/23lr1vW/vLgTHJX0R05sRHl0YzEl8KqAn7hA87TU/QH8cSbGxvObaw6/FvlgZWt57ew0w9IS67yim/15F6l34+l3456fuDXB+tmnPtpSsWRdbSc08yya5zsS6SU/U1nt5OvR3JuxbXsW5f115LrS2ekLJny8OsPM5Z/UrEx6Hncj9U7f685ur377lHiw9O9Ty6T8x8wn5UqqTRYC4Amh0aNoaAHBT1/Qwy4EcDte2XkJJeR8M7HsQ/oEaZ9WKOQw6fZ/6TXf28/gcxOB2h3gHYb4LCCDgR0QoADtNgBwOnAXFaD1cCRMqpKq6/uTolcmhK6sO7YZlF1MURqAruf0XOu1pyNKNr7W+nO76t3f+cDujJuYVl0SEl0UEl00AjQRXHBJXEhxbHBI0AX7Zj3b6Czt3/uYzpj87QHf0278dt7l5dPuvD9xJPLJh5eMil54eTo+RM2zp+0YvaY7StmphwLq71//M7O9Ue3/XB+19qLcT/E/jpj8UeExVMJyX999fhY2O3kPyOWfRzyyeRdm3+/fzL53pG4yBWLvpv53v7QP6TkVkQvB9Uyk0JkUolhfZ/NosfMBtigRYw6zGywwYDdZ9H+BbTb7vA4nB6X1+vu9/WFbteAxz3oY9oHt9czNND/emhwmGDSo3yOvLuD1ktkycRaX9iklBnoFD6dwmczxCq50dcpSkWarnZqd0sPuYMm4SkQs81u9SKg3Zdy4CgGQzbENmiC+222IYtKn3rmxM/TP/h96oR1n05eN/2tLXPfj/52ztYlM3+e89GPcz9etuDrDWu37E4+Eh2V9PvPv0b8tfru8eTC64daMu/ruptBSre6sVZSmcfLv03PONF1L7H9elzN0VXZMfNz44NaLm8WFpyXlz3g5NyjpSYKnu6l3NpRkvTd+ZUfPY5e1nQnmV1xjV10p/vRybozYU1nt/Rej6Rcj2s4vOnBhiU3lk568MPbD78el/rtpKK/AssifilLDnt+9jCnvkLR1WLgMC1SGag2wiYrAnkgpN8K92OQF4O8Po59j61wvy+t8yE7wu7fc/oA/h+gQxbbPz7E9zGnL6gGTQ7fXm7fX4AhOwQ5IcgJgg4EtEMKo7DhRVvK6axdv17dOjfv6EZOaYqFQ0UYnbLKxw0nQwtilpUnLqvZ91PNwV/qkr6pTlhcHrOgNCq4JDqoNCa4KCawMHpeQXRQYUxwcWxIUUxwUeT8wh2BheHzCsPn5YfPyQubnbN9Zs72mdnbZmRvm5G55fOMTdNT/vro1qr3Lv888fxPE0/9MHnf15N2Ln139w+fhH099adZARGr5tw4uCHjeMSu34LWBr+7c8vX52N/2r/lq1UL3l70ESHq9+Bru9fdO7Bp/x8hi6d/ELrim9tHEm8fjI1dtWzj9yE5dy64TUpIKzXKhXop36KWWs06O2jEzAZIr4H0GtSkx0CzDQZsCIijiB1DcRvmwu0jQHtcXrdrwOXsdzn7fUD7yvfYN59EMOoQNkNM7KRzWVK9BoIBh0mPysRaJplPI3F8sTQOe8xahM+UktppxJdkLl2o1wA21I1jHt/VsqFuxAKDgA2A3CbQ5XYOIzrL/dMnFr43aflk/1VT31oxdeLP095aMeeTL6dPmT196tdLF61dsT5ic8yu+AMxEXFRm7ef27Pz3vHdZ6I33tsf252bqmptBLo7Te1Nkupcet6N7ienyI/iG8+sSQv94sqaD58mLu++d0RccEeed4uZvZ+evouSEtNzPbx410+5u34pO7Pt5eMDzLzrjOwz7ddjag//XntoRfeVbcTrO/J3rXi4ZubdXz6+EOJ/KtDv3q+BNYcThCUlOEeMGUDMBGEWDAWskMUGAS4E8dqsr2yo19dU/LtsqNe3B9uH9UiNPB0heyT3sEI4Clh9cTVosEJGG2K2oxYXaLEDZhww4xaL9e8uE8RBEDfo1Xoei5L/uOzw5oehIU93/0wrTQHYlD5Wr+hFSefNvVWx31WFB71I/rr24I9Fe76rTfy6Mm5hSWRQ8Y75JdFBZbEhxbHzi2IC8yID8yIDC6Lm50cGFkTMyw+fmx86Jz90zgjHPqaztn7xZOOnaes/ubf+o5tr3rvy+9tXV79/csV7iUsn7f31i7vJq8N/+Py7mX6RawMv71p7Lnz5qhlj544jhP8eci7ut5NRKyPKqtoAACAASURBVLf8MCN4CuGvZZ8fCfv51p71x7Ys/Xb29G9nfHw+KfzeiV1HI9c/PH9Qz6eaZFyTUmCUC81KMaxXokYNrO9DjDqrxehT6P8A2mZF/w20193vdg34akShR7D+W6F1apDay+3uoAl5SoMWNhswldzIZUmpRDalmyXhqWyQ24545UINpZvV28kg97LkMi0CO3DMg4B2yPL31yhkQiDAAcMeCHL3u4etRuj+mdNfjPVbMsH/10+n/DLt/eDJY6ZP8P9g0vjpn32x9Meft64LT4zcvT/pUHJk/O4dO64c3H3zYNKBzb+djPgj++yhtqepqpYWG4Oubq2jFz/qeHqJ/jSi99b64oQlN9eF3IteX335MDXjrCz3ODX7UMfd2NYrW2l3otvObq4+9mfx4XUV50IpqUcEmcd4D5OI5/5sPPBD++nV1JTotmthaaErj38769SPs4v3hTFyH+vIvU4LPvxq2Iq/htEBAPLAsAdF+xHEiyBeFO3/H4H+j/INCIzo9wjWKGBFLBhkxAA9Augx3/4rxOyEYQ8IunxMg4ANAq0ggFnMiEZBFXfXNt49npmwIiv2W+Ljw+beNkk7ubX0Sd3d4+V7V9fsCGmOCXq5e2