tag:blogger.com,1999:blog-56674256557423630772024-03-05T16:18:38.791-08:00Economía hasta en la sopaIsmael Arandahttp://www.blogger.com/profile/09603357582739434361noreply@blogger.comBlogger264125tag:blogger.com,1999:blog-5667425655742363077.post-30837700460892676902016-11-17T07:14:00.002-08:002016-11-17T07:14:35.782-08:00Mi sistema económico ideal sería...Hola, soy Teresa y vengo a plantearos mis sistema económico ideal.<br />
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Estas son algunas de mis ideas...<br />
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-Todas las personas que tienen trabajo, (una carrera) deberían tener como mínimo un sueldo de 1500 al mes, por el contrario, las personas que no tengas estudios 950 euros al mes.<br />
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-La educación obligatoria hasta terminar bachillerato.</div>
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-La sanidad privada pero gratis para los españoles.</div>
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-Se eliminará el IVA de los productos de primera necesidad.</div>
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-La edad determinada para jubilarse sería de 63 años.</div>
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-No permitir la explotación laboral, por lo que todas las personas trabajen un máximo de 8 horas diarias y un mínimo de 6.</div>
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Este sería mi sistema económico ideal, si tenéis alguna pregunta dejarla en los comentarios, gracias por leer. </div>
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Teresa Alíahttp://www.blogger.com/profile/07158251411571922976noreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-21915988847036830852016-11-12T09:50:00.000-08:002016-11-12T09:50:04.300-08:00Mi sistema económico ideal<u><b>Todo aquello que esta asignatura me está enseñando son muchas cosas :</b></u><br />
Mejorar mi información sobre temas económicos,enseñarme a elegir las mejores elecciones...<br />
Pero sobretodo me a enseñado a tener en mente un sistema económico que en mi opinión podría mejorar nuestras elecciones y al mismo tiempo mejorar el nivel económico de nuestro Pais.<br />
SE LLAMARÁ EL <b>HACK-ECONÓMICO; </b><br />
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDOHd2q5XzQ-5Pisv5ztJmV3z2rXwZml7wN4Ba1UmKEOOvigmN3l9EBvbQMX4PI91WrFkpcKgoG4sdangnU5fw3r0-BfpJAGFThNBmlaD9e-jCuDB3QVEkEQGZ7yjaR4sqkl6vici27MQ/s1600/hack_by_gr3yfx1997x-d6205fj.jpg" imageanchor="1" marked="1"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgDOHd2q5XzQ-5Pisv5ztJmV3z2rXwZml7wN4Ba1UmKEOOvigmN3l9EBvbQMX4PI91WrFkpcKgoG4sdangnU5fw3r0-BfpJAGFThNBmlaD9e-jCuDB3QVEkEQGZ7yjaR4sqkl6vici27MQ/s320/hack_by_gr3yfx1997x-d6205fj.jpg" width="320" /></a><br />
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Cuyo sistema consiste en:<br />
Hacer posible las dos opciones que tienes que elegir.<br />
EJ:<br />
Yo tengo dos opciones , ir en tren y en autobús al cine,pues puedo coger las dos opciones eligiendo primero de ida el tren y luego el autobús , así mis dos opciones son posibles.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNz_Z81wCH9OiJQ_-RksHjIZ2XqyLbCyimRpSV5BOTsHuMpExaXwosI6io8BADnS9qH-XJbSNo9Mhq_pCCWQ8hZdj6iEJyXOTezPRlPZA-33-0Oy-t-lboBo70iob5n3s8epB7sukPFhc/s1600/landing_renfe_2.jpg" imageanchor="1" marked="1"><img border="0" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiNz_Z81wCH9OiJQ_-RksHjIZ2XqyLbCyimRpSV5BOTsHuMpExaXwosI6io8BADnS9qH-XJbSNo9Mhq_pCCWQ8hZdj6iEJyXOTezPRlPZA-33-0Oy-t-lboBo70iob5n3s8epB7sukPFhc/s320/landing_renfe_2.jpg" width="320" /></a><br />
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Aunque por internet, existe tambien el modo de empresas la cual venden sus productos online.<br />
El problema que es igual que si se compra normalmente,pues bien,si estamos entre una chaqueta y un baquero, se puede hacer una rebaja por coger esas dos prendas la cual ganarían mas dinero que comprando una por una por que si compra una no sería el precio de las dos prendas juntas y a esto le llamo el sistema <b>hack-económico.</b><br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-75748956816135497652016-11-10T07:13:00.001-08:002016-11-10T07:13:46.478-08:00¿Estudiar Lengua o Ingles?Me encuentro en la hora de la siesta y me dispongo a abrir la mochila y ver que tengo para estudiar. Tengo un tiempo escaso y 2 asignaturas que estudiar, tengo que elegir una y es obvio que voy a elegir la que peor se me de, en este caso Lengua. Vamos a verlo desde el punto de vista económico.<br />
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<b>• El coste de oportunidad:</b><br />
- El coste de oportunidad es la acción que dejamos de hacer o a la que renunciamos, en este caso el coste de oportunidad es estudiar Ingles.<br />
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•<b>El coste irrecuperable:</b><br />
- El coste irrecuperable es aquello que hemos perdido tras realizar la acción pero que no nos debe influir en las decisiones futuras, en este caso, el coste irrecuperable es el tiempo que he estudiado Lengua.DavidQuerohttp://www.blogger.com/profile/18437916382109651625noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-74341320238694418512016-11-09T11:17:00.000-08:002016-11-09T11:17:39.309-08:00¿Salir o estudiar?Todo empezó el viernes, me pusieron un examen para el martes y eso tenía un trabajo y un esfuerzo y sólo tenía el fin de semana para poder estudiar.<br />
Al llegar el viernes a casa a comer, estuve planificando el tiempo y claro digo estudio el viernes y salgo por la noche, pero el sábado me vi apurada de tiempo, por lo que tuve que elegir entre salir o quedarme en casa estudiando...<br />
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<a href="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcS8Ge9q0hUpeSlRieg6JrXRprlYjHQuXmPybeUQEuTCwPHdpTkg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Resultado de imagen de el coste de oportunidad" border="0" height="136" src="https://encrypted-tbn3.gstatic.com/images?q=tbn:ANd9GcS8Ge9q0hUpeSlRieg6JrXRprlYjHQuXmPybeUQEuTCwPHdpTkg" width="200" /></a></div>
<a href="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRYi6sjQnBDx2eBqmjufR8VBegbIPsS_8KmxWshJJFtkranWlKmbQ" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="Resultado de imagen de el coste de oportunidad" border="0" height="143" src="https://encrypted-tbn1.gstatic.com/images?q=tbn:ANd9GcRYi6sjQnBDx2eBqmjufR8VBegbIPsS_8KmxWshJJFtkranWlKmbQ" width="200" /></a><br />
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Analicé el coste de oportunidad, y saqué:<br />
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<li>Si el sábado me quedaba en casa estudiando, el coste de oportunidad sería el salir con mis amigas.</li>
<li>Si en vez de estudiar, salía con mis amigas, el coste de oportunidad sería el estudiar para sacar mejor nota.</li>
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También, analicé el coste irrecuperable:<br />
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<li>Si salía con mis amigas, el coste irrecuperable sería el mas estado que se me podía quedar al recogerme tarde.</li>
<li>Si me quedaba en casa estudiando el coste irrecuperable era el tiempo perdido si no me concentro y no estudio.</li>
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CONCLUSIÓN:<br />
Salí con mis amigas ya que no todos los días eran sábado y para estudiar también tenía el domingo.<br />
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Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-18256908631987965062016-11-08T14:42:00.000-08:002016-11-08T14:42:13.187-08:00¿Zapatillas o una sudadera de marca?Una vez en el Faro,me surgió la duda de si comprar unas zapatillas o una sudadera de marca.<br />
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Viéndolo desde el lado económico tendría que elegir las zapatillas ya que costaban 30 euros y la sudadera 90 euros,pero no era el único aspecto a tener en cuenta.</div>
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<b><u>Coste de oportunidad.</u></b></div>
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-Zapatillas.- mayor estatus,mayor privilegio y posiblemente una mayor duración.</div>
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-Sudadera de marca.-mayor utilidad y ahorrar el dinero sobrante para poder invertirlo en otras cosas.</div>
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<b><u>Coste irrecuperable.</u></b></div>
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-Zapatillas.-el dinero invertido </div>
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-Sudadera de marca.-lo triple pagado.</div>
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<b><u>Coste adicional.</u></b></div>
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-Zapatillas.-los 60 euros que me sobran al comprar las zapatillas y la posibilidad de invertirlo en otras opciones,mayor ahorro de dinero.</div>
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<b><u>Beneficio adicional.</u></b></div>
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Sudadera de marca.-seguridad al saber que es de marca estará bien elaborada.</div>
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Javier Morenohttp://www.blogger.com/profile/02160503696356632541noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-81815219165751475652016-11-07T08:24:00.000-08:002016-11-07T08:24:05.625-08:00¿Code o cena familiar?<span style="font-family: "verdana" , sans-serif;">El otro día me levanté y me pregunté ¿qué hago hoy?</span><br />
<span style="font-family: "verdana" , sans-serif;">Era sábado, por lo tanto no tenía que ir al instituto. Me habló una amiga y me preguntó que si esa noche iríamos a code, me quedé pensando ya que mi madre me dijo antes que iríamos a cenar a un restaurante toda la familia.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx5XpGNussK_skqlGZV7H2wAZVwi9XJ1thrVuzqv5-xM6p7VWFe0o1a-E81PVDWRQEqvNR4LRPtAncs_r0WFMY0h5vWnSRyVjO5r42WLHQX8HkqNWTC4uCIDvXRqhwE0Pl6ghUQrRkN1so/s1600/coste+de+oportunidad.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhx5XpGNussK_skqlGZV7H2wAZVwi9XJ1thrVuzqv5-xM6p7VWFe0o1a-E81PVDWRQEqvNR4LRPtAncs_r0WFMY0h5vWnSRyVjO5r42WLHQX8HkqNWTC4uCIDvXRqhwE0Pl6ghUQrRkN1so/s320/coste+de+oportunidad.jpg" width="320" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zgl7YC4IRs7koa-szq72q9zG9SddYDTfNFcqFY228UbDnJNrkV26pjJH_544nOmKYx0ZNhkaMY15WFiNKIq1tg6t1uFaeaLdTbz9v3NQ4OjJlqWEIRSDbwNOFN9gDs8m6FvBN0xTCXKZ/s1600/costo-oportunidad-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5zgl7YC4IRs7koa-szq72q9zG9SddYDTfNFcqFY228UbDnJNrkV26pjJH_544nOmKYx0ZNhkaMY15WFiNKIq1tg6t1uFaeaLdTbz9v3NQ4OjJlqWEIRSDbwNOFN9gDs8m6FvBN0xTCXKZ/s1600/costo-oportunidad-2.jpg" /></a> </span></div>
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<span style="font-family: "verdana" , sans-serif;"><br /></span><span style="font-family: "verdana" , sans-serif;">Esa noche a code iba Noel (myhyv), pero por otra parte venían mis tíos de Madrid que solo vienen una vez al año.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZHCOFlGxYTpaNkTupas6laHA74lsEhLSHmG9qlegM2BVra8oAY4X0pHdl30YYgns3WaKvMie4rWkEXKcRjTekwOOot5fiDTA98zdOGVRBUCk8cjWu5ACHNmafGYdYQm3sM1LeL_wgVzVN/s1600/descarga.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZHCOFlGxYTpaNkTupas6laHA74lsEhLSHmG9qlegM2BVra8oAY4X0pHdl30YYgns3WaKvMie4rWkEXKcRjTekwOOot5fiDTA98zdOGVRBUCk8cjWu5ACHNmafGYdYQm3sM1LeL_wgVzVN/s1600/descarga.jpg" /></a><span style="font-family: "verdana" , sans-serif;"><br /></span><br />
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<span style="font-family: "verdana" , sans-serif;">Decidí ir a code, ya que a mis tíos le podría ver más veces y a Noel no. Pero mi madre me dijo que si no iba a cenar con la familia, no me compraría unas adidas, entonces cambié de opinión y fui a cenar.</span><br />
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<span style="font-family: "verdana" , sans-serif;"><br /></span>Anonymoushttp://www.blogger.com/profile/08742556383908888438noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-63543962160755855372016-11-07T07:27:00.000-08:002016-11-07T07:27:12.817-08:00¿Comer en un restaurante o en el mcdonalds?<br />
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Un sábado por la mañana, nada más levantarme, mi madre me hizo una propuesta sobre si ir a comer a un restaurante o prefería ir al mcdonalds, entoces tuve que tomar una decisión inmediata.<br />
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<img alt="Resultado de imagen de imagenes de duda" src="http://www.kathegiraldo.com/wp-content/uploads/2013/05/que-hacer-frente-a-la-auto-duda.jpg" height="200" width="200" /> <img alt="Resultado de imagen de imagenes restaurantes modernos fachada" src="http://estoesnoticia.files.wordpress.com/2014/08/borbone-fachada.jpg" height="93" width="200" /> <img alt="Resultado de imagen de imagenes macdonald" src="http://infactcollaborative.com/wp-content/uploads/2012/02/Fast-food-facts-macdonald-restaurant.jpg" height="150" width="200" /><br />
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Tras un momento pensándolo, decidí que sería mejor ir a comer al macdonald, por la razón de que sería mucho más rápido. Pero a la vez mi madre me dijo que si iba al restaurante después me llevaría de compras.<br />
<img alt="Resultado de imagen de imagenes coste de oportunidad e irrecuperable" src="http://www.ahorradoras.com/wp-content/uploads/2016/06/thoughtful-788284_960_720.jpg" height="200" width="150" /> <img alt="Resultado de imagen de imagenes de incentivos" height="118" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgAeYFTPnlLdwD04kWBR6J6tQCTpmOidj5h2suPhv9PqkaXRNC-z6l6WVruoQQPCSbPt4g_KfHMvHn6lVQFf7JLe64_LrODlB_y8q6_0KmzDi9niyNaae6CF-jbP1xQikLw742ZVMtrvrU/s200/corrupcion.jpg" width="200" /><br />
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Entonces decidí ir a comer al restarurante, para así después ir de compras.<br />
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<br />Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-71313227326807052742016-11-06T13:37:00.000-08:002016-11-06T13:37:47.530-08:00¿Ir al cine o ir a hacer deporte?Esta mañana me levanté con muchas ganas de ir al cine con mis amigos, les propuse ésta idea y también les apeteció. Más tarde recordé que hacía tiempo que no hacía ejercicio y que ya era hora de hacerlo. Tuve que decidirme entre estas dos ideas<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWoDanhQPiE5j39_uaR28bQBgjYABq3xh6Wfr5gH70YSGoTm6s6_Na1s8OYVm6uy-TA7qQM-B051Q2djCfUlCInxUSmS8QpMNrF8MeFYsfOa85mxK3H8NY_0V_xRO33KH0e5m_wWPozuw/s1600/decision.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjWoDanhQPiE5j39_uaR28bQBgjYABq3xh6Wfr5gH70YSGoTm6s6_Na1s8OYVm6uy-TA7qQM-B051Q2djCfUlCInxUSmS8QpMNrF8MeFYsfOa85mxK3H8NY_0V_xRO33KH0e5m_wWPozuw/s200/decision.jpg" width="200" /></a></div>
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Respecto a mis preferencias a mí me llamaba más la atención ir al cine que ir a hacer ejercicio, pero eso no era lo único en lo que debía pensar.</div>
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COSTE DE OPORTUNIDAD.</div>
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-Ir al cine: ponerme en forma y llevar una vida más saludable.</div>
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-Hacer deporte: no pasármelo bien con mis amigos y disfrutar de una tarde en el cine.</div>
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COSTE IRRECUPERABLE.</div>
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-Ir al cine: el dinero que he pagado por la entrada y el tiempo que he perdido viendo la película.</div>
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-Hacer deporte: el tiempo que he perdido y cansarme más.</div>
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Mi elección fue hacer deporte ya que hacía mucho tiempo que no iba y necesitaba relajarme y al cine podía ir cualquier día.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgugyIifMZbACJJiMOVIGr3FSUvKq6KkAAb5s4lm9hdTHrJoPqy5XmV_Qe23iLXPbVMojENq2oPJHgEzS3o5DpepU__Hk3gEwGWem9t2kJbagyzlhg_d-U33imlVD6t94Onp0mxUJAdHks/s1600/DSC_0513.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgugyIifMZbACJJiMOVIGr3FSUvKq6KkAAb5s4lm9hdTHrJoPqy5XmV_Qe23iLXPbVMojENq2oPJHgEzS3o5DpepU__Hk3gEwGWem9t2kJbagyzlhg_d-U33imlVD6t94Onp0mxUJAdHks/s320/DSC_0513.jpg" width="320" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/00131832953973305411noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-78452314495024993612016-11-06T05:40:00.000-08:002016-11-06T05:40:54.923-08:00¿IR A CASA DE MI AMIGA O QUEDARME EN CASA?Para poder hablar mejor de esto primero debemos saber que es el coste de oportunidad y el irrecuperable.<br />
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El coste de oportunidad es la opción a la que estamos rechazando, por ejemplo, tienes que elegir entre un zumo o leche y eliges la leche, pues el coste de oportunidad sería el zumo que no te has bebido.<br />
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El coste irrecuperable es que forma parte del pasado y no debe tener importancia.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnwFr0cuKg4930z8ZkoWSdjP9EGaKHuHrHjgAAKIAP1tx1vSNtizifKknQdKIYbH-TeAhLq4xo3MC_Ua_A46FTftwtf5kFfmkvkYHjQuA6aPGNYnsj798crIX-2OfWuYsm1vEtoPMi40c/s1600/descarga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjnwFr0cuKg4930z8ZkoWSdjP9EGaKHuHrHjgAAKIAP1tx1vSNtizifKknQdKIYbH-TeAhLq4xo3MC_Ua_A46FTftwtf5kFfmkvkYHjQuA6aPGNYnsj798crIX-2OfWuYsm1vEtoPMi40c/s1600/descarga.jpg" /></a></div>
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Era sábado y estaba entre ir a casa de mi amiga que no veía hace mucho tiempo o quedarme en mi casa con mi familia, al final decidí ir a ver a mi amiga ya que hace mucho tiempo que no la veía y le echaba de menos.</div>
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El coste de oportunidad sería quedarme con mi familia en mi casa y el coste irecuperable sería el tiempo que me pase en casa de mi amiga cuando podía haber estado haciendo cualquier otra cosa.</div>
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Diego Casas 4B</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjxj2aMl7_-iGgHfpmi9HsXCqvMtyzXoQ-s0GvjqbPxxncfADKC3AqT8g6zJhydmiezVm0sj2Ej-jByXsZygMl7odY7HnKCVSNfqN3hT-Vr5a-xO-ukRPcUNomF6UtBIk72hEFifvQqr0/s1600/DSC_0510.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjjxj2aMl7_-iGgHfpmi9HsXCqvMtyzXoQ-s0GvjqbPxxncfADKC3AqT8g6zJhydmiezVm0sj2Ej-jByXsZygMl7odY7HnKCVSNfqN3hT-Vr5a-xO-ukRPcUNomF6UtBIk72hEFifvQqr0/s1600/DSC_0510.jpg" /></a></div>
Unknownnoreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-64658344244805035282016-11-04T16:31:00.004-07:002016-11-04T16:31:42.556-07:00<h2>
<span style="color: #4c1130; font-family: Georgia, Times New Roman, serif; font-size: x-large;">Irisdiscencia</span></h2>
<span style="color: #e06666; font-family: Georgia, Times New Roman, serif; font-size: large;">Este sería el nombre de mi sistema económico ideal ya que significa que refleja los colores del iris, es decir, que mi sistema mostraría la luz de un bienestar social.</span><br />
<span style="color: #e06666; font-family: Georgia, Times New Roman, serif; font-size: large;">Consistiría en:</span><br />
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<li><span style="color: purple; font-size: large;">Mejorar la sanidad pública ya que muchos trabajadores especializados sino ven dinero de por medio no realizan bien su trabajo y también debido a los recortes que querría llegar a ejercer el Estado sobre esta. </span></li>
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<li><span style="background-color: white;"><span style="color: purple; font-family: Times, Times New Roman, serif;"> <span style="font-size: large;">El impacto que implican las empresas en el medio ambiente, poco a poco cada día la lucha continuaría y muchas empresas lo estarían llevando a cabo para conseguir mejorar lo generando así en mayor parte acciones de RSE (responsabilidad social empresarial) que hacen que la empresa esté cada día más ligada al medio ambiente. si este proceso no fuese llevado a cabo las empresas deberían de abonar al estado una serie de impuestos elevados.</span></span></span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdfFsvBM8LYWt6FdKfi8W4XpI9CA-8u13vQOnW_clrz4b68GaPJCspknnX26cZUOTrz1CR-_2XYinZs4lt0eGIMNH74znxo5v7lmIO130HwYVf_PMnAdX_tDyK7hlgplbiXkXIoyub44o/s1600/medio-ambiente.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="356" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdfFsvBM8LYWt6FdKfi8W4XpI9CA-8u13vQOnW_clrz4b68GaPJCspknnX26cZUOTrz1CR-_2XYinZs4lt0eGIMNH74znxo5v7lmIO130HwYVf_PMnAdX_tDyK7hlgplbiXkXIoyub44o/s640/medio-ambiente.jpg" width="640" /></a></div>
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<li><span style="background-color: white; color: purple; font-family: Times, Times New Roman, serif; font-size: large;"> La educación debería de seguir siendo pública ya que muchas familias no poseen los mismos ingresos, y todos deberían de gozar de esta oportunidad ya que " los niñ@s somos el futuro".</span></li>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8rAMrcegvcUmfqTSHyGrQLoLKN8Q3apHKxv7WWV7S3r9-MAfwWHuRUqVdBJJo-ZKYugupABgYk5MSTYb2dws8bjqf9260BRfL3Z4njqgmDxB3hdflBb00xLm9MDgy4bI2oyfzyKcC6ss/s1600/maxresdefault.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh8rAMrcegvcUmfqTSHyGrQLoLKN8Q3apHKxv7WWV7S3r9-MAfwWHuRUqVdBJJo-ZKYugupABgYk5MSTYb2dws8bjqf9260BRfL3Z4njqgmDxB3hdflBb00xLm9MDgy4bI2oyfzyKcC6ss/s640/maxresdefault.jpg" width="640" /></a></div>
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<li><span style="color: purple; font-family: Times, Times New Roman, serif; font-size: large;">Solucionar la crisis: Yo creo que esto se solucionaría volviendo a tiempos pasados o sea que deberíamos prescindir un poco mas de las entidades financieras no teniendo domiciliaciones y así obligando a empresas como iberdrola, etc a contratar gente para el cobro de sus servicios quitando si lo pensáis bien un gran numero de gente del paro.</span></li>
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<li><span style="background-color: white; color: purple; font-family: Times, Times New Roman, serif; font-size: large;">La igualdad frente a los salarios entre hombres y mujeres, ya que hemos demostrado estar capacitadas para realizar cualquier trabajo tanto físico como intelectual.</span></li>
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<span style="color: purple; font-family: Times, Times New Roman, serif; font-size: large;">Este sería mi sistema económico ideal, si queréis dejarme vuestra opinión al respecto o si tenéis alguna pregunta,!espero vuestro comentario¡</span></div>
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<span style="color: purple; font-family: Times, Times New Roman, serif; font-size: large;">SALUDOS</span></div>
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Whosalbahttp://www.blogger.com/profile/11172332594450503883noreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-85951606655645864012016-11-04T16:20:00.003-07:002016-11-04T16:20:39.351-07:00¡HOLA ECONOMISTAS!<br />
Soy Lucía y os vengo a mostrar cómo sería mi SISTEMA ECONOMICO IDEAL. En clase de economía hemos estado trabajando algunos de los sistemas que existieron como por ejemplo el <i>Comunismo</i> o el <i>Esclavismo</i>. Para mi estos dos sistemas no me parecen nada justos , por eso he creado el mío propio.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVXRDvSPxvRjSqKrpgeV53WQ_4ypyqkNPlez6LferaRBgYzpCkIwTLwZMk_qfN0sw_HNJgAjIS7W__1-vgMhs90fAhJtoOsQ9TBSofGPzr1d8N1KyQ06e28L_GUfWwdTlNPajoEvYCwcY/s1600/dinero-en-el-mundo-23789672.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhVXRDvSPxvRjSqKrpgeV53WQ_4ypyqkNPlez6LferaRBgYzpCkIwTLwZMk_qfN0sw_HNJgAjIS7W__1-vgMhs90fAhJtoOsQ9TBSofGPzr1d8N1KyQ06e28L_GUfWwdTlNPajoEvYCwcY/s400/dinero-en-el-mundo-23789672.jpg" width="400" /></a></div>
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<b><span style="font-size: x-large;">SISTEMA ECONÓMICO</span></b> :<br />
1- El suministro de bienes públicos (educación , Sanidad...) serán ofrecidos por el Estado , ya qu una empresa privada lo haría con precios mas altos.<br />
2- La producción será en función a los bienes y servicios más demandados, y se desecharan aquellos que tengan precios más elevados. Esto hará que todos los consumidores puedan cubrir gran parte de sus necesidades.<br />
3- Estabilidad cíclica. Esto evitará que el sistema entre en crisis.<br />
4- La redistribución de la renta será necesaria para que, a pesar de las diferencias socioeconomicas, se logre un nivel mínimo de bienestar.<br />
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Creo que este sistema es bastante igualitario para todos y podría funcionar bien.<br />
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❌<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWuvu-TKe8QXcMw546DOOHc-e0YWf56H3aCR1mrDMlWaVL0NnXYXJANMRej2huDfRbXHMxC_6BORk5-zALiTgIG6wctuN17mKstRBpJkOh3qp2uAJ2VKi-4EIpanVCNELxt_VXacGbnJA/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWuvu-TKe8QXcMw546DOOHc-e0YWf56H3aCR1mrDMlWaVL0NnXYXJANMRej2huDfRbXHMxC_6BORk5-zALiTgIG6wctuN17mKstRBpJkOh3qp2uAJ2VKi-4EIpanVCNELxt_VXacGbnJA/s1600/images.jpg" /></a></div>
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Espero que os guste! Hasta la proxima👋<br />
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Anonymoushttp://www.blogger.com/profile/18258423030713994345noreply@blogger.com1tag:blogger.com,1999:blog-5667425655742363077.post-41283582238329980402016-11-04T15:40:00.001-07:002016-11-04T15:40:18.676-07:00JUSTICISMOBuenas! <span style="font-family: inherit;">Soy Salva y he vuelto para enseñaros mi sistema económico ideal, tengo que añadir que no se parece en nada al actual, no en muchoz acpectos, busco mediante mi visión ensañaros una nueva forma de mirar nuestra sociedad , de una manera más justa para los ciudadanos</span><br />
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Mi sistema económico ideal tiene el nombre de "JUSTICISMO"<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE8tR3OPxnjcNjPmeocbvLF_GXnFxHTGNrzY2MYNSNrBNcP9bjApBw5LibSHaNYp3yUOi5tdXB5Bl6aqXF89HOYzJYYQEXAa7yDFx6T9ASzdokQgBvV6P0Oa3KuCtLtVC5g4ER9O3peP0/s1600/xfgfdbhtrhgngbrwh.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgE8tR3OPxnjcNjPmeocbvLF_GXnFxHTGNrzY2MYNSNrBNcP9bjApBw5LibSHaNYp3yUOi5tdXB5Bl6aqXF89HOYzJYYQEXAa7yDFx6T9ASzdokQgBvV6P0Oa3KuCtLtVC5g4ER9O3peP0/s1600/xfgfdbhtrhgngbrwh.jpg" /></a></div>
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Los ciudadanos por obligación deberían tener :<br />
-Necesidades primarias(comida, ropa,hogar...)<br />
-La sanidad(pública y gratis)<br />
-La educación(obligatoria hasta Bachillerato)<br />
Todo esto se obstendrá de los impuestos, que no os suene raro porque es de donde se sacan en la actualidad...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOJnGYa-OImWhNSI0DXYskFT6uApv7whqNkop830kYgWRUrKxUtAVXowuoCYmVkqNkdl885QUmKY58Dw70Kkfifpbric4trOgBJqq1E1pyhWQ0Ny8z3siaGZazHGTf1tNiqHWyqAv77us/s1600/b3e74c9554d64b5802c1afe99227344c.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOJnGYa-OImWhNSI0DXYskFT6uApv7whqNkop830kYgWRUrKxUtAVXowuoCYmVkqNkdl885QUmKY58Dw70Kkfifpbric4trOgBJqq1E1pyhWQ0Ny8z3siaGZazHGTf1tNiqHWyqAv77us/s320/b3e74c9554d64b5802c1afe99227344c.jpg" width="320" /></a></div>
Por otra parte el precio de los productos será el justo, es decir, que valdrá lo que cueste producirlo más el porcentaje que se lleve la empresa encargada de producirlos , pero sin pasarse excesivamente.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhluR4-a1OKzFusVZowbRIC8Lxre341n6jJfZ0eXPxLoqwpDM6OuVBoyBlSNaibuIG_muS3-c_i8SOAYXOS5Ja2lAArCDSb1o5WlTTUHJ5iRaDo3Be6i0wqw7HmOTGNJQmxtaEKO7jkhFw/s1600/no-se-si-es-muy-caro-o-soy-muy-pobre.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="318" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhluR4-a1OKzFusVZowbRIC8Lxre341n6jJfZ0eXPxLoqwpDM6OuVBoyBlSNaibuIG_muS3-c_i8SOAYXOS5Ja2lAArCDSb1o5WlTTUHJ5iRaDo3Be6i0wqw7HmOTGNJQmxtaEKO7jkhFw/s320/no-se-si-es-muy-caro-o-soy-muy-pobre.jpeg" width="320" /></a></div>
Por último , el salario será el justo teniendo en cuenta el sacrificio de cada persona y no bajando de 1300€<br />
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Bueno pues aquí os dejo con mi visión de mi sistema económico ideal , si tenéis alguna pregunta escribidmela abajo en los comentarios...<br />
!NOS VEMOS¡<br />
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<br />Unknownnoreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-18727176569550676432016-11-04T15:29:00.000-07:002016-11-04T15:29:11.821-07:00MI SISTEMA ECONÓMICO IDEAL.<b> Hola de
nuevo, chicos. Para quien no me conozca, mi nombre es Noelia y hoy os vengo a
explicar resumidamente como sería un sector económico ideal, que como todos
sabemos es la forma en la que se organiza una sociedad para satisfacer sus
necesidades con unos recursos escasos, mientras establece fórmulas de reparto para la población.</b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg79vrRTe02-3t6wZdft5o7bSLHL0B4_AFdCE5HsSsOg2r-VuCk12NaiOtb4_Ohic04NBo-2K-fBWCzrKbyWSguvdBT9DJ_Wuz1XwMKxkKRagQAWu46fEG-Z_UfM16v-uZ5D6qrfEnhRspZ/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg79vrRTe02-3t6wZdft5o7bSLHL0B4_AFdCE5HsSsOg2r-VuCk12NaiOtb4_Ohic04NBo-2K-fBWCzrKbyWSguvdBT9DJ_Wuz1XwMKxkKRagQAWu46fEG-Z_UfM16v-uZ5D6qrfEnhRspZ/s1600/images.jpg" /></a></div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: ES; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;"><b>Actualmente en España, el sistema económico es capitalista y
moderno. Este sistema económico se caracteriza por un cambio radical y un
crecimiento económico moderado en 200 años. Pero no confundamos términos, el
crecimiento de la riqueza es algo muy diferente al nivel y modo de bienestar.