ntvu/zk7+tiV9SHrOgKCKwMHxecdT80phgH9A5EXNzIubmRszNjZibHz43L2xO3vbZudtm5WyflbN9Vm7o7LywOXlhc7K3zXyycfrjdR8/3DL9weZPb6376NzqKYd+/mDf75/dP7ixt+JuacqJrb/MWb30g+R1X57Z9n3MNzMXv0dY883MI6ErT0b/EbVq6VfTJ/00b0rEiuBzsWvO7li5btlXX3/2UeK6lVf3xqRfPMLuqBt2owo+zajgmxQiSCNHDCpIp7Ko5ZBe44ABG2CyASZf0IGjkB1DfUCPeGgf0CP4jviNf/vpocFhgs8Zk7oYYkGfRmXpU5iEPCWZxO5qJVOJbLXM6MQGYBPOpgq72yiUbhafLzcaEZvNi8AOwITBAI4Bdt9BJ5DZCYNu0OK0QU6LSv/kxo1F0z/+fDQh5O2JC959a5of4Z1RhJmffvrzL7+t37Zjd8LB/UmHDiTsPRAbeyY54faRPdf3Rh8P//NC4rZb++NTTxx5mZ1pIHbpu5vZFU9b0y/SnmxlP9zacXpd8e4tOccPlVy/1PLgOPNpMjnzIPFB4svL27subm08urbxxIaaYxtqz2xru5lIvpPEvh3Du7Gj+8Sftft/bb4U0f1gb9bBXen7dramP0JFvGGH+9XAMO4Z1qGvQGQQQLwg7IUQL4YNYJgXQzwY4rEiHt/5ASjkGjlLwIp4RiTZB/EI0CNDL//WbwS0QyYEMiG+Q2FgEw4Zbb4tyRaTw2y0A0Y7ZLFjgN0K4agZhQyQjP6itzKr+trRkmNR7bd2A235YE9bc3pOwYWk7P3riuKW1cWENMYENsQvqNq5rHjn95Uxi0oigwrD5xWEzS3cMa8kOqg4dn5JXFBORGBORGBO2Lzc8MCCiPn54YH5ofPyts/ND5+bHz63IGKer/LC5mRu+eLJxulPIgKfRATe3PDZoeXv7Pvl4xtJv7XkX9Vymlwafln65cQt3238+pO4b2fu/WXRihkfzpsy8Y+Fc0N//nr9soVLv/h47jsBiz6e+NdXM0K/nb1q8ZdB700O/mBS7B8/NxSkWeQcm0XdJ+eZlAKTQmRRSUCtHNQqIZ0KMepsgMkOWfCRhvpfQNsx6982+v8E+r8qtFpppvRweoksEV8lE2uFPCWDKuhoI3c0kvh0CaS34qBbLTHQutmUTiafLunTAwBsR6xuALCZjAhotqIWHDJiFgOu64P1aqRPapBwpVKWoKGkZH9UVOCHH7w/ijBlNOGzSePmfPj+imXfJsYk7N93ZHfC/t0xybujYs7uTrp/5vDtI4mnojccCVt99Uj8jSPJF5Ljnpw5SS0vUbc/F9RmtaWfpTyM5qaE9V7c+OJCTEXK5aIHt8vvnmh/sIeceZD6eE/nlbDuc5sbD65qObruxdENTae31V3d2XItqfNCDPlibNuJ8LJ9W+uvHiLmpHCaXuh5vAGrY8DzGoKcJgBHbR6r3QOCDp9/hUAcBHwtnQ0BbSNEjtQ/Td7fOca/5fk/nv4fb5kx1IxhZhwz45jZgZrsiBGHDXa92mpSYxadFTbYrCYbqocsCp1OpOQ0VHbm53Y8fUrLz1DWZxmaMxk516vPHyg7tK50zy9Vu755lrigYsesovDZRTsW5kUsKYtcULxjfkHY3Lzts/PD5xRFBvqAzosMyt0xPy9ifv6OoKLI4KLI4MLw+QVhgT61zg2d7dPp3NDZ2dtmZm2d8SQ85P6WeRfWfHr012lXo7579vg4r7tCwe0wCBhmCbWxKOXgxh9+en/0T++NX/zOxA9Hj5o9dvzcSW99MWFS0IdTp43xmzd5/JKpk77+aMLSzz+dMT5g9lsBpxPCpORWVCcWcnvFYqZBzjMpRGal2NwnAbVKzKS1WoxWixEHzTbAhAImq+9LH0MdVswHtMNqc+F2l8PtdnpGPLTL2e8zHr4e0e0a8DFNUEj1vUQWqYvBY8u4LCmdwid20l/Ut3e3kFUinR3yQHqrgCGldDJ5NLFaYgBQB2R1gYjDbMZMRsRiRCEjBhswo9YqFepFPDWLIuhq7GR293JIvTV5uTGh22Z8+MGUsf5LZs/4Pjjw92XLIjdtiw2P3Z2490DSnmM7k64f2Xv/1N6TsRsPbP31+r6wS0cTUs4dPL87/srupPpHKdLGCtmL3K7Mc9S7++nXIzpO/15/cXv54/M5j2/n3z7XePd475ODxJSk9vPbKZdCu4791Xroj5pdv9cdXFd+7UDr3WNtV/Z3XtjXfe0Y6dFNWWM9JhIPD7oHPW6r3QPbh2D7EIY67CDkAc0wYLUiDhvqtCIOK+LAMZcNdWKg7T9avZH+79/Z3P9tpv9Dv62Iyw47bCCOmXHUZEOMOGqyWy1OG+Axa3CLGgc0NkSLwX2QQdgnpXDY7SRyYXlPQa24ocfQQ9N3PuvOOJZ3YE3l0Q1VyT9WJn1TvWtJZeL8oqjZJdHB5bFLC8OXlEQEF0UE5ofOyds+Ozd0VkHE3KKYwNL44ILokPyo4ILI4MKokJLoBSXRC0oiQ4oignJD52ZtnZWx6YsnGz/P2PRF5paZ2dtmZ2+b/WhL0MXfPjm14pOboUuqbuwUtRcbhD1CZqewl+gGNHp+V8290zFL5i5/Z+Lid9+bMfmd+ZOnLPjgky+nfr76q+8WTP3kh1kzNixdkLjqx1WLF30/84uwFT+0FGdZJCyzSiDgkPv6xH1ChlEuBPqkFrUU1CqtZp0PZcxsQE162GxAAdP/DbTThjvtLqfd5bB77LjbjrudDu8I2b7HPs0mKCWKztau9sZ2LlXA6GLTOtjttcT2WiKTJDYoYAcypFdBvUQWhcxWKQ1mE4rCXrMRN+ptBi2uU9kMaqdBaVeJEC2vT0YTMtrIHTUtTaV1bZUvehvbWR29VcW5ybER61ev+OGr4JBZny6aO/3r4JmbVv+0Kyn63PG9t84dunwo9njChhNx68/s2np2T9iVw1E3jifdOLbn0r6k1DNHmVX5xo5qftlD0eNz3AcHuq6G157aWnN2T92tq5UpN/Lunm+7n9h9N7L32nryuZU9x39uP7DyefIf5Qnrc45FVF3a1fbwAqP4qZr40q5Ve3Dc4XTj1lcI5IUAFwZ5cazfjnitoAsD/s6McczjG1n5t/0dKV97NxI5j8Dt+5hveMP3u753R9wIAtpRo8tqcdsgL2rxzS2hJiNiMWNWvRvt8yIyJ66ArFKpoquFUl5OLqrnlnXpXjJgKl3ZWNmWcrxoz4aimJXP4n+vSPq+etfyiqTv83YserotKCs0JG/Horwdi3IiArPD52WHzs0Jm1cQMb84KqQsdmFF7KKS6AXlcYsq4hfnRcxP3/RFZuicvP+ntfMManrt3vUvQOhVEBVURBRFxN57324UKyrYe+8FCzVAIBBKAknovVcpgjSll9BDIBDSe++h6t6eD9kvx7Pf/5nz5cysyTxkMny65pl73as8V9dg3JdHnbFHnnNEnF4Jd10Gd12GOLMCedY+8vRiyJ8L3+639D69thD2bKz5MwXXOtTfgsN39Ld/H8a2UnFYNq67Ngvz+tKxwyvMNloAh+yMn53c+cHz6PPz+7Yt0bt4aM37e26+T87fPL3V49i60tRQNWeIMdw62vONTugmD2Opwz0MwiCbiOeRCXwKUUgjiehUCZMupFP5VDKXSuLRyHwWTcxjSUVcmZgnE4nlYolCIlXIlBqgVcoplXJq7qAJzQTAzPRfwPDASF1VQ21FXVdTT/PXlqaq1priuoay7yN9ZCFTIeVPjg1RO1r7NW60kK9iM+UUkoBGErLpChZZSiHwx3CsoR7KUPtAZ11bfWlNdUFFTdGXupIvtcWVXwvLW2qqs5MwCQh44Ps3L+5ef3H76qOr7m8f3IBBPkYGfYT7Pfd/euXdzRNeN0943z/v+9jT7/l16PvHUf4fIj55xXzyqopHjFbmjFWkDcYFYxGvW2C3K7098t7fKQzyyY0Kjw8LLAm+WxF4tTbgfIOva9WbwwWPjmY+OpXz7GoxMqQpP5XU9l1CHJsSSWYnfkxO/i1SzsokP0SCSSF/QiaakUum5cJJzbplTfljDuj/0Wb+F9D/Wsk818U1dzFr/qdGn8iECpGmGK4pfYtkfLGMJ5LKuTIpUy4Y47P68YSmqvaCpOb0hN78YnErltPYMFCYWBr2POHZ8YTbOzNvbyu8sz371rac29uzbm5Nubw+/sKaOHen+Atr4i+sSbi0Kv6iY8KlVamXnbNvbiy8s7X43vaS+zuK720vuL0l++bGpEurY08vQ593iL/oiDxthzxrjzizHOG2PPqkfdSJZeGui2EnFsNO2ni5Lnrrugx+/8+WnFjpOE5EJQz2tra11REHsWN9ncTeNvZQF7mj9nt2LOTemXXmwInV870v/xHy4Pzriwe3L9bzPLz24z23j/fcXt8+kYuGjHZV0QYaiT3fKbh28lAXeQjLGO1njQ1xSSMaoPkUooBKFtIoIgZNSKcKGFQhkybiMqUCjkzMk4l5c5JDpVBPqCY1SmNObPxuS2tqK0B/B66u4ltNWX1LfavmycCvJdUtNU0MMksmVPAYosFuAq5nlM+UK0U/xJwJEkE4PMAax3NYZDFtlIvvGetp7e/6ju2oa/tWUVddVFldVFlfVt1Q/rWqsLQ0K6+xvKzlS2X71+qagtyyjNTiRExyeEhCaFA01DvC71XIm7t+Dy58unXC+/Yp/4cXg55fCfR6DPN+ExMKRYeGInz9M8KgrXnJxJqCbxG+dcEPG4Ou1/p6FLzxzA94WxQbnYaKKQn7WBT4tNj/ZlnA1TL/6+XQx9/iQ/pKMil4Mp8hUCtmJ6Z/ySZ/CeU/+dKfAtkvmWRWIpqWiKblkmm5ZFqzUEsuVCtl03LJ5O/J3P8T6DmaNS11c21JHKaIzRBqmmHm7mm5VCbg8Xk8AY8vZPH4bIGYK5UzBCKpgCvj8vjj44TWhq7SlJas6IGCZGZtpbCpbDAP+Tn0btLrY4lPtmc+2Vz4dHPp0025d3ZkXN+c7Lku4aIz+twq5CkH5CkH1FnHpCvOiZfXpFxxzry5If/+tuKHO4se7Ci4t63k/o6sGxtSLzsnXlyFcV8Rd2FlvMdqzEXHRA/HeHeHxPMrE8+vRJ6yhx6zCTi+KOi0ndeVdR+u7479dL/zc5GcQpOxOGOD/di274S+rtHejpGuJkpvC72vkTfY1F4Yd/uPLe4bl7w4vevT5aNvLxzYbWdwdqf968uH/B6eyYoNllIHpnjjwx31I12NVByWNNhNG+7XAM0ZH+aRCTzyGJ9CFNIoIjpVxmHJOP+IaYWYr5QIlDKhQirQuBwTCuWEanJSPfWfhrsfc3OE/y6s9DT3NlR807w4WJpXWvW5sqG6rr+rW8AWyoRyJoWN7xtlELkKwbSYpaYRBPge+mAneaSXMj5EG+7Gdzd1tdY0NJRX1ZXV1JRWV5dUVBWXfykqrSwsqSgoLM8vKEvP+JKdU5mVXZmRUZ2dXZaclBIGiwsKDHn3JPDlbcjTK9CnHtDHF6CPL0GfXw17eyc62A8O8UeGhKPCkMjAsITQ0MpkTFdJ5tfQN7WBd9uDr2KDL9d9uljgfScb5psRi0gNCEgL8M4L/VQdF9RZHEdsqxST8DNS4YTyl0r9Sz79i6/+RZdMMgRqiezn9OQvqXhGIpqWSaaVslm5ZFKzJE4p+Qfo3/M/Dc3/T+Ex15Y0x7GmOfF/99lpKi9CuVikkEpUUukkVyDni5QSxSyLJ1cIuCo+m0MYGKgtbs+PHyhMJJflMMsLsUmQQt+rCY8Opr3Yl/NyV+p955Qbjrn3XAoe7U25tjHmnGP0aYeIk8vCXZdGnVqOvuCUcmND8vX1qdc3ZN3ZWvRwd/GjPfn3dmTf3Jxza0v61fUpnmuTPdcmXloTd8kpwdM55dr6RA/HhAsrEt0dEt0dIt3sAv6w+ei61Puc45sH+z88Oxvh9+ZzetZo55CAzGUTKcSB/v62FlxHy1B7w3hvI76lgtpVx+lv+pIS/f7SIf+bJz5ePvrgxNYtC7XO7bD3f3A6AfKIhuv6S8ZVMEmUwS5Sfxepr5uBH2SNDFGHe+gjA5pLWiM5xAyajM1U8rlKPlcp5KnFArVMNCEXq+QipUz430mhJn737DSU/1NYaattri2tri6qrC6pKMzO/1pR3dbYSiKMi4UyIU/KonLYZJ6cr5JzVGQco795qK8F3986PNiO723qbq1paq6q/VZeXpmXV5pTWJ5fUllYUp5fVJKdU5iRWZiZXpydWZCQnIOOT0fEpoRHpEVEpcEj0JDAaG+f8A9PQ97cg726Ffn6VsSr62Evroe/vR/t8zwuIhwZCkOGRqPhKDQMmRAWkYuM+hyP+B79rg3+rDvk1kDIlTbIxXyvC8m+T/JQUUWYtPrcosGGetZQj4xDnlVJZqbV6skJmeinXPpTqvxLov4pUU7LZeppmfov+ZRUPCUVT8kk0/9cyQK5TKhQStSaaYY5dn8//B7/I9a/dz9rxDSHKdJgPXeFM6gyAW9CxJsU8Sa5dCmXKhEyFeRhBr1vgNHfPfKtsjUnsScnkVFVzK4oGkqJK/DyTLh7BHN9Z9bDfbmP9iRdW5d0xSXvwc7suzswF9dEnFwWcXJZpJt9pJt9zDnH5Ksb4q+si7vsknhlffqtrbn3d+U92J11Z3v6tU0ZVzelXd6QemVD2tWN8R5rEWdWRJ12QF1wQpxaGvnnwohj88OPzQ/5c7HvSftXpxwfnnK6fevQqxceIf7vkmMx3ysa6HiKiMphjRJxnV2D7c0DLbWUwSYitnaktYqD66Bgm1ryYpICngQ+OOd15dju5caHnCyDHrv3VqbMygQqPpNNxLNHcZSBXmJPF5uApw8NzAHNGR/mkceENJKESZexmf99Q8sl/H9paKVc9bt0nksKNTrkHw1dW1JSmZf3OSe3PL+oOLfwe21jT9cAi86TiqcEXIWAJZHxlEq+gj5M7f7W2VhR3/q1uaOurbOu9Xt5TXVecW1hSW1RUUVmluYxoYrc/Irc/LLs7OL09LykpOyEuLz4lMzY+KLktKxYDBoKSwmPSA6DxwWHoCCfor1fwt88CH95J+TFrdBXdyO9X2GgvnGhoXGwyLgIVEJkQlw4Kj40MgkWnAYLbE2AtKF8G0OefIPcaAi5XRx0rxgR2FJWRuoji6miWfn0j4mpmenJ6elpuXqCJ5KqJDMqyZRCOiGXqlRS5aREOiEQqLncf4CWTipl03KJWiZUyIQKpUT1z/jCb8hqCP6XZzeXLP6r73kuR9Tc1hqUNb/ksSUsukDE/8FjTo70Uoa7CMMt/f1fm/sqahszCsqjEZVIWGnY+zy/p9Uw78FUdA8a/vn9w4Sbh5NvHEq/uTfz+s60K1vSrmxLu7E76+5B1AWnCDf78BN2iLMrURecYt1Xx3msTbm+CeXpEuuxFuPpEn9lfcr1zcnXNiV4rEOdd8Kcd0q4uDbJY12i5/q4i2sj3JaHHl8CP2kf6rok8JAVZK8p5KBF4Mlln9xdHrpvvnx68yXPw48eewT4vYqJDC3OzhzqwgooDCGVThocHsZ29rXWjvbUE3vrh9u+jnU2kbu75KTumqwYuNe9+2cPrDQHttmbI7wfKym9KiFHLeLyaWOkwe6xnnbyAJYx1Efq7WSM9jNHcRrnjksa5VOIIjpVymII6VQBjcKjkfl0ioBNF3GZYgFbLGBLhSIN03KpQiFTaiwOjdehVEzOhcblmJn+CyjPTirNSCjOSCkvyPtSWoHt6BvBU4X8Canobx5LLWQrxWwZbYTS1dBUX/y5Oj//a1FJbcnnhpKy6rzCz2mZ5em5X7MLK9Nzy9KzyjOyyzOyKzKzytIzipOTc9DodAQCA0eG+weV5xbWlpSnxqBSo2OSo6IS4PAEGCQ24CP8/fOwNw/D3z6K/PQmJsgPAw9LCA2Nh8ETwmIxMDQaiogNCokLDkgN9S+IDqhAhX9FRTUlI/o/J421VjBH8QrRlII/MyH5qZLPSCVKkVgulSnkigmpTCWVTGgUhZgjUfBkEzLVhEKpkEil4imJWC2VTCikU/8BWq4QK/8lnX/fMf4vS+6/bTtN2qdB+XfxzWYIR4ZILY1dlWW1sJBY73f+D67ehb//WBWHromFV4X5Ffu8/Oz/pizgUWnA1SLvS2W+txugL6v876U+PJZweXvKtZ3pV7akuruknF+bfGkDyn1DhNta+MllYa5LI9zsURec4j1d4jzWxnmsTbyyHnlxLeKCc7T7GuT5Ncjza5DnnCJPrQw/sTzyz+Uxp1bFnHXCXHBJuLwRdWFt+InlYa72gceXBR5dFHLMBnZiqe9Jh0cnnC65bTp9fs/FS3/cv3vB1+dxFPxDemLE96pS6jBeyuRyxmjE/l48tnGg8wuu48tgW/VAUz2ho5M53EnDtVXmxLsf2W5jCDzxdOuqLlTQ8HwGcULKVfAZYwMdQ12N5IEOcn/7eG/rfwMtZtCkLIaARuFRSGwykU0mcuhkAZsu4rPEAraGZqVU9i+XY+6Gnjtr8kKgNANZnI4qzkyoKin69rV+GDdOIQlk0r/F/F9sxiSfoWKO83qaur7kF5ZlZpRnppRlpn3OSK/Myf6SnVOSkl6alFGZll+Zll+alFaalFaSmFwUn5iHRmciEGmRkcnhsBf3n1w5dykVHd9e970oPTsDHZeMiEmLRadEhSWGBaIgn2L9vTBBPvFhwRh4GBoekQGPTAqBo4LgSEhEtH8Y0i8wPiggEx70OTOx9cvXcSyeP0aS8+g/plVTs7+E8l+zql9K6U+xcEIsUUoUaoVyUiZTSMUytmhCqphVK36qxTMTkukp9V9y1SxHrJRJJyVitUSsVkgn5BK1TCiXCeVy0VwLrnoOX03Z79/1kf9gzedIxQKlUjatVswqZdNCnpxJ45OJzPaWnqqK+pTELGgg/PmTt5fcrx3Ye2zjuu3Lli23NDO10tW+53a4Fg1tjwuoC35Y9u5SyZtrJe/OlPm4ln46nvfaNe/V6ZyXx5MebE+4vD7O3Sn+9IpU91W5Vzbm3tia4Lk54oxzhJt9hJs94uxK9MU1cR5r0RfXoC44oS+ugZ1eEXrKAebmAHNzgLutiDi1Eu62An7SIfrEitjTqxGnV6Hd16be2JZ0dXP0mVUwV3vvI0uCji+LPucY7b76zTG709sW7N/rePTMfg/3P2/fOOP98XZs9NvkeP+ygoQhbJuIzpbQecS+PuJAO76nBoetHu1pxLU2jXT04LGNQjqBOtyNCQt4ePlsSRqGO9InGBvks0kiHlUhpNMIfXhs43h/y3hvM32gXSM5NExrJIeUxVBw2WImXUCjzAEt4jKlIq5cwv+Xy/GvXo6pyR+aUsv/lhy5CWHZGHhFVmpnTT0ei6OP84WCGaHkbw59ijwsGu4hYxu7qwtLi1NTSlMwJcmo8syk3DhEYRKqMjvtc3pSQWKcJorRKcWxcYVRkWnBvknQT6mIUGR44Ns3z1es3mJnvy44OKq9paf+S306OikZgcqLT8qMiclGoTKQyNSIiOTw8DR4RDIsLD4YGhcSFQMJg3kHhvtD45Do3IycirLKpqaW8RGykCWclSt+KRQ/5OoZ9Q+58hdf+rec/0sp+DklmpoRq2YkiimxUi1UKQSTk5zpv6S/ZsV/TQl/TMl+ah7HlggVU2Klki+flM+KBUoeRy4VqUVciVQgk4hmxMIJqUipmflRyyYUYpWUr/znZWj5D6VsViaeUspm1YqfUtGkmCunEVl9nbjG2tbyoqqUuIwg39CXj9+ePHFm395DzmvW29rYGRtptnnogAAwAOjoANqGAHDIZXWyz4uOVGhD1NNS3wuV746UvT305ZNr1rN96c/2IW9vQT3ag7i3A3lxC8zNGXZyNfLChjjPTTHn10Secog85RDhtgblsSXWc0u05+aQc86hlzb6nF4d4O6CPLMp+uT6aFeX6ONrYk6uQZ11jDy9OPhPC8S5BaizNtnXnNLdl2deXJHjuTLquEn4MYPowxaoM/ahZ52fHllzaqv9jjVLdmxcdfzwXg/3E4/uX/J6ew0KuYtGfshMgteXf6YNj4m4EhaFNj6AHeuqJ3bVENqqR1q/EruaCF2NDHw3m9BHw3WQ+lrGur+NdX+jDrbyqKNyHl3Oo7OIg4Te1tHu5vG+NvJABx3fR8f3MYdxbOKIgEoWMWgiBl1Ip4kYNDGTLuWyFAKuUiJQy0QquUitEKvlErVcMqGQq5WqSfXE5OT0nKfxr9AkiEAWJiQbA6/Ozxls62CM0kUchVg4zeGpySO8gY7R9rquus9fC1NTczDI/Ljo/Hh4YQKyMAFZkowqS4svH5CvVAAAIABJREFUTkLlY2Ly0MhcFCIrGpmLRKSHBqG8veKDfRMiQp4/ur9l02Z9Ixs9A+vXr/06Wvuxzb2FaXmpyPgcTEouJi4vLj4XE5cTg8qIQqSGRySGwOKCoHBvaAoioTijoPbz1+72HgqJLhLKJtQzM5O//pr+9VM1PSGUKvgSmXhCJJllCWYU4l9qya8JyeykbHJSrp6QTqil0wrpjEqgVgsn5HyVTKCSSyalEpVIrBCK5GrptGaMUiaZVchm1aofMrFKKVFJxbNS8ZRErBQLJSKBWCqQKSXqCdkMnyPnMCVshphG5g3jyJq+gJLCKhQyMdAf9vDe8zNuF3fvOLhyubOpkRUI0NMFG+po62uBdDUBAsBaIF2wjoG2joGujoEuACw1Nb24d5v3VVf4A7f4V+dyXv+R9fJo2tODmHt7Up4fiX94AHFnV/i1LSiPLdHn10eeXYs8vzbqzKowV7vQ40vCT9iFuTln3D9S8ckz/81Z1P1DsGu73rk5YV6eaIj1r43yLfZ7nvfhYd6Hu2mvLqEeHYu8sxt5dUP42RXxni5p11yyrq1NdLcP3G8Yesw85qwT7Izzk/3Lj62x2uxgtWH1kt1b1h4/uPviede7t849fXze651naNDj2Ejf4qzUvpYOLlvAZ7Kp+IHRjobR9q8jrVW4purh1vpRbBNloIMz2i+hDUvpIwx8B6GrntjznUMekXFpch6dPY4b7Wv7HWjGcD9rZIhNHOFTSEI6VcSgixh0CYshZTM1TR1ztp1S9s/Aj1IqUcoVKoVSpZr4byv69zsbyMWE5SUg6kuKR3uHJCypQjTF58gp45yhLlxbXUttaUV5Tk5BMiYnLio/Hl4QF5aNCs2Ph+diwrJiYNmxYbnoyBxURA4qIgkWnBASkBDsnxASEOXv8+jGzS3rtxobWeobLQbpzL9x/XnL977hXlJ57pdMVEZeYnZuXGp+XFphQlpBfGo2Mi4xNBIdAEX5Bxek5A209omZIqVINamYnp36e2b678mpnyrFT5X8h1yklHClMqFCKf8hlf/FE/6QS37JJX/LpT/ksimZfEImm5LJZmSyH2rVtEyqkklVMvmERD4lkc8IpVMCySRfOMPmTohFM3y+WiRQS0STMumkWKQSCqYkommZVC0RK/hcAZXMGMWRhnrH+nsI3+raC/MqMLGpn94HXvG4s3fXUUeHdfPMFhrqmYMAPU1oAwZagD4I0AMAMACA/7P00UDzJIAWSA+kpaetpQ8CwLqAlqWe3iprsz1OthcOuARc3RN+/1jEvSOYJyeSnrslPXaN8NwFv7gt9sI61MX1sRfWRZ1ZBTthBz1mG/KHbfgJO+hx55TbRyp9rue+u5DmdTHp/SXog6OlyFd8El7JoTCGBsY62kbbmjq/lHwvSmnIjS+He4XdPOJ72gV6xjHSfRX8rIPvkUXQEw4+J7c9OrzusNNCO2s924VmTqsddm3deHjn9tMnD3tecr11/cSTR+e8vW6GBLxOjIVXFxeNj1HEXD6fQhrtaia01Y201g42VuFaa2i4rlFs00jnd/pQJ3esb7y3cbijltTXxBrHS9gUOY/OJePH+ttHu5uJva3kgQ7aUO8c0FwSkUchiRh0CYspYTEkLIaIRRex6EIOQ8xjiQVsiZCjGWiTiYQyiVQulcnlyrmkcK5kqMkUNTIaKEyILk7BNJRVjPWPSjhyGU9JJzJwPQOtX7/WlxRXZGd8Tk8oTo0tTIQXxMPy46BZscF5cbAMZGBKZEBWbEhWDCwZDkmGQzBQ7wRYQFIENCoIcufyNacVzqbGi+ZbrZi3cLWugY3ryStfv7QTh5hfixtyEwqLUz/nYjLy4jILE7OLErMzkQmYoLBon0CEL6QooxiHHVYI1FOKHxPKH0rZtGYDhkwyq5D9VMpmFdIZlfyHSvG3VPKDx1VLhTMS0YxANMUXT3ElE1zJhEAyLZBMS2VqkUgllk0LxdMC0bRU/ksq+yWW/WJxp4TiH3L5T80DlQKuTCJWczgyClk4PEzvxuK+NTSXllQkYFIgfqEvn304fuzspg277Zastpq3xFDfUlfHTA9srqtjBtYx1tYyBAH6WiADzcZ/PV1TXbCJnr6JoZG5gaGZDthQW8dA8wkAYACkCwB6WlqGIEAfBIC1AUBfB7TIyvT8PqePN12jXl9N9LoZ6HHA7+Tmd/tX+h5xinBbHnN+NfqiM/LcqqjTDlFnVyDOOyLOO/odXPFii/WDTZZ3tlgHeO5K870V+dod9uJsQWH2OInAYDEpVCaDzqGTaHwaXcSgj7e3pQZ98r76x9Pjjvf3WL88Yvfm2KrnBxxPuqzeu9phxZIFFtbzrJbYrHRavXXjhj2bNh7av83txL5LF4/cu3367avrEO9n0TC/zCR0Z3u3iMdXCfi0wb7Rjsbh1npcU/VwR/14b+tI5/eRzu/MYayANEgZaMG314xiGxhjOBGTJOfR+dSR8cFODdCk/nYqrocx3M8m4Fljw2ziKIdEFNJpUjZLkxSySGPM8VEGeYxNI/HYNCGPKRFwJQKuVCiQiiUyiVQmU8hlaoV8QvOpoVkmVcllak31GyiKR5ZnprV8/UbCUyU8FZ8hGOnu76irq8pOLk1B52EicjFh+RhYLhqaHQvJjoVkIYPy0KE5sdAsJDQLCU2E+SH936GDPiZFBqQgQkP9Pl48c26F/WoTk0UWlssXL1lvZGEH0rHctOVwUX4tnShorsF+zvxSmlFZkJRflJRfkpJfmJidHh0XGwhD+EJiAwLjEUkVhVXY5l5CP5E+xuLShRKeYlI+q5DOTCh+Tap/qZW/lPK/VPIfk/KfE7KZafG0Wjwlk82I5T8Eyh9CxQ+xfEYun5WJZmSiWZXsbyF3SsyemZL9mpT+mpL9kgqn5UK1hCWSMDgSJrftW1tRYQUKk+njDX/65KO7+9UD+49u3LB15Yo1tgvtLc2W6OtagABDbZCxHthcR8tEC/jn7RVtbSMw2ERX11Rf31xPz0xX11RHx3juSx0dYwDQ0xCsrW0EAPraukYASF9b10xHd56OnrkW2BjQ1jGxMD+60+XDwyvxkDeRz6+eX2N9YpGWp73+yy02UScXY847Jl5em3x1XerNjZn3tqXf2ZZwY2Pspc0+B+0ebba4ttb4wZ7F0Y/dMvzv+N44/OHlncb6MjaLSmfSxkkUConKZ3LFDI6AImiprC5JQgY+vfTnOsuDjkau6xbtXmq6zMLKxsLKeoHtfDv7BfYOSx0cnZ2dt29av2PHuoMHt546uf+Kp+vjBx7vXt8J9HsdA4d8/lzOojJ/KiZEZBoJi8U3fxtorsF31g401wx3fCP1tbEJPQLSIH2oHd9eg2utpo70C+hEOY8upI+Sh7AEbNNYTwupv50y2E3H92mAZo0R2ONjAhpVymbxqWQOiUgfG6ES8FTiCIs6zufQxQK29D/9/v/jDa1WTSsVkxq4J9QzM9N/AfmoyOrc3L6WbhZFJOVP0gm0rrq6+sKs4gR4Pjo0MxqSHumfhYBkRgdkIAJy0dC0SEgmIjgjOigFDomDesf4f8AE+WREhWaiI/y9Xpz445iN7TJtvXkmlva2S9dbL1pjZLVE29DKzmFdYmIujSToax9uKG+uKfr2JbeyMresPKOoIDEjJQqJhoaggoPjYNBoaCQ6PCY+Ep0Sk5iblFWSWVhTUtVR3zrQ3j/SN0YaY9FIAgZVwKeLlDzJD7Hib4F0VqRUSyZkshmxfEYin1FIp1TSCTVLpWQo5HQJC0fj4WlCApPUjiO2DnDxI9Ru7FBdNbn1O7Gt0fvFi727DtrZuyy0cbKcv9zEZIEO2PAf2QAYgUFmurrm2tomYLCZrq45CGQEAhnp6prr688D6RhpgY21dU20wMaAtiEA0teEjp4pWN9MR88UpGMEaBv+EyB9bT1DAKSro2eqBTbVApsC2vqADtjGzvbSqT8D3zxF+Lx67LZ3uymw3wS4t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/></a>Cuando tenemos un proyecto y necesitamos contratar a los