Es cierto que el capitalismo es eficaz, pero tiene varias desventajas y por
tanto no sería mi sistema económico ideal.</b></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzC-to37tPbu3e7WSnCBUx93I3AyQIrFKlDlm4uYfH6ICyknzD1uxKpRSUdkxgSHf31im8OC0pk-0e6vntQGKh75vQ6p_VjrpvRmARkSWdaJLnL6gu0EYc5zPzxG-LngSHPtUJj5ni0TEI/s1600/Elecci%25C3%25B3n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzC-to37tPbu3e7WSnCBUx93I3AyQIrFKlDlm4uYfH6ICyknzD1uxKpRSUdkxgSHf31im8OC0pk-0e6vntQGKh75vQ6p_VjrpvRmARkSWdaJLnL6gu0EYc5zPzxG-LngSHPtUJj5ni0TEI/s320/Elecci%25C3%25B3n.jpg" width="320" /></a></div>
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<span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 115%; mso-ansi-language: ES; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: ES; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin; mso-no-proof: yes;"><b>Lo idílico sería que existiese un sistema económico justo y a
la vez, eficiente. Es decir, que se encargase de controlar asuntos como por
ejemplo que ninguna persona careciera de los recursos básicos y esenciales como
la educación, la sanidad gratuita para todas las personas, una vivienda y
vestimenta; que se estableciera una igualdad en los salarios e igualdad de
oportunidades también, libertad de elegir a la persona que nos representa y obviamente
que no perjudique al medio ambiente.</b></span></div>
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<b>En definitiva, esto sería lo indispensable y necesario para mí y también me gustaría mucho que me preguntáseis en comentarios en caso de tener alguna duda, o simplemente para añadir vuestra opinión. ¡Un saludo!</b></div>
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Anonymoushttp://www.blogger.com/profile/02932687311281390089noreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-10554295838710778212016-11-04T15:28:00.006-07:002016-11-04T15:28:33.514-07:00<span style="color: #674ea7;">Hola soy Susana:)</span><div>
<span style="color: #674ea7;">En la clase de economía hemos visto los diferentes sistemas económicos desde los más antiguos como el "feudalismo" hasta los más modernos como el "sistema económico mixto".</span><div>
<span style="color: #674ea7;">Me han encargado que explique como sería mi sistema económico ideal y pues allá voy.</span></div>
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<span style="font-size: x-large;">Mi sistema ideal se llamaría: Wabi Sabi</span></div>
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<span style="font-size: large;">Algunas de las medidas de mi sistema serían:</span></div>
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<li><span style="font-size: large;">La sanidad y la educación serían públicas,tanto para una persona procedente de ese país como para una que no lo sea.</span></li>
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<span style="font-size: large;">2. Los impuestos serían establecidos a cada persona según sus rentas,sus deficiencias y propiedades.</span><div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;">3. Las empresas respetarían el medio ambiente utilizando los desechos para otra función y el incumplimiento de esta medida supondría el cierre de sus empresas.</span></div>
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<span style="font-size: large;">4. Todos los trabajadores recibirían un salario mínimo de 800 euros trabajando las mismas horas en cualquier oficio,desde un simple jardinero a un médico.Pero para ello necesitarán estudios superiores a bachiller para poder trabajar en cualquier oficio.</span></div>
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<span style="font-size: x-large;"><b>.Todas estas medidas serían impuestas por el estado.</b></span></div>
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<b>Aquí concluye mi sistema ideal,espero que me digáis vuestra opinión,un saludo.</b></div>
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Anonymoushttp://www.blogger.com/profile/15221217870164032768noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-67044115416060228372016-11-04T15:17:00.007-07:002016-11-04T15:17:36.293-07:00SISTEMA ECONÓMICO IDEAL<div style="text-align: center;">
<span style="font-size: large;"><b>Buenasss!! Soy Sandra de nuevo. Pero esta vez os vengo a hablar sobre mi sistema económico ideal, el sistema económico que para mi sería el perfecto.</b></span></div>
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<a href="https://tse3.mm.bing.net/th?id=OIP.M7ae38b9f28abd185b7b1c6de2cc5d51do0&pid=15.1&P=0&w=300&h=300" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="" height="200" id="yui_3_5_1_1_1478296416762_1473" src="https://tse3.mm.bing.net/th?id=OIP.M7ae38b9f28abd185b7b1c6de2cc5d51do0&pid=15.1&P=0&w=300&h=300" style="margin-top: 0px;" width="200" /></a></div>
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<span style="font-size: large;"><b>Primero, para ponernos un poco en situación un sistema económico como hemos aprendido en clase es la forma en la que se organiza una sociedad para satisfacer sus necesidades con unos recursos escasos.</b></span></div>
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<a href="https://tse3.mm.bing.net/th?id=OIP.Mde6fd5d97b7b4b87a91337595b1b941bo0&pid=15.1&P=0&w=186&h=168" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" class="" height="289" id="yui_3_5_1_1_1478296762108_1753" src="https://tse3.mm.bing.net/th?id=OIP.Mde6fd5d97b7b4b87a91337595b1b941bo0&pid=15.1&P=0&w=186&h=168" style="height: 168px; margin-top: 0px; width: 186px;" width="320" /> </a></div>
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<b><span style="font-size: large;">Comenzando con mi sistema económico ideal, lo primero sería que todos los trabajadores tuvieran un salario mínimo de 1500 euros por mes. </span></b></div>
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<b><span style="font-size: large;"><img alt="" class="" id="yui_3_5_1_1_1478297064246_1769" src="https://tse3.mm.bing.net/th?id=OIP.Mfbbc4112d95937928b5b8d9cc32c3610o0&pid=15.1&P=0&w=189&h=160" style="height: 160px; margin-left: 0px; margin-top: 1px; width: 189px;" /> </span></b></div>
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<span style="font-size: large;"><b> Seguidamente,podrian bajar los precios de los elementos básicos para que todos estuviesen al alcance de compra de cualquiera.Todos tenemos derecho a obtener lo que necesitamos.</b></span></div>
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<span style="font-size: large;"><b>Muy importante también es que el sector público se encargue de que todos tengamos las necesidades primarias,tanto un hogar,sanidad,educación...</b></span><br />
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<a href="https://tse1.mm.bing.net/th?id=OIP.M4cab2ec28eb0af9c259b6a0d6b8d3247o0&pid=15.1&P=0&w=250&h=177" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" class="" height="141" id="yui_3_5_1_1_1478297331937_781" src="https://tse1.mm.bing.net/th?id=OIP.M4cab2ec28eb0af9c259b6a0d6b8d3247o0&pid=15.1&P=0&w=250&h=177" style="height: 177px; margin-top: 0px; width: 250px;" width="200" /></a><span style="font-size: large;"><b> </b></span><img alt="" class="" height="211" id="yui_3_5_1_1_1478297297288_1226" src="https://tse4.mm.bing.net/th?id=OIP.M5e056afd64cfabd0039e80c70199e20eo0&pid=15.1&P=0&w=241&h=159" style="height: 159px; margin-left: 0px; margin-top: 0px; width: 241px;" width="320" /></div>
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<span style="font-size: large;"><b>Espero que en caso de duda o cualquier observación no dudéis en contestar sobre ello abajo en los comentarios y os resolveré todo lo que os surja. Pronto nos volveremos a ver:</b></span></div>
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<span style="font-size: large;"><b>¡Hasta la próxima chicos!</b></span><br />
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Sandra Arce Pablos.http://www.blogger.com/profile/15514833375690603295noreply@blogger.com4tag:blogger.com,1999:blog-5667425655742363077.post-30884096747387623052016-11-04T15:10:00.002-07:002016-11-04T15:10:42.712-07:00¿Mi sistema económico ideal? ¡¡Hola economistas!! Lo que os vengo a mostrar hoy es mi punto de vista sobre cual sería mi sistema económico ideal, basándome en algunas ideas de los tres que ya hemos estudiado.<br />
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Mi sistema sería bastante parecido al de "economía mixta' pero con algunos matices:<br />
<b>1)</b> Existirían unas leyes y normativas básicas a diferencia de que el salario mínimo estaría en unos 850€, y se castigaría más duramente a aquellas empresas que no respetaran el medio ambiente.<br />
<b>2)</b>Todos los bienes públicos serían totalmente gratuitos y las becas serían ofrecidas a cualquier persona, independiente de su nota.<br />
<b>3)</b>La edad de jubilación en determinados trabajos se adelantaría a los 60 años, y se ofrecería una pensión a cualquier persona superior a 63 años de edad. Las prestaciones por estar desempleado serían para todos de 700€ mínimo.<br />
Habría menos paro porque las empresas privadas darían empleo de forma prioritaria a las personas que habiten en la ciudad/región/país donde dicha empresa se encuentre.<br />
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Aquí os dejo un enlace sobre la "economía" en nuestro país.<a href="https://youtu.be/aH3dJHNxFCk">https://youtu.be/aH3dJHNxFCk</a><br />
Espero que os haya resultado interesante 😀😄. Hasta pronto!!<br />
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<br />Anonymoushttp://www.blogger.com/profile/16921315970390893787noreply@blogger.com4tag:blogger.com,1999:blog-5667425655742363077.post-8643894111036326032016-11-04T14:26:00.001-07:002016-11-04T14:28:43.828-07:00MI SISTEMA ECONÓMICO IDEALHola,buenas ya me conoceis,soy Claudia y esta semana vengo a contaros cual es mi sistema económico ideal.Ya que sobre esto hemos estado hablando en las últimas clases de economía y con las cosas que hemos dado y estudiado,vengo a hablaros sobre cuál es mi sistema económico ideal.<br />
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Bueno primero os dire qué es un sistema económico.Un sistema económico es la forma en la que se organiza una sociedad para satisfacer sus necesidades con recursos escasos,al mismo tiempo que establece fórmulas de reparto para la población.</div>
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Mi sistema económico ideal se basa:</div>
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-El principal agente económico es el sector público.</div>
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-Suministrar los bienes públicos:es decir,todo el mundo tenemos derecho a la educación y sanidad que pagamos mediante impuestos,por lo que a todo el mundo se les debe dar las mismas oportunidades.</div>
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-No permitir la explotación laboral,esto es muy importante,las personas deben trabajar 8 horas como máximo y su sueldo debe depender del trabajo que haga.Es decir un médico no puede cobrar lo mismo que un vendedor de una tienda.Además de esto,no debe haber desigualdad en el trabajo,es decir la mujer debe cobrar lo mismo que el hombre si se encuentran en el mismo puesto de trabajo.</div>
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- También todas las personas pueden comprar según su nivel de ingresos y sus preferencias.</div>
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-Y por último garantizar trabajo en las zonas donde las empresas ejercen su influencia.</div>
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BIEN,pues este es mi sistema económico ideal,espero que os haya gustado y en el caso de no gustaros, respetar mi opinión.Si teneis alguna duda,preguntadmela,estoy encantada de responderla.</div>
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Bueno me despido,hasta la próxima,saludos❤️❤️</div>
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<br />Claudiahttp://www.blogger.com/profile/06578007840427943832noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-38265484497670903902016-11-04T14:22:00.000-07:002016-11-06T09:37:43.728-08:00Sistema económico ideal: Igualitarismo.<h3>
Soy Olga de nuevo,y hoy vengo a presentaros mi sistema económico ideal,que nada tiene que ver con el actual,o al menos no en muchos aspectos;tampoco con los sistemas pasados,más bien es mi visión sobre lo que más justo sería para todos. Este sistema recibiría el nombre de igualitarismo.<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC89gFGC_5IkYKVZj-UfQkiA5B7RQ_SLOQ8_G4eaybCN5zFVfJeD-Xa5bItx-RAey9qZA1E1j0CIg1Ost02YPW_9CskgpaqCx6WTD2aCiRGbjS9RnSGoNS9qjrPUeXMW2SnypEpOu_vqA/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="143" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiC89gFGC_5IkYKVZj-UfQkiA5B7RQ_SLOQ8_G4eaybCN5zFVfJeD-Xa5bItx-RAey9qZA1E1j0CIg1Ost02YPW_9CskgpaqCx6WTD2aCiRGbjS9RnSGoNS9qjrPUeXMW2SnypEpOu_vqA/s320/images.jpg" width="320" /></a></div>
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La primera característica de este sistema sería que el Estados se aseguraría de que todos los ciudadanos de su nación tuvieran las necesidades primarias cubiertas (casa,comida,vestimenta..)además que por supuesto la sanidad,educación (orientada a estudiar para aprender) y obligatoria hasta bachillerato. Y el dinero para asegurar todos esos derechos se obtendrían de impuestos si,pero de impuestos que toda la gente puede pagar por algo que descubriréis de seguís leyendo.</div>
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Para continuar,el precio de los productos sería el justo para que a las empresas les sea rentable producirlo,pero con el objetivo de que también sea accesible para las personas que quieran adquirir dicho producto; de decir si es equitativo o no el producto se encarga el estado.</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfSMQ0D7Fny6vHwZ6kDABK5WEORfz72oMW-FUgx1qziFta7UkyObaqPimzie7Bcovd4W4ybTJyya7u6pi-izy8Y09Y-9f3rUb25cgQIrvyTCRWHLMPvLPgO9KljtXv2s8iE-rSnkeFexw/s1600/Abaratar-sin-bajar-precio-254x300.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjfSMQ0D7Fny6vHwZ6kDABK5WEORfz72oMW-FUgx1qziFta7UkyObaqPimzie7Bcovd4W4ybTJyya7u6pi-izy8Y09Y-9f3rUb25cgQIrvyTCRWHLMPvLPgO9KljtXv2s8iE-rSnkeFexw/s1600/Abaratar-sin-bajar-precio-254x300.jpg" /></a></div>
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En cuanto al salario de los trabajadores,este sistema buscaría que fuesen salarios proporcionales,es decir,que la diferencia entre ellos no supere los 2.000 euros,evitando así la gran diferencia entre las clases sociales, no habría personas excesivamente ricas,ni tampoco personas excesivamente pobres (como sucede en la actualidad)</div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheqFY6pGsLhyphenhyphen31cbIAJ1NipvfMYOHYEmPVLnXE6dYN5svIrlvuLjvmXfxehJITCn0xSWJE92GFXE5L9Fvs7YG7ZeMIH2cA01lnq8ZYh8RVR5iXmQ1NadA4XnEaFa2vRv3Yc2O5h2zIruA/s1600/descarga.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheqFY6pGsLhyphenhyphen31cbIAJ1NipvfMYOHYEmPVLnXE6dYN5svIrlvuLjvmXfxehJITCn0xSWJE92GFXE5L9Fvs7YG7ZeMIH2cA01lnq8ZYh8RVR5iXmQ1NadA4XnEaFa2vRv3Yc2O5h2zIruA/s1600/descarga.jpg" /></a></div>
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Quiero añadir que el Estado también se encargaría de supervisar que no se deteriore el medio ambiente,de que no haya excesiva publicidad (que crea necesidades que en realidad no tenemos)así evitaríamos el consumismo absurdo y otros problemas relacionados con estos temas,como por ejemplo la creación de empleo que sería el principal objetivo.También se ocuparía del crecimiento económico. </div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwFxI5TygShhdve8mEZiUUF3LLgQ2NgIu1-sNnQXVbo9bxaqk7nTNE7SW3Xb8fjnlGiBAyl2JXPmKkhFK_hsSrSGZAwr8b6FG50iF-93wjXnOlUBk5PrETgNQKbDIV3LI1I7c1Ra85iGw/s1600/Como-cuidar-el-medio-ambiente.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgwFxI5TygShhdve8mEZiUUF3LLgQ2NgIu1-sNnQXVbo9bxaqk7nTNE7SW3Xb8fjnlGiBAyl2JXPmKkhFK_hsSrSGZAwr8b6FG50iF-93wjXnOlUBk5PrETgNQKbDIV3LI1I7c1Ra85iGw/s320/Como-cuidar-el-medio-ambiente.jpg" width="320" /></a></div>
Y con esto termino la presentación sobre el sistema económico,si tenéis alguna duda o sugerencia me gustaría verla en los comentarios.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy61dmzbzj1NOi65mX6Fx6i6NySPtZomnRYjudymW-yfSiQSZP3YQ50CJaD5jgb-rdPUBzM5tl4QGJ138at9yiDWsoHoUTug_Bla96WLtT0ORveCKNLRY23KHgL5p_aDgFh4U9uGvUQL4/s1600/olga+economia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiy61dmzbzj1NOi65mX6Fx6i6NySPtZomnRYjudymW-yfSiQSZP3YQ50CJaD5jgb-rdPUBzM5tl4QGJ138at9yiDWsoHoUTug_Bla96WLtT0ORveCKNLRY23KHgL5p_aDgFh4U9uGvUQL4/s1600/olga+economia.jpg" /></a></div>
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Anonymoushttp://www.blogger.com/profile/00543814836905822304noreply@blogger.com4tag:blogger.com,1999:blog-5667425655742363077.post-79536620485442604462016-11-04T12:43:00.000-07:002016-11-04T12:43:55.932-07:00ALBANTISMO Soy Paula y os voy a presentar mi sistema económico ideal. Yo misma le he puesto el nombre, <b><u>"Albantismo"</u></b> y diréis...¿por qué este nombre? Es en honor a la canción de Luis Eduardo Aute, Albanta; nos presenta un mundo libre, sin injusticias y sin miedo. Aquí os dejo un enlace donde se explica esta palabra con un significado tan bello que desconocemos<br />
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<a href="https://youtu.be/kEpcVKqRQbI">https://youtu.be/kEpcVKqRQbI</a></div>
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Bien, empecemos por el sector público que es el mayor objetivo a complacer. Le dotaremos de una sanidad, educación libre que será el ámbito en el que más invertiremos ya que es fundamental para el posterior desarrollo de la producción pero NO especializaremos a los jóvenes en una sola materia, al revés, ellos serán libres para elegir e intentaremos desarrollar la creatividad, además de esto, este sector tendrá derecho de sindicación (más tarde hablaré sobre este tema en las empresas) y muchos más.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOlM2RjVgnhDTQ4CjM4fzxErQT_ILRlWNF2lZxP9gMrNMAnImxShoeChEjjZQCYCX7SVOr8I3-tfMNMRuuWCSCHjsKcO9uP8DOZcM3cOEj02CUmkYtQ_49vCT-ng-lo2nkv8yoOVrLUvx-/s1600/13097710-cute-little-multiethnic-cartoon-kids-holding-hands-around-globe-high-quality-3d-illustration-Stock-Illustration.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOlM2RjVgnhDTQ4CjM4fzxErQT_ILRlWNF2lZxP9gMrNMAnImxShoeChEjjZQCYCX7SVOr8I3-tfMNMRuuWCSCHjsKcO9uP8DOZcM3cOEj02CUmkYtQ_49vCT-ng-lo2nkv8yoOVrLUvx-/s200/13097710-cute-little-multiethnic-cartoon-kids-holding-hands-around-globe-high-quality-3d-illustration-Stock-Illustration.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5U7WyRYHxIHFw0hVgC7538JaOjPDbewVH2c2yq871pbkhlQ8bOTqr_vxHeF8eFKh8x0s6jZlWqxBOGJ4BfIcJhIIELn7JFPxyzLPTmG8YkeBaFA8tcAsxdsD5SLFRAlOFcxojamfQCX2Z/s1600/sanidadhor.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="111" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi5U7WyRYHxIHFw0hVgC7538JaOjPDbewVH2c2yq871pbkhlQ8bOTqr_vxHeF8eFKh8x0s6jZlWqxBOGJ4BfIcJhIIELn7JFPxyzLPTmG8YkeBaFA8tcAsxdsD5SLFRAlOFcxojamfQCX2Z/s200/sanidadhor.jpg" width="200" /></a></div>
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En segundo lugar, podrá haber todo tipo de empresas que proporcionen cualquier producto pero si alguna de ellas comete injusticias como que las mujeres no tengan el mismo salario que los hombres o explota a sus trabajadores por ejemplo, directamente será cerrada. Este sistema tiene como principio la igualdad, no importa sólo alcanzar el máximo de productividad sino hacer que las personas puedan vivir de manera libre sin estar atadas al trabajo y sean bien remuneradas por ello.<br />
Tambien deberá respetar el medio ambiente y NO podrá poner en riesgo la salud de cualquier animal. Tendremos siempre en cuenta las sugerencias de los sindicatos, más que incluso las de las empresas porque ellos son los que proporcionan el producto y NO QUEREMOS UN SISTEMA EN EL QUE PREDOMINE LA INJUSTICIA LABORAL.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaNR4PxYxtObDD4JqEdemUTfHQD0FxzFRSbSd4fjaLI8fq4d15_niS6k8xmK7gx5mG-HPkvw_8EbJqB1EPZdSyaX-p-xMS8oMKgvj5eo2Vl9EP_TnYPkgTH735YNMySK8TvBdbtN8PQxFL/s1600/asdfl.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="131" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaNR4PxYxtObDD4JqEdemUTfHQD0FxzFRSbSd4fjaLI8fq4d15_niS6k8xmK7gx5mG-HPkvw_8EbJqB1EPZdSyaX-p-xMS8oMKgvj5eo2Vl9EP_TnYPkgTH735YNMySK8TvBdbtN8PQxFL/s200/asdfl.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrhSnfQchnalzd3XkKx7Usc0UnIg1Q8JXFPrd8VpQZpfXHu2lzDPow9ExIi5TTqI9vTM9g3Rbnujv_IdMNpveL4MqNhAi0PObrMjlI_huHW-WnHnB_McWySAgYQiXl1QyKROkXwiQJCeih/s1600/3320808.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="112" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrhSnfQchnalzd3XkKx7Usc0UnIg1Q8JXFPrd8VpQZpfXHu2lzDPow9ExIi5TTqI9vTM9g3Rbnujv_IdMNpveL4MqNhAi0PObrMjlI_huHW-WnHnB_McWySAgYQiXl1QyKROkXwiQJCeih/s200/3320808.jpg" width="200" /></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFaJPQ_KRTvEavOikijA7WZhWfI1s-VCkSULwi22dYqxnHcx9PQc4_B8ucWWUaD2Jv8mGfWUGKfQ2l6idjwS18Er38KloGuNijUx69qir3jeuPNuYQInD3TfmHVIGOidfvz1BzHABXmEM7/s1600/medio-ambiente.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFaJPQ_KRTvEavOikijA7WZhWfI1s-VCkSULwi22dYqxnHcx9PQc4_B8ucWWUaD2Jv8mGfWUGKfQ2l6idjwS18Er38KloGuNijUx69qir3jeuPNuYQInD3TfmHVIGOidfvz1BzHABXmEM7/s200/medio-ambiente.jpg" width="200" /></a></div>
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Me gustaría que me dejaseis cualquier sugerencia o comentario constructivo aquí abajo, gracias por leerlo y espero que luchemos por una economía mas "saludable" moralmente.<br />
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¡Nos vemos pronto!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-AuaABtpJKtl-ctj8vFz465z7OixKXxfrBM7VPfF3Sw37dd8ZKQvJXYsJ9lO05MJCB_gbfe3ueMqrEiX6Xnhf2psEmV8dm3fBEEcgXUBr_UIcG0V88maRjzcgYhyphenhyphendRy3O43z3g8ehStgq/s1600/DSC_0486.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg-AuaABtpJKtl-ctj8vFz465z7OixKXxfrBM7VPfF3Sw37dd8ZKQvJXYsJ9lO05MJCB_gbfe3ueMqrEiX6Xnhf2psEmV8dm3fBEEcgXUBr_UIcG0V88maRjzcgYhyphenhyphendRy3O43z3g8ehStgq/s1600/DSC_0486.jpg" /></a></div>
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<br />Anonymoushttp://www.blogger.com/profile/07981972579797653848noreply@blogger.com1tag:blogger.com,1999:blog-5667425655742363077.post-26052050099497274522016-11-04T11:47:00.002-07:002016-11-04T11:47:46.677-07:00Mi sistema económico ideal<span style="color: magenta;"><span style="background-color: white;"><b><i><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;">MI SISTEMA ECONÓMICO IDEAL</span></span></i></b></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><b><i><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"> </span></span></i></b><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;">¡Buenas! Soy Lucía de nuevo y ésta vez me toca explicar cuál sería mi sistema económico. </span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> En clase hemos estado últimamente aprendiendo cuáles han sido los sistemas económicos principales a lo largo de la historia: feudalismo, mercantilismo, capitalismo, comunismo, sistemas mixtos... .</span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> Cada país tiene su propio sistema económico y tomará las decisiones de qué, cómo y para quién producir de distinta manera.</span></span></span></span></span></span><br />
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<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZVVwXIB79FhiQQOuzUBjUEzwj4so2Yyn6CAlHU1BEnmsz55MtC82vNT7GRT4fq25H4Kmx9FZD8KtAPqm_SCvK2iYvpg2a9QGmU6WKzY__9y9vrPfMB2wyJikqco2o05o6Bt8JYyCXcYk/s1600/dinero.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="228" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZVVwXIB79FhiQQOuzUBjUEzwj4so2Yyn6CAlHU1BEnmsz55MtC82vNT7GRT4fq25H4Kmx9FZD8KtAPqm_SCvK2iYvpg2a9QGmU6WKzY__9y9vrPfMB2wyJikqco2o05o6Bt8JYyCXcYk/s320/dinero.GIF" width="320" /></a></span></span></span></span></span></span></div>
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<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> </span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> Así pues,<span style="font-family: "verdana" , sans-serif;"> el prof<span style="font-family: "verdana" , sans-serif;">esor nos m<span style="font-family: "verdana" , sans-serif;">andó que redactásemos cuál sería <b>nuestro <span style="font-family: "verdana" , sans-serif;">sistema económico ideal.</span></b></span></span></span></span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><b><span style="font-family: "verdana" , sans-serif;"> </span></b><span style="font-family: "verdana" , sans-serif;">Aquí está mi respuesta. </span></span></span></span></span></span></span></span></span></span><br />
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<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">1º En mi sistema económico ideal el sector p<span style="font-family: "verdana" , sans-serif;">úblico <span style="font-family: "verdana" , sans-serif;">se encargaría únicamente de <span style="font-family: "verdana" , sans-serif;">asegurar que todos tuviésemos un estado de bienestar mínimo<span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">: como, por ejemplo <span style="font-family: "verdana" , sans-serif;">asegurán<span style="font-family: "verdana" , sans-serif;">dose <span style="font-family: "verdana" , sans-serif;">de que todos <span style="font-family: "verdana" , sans-serif;">disfrut<span style="font-family: "verdana" , sans-serif;">aran<span style="font-family: "verdana" , sans-serif;"> de educación y sanidad. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitlC-kIOr3UeyX4ZwxrsVnrnyXcCFL-HGVj2eLItB-vunyrKv_xRWZ2prOmiXXZ17tXyUYHYNKweG-D6NMCsZA3yWrhfm_43wFImvK3V8DLD09vI-A4MflLihjtvFZ_HUqHaq2zIaotv0/s1600/ohh.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="132" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitlC-kIOr3UeyX4ZwxrsVnrnyXcCFL-HGVj2eLItB-vunyrKv_xRWZ2prOmiXXZ17tXyUYHYNKweG-D6NMCsZA3yWrhfm_43wFImvK3V8DLD09vI-A4MflLihjtvFZ_HUqHaq2zIaotv0/s320/ohh.GIF" width="320" /></a></span></span></span></span></span></span></span></span></span></div>