mejores ingenieros como primer paso, luego, fiscalizar su trabajo, después revisar
el cálculo de la participación de los trabajadores para medir la eficiencia,
asi como revisar conceptos remunerativos anotados en las planillas de
remuneraciones, elaborar o actualizar el reglamento interno de trabajo, además
de consultoría en general en el campo laboral; entonces lo que requerimos es <a href="http://www.grantthornton.com.pe/asesoria-laboral.html">asesoria laboral</a>
efectiva.</div>
<div class="MsoNormal" style="text-align: justify;">
Para ello existen entidades especializadas a las que podemos
tercerizar esa tarea, pero cuidado, si no escogemos bien la empresa que nos
brindara apoyo en esos temas, podríamos perjudicarnos en vez de beneficiarnos.</div>
<div class="MsoNormal" style="text-align: justify;">
Un alternativa de asesores laborales y auditoria de empresas
son las empresas de gran trayectoria, existen muchas, el lector considere la
mejor después de investigar previamente su calidad de servicio, asi lograremos
la absolución de consultas escritas sobre cualquier tema laboral.</div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Fuente: Grantthornton.com.pe</div>
<div class="MsoNormal">
<span style="mso-fareast-language: ES-PE; mso-no-proof: yes;"></span></div>
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</div>
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<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<a href="http://www.grantthornton.com.pe/oficinas-contacto.html"><b><span style="background: white; border: none windowtext 1.0pt; color: #4f2d7f; font-family: "Arial","sans-serif"; font-size: 8.0pt; line-height: 115%; mso-border-alt: none windowtext 0cm; padding: 0cm; text-decoration: none; text-underline: none;">Edificio
Las Torres de San Isidro<br />
Av. República de Panamá 3030 8º piso - Lima 27<br />
T +51 1 615 6868</span></b></a></div>
<a href="http://www.ganardineronline.net/">ganar dinero desde casa</a>Unknownnoreply@blogger.com0República de Panamá, Distrito de San Isidro, Perú-12.0974578 -77.0205599-12.105220800000001 -77.0304304 -12.0896948 -77.01068939999999tag:blogger.com,1999:blog-1994766287315396567.post-16534473008597763042012-07-23T09:51:00.002-07:002012-07-23T09:51:24.571-07:00Las mesas de billar<!--[if gte mso 9]><xml>
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<br />
<div class="MsoNormal" style="color: #351c75; text-align: justify;">
<span lang="ES">Las <a href="http://www.mesabillar.es/">mesas
de billar</a> ha ido evolucionando en el tiempo y así han aparecido diferentes
tipos de juegos, tales como el billar francés, el inglés (snooker) y el
americano. El primer campeonato de billar que se celebró oficialmente se hizo
en Inglaterra en 1827. En 1835 el galo Gaspar Gustave de Coriolis escribió la
"Teoría matemática del juego del billar" obra que descubrió la
posibilidad de trayectorias parabólicas por ataque no horizontal.</span></div>
<div class="MsoNormal" style="color: #351c75; text-align: justify;">
<br /></div>Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-1994766287315396567.post-47707640470377454512012-01-19T06:05:00.000-08:002013-08-08T14:52:02.701-07:00La ingeniería de Tuenti crea un mecanismo para identificar a los usuarios<div style="color: #0b5394; text-align: justify;">
Tuenti ha empezado a implantar en su plataforma, un mecanismo pionero en tema de redes sociales. Se trata de verificar la identidad de sus usuarios a través del DNI electrónico, siendo su equipo de titulados en <a href="http://www.topformacion.com/carreras-universitarias/ingenieria-t95">carrera ingenieria</a> los primeros en implementar un sistema de este tipo.</div>
<div style="color: #0b5394; text-align: justify;">
De esta forma, la red social aprovecha las posibilidades que ofrece la tecnología en cuanto a los sistemas de acreditación electrónica para garantizar la veracidad de las identidades de todos sus usuarios, y además así, agilizar la relación entre empresas y particulares.</div>
<span style="color: #0b5394;">Con esta medida, la ingeniería de Tuenti asegura que "refuerza su compromiso para permitir a los usuarios replicar un entorno digital idéntico al que existe en la vida analógica", en el que los usuarios trasladan a la red social su verdadera información personal, promoviendo una relación auténtica entre ellos, ha explicado la compañía en un comunicado. Estos profesionales concluyen que, este primer proyecto que integra la tecnología desarrollada por la plataforma Tractis (también española), ya está disponible en el proceso de verificación de identidad de los clientes de prepago del operador móvil virtual de Tuenti. La aplicación desarrollada permite utilizar el DNI electrónico sin necesidad de que el usuario tenga que instalar drivers en el equipo, logrando así, la máxima facilidad de uso posible.</span><br />
<br />
<span style="color: #0b5394;">Recomiendo: </span><br />
<span style="color: #0b5394;">Juegos de Chicas </span><br />
<span style="color: #0b5394;"><a href="http://www.europeanprof.com/lineas_de_vida.html">protecciones colectivas </a></span>
<a href="http://cobican.com/">reformas vizcaya</a>Unknownnoreply@blogger.com0