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<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">2º </span></span></span></span></span>Por lo demá<span style="font-family: "verdana" , sans-serif;">s<span style="font-family: "verdana" , sans-serif;">, <span style="font-family: "verdana" , sans-serif;">las empresas y las familias seríamos los que dirigirir<span style="font-family: "verdana" , sans-serif;">íamos la e<span style="font-family: "verdana" , sans-serif;">conomía</span> sin necesidad de que <span style="font-family: "verdana" , sans-serif;">el estado la controlase. </span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigI3NiZ-EvgQMz-pIMYIumKXFqQfY3tDfrlXlleXcCrGKkBAom1661QPFTmU1vD3IXhjder4GX1cZbSVpcbT-zox4X3Spe13dcAnpFOYiLXSjRN2dFx3dZ17Daz6HvQp_VB99VAoMXvSU/s1600/bad+name.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="209" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigI3NiZ-EvgQMz-pIMYIumKXFqQfY3tDfrlXlleXcCrGKkBAom1661QPFTmU1vD3IXhjder4GX1cZbSVpcbT-zox4X3Spe13dcAnpFOYiLXSjRN2dFx3dZ17Daz6HvQp_VB99VAoMXvSU/s320/bad+name.GIF" width="320" /></a></div>
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">3º <span style="font-family: "verdana" , sans-serif;">Todos podríamos e<span style="font-family: "verdana" , sans-serif;">lejir los productos que deseáramos comprar según nuestras preferencias y nivel de ingresos. <span style="font-family: "verdana" , sans-serif;">No ha<span style="font-family: "verdana" , sans-serif;">bría ningún estado que es<span style="font-family: "verdana" , sans-serif;">cogi<span style="font-family: "verdana" , sans-serif;">era </span>lo<span style="font-family: "verdana" , sans-serif;"> que deberíamos comprar <span style="font-family: "verdana" , sans-serif;">porque pensara</span></span></span></span></span></span></span> que es "lo qu<span style="font-family: "verdana" , sans-serif;">e <span style="font-family: "verdana" , sans-serif;">necesitamos</span></span>"</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5QQ94ZmMFK7RfzCPwL-lyPsgi9q2PYWEypwbtcYsv82qKUzdj5xK-LxjQdqeu8klC96i8qsLbq6ehpcIXm6hwZ644hUDbUkQB17ym-4O6Ggb6sAIm1ny7lK1YGtuO8spXjImmS2D2EsM/s1600/oar.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj5QQ94ZmMFK7RfzCPwL-lyPsgi9q2PYWEypwbtcYsv82qKUzdj5xK-LxjQdqeu8klC96i8qsLbq6ehpcIXm6hwZ644hUDbUkQB17ym-4O6Ggb6sAIm1ny7lK1YGtuO8spXjImmS2D2EsM/s320/oar.GIF" width="320" /></a></div>
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">4º Y <span style="font-family: "verdana" , sans-serif;">todas las empresas se verían obligadas a respetar <span style="font-family: "verdana" , sans-serif;">el medi<span style="font-family: "verdana" , sans-serif;">o ambiente<span style="font-family: "verdana" , sans-serif;"> porque habría leyes qu<span style="font-family: "verdana" , sans-serif;">e penaran a aquellas que <span style="font-family: "verdana" , sans-serif;">p<span style="font-family: "verdana" , sans-serif;">rovocasen daño<span style="font-family: "verdana" , sans-serif;">s en la naturaleza <span style="font-family: "verdana" , sans-serif;">a sabiendas de ello.</span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span></span><br />
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<a href="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAR0AAAG5CAIAAAA8hXfUAAAgAElEQVR4nGS7Z3MbZ5a/rQ1je2xLznKQRWWKFEkxZxIkAQYwk2DOARloxEZHoNHIOeecAzOVZcmyZVnWjGccdz/R84Kz+9+qp+oq1OnC66vOfX73uc+l3XDKBWU8SM6H5f14xoOckXRBWQ/C3xgxEqIpWsfdqxcjNiRoFop2RsZHu+u7uj6+XvnhxU8/fv/f2VszapS3uTjkMMpcRonfLI9b8YBBwV8bVorn8gGp37BjVu3aiF2YM8qab2X0Xe2qOn/70nsfvPtWc0utRLqzs8GwGxUBF+J3ICEnGnagQSvsN8sCFnnChRZDWoNiSytdl+7Ofv7+OWpPIyjlrS5OzkwMTE8NTU5Qe7rq79650lh3pb2xpqupaYVBZW4MzU/337ldRR8Z8zoJkEdvuv5ubcUXt659fafyWu3tG3duXWusrWqqq26qq66pvnWn+np19eXqO181Nt1oar5d13i3pr6WMtDL5u4giJxUQyqUq1GJpMDG0tywmL+JIwIUZoOiTcZE3zC1s6Wloba2+k71zbra2w0N1W2tdT3djUN97cOUtuG+9iFK2yi1a3KYMj02OEmn0qk9dFovndY7Mdw/NdI3Te+fmxicmxhkjNMWp4eXZoaX50YZ08Mjg939lLbentbujubujsaZySGRYEfI21xdmmxrvdvd2zY1PTozSp2gtCxPdtr0Iq9TqSIkuAaeXprupXSurczwmItiwbpaLVap5Sur880t9YtLc4BYSBsdaq6vWxjoYc/2h/SCp0c+g14yNNC8uUi3aIG9rPnl49gvr8q/vNr77dXhLz8ev/nu4MFhLBE0BtzaoFcX8uqjAVMiYk3HHeWM+6DgPymH7u1HHhzGHh7FH50mH99LPb2feXo/8+R++sn91JP7ycf3Eg9PYvePIvcOw8cHocP94H45sF/2H+wFDvaCe6VAqeDfKwX3SsFSwZfPerJpbzrpSSXcybgrHnUk4850wn5GLu0q5rwHpcDxXuD0IHzvMPLgOHbGw5P443vJJ/dTT+6nHp7EDw4iuaI/kXYF4jZX2GTx67RONWbGpVoFBwM2Qc6KZHdFtLMuYW7J2DsyDkvB58BCLgLwUBEXAc4KHiri42IOCjBhwZaCuy5n70B8HgoIlWKpSqwgZUo9pLWgZhfp8utDUUs8ZU/nXOmc61zGg6RccNoN53xYzoel3XDaDWc8SNKpKAaVOngXEW0Rop0r758jebMka4jaWtHb17wl4ApRdIO5cfHjd7pbK/1OJWtjzGWSpAPKhAvOOtGsEyWFc0u06hVa5Qa9ZrL9Sn/tZ3Vfv33tk3//6sK5zz99/63zn5z/rGJ+fZkrXNeoQacJcRqlATscdWJhBxowK/xmecimyPiIjFfl1QLg7pRdK75z49OO5ioZsA2L1jib45OTQ6P0gc2NhY31uYmJvnH6+MLU/M5a7zi1qqmmZnhsyu/ASeHknSvv3Kz4+M6t61U3rt6+XlF/p/Ju9a26qpst9TVtjXebam83N1bfbbhd21B9p67qVlXlV5WV9V2dLD6LJGGLHjGToALYFHNWUJC1tT4l4K0C3LWd5ckZOoU+2Mlg0GfnJyZn6L2Utqammtbm2v7u1r6uppH+Dnp/5xCljT7QOTHUOz7YMz7cP0mn0mm9wwPdEyMDo4OU4b72UWrX2b8zowMrjLG5CSpjkjY3MzJO76P2d/b2tHa0NvR0Ns3N0EWCXR5nbXKsv6ujkTE3vrwyy5gaGevvpLTXjvXXE6LlkANWEQCqx5aZ6909rWP9HUuTNBzjaY3QLnOjpaVqZm5Ab1ZhWrK1o7/mRh2lpZm9PJHykQEnMk3vXJgc0OKcQsLw/F74Hy9Lv7za+/3Ho99+Ov3b94cPDmMxv95lU7nsared9Dq1AY8hHDAnQuZMzJ5PuoppTznn28v7D4uh43L4ZC96shc5KUdP9iIn+6GT/fDxXvCoHDgqBw/LgYNy4KAUONwLHu2HjvdDh3vhg1LoeD9yvB/ZLwaLWW827ckk3emkK510pxLObMpdyLpzaVcm6cilXcWc76AUON4L/v+9enSaeHSaeHo/9fRB+vQkVtoPZou+WNYdSNpcEbPRqydsKoUBFhIyJiLYADmrUuaKeHdLxt4BuWxIwEUBLibiYiIOArARIRcFOCjAxUQcVLir4O2A3F2Ix0YAASoCcJFUJVYQUkIPG2xKm1frDRkjcVsi7UjnPNmC+1zWi541qJwPy3rRM6nOBMv5sJhNLlwbdqrF1RWfDPY003qazv3ne1/VtuCQyK8HnRpFX1fLZx+9ZSIlcuEyJlouhIhcAEn5ZGk/5DfL+BszjbdvfPCXv3zy17c/u3Dh048+O//Bxfc/uvSXC1+c//LmwDgDAAVmi9zvIOxamVMv9lsUASsUsSF+o9ylBQIWedQOx+xw0olCrBmXUTrS3/jFR2+33r0BCZdw8dLSJGWW3slem1ibGxwfbKVTW5bnKAuzHc01t8apQ1a7zKZZar/29uVP3rlx7evKyqt3qyvr71Q21VXX36lsqKlsrK1qrLndVHejob6yoaW5uq61srKl/m5v/9gwC2ChuBSGuCaNBBJt7q5OrTCGRLxVAXdZBKxvrkzSKW2t9VVdHQ0zjJEd5tLO7tLO7tIcgz440NnVcre/s5nW0zpG66YPdA72to70d4xSu2iUDjqtd4TaQ+1tHxvqGx/uHx/smab3T9P7z7xijNPmJ2mzE9Tpcerk6MDIEGWgv6u7o7mj9e70BE0qYu1uL1D724eHeja35haXJsdGqTRKR1dbQ1dz1VDbDdHOuN0C4moxTEJrG4udLfWjtC5IwXZ6dApY1E9pGKW3Goxw+SCrdXmGVplVzR0NDQ1izo7fRGzM0seo7Zh8Kx3WPjkK/Pxd6ZdX+7/9ePT7T6c/vzp+fJKMBwx2i8pmVtqthMOmdjlIj0vrc2sCXl0kYIyFLYmoLRWzZ2KOfNJdTHsLKU8h5SllvHs5317OV8q480lnIeUqZlzFjLOccx8UfUflwMl+6KgcOiqFT/Yi9w5iJ3uR/YK/kPXmM55c2p1Lu7NpdyHrKeY8hawnm3LmM+5ywX9QCh7vBU/2w/ePomc6PTyJnxWP7yWf3k89fZh5cC95fBIt7wdzJX887wkkbbaQUeciMTMm1YA8pYiJCjYV3FUpcxPk7kB8DiLkYiIOCnAwERsF2IiQjYk4GMBGhCxYwIT4HFjIQwA+IhKiIjEulqskmAYkjajJSTj9en/EHEs5UllXNu8p7fnPnR3/sl4060XOXDr7zPmwjAcpBnDJ5pCF4M1N9lV8/RlPwJ5YWxcioN+pChgkDpVAsDP38fv/sbE4bteB3NWRjAfLeeG4S5LwgFE3atSCK2tLVY3NX1yvfu/zinc+q3jni+sXrtReb2yfXl6WQhKLRZIOI3E7HDDDPjMYsEAROxowgh6NyK0T+c2yoEWecKLlsN4E7WihLQl76auPzrfdreJtTjOXqMzloc056upM3/xEz/hQ+9Rgw9p0R9PdmvbODgzhxu28obbPKi6+f/Prq5XXr9TVXm6qv91Ue6eprrq1obah5nZrQ01zXfXtG1euXr9S1djQTRvc2NggcMhpwyMhI4HzQdmWUS8DeCtbq9PMrTkhZ1kiWIOkW8y1KVpXe0NtdW9Px9Tk4PrKJHOLsbY4NkHvXWSMjo/0Dw500XpaBnuaKe13Ke31gz0tA11NlM7mof7uM7UmhgdmJ4anRiiMcdrSDH1uYnB2jDoz2j810jtB750cG1hgjDJmR+nD/fTB/p7OJsb0iEzM2VybnZ4eXlmdWV2bnJkZ7KW09fZ0dnW1dXe1trfWdrZUstdHAhaZgQTVJLK+s9pBaWdzNh12rVIjGx3qHOpsxCXso73ww2f7pcdHnkRICiskMgDHZOuLk0M9jXLBStSrfHQQ+PuL8i8/7P326vC31yf//PH06WkqHjSaDahRj5iNmNmIW81Km0XlsCldDpXbqfY41T6PNujVhb26qN8YCxhjAVMiZEmGLcmwORWxpCKWRMgUDxoTIUMqbMzGLIWUvZRx7uXc5YznIO8/LoVO9yIn5fBhMbhf8JdzvlLWW8p6ilnPXsFfLvhLeV8h5y3mvPvl0NFe+GQ/dNasHt9LPr6X/JdRD9JPH6S/eZh59ij7+EHq/r3E0Um0fBjKlv3RrNMTs1kCBtKpQs2oRCPnqUS7OLAF87dh/g7EZ8ICFipkoQALBZiIkIkCTBRgYwAHBViwgIsAQlwCYBIAk4hwiVQlhdVyQo8YLEqrR+MJm0MJezLrzha9hXLg8CB8LufDCgFl3o/n/cqcD8/78bPPs/ZVChFmbBsTLepQ1mfnzwlYy8WYMeyErSaF3QpbtTyVhHHp4vv1d2449DB7he4kBGkXHjbLfTqRneQbNEJcLeCDnCXuLn1xdnh+amp1fpWzJYYBnRayG2CXjh80MINqpocUBK1w2AbHnHjAJPcYpAErGHbAERuU9ioLAdKvE4OsaRMuaqi8vr3IGGivo3ZU7yzT1+aGlmaGBvtbB2kdq7ODtJb67m7aNnstHoR2RxpvfvLu1avX7tyoqbt9tb7mq6b6W3U1lXdrbrY31rQ31LY23G2ora28daels2eNtQ2REocbsZuFdg037ABdepHXqvDYEKtRgUIcow5UY0KZYJ2zOTM32T9M6xmlU2dmxibG+uenBhamB8bpPQN9reOjA9Mzo/3Uns725paG2ramWkpnU19XM6WzkdrbOkhpH6F2jw71To1RGZPDjHHa/OTwGbNj1KmRvsnh3rGh7snR/pkJ2szk0PgodYja29fTujg3LhWxdrcWNlYZywuTU5O00dG+oeH+YTqNNtLXO9jTNdDd3nmX0nadt9znNoAaLYjoMa6MRyrlXjuJErK56TFKw105c3UvY3rxNPLiSeaHFwfff3/v6bfHyaKfw1kd6GwQ7DJ8Vujhnu/nF6Vfftj/5YeDX388/ser48cniYhXryVBtVqu1Sh0Wking/R62GyAzUbEYkJtZsxuVTqtKreN8NgJr13tdZA+B+l3agIuTdCtC3v1IY8u5NFHvLqIT5sIGpIhYypszkSt2Zi9kHSW0u69rHcv6ytnveWMt5z17uf85Yy3nPHu5/3lvK+Q9ZRyvr2C/3AvfHIQOZPq4Un8yf3U/9Xp2aPs88e5bx/nnz3OPnmUfnA/eXwaKx2GUyVPOONyRS0mn5Z0qRErJjciAi3IVUtZuIiJCpmwcBcRMhEhExHuwgImImShABsTcTERDxcDSqlEJZcoZRKVXEbIQTWIaSGNCTfb1Q6/PhCzxlLObMFXKAf2DsL37yXOpdxI1g2VfHjep854lFkvWggo/zVoeeCcVxm3QcDmSNgON1R+OdBZn/RpYw7UqxdFrBKHcn2048v33v+PTy9eUCJ8MWeBtT7hNEJGgm8ghHql2ERKHUa5wwqaLXKTQWI2iO0Gscss9VtEPgMf5a9uTA6vTw4yF2msxUGYu+QggZgLDzpgvwMK2uCgDQ7aFEkPnvMrs36VjD3r0EoWJyn87fmuxuq+1tqlse5Jajulrb6/p2l2mtreUtnUcpc+PRqwowbhTN1X569/+WX1jWu1lRV3qy43VFe01N2sb7hZU3Olpe5mc0317cqq5s7eldU1GJZpNSCpFioRNonxbFogbJNl3VDBiybtkE3F1yk5mHxLIdrg7S4yN+Z2tud32POAeFMs3hIDG1LRJk+wvstd3WGvbDFXl9fnl1YZcytrvbSR9p6eto7Wjs7mzs5GGqV1kNLa1904QuucGKNMjfVNDvfPjg3OTQzPT47MT45M0wfmJmizY9TJYcrEUC9jnDpJHxim9QxRuzbXGIBgk8dZ5e6sMsbpMxNjCwuMpVXG8iZjdn6aOjhApVKGaJTerpaetlrW6oDTCqpJSShojPnVqGxDr1NzmJvdbbXcnZlMVPP8Ufz548z3T9I/fZv7+dXB00dpRM7ubavbXZ10G8AHJc/P3+Z+/eHgH9/v//PVwT9fHz29lwo4NSpMrETFKlxCKKVqlUxDyHVq0EBCBg1k1MImHXL2azFgViNuNeI2k8ppUbksKpdF5bYSXjvpc2j8Tu0ZAZcu5DFEfMZYwJQImpNhaypiy8aduYQrF3PmYs5Cwl1IuAtxdz7hKqbd+aSzmHbv5XwHhcDJXvj/evX/dHqSf/G08N03xe++KX7/tPjdk8I3j7IP7icPjyOF/UCq5Amm7c6o2ejXky6t0kFCVkyiB0VaUKiWCwgZTynlYBIOJuZgYi4u4SmlfJUMIORiUiHVQHISkhEgqIYgEsa0KGHEjXaN3Wv0h43RhDWdcxdLgf398Mlx/PGjzLlCSJ1yKHJuJONWZr2qvB8vhYicD0s6FSkXlHLBBT8hZ044NcL1WerVixesdkksCqbcfA+6zOi8ee2Dv1yvuvWX999amB81aWSbS0NWncSqE1t1EqtObtXJrTqp0yDyGQR+k8hB8jSKTRlrVsabUYjmJkebGTP9TM4Kk7+5ujg2M9S+Ot2vljPDdjzmUkWcWNAOh2xQyqfMB4iDuAETLyqlKyB/UcRaGKe237r8cUdTZVtD5dBAO2t7gdrX0NB4s2egB1bwXCo29c5H1y6ev3K5ourW1drqq4011+qrrrbW3m6vuV1/81ZVZdWtO3d6hvtEqMBtxd0G0Krmu3VCj07k0UsgwQprZXhrtoe/QZdy54RMBm97GpFuqxGuQS0mlQChBFQqAIG5CjnzDFCyLQc2pII1GbAGS7dUMAvHpCgG7uyurazPjYwN9FDa2toaOtub+nraxob6zlrT6EDPmVezY4NTIwMTQ5TxwZ7ZMeo0vX9qpJ8xTpsepU6MDEzQ+8SCbRTic5nLO7tzSysTS8tTm9uL61uM9e3ZtXnG/NgkY2x8bIBGaevsamwcaLjCXRoK2jAlzF3ZYOhM6GHJCUs3xqht/J2lhM/yzb3MNw/jLx7FXz1N/fSi9N3TooGQ93XUL03TbFrp/aLnzbPMr68Oz7z65afj754Ugi4tDAoUMh4k58OgAIUADBFhiBBHAbVSShIykpCpVVKNWq4jFTqNQqdRGLSQUQebdbDVgFoNmN2EOy2E26Z220mPnXRaVE4L4bKqPQ61z0UGPNrg2agWsiSClkTIkgrbUhFbKmxLhq2piDUdtWbj9v9jl/+4HLp/GHt0mnp6P/P0QebZo+z/k+pZ6eWz0stn5RffFJ88zt67nzg8iRT2/cmiJ5xxumJWa9is9+s1HhK3Y4gFhUyIwoDIdZCEVEhIhVgNSkiFVAPJtBCoh2EDihgxWIfAegTWwrgOJU1Kg520ewzeoCWasCWzzlzRt7cfPjmOP3yQefokd+5h0Z1wgGkXnPMThaA678dLQaIQUGa9WNKpSDgUpTBpRrdgHkMPsb98798E3OliEk8YdxntFV++95d33/uslz56o+bWzZuXLTp4fWFQjTJdJtCul9oNUqtWZNNLQnYo5YIDJunKVM8wpYHW2zjQ1TE3MYnJWRp8y0iuRzyA0yTn7S7NjHQtT/YbEWHMoQ7Z0KANDtvhuAtNudFCUG0ldiWsMS20tb1A46xPXv78r1evfd7T1bCyMLa+NNHZVkUf719cnUv6NMyJplsfn7v29ec3bt6sun39dmXF3eqrjTU3m6oq796uvHnz9u36lv6JMYNFFfTiJhVXA+9o4V2VfBMWrih4y6zliemhjlUGbXGmf2VphLM7DzCX7XrESEhtRlCrFqhVfBIH1LgAVbARkKmQ7sBytlzMFPFXRfxluWQdlKxB0k2tUmjUgjo9DONiFn9zcmais6u9va2JTuubGOwdp3aP9HeN0XqnRgbmJobnJoZnx2izYwMzo/0TQ71necb06MD02MDCzAgOC3WETMhZYzNnhfyljZWJjaXJ7dXpzaXRpdl+xmTPxGjnEK2tq7u+qeVObXVVa81N8eZU2Ia6HJpSKeIzSWZG2uj9rewNRsipfnoa+/ZR9LsHkR8exX56Vvjp24OAUz880DUz2qvFBQcZ+49PMr+/Pvn11eGvr49+fXPy6vle1GuUSTgiERMAdoXCXYmELZfx5BKOTMyG5DwMFqEQgEJCHBGrMCmBy1SYlFDKSJVcq5brNZBBC5n0iNWE28xKm1lpM6vsFpXdorKbVXaL0mElXDa1y056nBqvSxtw6QIuXdBjCHmNYa8p7DNG/cZ40JwIWRIhSzpqz8ad+aSznPUdFIJHpfDpfuz+UezRaeLpg/SzR9mzrvXym+LLZ+Xvn5WePck/fpi+fy9xeBwpHQSze/5YwRPKutwJmy1iNPg1eq9a5yHVDpXShuNWDLVgqAVFLRhmw5U2XGVXqqw4YcVVJpSwYGqzUmcjzC6tw6f3hczhmD2ZceUK3lI5eHQYfXAv/c3jwrfPSudePc6l3EjKBedDZDGiKYeIYlB1Nl8lnYq0BykGlRkfIt6iB42K1ltfjbTXpexKYIF26+J7f3n3/F8r6jYE7JWNuffePgdLWCLuImdrzG+FHTqRzyJ3GcQugzRgQ5I+Uq/kjw21Ly9McDjb46MU1vrIylRHV9Un3dc+XO2sUwM7PqdWxF5ZGO/jbcw4NPKQHfWZwYAFDNsUMbsi61cmPZBoh25V82aGmpnL9PHB9vmFsd2tuZ6WO90tNdT+tpHRfiUm1IhX7nz+n1c/P3/96tdXr3xddevanaqrdXeu19dUVl2/drP2TtfYIEsqtDj0LgOkl6zh4I4E2BRwVmViplzKQkAOf3ueMdrHmBxYZIxwmUujg+1bixMmtVyLA1qVwGKU6klArxTqlEK9CtBgfBxkKjERBAFyORcEubhShOFCAmaR0K7DpPB7tTq9AsEAEBbvMNep1J721rtD/V2DlPbB3vYhSsf4IGWaTp0aGWCMDzLGaWd3WdOjA3MTg3MTtImhnqWZYRITEYhAKtiQ8pfFnOWV6WHGCHWK1jPW10EdoPT09bZ1d7V19zS0d1Q1tFQ2dNfcre9uvK1gMZ4U3WELvEQf6Gtt7O9uWZilmknm4yPX89Pod6fhvz1J/uPbwt9f7CXDjqnRwVFaByTeSvg1z09jv746+v318W+vj397c/Lm+8NM1KEAhYCIzePvcLlbAMASAiwBb4vP2xQJd6USjkzKlUu5oJwHKYQQKABlPAXIR2FAhYkJXKpWyTUEqCMhgxYx6lGTATMb8TNsFqXdStgsyrPCYVM7rWqnhXBa1S4b6bZrPA5NwKUNunUhjz7iM0Z8pqjfFAuYUxF7NuEqpDzlrP+gEDjZD90/ip4lGU8fpJ89zD5/nDs7Ij59kHl0L3XvNH50HNk7DBcPgumSJ5pzBDJWT8LoihrsIb01oDX7NUafVu8h/4VXY/RqjF6NyasxezQml9rkUls9OkfA6A2bg1FrJH4mla9UChweRO6fJJ8+zH37TfnFt+Vzv7w8OYgbky445VfmQ2QpRGS92Nllcd6PF0NEPqg8jGtR3owN4+5MD351/q21eTok44qkgi9uXJ/Y3LQ7VBoV8NVH7yxNUC0a6foSNWjHAlZFzIPE3KjHKDOr+HpkUwdvOXVik1po0ylE7ClKyxcX3z/34TvvvP/O+c8vXrpbdZ27MeOz4rurowtT3Yh8O+JWnfWrmBNJOKCMFy+GSIQ/Z0BY3LXxio/eojRXQxLW9sJoz90bvU013Z2dK6tzfotktLXiiw/euvjlpVvXvrp783LNzet3blVUV125VXmtsrKKSh/RW0mfmyDgLTFnVi5YIxCuBhORmBRTCAiViFDyROyF3o5aSlejTqVgrU7XXf2EszHD3ZqFJVskLjDq5Ta93IQL9RjfopVqlXwMYioRltUgtxrkdhNkN8E6pUiP8VXyHViy4TBBdhNk0EoVMEcOsjnctenpYRq1p5/SQR/oHunvGunvGqf1TgxRJof7pkb6Z8eoC1NDs2MDyzP0lZmRycHutblRlYKvgngS7uru9tzMLH2YPtRHpXX09XUO9A2N0RkL86sb61vbGxwuc2NjZW1lYX19aXtzmb+ziHIXeIs0WMJBYbCvj0LtawN5DBfJBzkLpHg570W+PfL+/F02n/LMz05QuupFnOWAHbtf9v383d5vPx7/+uPRb29O/v7D6X4uRBCwVCYUiXmAiCuR8AERh8vdYnM2uNxNPn9bKNwVCncBgCUSsQGAKRTuAiKWVMJRyHiwQojBIhwVK1GJWglq1ZCOhHUkotegBh1mMmJmE2YyoCYjZjErrRaV1ay0ms7yRrXdStjMSpdZ+b/jWcCpC7i0Qbcm5NZGfIZYwJQK23IJezHj3Mt7Doreo73AyUHo3lHkLHx/fJp4fJJ4eBy/fxw7OYocHYbKB/78njdTdieKjljOGslYA0mzP27yRI3OqNEZM7liJkfE4IwanVGTO2LxRM2eiNkTMvnDlkDMFko64xlPKuvJ5Dz5km9vL3R4GD2T6sXT8g/PD75/sX/uzzcPn+2H4nZF0oOlfXjehxUDypwXzfnQ/QhZDqsLQdVBjHQSLJg9qxZufPD2udaOOqfPFE04AdEGoZEZLJDdAPfcray5ftFlhQW7k2aMm/Ypk1447UdTPpXPIIaZY6KNsfUZCmOkScGf25zu//yvf/nw/Q/fufBZM61/SbS5uDQ0RWuB5SypZJsxTeExp/w2OOTAgjYoZFPEHFDKg5XCGqeaJ9gYNWHCy5/89eblj7eWh1bGerprbw72tA0N0ewmpV6+cOPTf7v05WefX75+69rlmmsX6yqv1dy6WXun6vqtayNTw2aTKurV61EmKllCFJu4UkiiHJNKaNMqDITIpAW0Kq5ctNnWWNlSf9NjISD+atOtz1Zmh3CQaSCELrPCbUE8JsihFhoxjlHJs2nENq3UpZd59JKoHfEbZUaMa1QCJMwT7izO0ntwOdtmkBtJAIXZCMKRSLdlIGdza7mX0tnX0zo80D0y0DtK7RunUUj2FRcAACAASURBVGdGBieGekdpPVNjgxN02hCNMjE6MD7cvbU6pSckiHSHtTG5szlFEmKPU6smZCIJiwdsS0VrCskajz2zvkRdXRxYYvROj3bTh3uHhgeGhwconU1DvU0y0YbJqFxfX+pqb16ZHeWszzDo3awluoI5g3Fn4lbRYdYHcHco7bWC3fmgizgpB356Xvr1h4Pffjz+42/3f351croXtVpIXAUiqAxGpBAilStEgIgjBNiAiC0UsYUAm8/f5XK3OZwtNnuTxd7kcLZ5vB2BcFcs5sjlAjkokMsFECREURGGijBMrFRK1WqQVMtJtVyjATUaUKuF9DrYaECMesSoR0wG1GzCTAbErIWtBsxpVrmshMdOeh0at13tsRNuO+FxqAMeXcSniwX0ybA5HbPmk45i2lXOevbz/qNi8KQcOt2LnO6FT/aCR3uBg7K/VPQUCq5s3pkuOhI5eyJri2dssZQ1nLQEk6ZQyhxOW8JpayRji2UdsawzlnXF0o5Yyp7IOFN5b6boL+4FS/vB8kFw/zB0dBQ9PUk8eph5/rT48tuDV98dvfz+4Nwfbx7+/Wkh71VlfHg2gBcD+H5EvRcm9iPEYYzcj2gKAWUxiOf8iHx3NKCXNt+6dPvapZDflAkREbsk4MLMZqlPC66P9L//9jmhYJmQboA7E3k/nnTKMh6oEFSlnBB/cbDuWsWlLz6dnaEuzdBmaF0fvX3ug/PvXaqoAGExj7swP9nD21nY2V5Ccfns1ODKDM2qEYdcSr8NCtrgsB3KBIhCUJXxIJItulMvq626NDLcadYKRjpr22puUSit8/PDSS+xQKv77Py/f/XVxa8vf339ytXKa1/W37l2p6rm+vXb1KE+m1uZTRpsWkANcwmIR2I8nZpPohytkmckAbNG7DQpzBopBglmxvsbqr/G5Ewtyrt99ZObVz4XsJfcVigZJBMelccE6lU8XL6NybZxOVMpZymAbd7WrIQ5a1Hy9Eo+oRSSKCDlbgz1tihEuzYTjEG7GMQjMCGOcRUQWwEL1zaWBof6qNRe2kD3YH/n2DBlZnRgYrBreKB9dKR3cmp4l7MhhcSAFBDJAIlcuLa+sLO9YlaLHUr2Or1huuvqaPvVobbr/a13qB0NHQ23m+pudrfWd3c0tbY391Mps3PTC0vzfQN9rW2N8xNUKX9TJmKuLU8PD1PmGaOMiYEVxjhrfWGW3k+nNKJSDirlDfY0crdmQi7i/l7k5xflP14f/fnT6Z9/e/DL69NHRzGXU6PTI6QWIrUIoUVwAlIgUgUiUyBSEJZIQZFYxhdJOAIhk8vbYbG3OdxdNmeHxd7i8ZlCEZcvZPOFbKmYDcm4kJwHgzwUEuKICIMBFBIqUTGBSwlcqlbKSJVcQ4Bqpezs6KgjIS0BagmFUYuY9ZjFqLSZVQ4bYbeqznA5SJ9LE3BpQh592Gc4G8aSIUs6bDvLFUspbzntLWXdxayrmHEW0s58yp5N2lJpeyJljSctybQtmbYlUtZk2prK2FIZWzprzxVc+aI7V/DkCu58wVMoeUt7/v2D4OFh+OgofHwcPT2N3bsXv3caf/wo/eyb/Lffll5+f/DDy8MfXh6e++OnB//14/3TlC3nV5VCRN6HFgP4Xpgoh4hySLUXJgsBZcGP7UUJpYBhQVi8pbFLH71l1cpLIWXSJow6pHk7L4jtLg71vvWf/zY3M+QzQrzlobQHy/qQfADN+bCcD8dFa013bvVTugXCrbFhyix98IO//vt77757qaJCSUBy8erkWC93d4O9ztCjkqUZ+vTEMAFxgg7UawZDdjjqgJNeZS6gLEdIpWDehHPnJ/sb62+wtqYbrn/VcbeaRmsHpRsmjF175cNLn75XcfnLq9cuV96suFt5reb2jYobV9soHUYTWkiYHDqhDmcbCUANc/QqoUbJNZKAiRTplQKDGrBoJU4zZDEqcIhD67k7NdLF31lYmRtruHubuT0f9msTIZ3fhmIgG5JzUVigwkVGncKoh0i1RK0SMjfHuDtjLrPUbpYaSbEaFYwNdU5P9BkNcqNBqlYCOMJX4QIM5WMYgKISqVw0MTXcS2kaHGodGW0ZG22fGOyaGu6iU5vYW+NhP6HHVo2KGa1sGmTTpEyqEVuCRUu9rbfu3rpYe+PLqhsVtTXVza0tPX2U7p6uru7OocGBUfrgDGNydX2Jw9sFRDyekL28zFhiTCzM0Pnsda0a3FyfGRxoHuisHezv2Nnd0lnNqEEDoXKJkDky0L4xN+I1Kh4U3H97lv/zp5PfX5/8998f/v63+09OEj6vzmJVWqwqi01tsqr1JpVai5JaVK1FCRLGCQWqlCGYGFQIxRIuIOKKxHy+gM3jM4UABxBx+QIWj88EhEyJiCUBmFIRSyZmyyQcmYQjE7NBGQ9WCCFQAIECRCFEIABWCGCFAIUAJSYhcOlZHEKqQB0Jm/So1YyfjWRWM263Ei672m1Xuf6ng3mdpN+lCXvOLqlNiZA1GbYmIuZ4xBwLm2JhYyxsikVM4YgxFDaEI8ZozByLW+JxSzxhSaVtmawjm3Nm865C3l0ueEt5T7ng3S/5D/cCp4eR+0f/uzOVfHwv9fhB+tmT/HfPyy9f7P/48ujHH45fvTw698ebR//95vGLk1jWi+1FiHJQWQoqS0FlwY9lPXAxoCqF1MUgfhAn/ToBuDvtJoSXPvi35em+vBcLkEyPlmfDdzsbblAHB6tr6m5c+sink3JW6CaMVQircgEs60UzftRhlA1Tu3a2V/R6eIjaNUUf/PKzCxc++ODDjz8RidgkxhkabGHtzPPWxuxKPndzenOT4bQgPhvssyj8FjBgkQetYMyhKEfULjUX4S1gku3rlz8aoXZUXf5yoKuFMTfotkp35vu+/vT89YovbtyouF15termV3WVV6srb7RR2tni7UzSFjNLtIpNEwk4jHIdztMTQg3OM2slZo1YrxIY1YCJFNkNcptJplMLtlbHu9tqWusrVxamFhemxcB2Om7z2hAzKTIRYr+VCDvJmE8T9ariflUqZIh6NGpwd6ynZnOqK+8nMlFDxK/bWpvq7qiFFEybDTZoZRpCjCjYapXIbsHsVlynV/AFm8P0vu6e9u6erkEqdWxwcGpkcHSgg7c5vTzRVXP5vforHzTfutheU9Fed43SWtNaf7Ou5npTY219Y2NNQ1tLN22UsbS8y6ZPM4bHx2cX5pZXl5isLR6fubI6t7o2z+FustjrK0uM8VHa6vIUSUhBGXNqoq+3u6WrvXF1edpqxp89L7347sjjNk6M9C5MDDhI0b2M5cdHqT9eH//x0+mff3vw6+vTb+6n4lGLz6vz+Q0en8HtNTjdBrtTa3NoLHa12UrojZhWj2h0MK6SQYgYgsUKWCKTAzI5ACrEoEIskQoAMU8q5cnlPImEIxazxRK2WMwWCHb4/G0AYIolbJGIBQBMsZgt+Z9aImGDoAABhTAohOQCVAGoMBmpAnUa8Gz5w2LCLeZ/xYxWE2Y14TYzbjFidrPSZVF5HRq/Sxdw64MeQ9CnD/p0QZ8ucIZf5/dq/T5t0K8PBQ2RkCkaMcVj5lTSlsu68jl3Ie8p5dzlrHsv697Pew4LvqNS4HQvdG8/fMaDw+ij4/iTB+lvnxZefrv34/eHr18evX559OP3h+d+e/Poz789/ceLg2JQmffCBT9W8GPFAH5Gwa8sBolSSFmOqMohtYI5EzHKuuuuVF+7KN1l3L36/kBP7drmQmVzHUsum5+bu/Bv50DOvJy3wt+aSPuVKQ+U9SIZP5oMqDfmR8TcpUxUx14fZ65OV9/46uJnn/z1/fOj40N+FymXrGHQdk/TNVy8qcU4XPaMCtp1GmUhB+o3g0ErGHdjaZ+yGCRyXlSyPe7USoco9eP03pobV6iUtp1dRtQFURq+vvjph9euXrp25atrFV98/fmH1y5/0dBQI5Ls2u1ozKe0QBsGhGXWiNwWuVUvNqoBrRIwkWKzRmzWiLU4z6qT2vQym0GqJQQYwgGlrOlJWndHw9banBoT2gxSk5ofdeGFkK4Y1GS9qrhDEbZI4k4w6yXidpUR5k/3Nd+9dEGyOl5OWvdybocBmRzpkou3nDbEoJcrUQGq4Bo1Mr9T5XFiPg8Oyna2NhYAPjA9sTg4MEEdGOrr7Rui9jMm6B0Ndxrqqhob65qbGuob7tbW1VbX1LS2NLS3N3f0dPcODg1PTm+xuUJQKsdhXKtCCGSLtbG6ubixsSSR8BQQACMAigEKiCcScVbWZre3F5m7S5PjlOUVxuzifGtz/cxwj4I5ueeV/ONlIZ/zL80OT9I69Qj3MGV6+TDx+49Hv78++a+/Pfjtzf0fvikWs+5Y2ByLWiJRazhqi8Qckag9FLb6A2aPV+/26BxOjcVG6I0oqYUJNUSoYQwHEVSOYiCCyhWQRAFJEFSKYjIYligUIhAEZHKBWMIFRGyRiCOWcAGAzefvCoRMoZDF5W2z2Btc3rZQyJSIOSKALQLYUikPBAEEEuGISEModCSsVSu0JKRVg3otpNcqdBrFWWHQwiYdYjXhdrPKYSFcNtLlULudao+L9Lo1HhfpchBOu8ppV3lcpM+j9Xt1Qb8hEjbGo5Z00pHNuPI5TzHrKWVceznPfv4M70HBd5D37ue9B3nvcSlwbz/86CT+zcPMi6eF75+Vfvh27+Xz8qsX++d+f/P41zff/PnTw3tpY9YlK4eJvTBRDipLAbwUxItBVTGoKgSxYhA/jOs1knULtMlZnfj4/DsL06MjQ5TV3Q2dBjQ5EL0FVMtZX33wdl9/qwaXbCzQvGZJ3A2mPVDOi5YjGoSzwF3oSbuBsIkHcWZufPXe559+8N75Cyvry/lcOO4lN2ZpF95+a5BCQ0S8xbHOlZkeWLIWsMMBiyJsh8J2RcwJ5/3Kw6hWLV50qIHdtfGxUcrdqut3626JJbtBo7Tm0rsffXbh0tefXKn4/NrlL25WXLp69euxSZpND2YC6ogNJOFNvZJn10k9VrnbKjdpxDqVRKcU2PRSm16mwbgGldCsEdtNCqNWpiHEJCEjCJmAt2HTIT4b5rPIA2ZJwgGFraCNFOhRJiHbJGRbavmuDtrVQEzm+kxXW11T3U1KW23YjhaipnzYxl6b3l4cjQf0XrcagbhSYEcF8fwOLOhE434dAXMWZ/oxiJOK21OZgMVt2eHtrG6vCcRA70B/e3vrQHc7tbdzlEah9bQNUzrGhqmDQ7S+Qdra7obBorbbVVYr6vZqXF6ty6f3ha1GGwEAHA5nCwB2UUxoMEJGM2Kw4BghEQA7IoA5PtI/PT0uFAN9vV39nU3zI13y7cnDrOX0MLi9MkntbICArVzM+N2DxO8/Hv3x+vSPN/f//PnRm+8Pjw9C6YQ1m3Zms+50xpPJejNZXyrtTSRdkagtHLYGgia3V2+1q41mpcGkMpgIjU6pJnE1iRFqFMMVShWsIlAVgeBKCMMhDFegGAjBUjkoAhViUCGRyQGxhC+W8EViHo/PZHO2ubxdvoAFCNh8HpPL2RHwWYCQIxFz5BIOCgEqVIIjYgwWobBQiYsJpQRHARwTESopSchIlVRLgnqNwqRHrGbcasGsFsxmxWxW/AyHBXNYcbdD5XGqfR5N0KcL+fXRkDEZs6UT9nzGXch5inlXMecu5t35rDObtmeTtkzckklY8yl7MevaK3hP9oIPDiOPTxLf3E8/f5h99iDz7aPcuT/ePPzt9cM/3zz47n4058f2wupyWF0KqUpBVd6H5fzKQpDI+fG0B854MJ9eJN+dtmlkn338zsrieC7li4UcPosq4sSdal5YC/Y21Hx96UsjKVmf61ODmyk3knZDCZs070Z9pHCRVjfRc319sq2n5tLXF945f+FCQyfF5HREg47NlcWamvrG5vYpxuzuzuraIn1peoCzOeW3wwE7FLCCPrM85kSLIeIwrnNrOLh4RSVZnx9p3Vmd6+2qt+tFGHe64uP/uPjlR9cqPr926WLlla/v3Lpx8/Y1Fm8tEdCWQ6RfL9ZgbJtW4jOBPgvotSosWrFZI9XifIMaMGnERo1Iq+TrCIFJI7YZFUat1KiT63Vyo0buVEsjNkXIAthVOyrhkoK3LOat8HbnhKwl/u4ia4PBZ86LuCusnaXe3rbblde7OptdZijpJ+New+7yxMb8UC5mToaNDjOiRoUK8bbTAvucqN+l8tjwhem+KXqrCt5IxXXPnxWef1MIBQ1ev9nuNk8vMtopXZSB3onJ4bmZ4eW5we2dpY2d1V3uBqGBMFyCKHhmoywUIP0+dTplPz6MRSOWQNBmMKq2tpZkUpbZhDgduEEvV4AsUMa2mlUC3jZ9vA8hZSwBv/J2bVt9wyy1w4SzTkseKXuJ2n5XzFqO+3XPT6K//XDwx+vjP9+c/tff7//jh8NHp/Fy3nNQ9h/uh/f3Qnt7kXIpWC4GC3lfJuWKRy3hkCngN3ndepdD43RonHaNzUqazITRpDIaVXo9rtNhOh2m0+GkBiVJhNSgBAGhmAzFpLgKxJUgjEogWKyAxHIQEEt4gIgjFnOlMoFYKhAI2XwBWwhwAREXEHHEIrZMxgPlApmML5FwpFKOQs5TgDy5jAOBfAwRoQgAK4QIDCgxqZoANSSk1Sj0ekivg/R6yGhELWbMZsKsRsxmxt120ufSBbyGkN8QDZlTcUcm6c6lvYWcr5j3FHLufNaVTTuScWs8ao6FTbGIOR6xpBOO4r+WhoOne6EHh9HHx/HHJ/Enp4lzf/z04I/X9//86d4/vt/fixsLfrwUVheDqqwXzbiRlBtJOJG0B0t7sIwXL0e0wPqoWwdSu+823LmU9pMFP+a3SSNuyGcWBeyK7Y3Jt986x2cxJLwF1ho9YkPiDijpBBNuRcytlPHW7lbdePetd9575/x7Fy7eauxkySGz3czdmF2aH91ir9gceMBPeF1KhXh7YrBreZZm0Yr9doXPAobsaNKlzAeIvRiZ8SEQfzZokPRWfTrY0zY52pvyQjOUW19+9JcrV76oul5x++rlGxWXr1Rcrm+pUyD8eECb8SmdpMBKir1GecgC+U2gzww59DKDkq9T8fVqoYEEjBqRQQOYdRKdCnCZEacJsugkVp3UoZVqpZvy3Unx9ih7dXh7YWSVMby2MMbdWYBlbDFvY5kxLOKukJgQATlj9J5rFRebGqq1KsDvwINOUiHanp/qsRkkcb/abpAZ1RIlxDVq5VYz6LBD4YCOs71A625gjPagkvX9lPEfL/IvHyYiXnU65SofZDl8dnNzQ0tjfXdr/dr8iFajMFmVNrsyErHgmFhHoqGgIRzShf0anxO3aCVBlyqTc8cSLlKtQCGhlpD53aTHimMgWyFjhQJmoxGfX6BhSm4km9zgSmoaOisrq+cmByIuQosIaR13OWuzQTvxqOT/7bv9P1+f/PnTyX+9uffLq4PnD9L3DyMPTxMPTlP3ThInR4njg+hhOVTK+7IpZzJmiYXMkYAlErCEvMaARx9w671undOptdtJh0PjcGhsdrXNRlqtpMmkMpqUZjNhMOCkFlZrIFIHa3SIigSVhBxXgjAiARVCUCGEYBGESEBYIlOI5JD4DJkCkCuECkgkB4ViCVcoYgEitkTCFYs5AMASizkyKV8q5YnFHImEC4JCGBYjiESJStS4jMBl6rP8Qw0Z/2en0WrEXbYztXSRoCkesSZj9lTckU25silnJulIJ+ypuC0eMUfC5lDQFAoYw0FjPGzJxBz5xNnSsOeo6Dsu+0/3gvcPwud+/+nh7z89+P2n+3+8uf+w5Em5oP992ph2w1kvmvMri0GiGCQKAdVRwqCTLulkWxBv57N3/8OMsw5jcNm67QRnZLsjCsGCEWdf/vgvfd31FiO0MjfgNMocOonPCjrNgNUgVRPyXeYufWy2splS3T8i1aitbuPKEl0hXFcADIN6o5Qioy6FWrzmVIkXx/vnJiiIZMNvR/73XVbEJi+GVcdpAyaYDxllC0PNF979y9QENe7H2mu/+PTC21e+/vJaxddXKi5//NmnX9+4ur6zTKhEYbcy6UZdGoHLIPMaZRE76jOBbqPcrpPqlQIDCWhVfKNGpCMERo3IpJWYdZDdgLiMsFkpMMAsA8IUboxN9LUOtDfTqb0bawwee1nCX5cDW0qIp4R4cuE2LN1WIRwhb4nSXVd544uW5mpMwXSaFB4L5jDAq3M0MXc+4lHpVXw1wlfBPKNWZjWBXheejJgRGWuY0kTrrmeujFtU7B8eRP/5Iv/d/dh+3vXi+d6DB3mZlDc6OlRZeaN/gAKKOAaVxG5SPDiNx6NmuxUPBrTRiMHnVulJoc0oz8YtyZQxFNaVS8FSIWgxYjYzFg9ZXDaVSQdHQ7ZQ0MremMaEm0dH6fzpvj4QXeRh9OlpiWgLhYBhStvW4rjfij0q+3/7bu+/35z+/vr499fH//zh4PnD9JN7yeePc88eF548zj9+WHhwmjrajxyUQ4WsJ5O0J6K2RMQRD9sjQWvYbw77zSG/ye8z+X3GgN8c8Jt9PqPPa/J6jC6n7n/QOxxai01tthAmi8pkURmMuFaPqkkFrpThKplSJVcRIK5WYCq5klCo1JBSrVASoJKQKwk5rpLBqEgO8qSgUKIQieVCQMo/QwiwBYJdoZApErGlUp5MxgdlPAgUQAoBBAoQSIghIiUmJpRSjRrUaSCzAbNbCI9D7XNpAh5dyGeIhizxqDURtSZjtkTUEguboyFTOGQOBUwBrz7oM4T9pljAFA+ak2FrJmYrpJz/GsYK3nO/vXn025uHv//t0R8/P3r1JHv2TqQUOlsRRDNupODHy0GiHCIKfrwcIuJWQLo56lEj1z89vz3XW4qAotGmjs/fv/HRhc/ffW9uoI/aUH35iw9NBmhzdQSSrrussN+u9Bhgm0Zm1YMuO06oBBz+stYMHe0HSmmrHFhhMZd2txa528trjLGm6is9zbdCToK/w5gZ7QJYc34b6reAQRsUc+PpgLIYJU4zRgu6q5GsK6WbH37wVw57xWkE7lz7+NLFT69XXLpaUXG54uqlaxWrrHWDRalVCYMOLBNQe40Sn0kWsMi9BpnPJHfpZU6D3KwW6QmhjhAYSOCsZZm0EpsJtekhi1pCynZg9jxvlT7cW9vTfLezpb23mzK/OCsUbMmBTQxkEwjfpJHZjTAsZfF2V1bmJ2h9nR0tje0tjQQscFtguwH0WBH+7uzqHDXgxDQYB5MxIckOqRQGvOqgmwi5SQxkTY50dzXdofe3indnYnbo56epfz7P/PAw/s290KsXhWLOp1YjG1vrMwvza/MTCs6y1wLdOww8f5LOJq1+PxkOag1asU4tDLnVxZQ9kzKUS87Dg0C56D/eT6QTnmTMlYg6k1FnKR/ye/SrM3TB+vxROfD0m/Q3zw9PTk5K5WwmFyLVyOhg9+rcsNOgeFD0/uN54b/f3Pvj9fHvr49/eXX47cPMNw/SL5+Xv3u+/+L53rNv9p4+yj+8l75/kjzaj5TyvnzGk0360vH/j6y3fJLsOtd8+9wZkyxZFnZbUoNkscVqUENxZVZWZlZWFldmZSUz405mZmZm5mJsVrfUlmVbPh6IO3Hv/CX3Q+l4TsSNeGLFir331188z/su2N5UzJWIOOIhWyRoCQXMkaAlFrHHIvZIyBoN2yIhWzhoDQet4aAlGrKFQjafz+TxGLxeg9drcLl0DofOZtNYzEqjUW4wyIxGudEsM5ikBpPMbFXaHGqLTWW2qiw2tdGs0Bmkaq1IqQFkGqlYIRJKBUIpXyDl84UsDofC4dF4fDpPwODyaBwOhculcDjkn8Uli/g06dleEClXrRAYNGKLAbCb5U6L0mVT+Vz6oNcQDhgjQVMkaI4EzeGAKRgw+bwGr1vndel8Ll3QrQt6jGGfKRIwJSLWVMyeSdhzKce5Z4+2nz3a+vOj4Z8fb/35frudMub98jOucj5pzgsUfNJKSFGLqEoBedEvq0aU3M0Zt4o3N3bty/fPqyXYF196/twvfvG7Cxeuj4+tYNErqKUXfnmOTV2XiTZx6Cm/WxZwKN16wK0XhGxCu5Yg58HdWqyau2CW4aNulc2kWEcvKpQqu8U1D184/9prr736gkbN0ymYS/DbRDTMbRJFnNKoWxL1yBN+aSmursY1WY9MSlnwmARvXnhJwieZFYTLr/3q0oXX37/y5uWLb56/cOHTL/6kM8lsZkArofgsolxYlw2pglZuwMLzGnheI8+h5bjNQqdBYFQzDWqmUcOyGnhGDdtuEnjsgMsscptEHNLSIuj61Def3Lz6yejtq2srCxQyjkzaFAkoYi5WISYrxBStnOE0S3wOtV4hYFKwdAp+aR4+evummEPy22Vui8hh4rPIS5hlUMyntum5GilDKiBLBASfWxHzaoMuhZCFgYNv3fjqk2uff7SGmCKtglwqyr1+9Ml+5nQYubuTGDQiiYgtGLBZHToWGc0hrYZc8nLW1msE25WA0y5RyClGHSfoUSZC+nzCHg/pkxFdKec42CvdO+km4y6DTuywqfKZwHeP9nZ6eTGHrJUK7u5X/vq0/dOT9v94uvP4pH101Mmm/LCZESR0xGYQ9kq+p/ulvz3q/eVh+8/3W09P6wfD7G4/c++ofu+kffekdXzYPNyr7m2Xtgf5QTfTbsQb1WilEC3lQvm0P5PwpGPuRNQei1jjUVsiZo9FbNGwJRKyREK2aNgWi9jPxnjUEQnbwkFrJGQNB61BvzngM3k9Bo9L53Ro7Falzaq0O9QOp9rhVLs9Op/f6A+Y/UGLL2B2ew0Ol9bmUFvsGpNVrTPINTqpRidVawG5SiSR8iSynyUCOEIRWyBk8vgMDpfGYlMYTCKHTeLzqXw+jc+jCoUMqYSlknF0KoFeLTTpxDaT3GlV2i1yp1XpcWjcdrXLpnLYVTaLwmqWWU0yu1HuNMntZpXTpnY7ND63PugzhoOmSS1k3QAAIABJREFUWMR87tnD7e8fbj17NHz2aOuv3w4OGv6sDygEFaWwshxWFQPyil9WCcirAXnJCxR9QD1u0PBRAHNRLcK/+vy/zc1OXwdBZxYXL156hUZa8rqVJoPo4ivPT976U8wvx6HGHEauScvVG1gOm9BtFTh1TCl9GYO4+f6lF7/47CMuj+90O1Jxbz7rCof0LBYWOT8zcufqyirUZQFQC5Mo5LRaRE54VVGPOOqVRTziXFhei2tbSbOCthSyiSCTNxUiooyBuPTKLy5fePWdS69efPP8a6+/Mj11x6DhGRQ0k4zuNvA9Rl7MLUn5JEErz6Vlewxcn0Xkt0vdJpFZyzFp2RY99ywKWnQcp4XrdwF+p5y0ifjy48tff/YBFDpDpqAFfCwBO+dz6Hx2tVnL00jpCjFZI6ObtTyvAwj7FNGQLpmw+X06jZpnUPFdZrHTzLfomCI2emH2ts8mcVtEOhlTI2UqpTSDhuW1SN1mEZO0CBq/OvLNtWtffA6ZHlmcvbM4/YVDSXy0l/52P/14P33QjddznlzSViq4zHqRmE+O+LVHO/mDYSYd1ltMfL2OnYiaSjl3IqT32WUhlz4RMO5v5U+OqqmE3WSUejxGn8dotyiqhfBOL2cziPjMzXTEutfP7w8LTx9u/+Mvx9/ea+cSzjXkNGTymkbObGQcj3cLf33Y+eFB6y8PO8/ut093S4fbhfvHjf/gqnV8UD/ar+3vlM/Q6rbSzWqyXo5Xi9FiNljIBLJJTzrhSMUd6YQzFXckY/ZkzJmKuc7iYjxsj4ftsYg9GrJGQtYz0sJBS9Bv9nuNPo/B49J5nDqvW+f16f1+oz9g9AeM4Yg1nnDHU95Ywh2Nu8JRRzBsCwQtPq/R5dTYbSq7TWkxy/VGmUYvU+ukap1Uo5eptIBSBcgVYkAqEEt4AiGHx2fweDQ+n87j0TgcCodD4fMoEgFVKqLLxIx/AaZT8Q1qoVErMmpFRq1QrxVpNUKdRqBTCfQqoVEl1GskJr3calY67Wq3U+vz6AI+3blnj7a+fzj8/tHw2aPhj4+3H+0UigFlKSAv+hV5vyrrlZYCsmpEVQrICj6g4AOKYXXMzmehJpIO6QeXX7n69achv8HvVV26cOXiK2/gV8YDJt74tc/eeuU3PpuEioMJmOsem8RrF7otvFLKMqzFLDI2Egq9Mzk7AZqZm5/12JXZkM6oFhBJmNV1+MoaVK8WUnArDoOIiJmbBd1k09ERjyrskETdsrhXkQ2qqnFDN2uzADiNACNkbegAooiMuPD7X1184423L75+6a3zf3jjtUUkyKBiec0it4HnNfAjDiDuAvIBZcwpdWm5AbMobJf6zWKfSWRUMvQKuknDMqjZRh3XaZM5LaKQW+kyi8g45Ltvv/755x/iSWilikUjLqzNT3usCo9NEnArPHapzcA3qFlmHcdtFTlMPL9TGvHI0xFdIWEMWKUeo8ih5Vq1HLuBT8XN8xirXofUrOPoFAyNnGbUsAxKugogL89P3rn55ejorc8+/Xhy9NYidGZ29AZy4staXP3dYerRbur+dqpX9rSL7kErlPDr7TpBPm56cFA86CXyUVOzEsgmrLGg2e/W6VQ8nZrrsqkLmUClGHHalAopy2IE4lFjOmE36ARCHlku5WysQiHjX1q0/N1+YX9Y3u4VHj0a/vs/7w/amc3FedjYLZ2MWs9aH+zl/v5t/8dH/R8fDX540H90XL97UHlw3Hhw2rp30jo5ah4f1A73Kge75d2twvYg22un2o1EoxqtlcLlQqCU9+fT3nTcnY670gl3JukpZPz5tD+X8mWT3mzSm467MwlPIu6IxmyJuCOecMTjjljMHgvZQgFLwGf0evRer8HnMwT9+lDQGAmZoxFLMuHIpD3ZnC+b8+XyvmzOl0q743FnNGoPhayBoNnnM3g8OodLa3NoLTaVzaGxOjQWm9psURpMMq0OUGsBhVIMSPliMVcoYvP4TDaHxmJT2Wwqh0Ph8Wh8Hl3AZ4jFHEDMkooZMglLJmFJJUyZhCkRs8VijkTCAQCuFOBJAZ5SJtSqJAatzGxQWM1qp13ndmrPPXs0fPZo+OfHW98/HDx7MPjL/V4tasy5JeWgKu9XF4Oqckh+tvfibMk4H5DVYloxHurTsKGTV69cejXj0ZhkaMTsuFTMX0XeWQRN8Gj4F35xjkVa1UqpdMJcLmqIOMSVpOF4kNhrx40AfXUJITcb6FzqLHQEDr41N3WTStgMBpx6LcdlZua8IunmlFqAU8mY83PjmHWY2wLE3Mq4W5H0qeIeWdqnqCeMKZeER4CZNSybhsHFwl594RcXLpx/59Ifrlx+4/KlCzjMvNcudxr5RhnVZxIkPIqYQ5zzKcNWsdcoCJhFQYvEZxB49DyHgaeRUjQyqlbB0KvYNjPg96jDHo3DKCBjkW9ffPXatU8BKdPrkpExcBEdF3QqjWq6zSjwOqTRgNZlFVv0XK2catFwrDqOUU4NWIRJnyLhUUXscr9Z4jIKzWq2UcXk0Fcseq7PKdMr6Qox0aLjWLQsEQeDhI+Dp0fAM1OffPLhxPg3cxDQInRm/NrHCs7qoGR7tJN8uJvpl92NrG2nE62nXUGbtFf2PTzId8ueYT1096BYK3iUEpocYNktinzOf7BX77QyFhPAYWBUMlYsZGqUvYW0w2kFbGaZySBdQoBAd742qth7ndjpdvTxQeR4O/rDd/0fn+1qZcLpWzeUAnwlabq7k/nbt4O/P9n66+OtvzwcPr3Xenhcf3TSfHjSvH/cPD1qnhzWjvYrB7ulve38zjDXayda9VitHKoUA6W8L59xZZKubMKbT/sLmWAxG6rkI5V8pJQLl/PhYjZYzAZLuVA+68tlvPms72ySS3szCU8i5oyGbaGgxR8w+XyGs6XbcNAUj9oySXc+5ysV/dVK8Eyloj+X86Wz/mTKk0i6ozFHOGoLhqy+gMXjM3p8Rq/f5PUbPT6D06212tUWm9pgVKrUwNlqNV/A5nAZZ2ixODTWGWMcGofP5HHpfA6Zz6EIuFQ+h8Jjk9msn3v9HC6Dy2fyBCyJiC0HeCq5UKuS6DVyq0ntsKp+5upM3z8c/Ph466AZzXll1bC6FFIXg8pKWFkOK0tBeSWsrIQVhYC8HFY55UQxCang4V/89TkVDcfDT37z9WWrFZic/PKFX/9uGQm98tYrNz5/N+JS0rEzYRu/nrKc9mO7DV8+qFaxMQvQ2/lSKBTUiwV4m15CQa9oxYxS0uo2MnHIa+DPX7l58RfkdbDHrlpfAq0tTplU7JhHFXXJ4h5F3CPL+pWlsKaRMEpoSJeRX09bGajpCy/9+sqlS29fvHDl8hvvvXuJgF102wCXSWiQUW1qls8kiDgkEbsoYBYEzMKIHQhaREGLKGQVxzwqu56rlVE0UopSQlbL6Vaj0GeX+R0yHgP9xad//Pqrj2USaiygwi5NLoFvC2lrLovArOO4rGKfUxbyqjx2wKrnOU1CvYKmV9B0UrJNzfJZJB6TyK7lWrQcvZKhkpDUANlpFHqsEouWY9awrVqOScUUsjBrC+CZ6TtwKPirrz8BQW4uLECwqCXQ6NUl+B2AtVpPmQ67kcNupJGx7rWiO414Nqg/7MXvbqeGNd/9nfxuL14tuH0OpdOiiEdsp0etrV4m5NNkkvagT63XsPUaltcqCXvUfqfc65C77NKVBRBk6rZaQndqGHIGNGEjntbt3+0lnz6qptKejbUFLmmtFDefbmX+9u3wp6fbf3+y9dfHw+8fdB6e1B+eNB+etu6ftO4eN0+P6scH1cO98u5WfnuQ7bWTnWaiUY38B1refMabT3tLuUApHywXQtVSpF6O1srRWilSLYZr5WijEq9XY/VqrFqOnKlSCpfzoXzGl0m6kwlXJGoLhkyhgDESMsejtnTSVcgFquVwvRZp1GONerTZiDXqkVo1WilHS8VQsRDMZX2ZtCeV9saTnmjcGYk5onFnLO4KR+2BoMXrM7o9BptNozfIlSpAKhOKxNyz8y8cLp3DpTFZZDqDxGCSmSwKi0VmMYlMOoHFJLIYRDoVR6XhaXQijU48+4bNpvJ5dLGQJZVwlXKhWiUx6OVmk+Lcs4fD7x8Oftaj4Q/f7jw9qhYCioJPVgwqiwH5GVHViKoUlBcD0mJIlfPJsm4JdxMSsgIfXnxl4psPN1ETzz/3IgyxuoJdWMetKxXcydFrL/3m36wqLpcA95vYR93Edt0fc4qyAVXMKV+D3K7EnFuVoIy1RFkfW539aurLK9j5KTxqfuT29Reef/43v37u6hcfRPwGMnaejIE7jIKgSxFxyWJuecIjz/iVhaCqmTKZxJti5mqv6GKsT57/3S/evvTWHy+/cenihT99/C6dinaaxVYtRwtQnDpeyC4NWsV+E99vFvjNgpRPlfapkx5l1CENWsUhB+C2iMxqllpK0SroGgXDpGbbDXwRGwudGb1z60vSJsJrFQqpq2+/8ts7X7+nEON1SrrHDthNgoBb4bZJXFaR1cDTKxlGFVMhJOhlNL2CrpPT1ABZK6PqFXSjium1SJwGgV3PM6vZBgVDJ6NpARqPisKuw+egEzDI9PXrn0Kgt+GIyfXVuenxG/Ow8TXEhIKD3m7499uBbtHZyrp26/FG2nE6SJwOYg/3Msf9ZDaiyUQN1Zwv4NQkQpZeM+E0C1USYiZuLuZcibhJr2HJhUSNlCoVEgwajk7NWUCMQyF3hCwCGbV4+9MPpr/+nLs2m/cK+y1vOGwWC1lqgJXwqU+G2R8f9X96uv33J8O/fdv//kHnwXHt4XHj0c9ctU6PaieHtcO98t52Yauf6XdS3Vay3Yg3a9F6JVwrhyrFYLkQqBRD1VK4Vg7XK5FGNVqvRM4mzVq8VU90msluK9luJFr1eKsea9VjjWq0UgoVcv502h1LOCJRazxiS8TsqYSzkPNXy9FWI9FtJfvd9KCXGXQz/U662053Wul2M9msx2uVaKUUKpbC+UIom/Nns/5szp/J+hJJZzTmCIYsPp/R6dSaTEqNVq5QSgCpQCjinKVBBpNMoxMpVDyVRqDSCGQyjkLGUsg4CgVHJmNJxE0SGUum4M42gjBZFDaHxuPRhEImAHDlcoFSJdZoAZ1eeu77B4PvHwy+fzT4/kH/u0db3z3a/sujfittTruExaCiEJDlfUDWI855JXkfUPBL8355IaCsRjUy+oJTxViHjrz+6m+w+DmhADCZbJ6A2uPVep0KAXPzxV/+Gx23YtWwTArqXjfbq4Yibpldx/GYRUYJU8UiK1ibGOTo5M0PPnj7pRd//W9/OH/+m5Hx37/1zktvf/jWp1+99+EVMY+gBqgAG03ZhPkdirhXecZVwg0UgqpWypzxABQ0qJEyq1nLb7386zfOv/b+O5cuvP7yrVtXVQouwMeKORidnO4w8N0mYdAGBKwiv4nnM3FjLiDhkeXD2lxIE3ECEQfgs4q8VonbLHKYhEYtV69g2PQ8qYCEWp1bXJhdX56RC/FaCf3L9995/8p5Nm0VEGBNWrbXIfU6pH6X3GWXmHRso4alldOUIpKMT1BJKQIOmk1bVogIaoCsl9HMKpYWoGgkZI2ErBIRZVwseR22sQBemZtcQkwj58CT4zeQ89MI+OTyAgQ+M4qYHYdN3ZyfvlqM6Xabvt1GoJGwNxPOnWro2/3co93USS+S8cnSQUUt72gVA/cPW6cHjUrW7TGLjXKGzy4NetUOB+CwA1olExCRZABdoxJwuWQw6Nb0xDUCbm11ZWV8HAyeWRwbGYHNXHeYhCalmEnCe5y6ctq5XY/+5WH/p6dbPz7q/PVx99nD7oPj+oOj+oPjxulR4+SwcXxQPcuBu1v5rX6630l1mokzteqxs7FZizZr0VY91m7E//Xq7G2nmey1U/12atBJ9dvJXivRbSU6jVizHqtVwuVSIJ/3ZrLudNqVTXsKOX+pEKyWI61mqt/Jbvdze1vF/e3S3lZxf6u0u13c2SpsDfP9XqbXSbebiWY93qjFa5VotRwpF0PFfCCb9qQSzmjY6vca3A6txazQ6hQK1c9pkMdnsthUOoP0M1EUHJG0iSds4PBoHB6NxaGwODSesEEgYkhk7BlXLDaVy2Pw+HShiAVIeQqlSKWW6PRyvUF+7vsHg2cPh98/HD57OPju4daTh1s/POrvN4Mpp6AYkBeD8qJfmvWI8z7grMTKuIGCX9FI6J0qIkBdtEqZz//qt5sYaDZpiriFASs15lDbdSyPWfzum69e//R9t0WGXp6K+U31gr+YcTrMwlTUWsr46fjVsTvXYXMw+MIqdH5zCrH+0c2Rz8cmoOsrVAFFZeRyOFjUEkjC3sCvTi/Cbisk1GRAG/coE155yiMrRbTVqLaVNHKJcwmX2C7FXXrlV2+cf/XSm6//4cIri4swj1NrVLPMGrZWRrdoOA49z2MSBqySoFXkNXJCNmE+rC3F9IWwNhdSR11Sr4lv13GsWrbLInLZpA6jwGkSmrV8FgOL21xFr8+RsAgCGolZWfrgvcuzkFuYNZBGQbObBA6z0GUVW418tZKmVzPkIqKYjZVwCSIelk5d4jLXhZwNEQslZm3wqCtiNlrMQst4WAF9jUtexsxPIcG3wSNXQWPXZ0EjoMnbCOgUAjK+CJ9anptengMtzI6PXf9QzkPvNH27dV8/7y34DVtl/7f72e+O8q20MWYXJnzSoFNSz3urOZ9Fx1cDVL9FLucSAS5eKiQrZAyXQ263A2zOJptL1GhlZqsRDgOP3Pp6eWWewCDaIr5kr+ZMx1F4DHYVqeZyl2ZmFHL2oJXYb6fu75V/err1tyf9vz3p/vlR7+FJ495h7f5J495R8/SwcbhfPtwr7+8Ud4a5YS/Vaye7rWS3ley1U91WstNMnLH0r4eDTmbQzfTaqX4nPehmhr3sVj+3O8jtDbO7/cx2LzXsJPuteLseq1fD5VKgWPTnC7583lfMB6rlSKMWbzdTg15+d6t0tFM53a+f6d5B42S/frhXPdit7O+Ud4aFrX5u0Mv1OtlOK91ppZr1RLkYyme9qYQrErL4vQaXQ2M2ybW6/+NX/zrJcgYVDo/GbK5hNtfQG6vrqOW19WX0xioWh8bhNwhEDJmCO4uCLDaVy6MJhSwJwJUrhCq1RG9QGIzKc9/f739/v//dvd6T086T0/bj4+ajk9bdvUo2qMn75OWQohSUF/zSYkD2c+sipMn4ZMWwMh+QcbCQqBX46t03rn7yTiJgyHjEESs1EwJCZprfxN9Yht689mkibCdhYCzCfCFubRYDjVKoUY4WU/aV+emX//DetdnFdQ5DajKa3DaJmocnL+vUdL+d5zVQ7AAFixinYecJm8gFxCSdhIr4dH6H3GcVx92ylFee9SvqCZNRvKnnb4Qs4g8uvvTW+ZfeufTmWxdegUzdclgAm1HgtgktOoZBRbFqWD6z2K0XRuxSv5kXcYgLEXUxqk76JEkvELYLQzah3yxw6thOLdtjFrlNAp9dajcKzXoBi76BRs1vohCLCND02C04ZGrk9tWpyZtCPlEpoxl1HJtZrFexFWKKQkyWCQhM0qKAiWKS18mby6TNBS59Q8DC8BkoKm6eSVzi0dYFDDSbskLDIsmouXnQrcmbX0yPXB+/dX16/M7i3Ax4/BZk8s48dGoBDl5fho3f+WINORH3KCtRw17VnwvocyHt6VasXTBb5WQBcUXIIvhdhmTEqZSyGJR1ARfHZ+NEXCKfjRdySRoFX68W2SwKiYhGwC0J+BSTQbayPHfz5rXVVYTBDAy28wcn5f3jWrOVkUi4bDplbQFKQMOahcDTu73Hx61vT5s/Phn+5dv+j48HT+61Tw4qJwfVe4eNu/uNw4Pq/l5ld6e4s13YGuT63XSnney0k+1Wot1MtJrxZiPWbETbzXi3ley3UsN2ZquT3uqmzi792xvm97cKB9uFg+3iwXZhb5jbHWS3e5lBN9tuJhvVaL0SrZRClWKwUgo2qtFOM9nvpLcH+f2d8vFB/fSoee+kff+kc/+kfe+kffe4dfe4dXLUPNyvHe5V93fKu1ul7WFh0M12mol6JVLM+VIJZzho8vsMTqfGZJRp9VKFUigBeHwBi8Wm0ugkChVHImPxhA3M5hoKvbyOWlpbX1xaRiwtI5ZX5tdRSxuYVSwORST9HAhpdCKLSeFxGSIhRyYVKpUSrUZuMCjOPTlpPz5uPTpqPjio39+vnu6Wj3cq9/brtbQj45aWQ8piQFbwSythZcYtynkl9Zi+EtXm/NJqTCNjLBlFJPzi7MvP/8KqZnUiQECyQEN+uTT9uZiODrsNK3NTIZcq6ddySAvJgK6UdrWr0VohGAtpN9CzENCk1623mxk+CzNoY0fcXBl/iU+fw6HGF+DXELAx5PyMXg+o5JyF2dukdYjXLndbgZBLnvarMwFVKaKtJ0xxu5CPh2b8+mufXP7Dqy+8/dYbV958fWrka62MoVfSDUq6VkYSsFbNaobbyPOaBAmPImDhx1xAwgOk/dK4W+g3c8J2Ucgmcus4PqPApeU6DRynkWPXsW1atkPHtel4AhYOvzGP3ZhHIqYmJ25wOSStRiSX0U0Grk7FMKiZGilVBVDE3E0qfoGwAcej4KhFyMYybHUeJGBheYwN7NrsGnJqeW6cQVzl0TEs8jp2DboCH5+bvgmbujU9cm167DYMPLmIAIMnb8HAY/OwKSR8enVpdhZ8ewE6ohGTnWpWK2Vr57wRp6ycMpnVFNIGlE3GeOzGkM+qUfBFPLJcwgREVJWcbdJLlDK2TMywmZSRoL2QC1VKsVTCk0q4w0ELeg0xNnIDg573uDWHB5Wjw9LhYeHeabtRz3I41OUFMHYV4jQIj7dK//Nv9358svPtafNvT7f/+u3w27uto/3SwV7pZK96vFvd2ynvbBd3tot7u+Wd7eJwkOv3Mu1WotmINRuxRj1ar0drtUitGm7VY2do9VuJXjs+7CS3+5ndYW5vK3+wXTjaLR3ulg53igdb+b2t/PagMOhmeq3UWRekXgk3a9F2I97vpIe97O5W8XCverRf+5mr086De90H93r3Tzv3TztngJ0cnsXU+pl99TvpZi1SygfSCWc0bA36zS6XzmyWa/USuUIglnC4PAaDSaFQCWfBD7O5ht5YQaGXV9cWlpYRyAX4wuLc4hJiZRW5ura4jlrCbK5tYtfxhA0yBUenEzksmoDPEou4MkCoVEg0GuDcvb3q6U75eKt4NCwcDvJ7/dxuL38wLA6q4bhDXAz8fBarGlGVQ4pKWFmNaithVSmkqEbVfj1TgEM4VJKXf/tf8Khppwx948pv3nzu/7px9cvFhTkqGXf7xhcU3PJ2J6sUEkxqlk3PSwSN7XJ4u59VK2gsDLTokQQ1RO4mCLcEpm6uLsFAczPTcMjMPBzBom/o1EwhH2sx8Ffht9HwEZmQ6HPIIx5l3KPIBFTVmL4a1zcSBiEJnvQoEeAb53//m0sXzl88//Kda5+oJDSHge+zS5VikpS3adWyQg5xxCnOBFVhuzhoFYTtwohDGLBwfSau38z3mYUuPc+p5Tp1XLOGalSSjTKiVUFzKVkOBdOu40t5ODwGTiGtQOGjk5NXlTKGywGYjWyfC7Cb+CqAKOKs8xhrxA3EKhIMB4/OTn2zCB+nE9ekAjIZu4CA3J6durGxMkvEIFeR04vwcRjo5szEtUXY+PLc1Mz4zfnZqeV5yCICNDN1e2kevDA3jYRPra/AFuan5mdHmaRlCRPlULNLUWvEpYj6VH6XwmKWhYLuWNipU/EBIVUlY2sUXImAwuPgBTySSsGNhV3JqC8acmXTwVI+Vi7EElFPJhUARIypka/J+OVY2HJ63Dg+qhwdFh7cbRwdtnRa0fT4NfTSjEXNqWbcPzwa/u//8eSHx8NnD/t/f7r9+LS5v1vY2srtbhV2hoXhMD8Y5ofD/HCY7/WznW661U42GrFaPVqrRaq1SKUaLlfDtVqk1Yz32qlBN9PvpHqdxKCX3upntgbZnWFud5g72C4c7paOdktHu6WD7cLPQa6b6XVS3VbiLEmeQbUzLBzsVo72a8cH9Xsn7Qd3u4/u9x/d7z+42z2D6j9zdbRfO9sO0mun6pVwMefPJD2xiCPoN7tcerNZodGJZXK+SMzmcOl0BplMweEJG1gcagOzuo5aWllFLi4h5pEwxDwUMQ+bQ0DnkTDkAnxpGbG6tnBGF4GIoVLxLAaFx2UIBWyxiCsFBAqF8NzBML/Xz2530tud1HY7tdXJbnVzO/38Xjed8shzXqAWUZVDilJQUQmr6jFNPaoph5WViKIWVVYjWjYKnLACt79899b1D9eWQefOnfvo2gSgt+idrhkE7LnfPffxZ39KZ6IaKU0qwDuMApOKlYmYdju5etonIiHhtz7/6O3LL71+fhwKWUQtr2+ssFkEjZztNgEpK9MuWpwffz/iltFwC/Pg21zaesCpiHpVMbcs4ZFl/YpSRNVKm8ySTZ0YzyIvvfLCf7342muXXn/5wyvn+TS0yyTw2CQWLVcno3qtIpeeHffIEh5Z0isLWgUhm8hv5nv0HLeB6zJwHTqOXcuxqlh6KU0D4DVSvIKHARjrej7BLKGqhQS9nE4jLGA3YGvrs2DQ9Q0UxKBl6dU0nYJi1nC0UgqPukLHL6whp+dmR6HgUQRklLCB4DE2aYSVlfkp0NjV2embG2vwRcTULOg2aPw6fGZkZWFmETENmxmdmbq1ggCvLUAhoNszU7fQq/CVhZm1pVncxiISMbUwN7mxOkvBIrnUNaOc6TQIAk6Fz60eDCpbW02fRycHaHo1XyVjq+UcQEilUtYppHWbRe33Wn0eq9tpCngtHqch4DGHA/aQ32Y1KjdRCxtrsFjA8PC4/vikcv8w9+C49OhBJ5f1LsxNzs+MaSSUSsax203/9x9P/59/Pv7uXu+vjwdP7rX3d4uDrexUfcmOAAAgAElEQVRwmOv1Mu1uqtNL9wbZTi/TaicbrXilFq7WI9VapFwLl6uhUiVUqoVrjWirleh2kv1uZjjIDAbprWF2eyu3NcxuD7O7w+yZZZ3sV473yke7pf2d4vYgO+ylB93UoJscdNP/gurMrM5C4P3TzoO73Yf3eg/v9c64enC3e4bWGVRnZtVrp5q1aKUYyKV9yZg7ErL5vSabXWswyFUaESDj8gVMFptKpRGJJOy/uFpbX1xemV9YnEMg4HNzsLk5GBwOhcFm5xCQeSR0aXl+dW0BhV7G4lAk4iaNSmCzqDwuQ8BniYUcQMo7N2wnB63EoJXoN+P9ZnzQzPRauX47u9/P1VPWhENwVl8V/NJySF4JKxtRbSOqrkcUlaC0mzJpWat67iKHtPjay8/DoaCljTWBQRfLxxwendkCrK5Bv/jyM4vFkIna7UZxvxH3WMQGObUQsR8PiiYN67133vrVb18ahc9qzVyXnWE3USxanJg5i0F+NvXF+a+uPP/eG8/ZjEKZiIqAjMiEpIBLGXYrEh5F0ivPeGXlqLoW18bsPAEFadawL1/4/ZULF96/+Icrr78AHvlcL6e5zIJkWOe1Ct1mgVFG8VtEdjUt5ZMFrUK3juPR8+wqlllJN2uYRiVdJ6UCnE0BHSVkrEnYGxI2hrA+S1yH4ddniWgYHbdIwy3SiMurC+B56BhuA65XsSQ8DI+2ziGvC6kYwgp0CToGHr8KmrgOh43i0LDNNQh6eQYxcxs08vXM2HUoeAwJB4Enb8Eg4+CpO7Pg0empm6O3v5oavwGHjK0hwSsIEGT65soCGLM+t7IAWl+CkPCr6LX51SUIeh1OwCyQsAtyIVkrZdr0glrBP2inyjlP2K/zuVVGvcBmlnocGr9bbzTIQiFHOOwymVQGvdJq1gW8Vr/H6nYY85lorZyy2wxsDp2EX3GbxYfd6OOd+HdH2W9Pi48fNne3C3Ty+sTNrwAOppy2Hw7zj4+b/+9/e/LT90d/vtt5er+zv1fsb+f6W/lOL9NsJ5qdZKef6Q6yrW6q2ogWK8FyLVyuhYuVYKEcKJYDpUqoUo80W4l2J9nrpnvdZK+bHA4yZ2jt7OQPd4rHe+WT/X9dUlvZ3ylsD7Nb/fSgm+x3E4NuatDNbPXzO8PCf66szqD6z2idjfdO2scH9YPdyhlUjWqkUvTn0u50zB0N2vweo8OmNRgUKqVILGXxhQwWm0KjE0lkHJ6AweJQZ5XVfyTAM66gcDgUBoPCYLPwOQhifha5AF9emV9dW0BvrOBxaDIJS6MSGHQSm0Xl8xgiEetctxHt1CPteqRVCzer4VYl2qzG27XEsJnolfwJh6gYkJWC8jO/qkRU1ZCyHlXXI4pqSNaK6lJWAXNj1GeXXXj5d/gVeNSjVCqIbocw7Obb1fhcWMckoFBL8LBfb1RzdnvZnVYi5pLF3JpK1mU20kdvf7qCBBs0JD52jD53DfLlW9feeeXdV59764Vfv/TiK69eePOXz/1qA7PscajXkePEDZhByfRZJUG7JOFVJD2ylFdSjiirUQ2fCA86pGM3Prvw4otvX3j10msvvH3heczCpNPAdVn5bqtAyttUC0kyFtYIEKNOccqncmnZVgXdqmCYFHSdjKIUEeR8vEJAlPMJajFFwSfxaGgiZp6AQWLRczTCIgW3SN5cpGwuUTBLG0tQ4ibSoOICfDyHso5CzixCJuYmb8+O3wSNXYNM31xeBMEht6bHvp4Y+Wr01ucjN7+YGv8GCpmYmrwFnh4BTd6BgMamJm+PjV0fH7s+MXp9bnZ8AT61Mg+eg45trMHJ+BUMag6PQVJJ6xgMEoNG4jYXcdglHG6ZRUMDXKLDAGy3s6mQPuFXFlK2gFvlcSh8Hm0oYAkFbV6vuVxJVquZWNxvsxksJq3fZQn57T63OZsKDXq1YNDL4bJFPJoWoIhIcCFuOu3hHQ19f3lSe/qwZdQIR29e4zNQpaT5ZLvw5LTzv/7x+J8/nHx/2v7uXvtwvzTYzvW3c51BptlNtrupdi/d6afbvXS1ES1VgpV6pFKPlKqhYjVUqAYLlWC5Hqk3Y/VmrNmM15vRZjvW7aX6w8xwK7uzWzjcLR3tlY/2ysf75aO98uFucW8nv72V3Rpm+r1kr5vo95KDXmZrkDszq5PDxr2T9hlLZ3p0v/+fAbt30j7ar+1uFc+OsZSLgVzGnYjZwkGrx6W3mpV6LSBXCIRCJotDojMIFCqWRMbiCRgsHr2xubaOWlpdX1xeRS4swufnYXNzMBh8FgafhUJnoVDILBQ8CwXB4OB5JHRxaW5tfXEDvbKJWcNhUUQChkrBMxlkHo92rlYJVEq+UtFTKHgKBXch7yoV3JWSt1H2tauhTFBdCCqKIXU+oCz4lbWwthrT1BPaQkCe9wFFL1ALKngEuMsgmL7zxe0vP1CyMbc+fsNpkYScvHxA1s+GtCLua7//lRQgysWETFj/eK9UjxuLIU3KLyv45ez1ybGPL9x6/8I7Lz1//vnnf/+b537z6+d+8/zvn3/1D79748rr77z/3mefjIzecNtV+PWZBcgNAX0tHtC6zEKvTRJ0yaIeWS6o6GRMavaSUYwT0tYvvPjbSxdeu3j+1St/eOXm5x/wqetCJorLXFcr6CYVRyeimQGqz8DL+DQJt8Jj4LkNXLuGZddyzCqGWcUyqTlOk9ii5RqULICHl/KIHAqaQ11n0lYoxAX85jyFsEIlrJJwS3TKqpCHFwmIFOLSEnJiDjoxMXbz9s2vRm5fmxy/CQaNQWYmpqdHp0Gj41N3IHOgdcwynrS2jppfX0fCYKCx0W8mx++M3bkxPXEHAhqfmR6DQaYhoFHUGoxO2yDil3Cb8yzGBouOolPXuBw8hYomUdEEMppCXeOysWa9sl0phDzGasFbTjvTYWMqaoyH9Ym4ORwyxEPmbjPdbqTKpWgi7o5HXfl4sJD0R4OWRNSZToWCAS8g5MmFdJWExiCu/emDd8F3PhXgx0t+zo93s9mIcXLyDh2/VIpbdzrJ7+71/vd/f/Ljt9s/3Os8u9e5d1DdGmR6g0y7n2524u1esjtIt3vJdi9Zb0ar1UitGas2o+VmtNiM5huhXC1YakbLrWipFS00woVqsNqItrqpbi8z6Ge3twq7O4XdnfzebmF/r7i7k9/dyQ+3c/1hpttPtbuJdifR7SX7w8z2Tn5/r3R8VL973Hhwt/Pofv/B3f/D1X/OgSeHjf2d8rCXbTfi1XI4n/XFE85Q2OJw6UxmpUYnlsq5PCGVwcJTaTgSeYNAROMJKCx2FbO5uoZaWVpBLq0gF5YQc/NQOGIWNgeZhc3MwiAQKGRmdnZmFjQDmZqFguBzkHkk7KyZsba+uI5aQm+sYHEoIglDp2PP5XPudNqZTNkTKXs8aY0nzMmkJZ2y5dL2Us6TixliDmHGK6uENeWwOu9TlCKqSkxdDqtyXknGJapHtTrBpk5CDjjUc+DbMgH13bdelkqoIY8k5hRvIKaX4TMXzv9uaWHKbhS7zML7O7lyVFMIAJUgUItqLXLGh+9e/sWvX/jVC2/+8sWLL731/uVPP/987M7EMhxD2yTRMSQKehONdOjlKgFjYfYWAQ2J+jXxgDbqUwXdsohbmnRLKhGVV0Nmb87EXepP3nnz4usvXfrD61feePXdN14Zv/GRlL8plxB8LlnEo/SZRAo+xqKkObXslFeZ9anTbmXQIvKaBCGH1KnnW7Rcu0Fg03Ptep5RxdBIqXIBUczZZJCXxDyckINj09AMMopBXmNS1jh0tExEYdNQODRsfRUGg03Ozo7PzU3B4ZOrq/BN7BKRuMagb9JpGAGfopTzRAIyEbdEwC+vrcJnZ0YnRq+Dp0aWF2DIuZnJsZvTE7choBEyfoXLxNEp60waSiwgAiKqgEMQC8hM2jqTuiIRbIrFJImUZTSqmvViJulrNxPtdjSTMtUKlnRQHDQRPZpNn4Gb8mpibqXbILSo2AY5RyZky0QMAYeo14kK2Ui+mAQUXL6IIpXzApHo/BrxncsfX3v/w6WJG24lLe2Tz4G+wq5Mh93K7Xbyf/3jwX//6+l397p/fzz884Pe6X6l04k32vFqO16uB+utaKubqLdj9Xas2giXq+FaM1ZtxSrNn0HK10OlVrTcjpXbsWIzUqqFa81Yu5fu9bPDQW5rmN8aZreGme2t7PZ2bmuYHQ4z3X6q00s2O/FmO9bqxLv91GAru71bODyo3D1p3j9tPbp/Zk3dM6LOzOpfUB3uVbf6uW4rWa+ECzl/IuEKhiwut85oVqq1gFTG4wvoTDaJTN0kEDE4PGoTu7aBWUGhl9bWF5dWkMjFufkF+BlRUPjMLAwMgYJmZsFgyAxoZgY8Mw0CT0Bmp2dhYBh8BjEPnV+ALS4hlpbnV9cWUegVzOYakYg+F4vbwjFLIGryR43+iNEfNniDukBIHwwZojFLImL0mnkpD1AOKWtRbSGoLIYUlYiqElUXQ8q0G0g4RMWQxmcSllPeFSRYo5IsLyFwmwsRvzzsEH146dVbN766+c2XH7zzZiUX9liBes6Z8kuLYVneK6xE1F6DAA4e++jjj7+YGhtHIzfZ5A3cGmYVQVhFcNkEDHoOtz6rl1H1ANlnla0iJ1CLk2YNOx0xJAKqREAV88qzAXk1omrEdTw8LOPXoRBTrz7/X9+5eP6dixcun3/50/fO0wlzAA/tMHCSfpXHyOExFrx2oUlJ8erZKafUo6JHHUDQJg5YxS4D367j6aRUNUCw6JhOk0DK35TyNwE+ls9AsSmrEh5OI2MqxVQ+Y0MhougVbLWUblRx1VK6REjh80hyGRuQ0PH4JRoVRSAsMhloPgfLoaNRiyD0wjSfgcGszOA3EFTi2tzsyMz0TRhkHAGfhkHGQZO3Z8FjRNwqn41n0zF8Nk4ppWuVLLmYLhcxlGKajI/ViLEmBd6iY1j0PJte2K3GTrYL3YqnljUl/YBOjF6Y+nhu9APkxJ/WYCNc4hp1A0nBLFIwi6TNZTx2nULCkAgopYzX75Ta7ZJcKWQycQwWLltK1rfaErXp1sjs559+CgfdAXg49PLUGnIs5tP++eHwv/14/Oxe96+Phz892frzw/7xXqnWCJfr4XwtmC97i1V/qRYoVP2lWqBYDRRroVo7XmvHq61YtRUrNyKlRqTWjlfbsVo7XmnFyvVIvRVvd9P9QW5rmB8Ocr1+utNL9QeZ/jDb66fPbKrRjtVb0TM/7A3Sg63s9k7hYL98cly/d9J8eK/7/8+B9087d49bZwmw107Vq9FiPpBKeUIRm9ujN1sVag0glfL5AiabTaHS8ATixiZ2Hb2xuo5aWl1bWF6ZX1xCIBfnEEgYHDELhYMhUBAECoJAp8GQKTAEBJoBT4NB0+CpKdDENHgKDAHNzIIh0BkIFASBgmFzkPkF+PLqwjp6BbO5es4XNrqCentQZ/GpLT611asxu5Rmh8LmUjk8Gr9fH/WrEl5JziMuBmSFoKoYVFQjqlJElfPLIzZRNW6+208HTAK7hoOcHd3ErNZqZZ9L47Vx8xHNMnT0i88/WFmB37z6eSEZMCg5LBIy5BT7rPyATRSzCyNmHn19Eg29qeGhzFKsz8R1GrgyIX4JMbYAB+FW4S4t1yDGjF1/06KjkXELi3OjIjY6FzOl/MqEVx7zKophVSWs7GZMWv6GESB7TaJ33njh4oWX/njlrY/eufzRO+dnxj9V8LF2NVMrwtnUVJueHvVJzUqSS0tPu6QuJSVk4ad9yogDCNgkDh3XqKTLRVgxF2XWMK06Doe6LGCixJxNPgPFpiyLORiNlKZXMKw6vl7BVEkoaoBqULJkQpJGxtAp2SqABggIYh6ez8VzWBgyYYm0iUQvgReho0Q0goSZX10ATU9eHx+/OjlxfRY8Cp8dh86MotcQNPIGi77JZ26KuXgJj6BTMNUyqlxI0snYRiWLR1mC3Plo5Ms312HXZPRFC0AoBdU/nlR2y86ojk5G3Lr50Zufv3fp9jc3rl+7MTpyk0zEYbEbeCIeR8Bj8VgKBUejEakUvJDHKBXCO4Omw2igYdfo+Pl8ynh0lKxv55qHw3Ql6/I5kumYTqeWixmdavTJaffb4+bfn2z/+9Ptvz/Z+v5h72C3UCh500VPPO9KFV3ZsjdT8qRL7nTRnSq4M2VfqR4uNyLVZrTajJbrkWoz1uwmG51Eq5dudBLVRrTRTrS76cEwv71V2Brmu71Ms5PsDXL9Yb7bz3b6mXYvWWtH6+1Ys5to91P9rexwJ7e9kz/YLx8f1f6VAx/d/7mmOnOtu8et44P67lax30k3a9Fi3p9MukNhm9urt9hVWgMgV4pEIu7ZTU8kMhaLQ6HQK2vrS0vL88gFOGIeOoeYhc1BYHOQWRh4ZnYaNDMJhkyBIVOgmclp8PQ0eHoKND0JmpoETU1OT06B/2MOmpwATYBmQVAEFLGIWFpbRG2snLP6NUavUueWq52Ayg5obDKVFVCZxFozoLdKzTZ5yKeOuYQ5D7/gE+f8Zz90lOf88rBdVIia9rvp/WbcKCYIiPNyNnZm4kYmEcpFLUEbK+OTyDnYOdh4NOZCLUP5DLxMSEFCbzmMArOWYzPwnHqOz8wX0Vffv/LSGy/88ovLb07e+JxBRvGFJMQKmMff9Nn5AuLM13/87eXXf2HSASIBFQkb0cioCb867gYSPmncp0h7pTmvpBpVR6xCOhpcSVgwy+BXf//ry2+ef+/Kxfcuvf7RlVfIa1CHgqniYtTCzaCNnw0qbCpy2M4vRDQuLS1k4qbcMpeW6dAwHRqWRc0Us9FSPlYnZ6gkVBZplYCCM4krAgaaikNwqEtMElINkIIuBcDDAtxNtYSsEBHFTJQBoJjkdDl3U8HDqQR4FmV9E41YW4LMgG5ubMwz6Bgcam4OMnLz+ifXrn96a/TqzTtfgyZvLs6DCNgVFh3HoG4yKRtKEU0NMOQikhqgSAU4KW9DDxBIGzPXPrn4yTuvf/XhpS/ee+PqR2+CvvkYtzARMolNEgrk1udXP3p78tZV0MTI+PgIBAq5fv2LddQSnUGhM2l0NpNMo1DpJDqDymLR+Vx6NuXt98oej21+doKwBgs4pMNW8OmT7o9/P/3pH0///R9/efr0odtlUSu4pay3Uw4/PWn98+nOvz8Z/PTdzg/fDg93S+mcM5g0B1OWcNoSTluiWVs0awunLaG0JZZ3Zsq+fCVQqoYq1XClFqm34q1uqtlJNtqJWjNWqUdqrVirm+r3s1vD/NYw3+ln2/1Mb5jrbxV6w3x3kG31k7V2tNaJNnrxVj/Z285u7xZ2dguHB5V/+dWZR/2rE3jWAzwrq1q1aKUYSKc9kajd6zNaHWq9SS5Xi8QAn8tjMlnUs/XfjY3V5RUkcgE+h5iFwsAzZwhBpsCQqTOopkDj0+CJ6bMRPDUFmgaBQZOg6fHp6QnQ9ARoenx6amxqahw0MQ6amJiZBMHAs/NQ+MLc0grynNYuU1kBuUUMmAQSI1+iFwAGgcwoUpjEaqtUa5XaHNKIW5z3i/NecT6gKIdVpZAi65NmfIpcUNfKufMBdcoJEBZGwhaAvIGkYFeSfl0+KMm6uCrGKgs7nwiZIaDRD//4ht0gIW7ALDpO2KOIeJQus8jrVMlVwtuTty/88YNPb0zcAsNgC8hNFEIvIbqNJNTCl5de+S8XXnruuV/9kkSiuCwKNmXVoGR5LKK0XxF3S5I+Zdonz/qAQkBWieoERHjcISnErde++OOrv//NO5fe+uCdi+9fPv/RpdcpKISSj1cKsTLWasDE9Zu5djU1aBN4jOyYUxyy8G0qqtfI8xg4CsEmg7wi4eFMKo6UR6Ril1cRU+vIaRp+kYZHkrFwOhHBICKlPJxKQhIwUSzSAoe6hF2aZmwgZKxNIWlFQFikrc3QCStUEoqAW0StQyUAnUBY/ub6Zze/+XJk9Mb41MjY9MgUZGITM89iYCjkdRZjk8PGi3hENUBVikhKMVENECXsdSZ+bhFy/auP3/zyT29/8ckHn3784ZeffXztq09vfP3Z1c8/wqIWyXjUl199euObqyDQKAh0e2L8Kmjq+ujtr2ZnxtlMskjIEQo5AgGby2exOUwOh8VikNwOba2etNg1oyPXVuYhejn/7n7nH8+Ofnq6/88f7v7fPz356dlpMmiRiakWg6hZ8D+71/nnd9v//nTrH8/2fvx+Z3+vGE2ZHUHt/8fVez63dWbZ3prp6Z623bYlK2eSEqOYE3LOOQMkSAIgcs45Z4AECTAAzDlHSQySKCpLVLLdDj1u2zN13//l/QDb0/dW7Xpq1wN8/dXaZ+1V5wyMxTKF8MBYZGgyPjyZGJ5KjEwlC3P9U0vZ+eXhpZWR1bX8xub49u709t3prZ3Jok+4ulFY2xzb2pnavTezvz9/cLBw7/78vb2F/cPlgwcrewdL9/eLTuPUzv3pnfvTd/dn9x8sPny4dHS0/PR4/Q+9+lcD8PWLuy+ebj95tPpgf2Fnc3JteWRhdnB8PF18mWE04fYFbXaXwWTRavVKpVomlYt7RJ2CTi6DSSeRiQQiHovDoDEoFBqJwiDRWBQGh8bgUCgMEoVBoLFIDB6DJWBxBDyeSMQRCVgiHkci4EgELBGPJeKxJDyOhMeS8HgKkUQjUxhUJodxyhN1OCM2e8hiC1lsIbM1bLSFTY6oxRW3eVMOX9oVTjuGc+6ZYdfsoHVpyL1S8M3lnDszicUR31jKMjvoXs97d6ajZil9ZiiSTfkqb57X8ZFrOcOQu6uHDK+4celOXeXlG1f/+pdTUa/BoubZ9Oy5sWAmakyGDANpdyrh6u3lh3zG3GCU18kSS3n9cZ1DhgRWfnHpyz9/+tmXn5+7caOiGomF5mI2v0Uq6iCatZ2zo6HJAcd0zjM77J8f8iyN+u7NJ2M2YdTWfX9lIOTqvXLur9cunS+7dqXq1vXLF860NVebdT1hlyxg6XHrOpwavlPD9+qF/QFdod85mrbl4qb5fCjfZ3MZhT63JuRRJ/xal1HSzaey6ThJN0ujEHYJyKIuikLKkomZBqXAY5OFPOqQV+W09DiMEgYe1sHAWRSdmh6GsoNMwYEcZlkqYjJruFGPSiNmUIgwJh3L55J7hEytqker6rYbRToFz2kSuyy9NoPIohO6bSK3pVsnY0g7cQJqe9udG9WlN5pqK1ua6lrbmloBLTAoEAxoBrQ1EXBIg07ZKxa2t9YhYe1IOACDAmPRYAoZg0ZBwOAWNovqdtl8XpfdZjIYVQaD2mTSatWycMA+OZaxmdVwcCuXSRwfTT7an//u4+Pvvnn2zx+f/88/X//8w6upkT4WFe21KfbX8t+93v7l749++vbxP/9+9MM3Dx4dLQxPRKIDvmguEs0FEiOh1EgkPRLJjEYz+fjgeHJ0un9yfnB2Mbu0OrK2XtjantzemdrZnS7GL9a3xje2JzZ3J3fuTt+/P3+wv7C3v3D4YPnho9WHj1YODpf2Dxbv7s3t/Gbfz90/XHzwcOXxw+UnR6vPn2y8ePK/elWs4mPVs6O1o/35+zuTG6uFpfnhqYm+oZFY/0AwkfIGw06Xx2S16QxmpVonlSpFImlXh5DH4jAoNCqOgMfgsGgsBolGFQuFQf/RoLAYNB6HIxHxZDKBQiHRaCQ6hcyg0Nh0KotGZdFobDqVyaAwGBQGncKgUxgMKpNBYdFO2cNWW9BiCZgsQbMlaDIHDZag0RY2O6IWZ8zmjNvcMUuq3z4+7F4Yca/mvXND7u359NP7Uwdro7NDgYV8ZGsysjkRygTU4wO++fH0xS//cumTfwNVnxdSIXwGDUthcCUilVb8xd/+RMNDhlNukQCTiRpTfvVQwjLa7xgf9MyOhhZng4MDKr+Dn/ZJxXRI1fn/PPvFF598fvpGZQWJTVdqZEqZ0KrrNKh4nTy8uIucz3lmC8GZIe90zjObda2MBXZn44WE3txLSrh7+0I6nVxw5m//cfPS2dJrF65c+qr05gWpiOUwdHmN3T5jt8fQFbRI/KaeiF06EDYMJ61xjyLlVw8nLZmwIRnUm1V8nZStFLPlvR0CHk0ipGvlHaIOikzEMGuFVoNIK+PqFLxEyDgy6M31OQb7XT63GgGqoeKAdAKEgYcSYPXSDtxwwmiR0yQcOI/QxsK1sgntHBKwV4DXiulaMd0oYRrFDKe6wyxlabrIeglD1kXq5uKoOACouaKltqy+5nZDbU1TXU1bcx0Y2IzHwtBIEBoBhIFbBVy6225g0Qk4NJhGRuExEAwSQCej2QwCkQDDYkFYDJTDpmjUMofd6HJbLBa92aRTK3slPdyBTCg7GKNTsBaDsjCcXJjJvHq2/dOPr//xw/Nffzn5/ruXDrsWh2oPuNS7S0Pfvtj89bvHP3/35Jfvj//x90ePj5dyYyFf2uHv9/kz7uCAJzzoiwz6Y9lAYiiUGokOjicL0/1TcwMLy0Mra/nNrYmt7cmt7cmNzfH19cLa5tjG9sTWztTu3Zm9vfnD/YWHD1eOjtaOHq8/Olp7+HDl8HDp/v7Cb1AdLBw8XH50tPbkaPXZ8frLZ1uvnm+/ebnz9vX9d2/2373Zf/t679Xz3WdPto4fLB/cm93ZnFhZHJ6ZHsjnkwPZSDLti8RcXr/F7tCbLRqtQaFQ90pk3V09HVw+i8ag4IkENBaDwqARKGSx4EhE8YQjERgcFkvA48hEMp1KZdJpLCaTy2Hx2SwBm9vJ4wn5PKGA39XBF3bwOgTcTgFHwGfzeXQOSyjuOuWI2OxhqzVsMYfM5qDJFDCaAkaj32Dw6Y0+vd5vMAaNrpBhOOuZHfGsjHoKafPWQt+T+9PP9ucf7kzO5yOrBf9c1rk8Fp7I+jbmBmrKr//HFyU0Dj+VCAqYVCio0evVDufCoLY7Ny5+MZIOyLvIYYd0esg7N+RZKQTWx/yb4/7lEctYVJSysOF3Llw789kXn5/97MVft2QAACAASURBVFzZ7QZAp7wnmHDwWGhlF92q7Qz5NMIOIoeFyqRt8xORmSHvdM69MOxdGQusjwdXC36Hgp6N6jnEtsWJdCcbe+H0X25ePVdy4/JXX33W3FCuFDHlnSRVF9mi4Dq0nW5Dt8fYk/Jr+oLaoYS1L6gbiBjDDqlRytT3MlViVgeX0N3Flkk75D10g6rDqu+Wi+haGcduFJs0QpOm023rHUw7hjKuRNSQTlj4HJS4myHkUygEBB7RRsODuvk4EroJ2lZRXXa+uux8XeWVmtsXW+tK0ZAGDKQBBazDQZrgbXfQoHpYazW8rQbWWgVurm6uvd1SX93aVA9ob21uaQQAmmGQNiIWQsFBSFgIjYwmYKEKqdBuVjOpWCoJScBC8GgQDg0iE+A0EpJBQ1FIMCYNi0ODCVgYlYIhU7AUKoFMwqGREBwapFJ2Wm1qu01nM2sH+kIThdTq7MCP7/f/v38+++9/PD4+mDNrO7kMTCJo3l0e/vhs/ZfvHv/83fHPf3/847cPj46X+kf9tqjJlnDYEzZHwuZK2n1pV6DfExrwRQb9yaFwdixRmOqfXcgtrYysrRc2Nsc3tyY2tyY2NsbXNgrrW+Nb21N3d6cP9xceP1x9/Hjt8dHak+ONJ8cbj4/WHj1cOThc2ttfODhcOnyw/Oho7fh44+njtRdPN1893371fPvk1d13b/aKXJ28uv/y2c6To/UH+4t3tybXVvJzs9mx8b7sUDTdH4zGPcGQw+U2W606o0mt1sllSnGPWMgTcBgsOplKwuJxSDQKgULCEPAiS3AkoqhUaCwGR8ATyEQSg0znMNgCDreTx+8SdIo6hWJhd293j7RHJBOJ5WKRTCKWS0QycXdvj1DcxRPyzQ7LKWfUbo/YLGGLIWjUBwxar07t1qhcapVLpXQqpQ6VzKVW2uWxlH1yxLs45JjJ2WeG3SsT4fsr2VcP5p/cm1wu+GYG7etT8emcf32m36mXICGwnbWZu2uTrU31//G3T5sgTWZdt1oq+PRPp6xaccSp9OgEq+Ph+SH3xnhweyKwM+kfcffKScD2svOnP/mPT7786nRJNYbJ09ksar2kP+UwKZgxm8SsEgxn/FpVZ08nOZOwjWU9k4OumSHvXM49k3UsDrt3ZuN+I28gpOnloTtokPtrI4DmW2e+/Ou1axfOnfvi0vnPMbAmjYQp4mI1Yoa8iyzh44xyjtvQ7dQJU35tNmaNuZUeY7ddJdD1ctRSvqSHJe/l2s29DmN3zK8NOBVKMUMtYQWcaqe5N+TRGDWCeEg/PhJMx01+l8xq7FbK+b1irkrexefSsShwS3MVEFRfWnatovJWeUVpSdn1O3VV5ZVld2ora+5U1NVV19VW19VW36mpLL9dWn7ren3Vzea6itamOiiwDQIGtrU3Q6DtaAwUhQThkEAsvI2EheDRIDIeppIJg14Lj0WkEuE0EoJJRbHpWCIWzKSiiDgoCQ/FooAYJJhMQCHggIbG6pbWBkB7MxYNQ8JaOWx8OOoMBl0moyadCE4UMtmEa2rQ9/7p6t9frR+uDVpltF4hNR407yzmPj5b//W7o1++P/7526Mfv33w8HgxnnNp/WpNyKQNGgxhkzlitkQsjpjNnXR6U+5QxpcaCg+NpyZmB+cWsotLQyuro0W6NjbH1zfGih84vLc7/WB/8cmjtafHG8+fbT97uvX0yebTJ5tPjjeOjtaOHq0+Plo7frx+fLzx9Mnm8ycbr55vv36xU1xevX19/+3r/eIQ+Ox48+jByv27c5vr44sLwxOTmeHRRP9AKJ7yhSIur9/mdJktVr3eoFJpZBJpd2eXgMVhUmhUAomIwWGRaBQchYQjEVA4DAqHFbnC4LA4Ap5IJpFpFBqHxuaz+F08oVgokvX0KntlaqlCK1fplWqDSm1QqfQqtUGt0isVWrlMLRPLxSKZ+JQjardGrMawWevTqdwalUurcKhldqXUpui1ykU2RY9dKTLLrV7txIhvedS5MeFbn/SvTfjnh533F1Ov9iee3ivM5JxjGevcSGBiwL05N8inILNR7WBISYQ3enwmvVFcdfW0Siy4eOZvGGjjZNar7UYvDrnmc8718eDGRHBz3B+xSdoaK744/9Unly5fuF0mlPZkcu7coDPiViVcinxMHzXxQNVXEl5T1GeWdjMcuq6JjHsq654Z8s5m3XNDrrmsY308MBhWuLS8lFdz4ZNTPhN3bDh0u/zmV2c/v3bt4pVLp29eOQ1vq+xiY+RdFJNSoOim9fDwnXS4ppsaskotCl7EoUh4tB6jTCcXyiUCnbo76td6rSKTmqvupbvMooBDoehmmDU9Pocy4FK5rb0ee28yYvDZpWZVR8CpNmt7OjhESQ/bbpD18CnA5nJJD7Oh9nZ1Zdmdmorqqts11eUtzfXtbU0IOLi5ua6lpQ6PR+JwSCwWAQS2tLQ2AIEtEFArHNKOgoHg0FYMBoBFAzFIEBoBIuKRRAyEgoUQUcBuHjXssch7eFQchEVBcqhoEhpARAFIaBAK2o4At4FaGwHNDUgwEIOAgKGtQFArHAZCIyEYRHs4Yt+9t1IYy1os+ljUPzE22N+fzgwMhAJ2m0Ek7yILKODeLnrUb9iY6T85Wvrl70c/f/fk1+8e//T90cPHC4F+i8wtk/k0Cp9G7ddpAwZdwGAIGs1hsyNm9ybdkYy/fzgyPJGemOqbmemfmx9cXBoq2hgbG2Nbm2O72xP3d2ce7S89fbj24snWqxe7L5/tvHy++/LZzovfGXv+bLvI24tn26+eb795uXvy6m6xinNg0Vt/crT+YH9hZ3NqZXl0eiY78vsEGI15/AGH222xO4wms06rU8oUkm6RkN/BY7CYZCoFRyCgsRjk71NfsVAYdBEqAolIoVKoDCqDR+d2cjp6BD2yHqmqV21Q6swak91gchjNTpPZYTI7jGanyWQ3Gqx6nVmrNamVOtUpS9Bo9Ov0Pp3Wo1a51EqHRmFTy60quVUltyolNpXIquo29EqMonS/fWnEu1Zwb0z61sZ9a2OBuUHHzkz81eH0g62RqaxrrM+R9qkf35vjMQlo0J1+v76p9Ku4U6pXcs5d/JLLoaOg7VfP/nW03+3U8rIhzXIhtDIWXhj1zw55/X653CSU6GV8iQhHJXAEVJWKo1VytTK+Ud4p5uLB9SWnP/1rB4eeCtp72DhVJ3Uoap/PB2eGPLND7oURz+KIe7ngXS4EXGrOWJ+rtuz8pbN/CTrkhYy3urr0y7Onr129UHbldOmlL2rLr0Cay5lEoEPf5dJ3dXMwAho8aJMlfNqYS57ya9wWqUrKVcp4Pqcy6lZlgrqET6HoIfPoUKdRFHQodXKOVsHxOxUOk1glZfkciqBbI+miWPXdfVGruIOiVwg1IjYD0w5tKedQYO31t5rvlLU0VDXWVbQ312AQACS0hYCFkAgwPBZMwENZDByDjiGRkBQqlkzB4nFwFBKIRYPxGAgaCUQjABgkEIMEoZAAIhZCwoCw8DYCGqhX9gTdpt4uLg4FRsLaQIB6KLgZBmmFwwAgQDME1AZsa4IA22AQABwGRKOhRAKaQsIa9YpgwH54uLm+MWezmYI+T2E4sbmxePDowd7DvXQmCYUAYMD2Ti415NFuzQ++frj4898f/fL98S/fHf/Xd48fPl70pS1Sp0Lq1Us9WqlbI3Nr5R6twqNT+/SGgN4aMXsTjki/Nz0UyeXjI2OJwkRyaqZ/fjG7sjq6vj62uTGxszV5b3fm6GDp+eP1V892ihGkYhbp9Yu7r1/ee/3y3uuXd1+/vPfqxd3XL4u59XtvX99/f7L/7s3euze/ORbPn2wdPVjduzu3sT4+vzg8PpkpeoCxpDcUdnl8VofLZLUbjGadRquQSHuE3R0cHodKp+GJBDQWi0CjYEgEFAGHIREINAqFxWDwWBwRjycTiFQShUGjs+mcDpagi9fTK5SpJCqdQm/Wmu1Gm8vi9Nrcfofb7/AEnG6/0+m1OT12u9tmtpuMNsMpvVendau1LrXaqVQ71Cq7tlgKi1pl08qdWolZofebTXGrN26ayfpXR7xzOcfyqHe1EFgfDy8MeQ9WBt8czj1cH1kuRDxaQS5iUnZRL375Z5dZVXX7MhrRZHdpTB5jMh00qnq++PMpeRdzIGJxqHhTWd9g1Ngf0afDulTMlIpZhvrcXquMx0JJZayIVxZ1S/RKZjJutttlIjGbymFRGcSBPo9Oxuzm4P021Xw+NDfqnx3xzg27lkY9i3nv7nwqYu3Opx18Brqk5DqkuSztkuQyoarq8nPnTt+4dPrGpbM3r56/efnLqpKvSMgGnZhu1Qh7uDiVmOYwdHot3X1BbSKg8zp6PQ5pMmzwGEU+Y49FwWKTQQwShEYAyrqpZo0g4JY7LSKNjCsR0noEVLWcr1byDFp+JmGVCqlsIgLSXFlTeqHlTimgqbK+8mZbQ2VDbXlzQwUa0U7Agok4EJkIZdLRbAaWTkOyGFgWE8tlEzr5NAGPwmUTOSwiiQDDoiAYBASDBBOwMCIOhkG24zFgAgaMRQKK06BR2+tzW8U9HRBwW1t7IwwOhEDboTAAFAZoBzQBwS0IJJhIwhDwKCIehcchlQqJ3Wa0mrXZTCifTwcDPq/DXsiGtlYHXr3cfvlm//X7p9mhDBQMJuMQFq1ofTrz9mj5528f/vzd0c9/P/7Ht0ePjle8KZvUrpR5jL0uba9L2+vSSd06mUcv8+iUHrXOr7eGzZ6EMzIQTGbDfUPhgeHIyFhicqZ/fim7sppfX53Y3py8tzN9dLj08slGMURb3Ef94fIVPYn/J1Tx7s3+h7eHH94evj/ZP3l1t5ivPdxb2t2aXlkZm57L5QupgWw41eePxNz+kN3lNdmcBrNNpzeqlSpZj1go6OQy2XQShYTBYRFoJBSFBCPgUCQChkLC0WgUDoshYnFkPJ5KINHJVBaNxWN0dHG7JZ298h6lRqozqsw2o91pc3vsvqArGPFG4v5gxB2KeuOpkC/gdnudLo/DZDec0rjUWrdG49JoXGqtS6t1GdQO3W9l10qsSmfS50x4NQFDKOOan4jvzKR2ZpKzg461scBqwb825lsc9RyuDb7an3q6Oz4aN8n4mL6E9dyZP7GZ2IFMoK/P2Z+2jA46+6KGbMJWXfoVpLVqMGaXcFBpvy4d0PVHTf1RYy7mLSSDCac0Yu9Mh2Qhd2/MLk45pKZeplHRIepiCIUMmZztdvcODtg9rl4uB6tVC2dGA1NDnukh98yQe7ngX50I3l1KFpL6hLvXbRJhke06haCp4nzEoShkgo115Z9/+fmli+euX75YcuXi7esXb18901x9TSkkG3tZCiG5t5OgkTFcpp6QReq39TqtYrOuw6oXekwirYhORLSgoc0ENIBBhAqYKKWE3iPAy0U0k0aoELN6u6hWvTAe1KbCxh4+oYtNRALqq0su1ZRdbb5TXll2vbbyVuOdCiiwkU5BU4kIChFGIUCZJISAgeczcCwykk1G8hg4Dh3HomJoRAQRAxawyQI2kUaEUwhwIgZKwMAIaBgBA6GRkHg0iIiFEDBgKhFh0slDfoeomweBtKDQYAwWSiSiUCgwEgUikzE0Op5CwVApeDQKSiHjDHqV0aA26VUDfaG1tcl0OmrSaUzqro3l/lfPV168WHv38eDx8ZZc3oGANGtlgsVC4vWDhX9+++Dn745+/ubxP/7++PHxqjdh6bUppC691KmVufUKj0HhNco9BrlbK3UoFC6V3q+3hSy+lDvc5431exMD/kwuNFKIT832zy8OrSzlN9fH7+9OHz1Yfvlk483Le0UT4t2b/fcnB3/0RbSK5x+wvT/57T9vXu4+f7J1/Ght/97C9sbkwsLw2ET/0Ei8LxOMJbzBkMMbsDo9RqtDb7RoNXqlVC7u6ung8JhkKgmLxxa9CggCDoHDYEgEDIVEYNAo/G9cEWkkGovG4DI5AlZnN69H0ilViNQ6ucGssTnNHp8zEPZG4oFYMhCJ+1L9kcJEbiCXzo0M5IYHBnL96cHUKa1bq/PoiqfOo9e5jTq3Ue8x6T0mpVXjTAdscY/copK61L0WUSJhnc3518cid+fTc1nH1lRocyqwNOqayzn2ltIP13MrhYBJQp4a9OChda21pXOF1Oywfzytn8+ZsyFFIeOg49svnf3rQNxlVwuSPm0+480m7dmUIxN39Eesul5ybyeGSgDX1lRBwFA2i8Vj0cUdHKO8O2BRzAw60z6pQUrJJm3dXGI3lzwQN82MBqZynvm8fyHvnx/1bi/E1iYDXj0nGzND2iqgwLrmmpt4YIVX1zGSCTe2Np0+d+bypQs3r14rvXLl1rWLJZe+rCs9xyYAtL0sm1ZoVgvsOmHELPWbJW6L2G2X+B2yhE/nNUkVPRw4uBmPgbCpaBYJxqRAOjmYTg5Gp+D5HEqvVRbzaaNepcvczWfAOWSEkEVqqr518/LZuspbDTUVt0uutTXUIMEtZCyUiodRcGAyFswmIfk0LJuE5FLQHBKSQ0YziCgaDiYSMBoqb9ZX3qTgwEIesVtAZVMxFByCikdRCUgSDopDAYlYCAkHpZGQLBrOZlLGwi6VoptIRPD4VC6XTCQiGAw8h0Nmc0hsFonJIBMJaCaDbDHrrBa9xaiNhlx7e8vDQ31ELErUQV2Z6Xt5tPLm6fr7k3vv3z7MZuMoWKukkzqVC77Yn/vnNw9++eHxL98+/q9vHh8/WQskbXKHUuExKtx6pceg9pk0PpPaZ1J49L0ulcyl0nh1poDZGXX4Eq5gwhlOuZMDgexIdGwyPTOXXVkaXV8r3L878/jhyqunGyev7r8/OXj35uBfufoDpD94+732P7w9fPt679Xz7WfHmw/2F3e3pjdWx2ZnsqOF9GAulkwHojGvP+D0+CwOt8Fs0+pNKoVa2iMW8js4dCaFQMKhML8ZFSAYFIKAw1BIOBqFwmIxBDyeQiDSSCQ6mcaiMflsbgdH2MMX9wrlKonWoDTb9E6P1R9yR+L+RDocTwX6BqIT08OJdDCRDsVTwVgyFIz4YunIKa1bp/MYDD6jwWcy+S0mv9Xos5gDNq3LEOyPONM+qV2tsuvENpXI2usJG2dH/AtDns3JyN5iennUuz4eWB3zrBbc8zn7fM6xPR1N2IRpu9iv77n02b9n/Mad8fByxrAwYBwMyMNOuU7R+eWnfzYqe1J+vV7GmcnHBlOOVMQcj2jiEXVvN/nGla8++fRTBI6ktitMrt5QRJNJabIxadzOsfZQME2lFHjD0nifTswTcUjJoH52LFoYcE3lPPOjgaXx0OpUaGcuHjDwcjGTgI4EttTeLrmEaK3EAastauFINobBQU9/9cXFCxevX7ly49L5m5e/vHXtzJ1bl3q4RI9J4jeLM0F90qVWdVF6OwlBpyLu0QQtUpmQqpEJyEQEi47r7qDRCRAuA9XJwXVysHIR3aLvdBq6ww653yry2cQ9fCyLDBMJaK31t29e/aq1saqt6c7tsqtt9VXtDVUUDIRBRDCJCBoOwiGjGHgYi4hg4GE8KpZLwxIxEDwaJOCQiVhIdfm1mvKrteWXSWigpIPRySYxSUgaEUkjISl4OAkHJeGgZDyMiofz2SSv05BO+NSqHiYDz2UR+Rwyj0NmM/B0CppBw9FpRDwOwWSQzSat1ao3aFU+t3lpadRq1UAALXwGdnWq7/vX+9++3P729e73Xx9vrM8ScRAOFVHo87zYn/vp64Nff3j867fHP337+OmT9XDaoXZp1F6z2mvU+Exav1kXsGh9ZqXX0OvWSF1qhUur95usIZsz6vBGHYGEM57xD4zERifSM3PZ1eX85sb43r25J4/WXj/bfPt6r4jT+5ODD28Pi/z8gVPx1+L9H+CdvLr34unm8aO1g/vz2xuTywvDExOZoZFE/0AknvCHIx5/wOn2Wexug8mq1RqUMqWkq6eDzWVQaEQsHo1AwWEIOAwBB8NhEAQcjkYhsRgMAY8jEQhUIolOpjCpNDadxWfzO7ldIoFY1q3USA1mjc1p8gacwYg3kQ6n+iODQ4nZhXw6Exocimeyif7BeP9gIp2J+8OeU3qPyeSzWkMOS9BhCzvtEZc94jL5rMFMJNAXVrp1Ko/eEXE7+4Myr0Zp7Z3IOlbznoUh10ret780sDzi3xj3bIy7V/Ou9THvxnhgbtBmlZNzKdv5M39mENruLUSybgEbWgG6c7H08md0ErqyrLS9riqXdIkFxHjAGAsYU1HrUL95fsyf9Flh7U1cDiGVc0Zc/IiJKeWASKDy9qor1VdP3zj96Vef/qnk+vlcNu6wqaQiRiHrG8v5h9K28ax7esg7OxJYLIQ2pxL9HkXAKLIoOkAttQ111WU3LzfXliHayi1SaibjkSi6r127dub0metXzpVcP1164+KtGxcbKq+x8QCNEK/rwkn5ODEfZ1LzgzaZXc7TdVHFAhybjsCg24SdNLmELeTiGSRYJxcv6iBJe8hqGcOqFiRcKq+xM+FXOozdRmUHi4poby5vqisFtde0NFdWll8FNNTA2xroODgdB2PgoBQ0iIQBkXFgBglBRAOpeAga3gqFNGFQQCoZ1S1kwSDN4La69rqK6pJLWGhzBxPLpSLIWBAZD6ORkFgkgEKA4dEgChZCw8PIOIhO1RMJ2hXSDhoZ2dVB53NIbAaOy8LTqWgyGUvAozhsmsmoMZu0NrPBbFDq9N3BoK1bwGaRkeMZ94PVzKv9kf96v/bT9wdHR8tdHVQOFTmadj29N/XT14e/fv/4f7598vO3x8+erEfSTq1bpw/YdAGrIWQzhu2GsF0XsCi9xl63VmxXy5xarc9k9FstAas9ZPHG7OE+b/9wdHiyb3o+u7qc396cPNhbeHq0fvJi+92b/Q8nRWwOPpwcFoXr7eu9t2/23p3sv32z/+5k/8PvUBVJe/1i9/mT33LrG6tjCzODhXx6IBtPpYPhiDcYcvv8LpfXbHPpTVaNWieTyHo6hDwGi0okY5FoOAwBg8HhcCQCgkBAkQgEBo3CYbFEAp5M/IOr4s6KL+QKRXyxtEuh7tWb1FaHye2zR+K+aMI/kIvPzI8ODEWzI/GhfKowMThSyPQNxPoG4slM/JQhYDGHrNaIwxF1uhJud9JrDdmCA+FAJmTwmTRufaA/PDSX758ZSk1nDWFLJGZYHQtsj4dXRn2rE5Hduf7lEedq3rU84ljNu1fz7u2poFlKHEnaKMiWiiufD4V14JqLn//l1Fdnz3x29hxDIKDSKWf+9pdkyKbuZQWckpm8f74QXB2PbownpvvcEia8g9rGINU3lpypOv/FhU/+cvqvn33x+dnPPr/w1cWbV0srzl64pFD0JsNuj0k2PRSYyHqzCXM2ZctnPbP58PZMemc6sZoPeHSCdNCERzV43EosCnT75rXmO7cw4BoWsXlkwJWOO9vb6/92+m9nLp27cfVC9c1LNVe/qr3+VXPNdWBbFQ5eKxFg/ZYes4wtZeMZaACHCpaLaL1dFIWYIRYS6QQgkwgVCchKEVOn4Los4ohH7TNLejhoEQ+n7eUoe1h8Jqat+VZjXUl9XWld3a2mpioIoJ6Cg+GRQDwSSESDkJBmLAqAQwFxKAAeA8KjgWhkOxIBgIAa4JBmcTebjIcAm2vIGDiw6U5DdWl9dQmLghZwKEQCAoMCwSAteCyUREDQCGAqDohDtqIRAKW8x24z9IoEWDSYiIOz6AQiDo5FQ9AoKAYNw+OQWo3catFr1XIaESOXCtIpX3cng4SFmFQ9AgLI1IFcGTT/8Hrt9etNpZzPpiDyfe5nezP/9XH/1x+P//u741+/f/bs2VY46dS5NYag1RSymSN2S9RhjtiNQavWZ1J4DDKnVu7QqF0Gg9ds8pktAYsrYgslPX3Z8MhYem42t7FSuLs1/Wh/6cXx5tuXu+/f7L072Xv/Zu+P5sObgw9vDj683n//Zv/D6733b/bfvz0smhb/ugs+uD+/szm1spSfmR4cLopV0heOuIMht8/vdHutdqfBYFYr1VKRpIsn4FAZVDQeC0XAwHAoBAGDIuBQBAyOgqMwKCwBSyATSBQSmUamMWl0Fp3JYXD4HEEnv6unQyLtVqh7tQalxa5z+2y+oDMS9xUmssm+4MBQbKTQt7O7unewdX9vc2JyONUXSWVip0wRqyVqd8Rdzt/LHnXEhuN6r8EctBg8xoHJXGYymxzPJMczvmzMGdbPjvhXsp6FnGt5MrI9m14adm1O+NcKnrWCZ2XUtTUZSLlEPp3ApxOd/+spZQej4vr58sry//zyNIbOjPUlfR7Duc//XSnmpsJGrYSwNhVaGHatjnlXx9zLIy6LhFpy9pPT//mnf//083//4qtPz1+4VFbSCG5HkrA8MU+mFys0nWwWzOcQDcb14/2umaHA5HCwMOgb7ndPDPs2phL3F/r2F9MJh3hiwMumgFw2aTLiYJBRDXdK71Reb71zGQ+tsui7M/1BYRf35q2SL05/fu3KpbKrlyqunS+/dqap5hoMUEFFN3bRICxsKwnRSkID+AyEwygyazp7+HguDUbFASgYYAcT29tJVYqZRpVAIaJ3cfGyLjqXiuJS0UwCnIQF3b55/srFLyrKr1VXl9XWliNhrSQcFAFpJuKgBAy46D1gkQAUrBUNb8chAWgkAIMCI6GteDSIQoCJBFQYoB4NB5DxCEBzLbi9oaW+issk8blUEh6Ox0AJWBiDisMjW+lEKBkPQSMAOAxUr1O67KZOPguPgePQUCwKikFC8DgkEgGm04gWs06nVRBwSDiohcvED+ci8YgdDW8RSURIFKry+gUqpDYXVL97PG83isk40GDMenxv6sf39//5/aOfvz36+ftnL17sRtMeg1drDtusUYc95rTHXdaowxyy6vxGtdeocOnkdo3KrtW6DAaP0ew3O8P2cNLbnw2PjvUtzA5tr4ztbc8cH668erL97tXdDydFa4muFAAAIABJREFUnO5/ONl79/b+h5O9jycHX785/Pjm4MObg4+v9z+8OXj39uAPsXrz8l7RXr93d3ZzbXx+YXh8IpMdiqb7Q7GENxL1hCMef8Dl8drsLqPepFGoZD1iIZfPIdGoCAwaBIOCYDBw0bFAQJFoBAaHJpLwFCqJQiPTGVQGi85kM1gcJpfH4Qm4nV0CkaRLppRojUqLXefy2jx+x3A+k86E+wai6YHQ0sr03v7Wzs7qzu7q1vZyX3+sLxM/ZY7YLBG7PeZ0xJy2iN0WsVtC1tBg2BKy6jw6rVvfN5HNTOVS4wOpiYHISErvkI9k3JuFyO5c4u5S39KIf2XUvTnhK3K1NOxYzbsXcg5LL2W8z1t982LZjUu9EuFgLsFiE21WxWDKOdZnaa++2FR5fW40ohMTZnL2xWHXSsG+Mm5dHHWG7DJgc/3Zs5ev1tbWY2DULi5PzBNJBQpFh8OuEotYcilHKmZ2dZBsRlG+3zUzGp4YCswWwjP58Ox4OJ+xz494D5b68lFDxqvRivnnv/hPPhPpdUgUYjoG2lJXc7O+tqS18baQSxzJBMZyYRwRefri+b+dvXD1xs2qkou117+sunmu6vpXd0rONZRfvnXzbHnZhZa6Uiy8iYhu49JQfCaGhAaCW2paaktZFASLAqfigThkM5kA6RJQJd1sIgYCbKm9dfPS9SvnbpdebWm809pcV19bhUeDKXg4DgXEIgE4FJCEgyKhLUhoCwLSXLxBI9vh0DY0oh2HBmGR7UoxT9TBIONhTCqmvbka0HoHCW0BA+pZdJyoi90jZBFxUDIBjkeBCWgIGtHOoKLpVBSfS7IYVYmoT9zNQyOAeAwUgwLjsAg+j2Ex61TKXjQKCoW0IuEtBGz7+vLI4d4iEQ/s1Urzyws9GnVNQx0CUDcWs/rsSgoOlIvbXhzM/fT1wc/fP/rnN4/+8c3jp0+3ommPyae3RZ22mMsedzmTHnvcZQ7btH6jymuQO7Vyu0bl0GldBp3bYPIZnWFbOOXL5CL58b6FuaGd1fHDu/NPH669frbz/vW9D28P3p/sfTjZ+3Cy//7t3oeT/Q9vDj6+Pvhwsv/x5PDrN4cfTw7fv/1fsXr1fPfJ0frDg6Xd7am15cLMTDZfSA0MhhMpfzTuica84Yg3EHS7fVab06A3qRUqaY9EyBNwiBQyAoMGw2FgGBSMgEPhMBgChkQjcAQsmUqiMah0Jo3JZhShYnNZHB6by+fwO7hdPR1SuUhjUFgdeo/f7g+5B4dS6Uwk3R9O9QdX1maKRG1uLW1uLQ0MJsIx/yljyGIMWc1BizVss4Ss5qBF7zV40z5Xwq11aZUOjT3uGZgZ6p/K9U/lTCG7PWzZWC08350+XB1YGPWsFwLrY76tycD6mHet4FnNuxeHHdvTIZeSPuDTdbGIf/nzv/mD7vnp/lzanu+z5MLq6QEzE9N05q//HveqnVpuf0C2Nh5cHvUvDPuG40a/tRcGqSczCH1JZ1/MNJzx9EVsdr1EJmRoe3k6KT/g1PmdBkk3V8ilaHqZmah5thCZGglMDfvmx0LzE+Hl8dDaWGAx57VJWX0Bx43zp8mYRodJoFdyuFQMg4LFooFtjbfb624SYbUujWCxEE7F7Cg86sLNknMXL968fqmi7Gr5zcu3r124U36j4taVioprtVU37lRer68pBbXWtNTfbqgpa7xzq7byRkPNTTy6XSxk0KkIAY/EYmAkIm53JwsCbGppriu5cbWupgLY1ohCgLAoCAEDwaGAeDQIAWkmYMA4FBAKbEDBWlGwViS0BYtsR8JaQYBGJKwVgwQQMCA+A9fJIZPxMCIWjIS2gNpqyXgYg4Kmk1EUIryTRxV1sfhsIgELJ+IQLBqOw8ByWVgGFS4U0K0mVThgt5pUfA6ZzSDyeUy/z2k2afE4JBjUAoW2YVDtaHhjImh49nijq4sqkVCPn28fvn6SnZ2jcQVdHQK9WsIgQQZj1qf3p//r48Gv/zj+7++f/PzDs6dPt8JJp8GrM4etRcmyRh22mNMUtGh9RrXXKC/OgU6dzl3kyuSK2qP9gYHh2NhkZml+ZHdt8sG9hWeP1k9e3P14cv/Dyd6Hk72Pb/c/vN1/f7L34WT/w8lBUax+A+zNwfvf9aqYsTh+tHa4t7C9NbmyNDo1NTA8Eu8fCMaS3kjMXdSrYMjt8dvsLpPRolVpZCJJF5fPJlIpSCwGgoCD4bCiY4FAwdFYFIGEp9IpTDajyBKby/qj+YMrmUKs/Y0rRyDsSfaFh0b7kulgKhMcyffv7K7u7K7u3l2bnRsLhd2T0/lTOr9J7zcZfCaj32QKmE0Bs95rCGcjpoDF4DPq/CapXa33W5xJn95rsoWd+aWx9fXpu/NDcznX6rh/I+9bG3VvTvg3J/zrY94iXdszoXxE5VEwB4OWzz/9k04j2piOLg45lnO26X6bVSMgYyF/+8ufuHRkIqBVCPGjSWs+YV/OR0YT5qGkRdJFvF1+DtJWiYfUC2hwh7bbouzQiZk+C1fXi7Hp6Lk+w1TB67F385lItYQxlvVOD/vnRvzzef/caGBjMroxHlothB1qQSpg5DMQml5mddlXrXU3WCSYWsx16HulnVQWAQRvudVac5mJrI3YxTNj0VDQRKJgSspLT184ff3Gtcpbt6pvlVWX37xTXVJTWVpRdr26/GZtZWlNeUltVVlTXWXDndtV5ddrq0uIWLCwgyzsICnlfAGPSKcgeWwiBg29fftGTVUZBNiEQwHxKCAa3gYHN+FQQCS0pdhjkQAIoB4OboICG9DwVjQCAIO0YpAAPAZMIUDJGBCdCMejAXBwAwbRSsZDGBQkh44VsAkCNpFGhHULqAoJr6uDSSYg0Yh2PBrIIiOEXBKbgWdQMRajIhpy9iX8fo8lFPSYjRoGnYRBw3BYBAYDIxIRGGiToouxPJuTKzplPeSXRwsnbw/efP380cvjiflZrVZGxQH6w6Yn96aKXP3PD09//fH5kyebwbhD79EagxZTyGqJ2M1hmzlsN4WsOr9J6TEoXXqlU6dx6vVuk9Frsgat3rgrkQllRxMT04Mri/n7m9NH+8svHm++fXnv67d7H072PvwO1bs399+/+WMO3P/w5uDr1wcf3xy++12v3ry89+Lp9uOHq/v35jbWxxbnh8bH+7K5SKrPH4m7f+fKGwx5vAG7w202WfVqraJXJhJ08ih0GgqHhSIREAQcgoDDkAg0FoUn4ig0Mp1J+0OguHwOh8f+o/gd3G5Rp1wp0RmVNqfBG3AEwu5MNjE4lEz2BQeH48l0aHikf3omPzaei8Z80zP5zZ3VU1qfQes16H1Go99k9JvMQYvBZ3QnPf7+oMqh1niNKq9R5TbI7Rpb2Dk6XyisTo2MZUZT7pVCcKXg3Sz41vPFd3R6i6Pg+rhvY9J/fzbilVMWc/6GiqskVMu9qUDOLRzx93oNXVeunON3COprq2qrSwZS7g4WIhnQTw+75vLW8X7D1KAr6lI337n1b5+fvnKnAUnEabVivZIj5iFbKi6WnP/r1a/+o+zyZ7JO6uxo0qwR8uhQs5q3MBaZG/EtjPoXhv2r+eDuTOxgNRfzqgIusU3P8duUqPbG2rIrFEwbnwjqpsIlbJyyi6aT85lkGKitvqHiEglc4tFSp7Ku4cFAp6yzrqXp6pUb1y9eLS+9UVN+o66ytKLsek1VeU1VRXV5WU3lrcrbpQ21lfV3ymtrymprSkGASjyyoZtP4NJR4k6qgI3DYiGVVSXV1TeA7Xfg4HossgUGaoSBGouDH6ClpjgEwkCNKFgrGt6GQwGhoCYYpBUGbkJAW/BoABbeSkQDSTgwjQTHodphoHouC89n4nk0jLSLxaag6ARYB5vQ3cUUdtJJeBgc1ETGQsgYCAkP5bIJNDJSr5U4rCqnXavVyFlMCoWMo5BxeBySRiNSqDgEsImNh+cHYw6nTtTNfvpg9es32x9erX3/zeEPP7xIxj0kdHtf2Phsf/anbw5//cfx//z49Jcfnh8fbwZidp1bYwxYjEGLOWwzh22WyG9cqTwGjc+k85kNPrM5YLOG7M6oM5DypAYjQ/nk5ExufWVsf3vu+HD11ZPt96/ufywq1buD9yd7xfpwsv/hzf7H1wcfTg4+nhx+fHP44eT/0qvnx1uPDpfv7c6srebnZ7OFQmpgMJRIeUJRVzjqisQ80agvFPb6Ag6nx2y26TV6pUwhEXZ3MrkcPJmEwKChSAQUiYCjkFg8hkQhMlj0ojTxBFx+B48n4HL5nOINm8vi8tldPR3/wpUzFPX2D8bHp4ZS/eHhQnp4JJ0ZiKXS4VjcPz2T39peXttcPGWKWAxBiz5oNoRspqDVErJYQla9xxjoD3tTQaVDq/EatF6j3mfMTA5OrEykxwYcQetgn3NmyLmad23kPRtj3vUx78qoazXv3hj3bYx7N8Y9B0vxmLWjzyuX88iVV750G7qvnTvd0FAn6OZSOZRY0s1joj//5M8hv95qZPkt3dNDwYGYLhmQ5ZKGwbiJSQTYrD2ptMtikMQCGo2EXHn188tnPj9z/tLF8poWOKqxrkon5gwP+vhsNJeJHM14FkYD88Oehbx/ZSy4OR25u5BcG/c7dIKgW+4xd7AJoJsXz0AhzZD2OmRbI7qtHt5cA22toRBgFDycjAFgQHcgjTfR7ZVKIXEopZjN+102DRwGu1J6++zly2XXL9wuvXqr9PqtshtlJdeqK25Vl9+qul3aVH+ntqa8qqLkTlVJZdnFxvLrOEAjBQHAQlpA7Y21tRVNjdVtrXWAtno4pBUGagS01IDaakFttaC2OwhwMwLcCgc1I8CtOCQIiwDBQS3FEw0DYBFAJKQVA2sjokAkNBgNacFAW+kEBIOE5FCxPDqeS8PR8HA8op2CB8lELJmYS6eiEfBWGLQVjYbgsTACBoJHgbk0LIuKIeJRDDqJSsGTSVgsBo7DQXE4EAEHhQGbIn7beCFl1HQd7s6+f7X97sXK1yfb37zdSwRtBGRr1Kc52pv66ZvD//PTs//+8fifPzx59GjFG7PqvHpD0GqIWE1RuzlqN0ft+oBJ6zXo/CZj0GIJ22whmyPicEWdvrgr2ufPDEVHCqm5+eGttfHD3dmnD9fePNv98Hr/48nBh7cHH98e/h5QOvjf5uTg/clB0YIvcvVHgP3BweLO1tTyb0Ngqj8TjSX84YgnHPFEot5Y3B+OeP1Bp8trtdgNOoNaoZL2iLs4fB6ZQcMQ8DAUsmiv4whYKp3C4jA5PDa/gycQ8nlCLreDw+ngcPhcFo/D5LA5PFZnF79XLlLr5Ba7zuOzR6L+aMw3NjE4MZUbHIqN5FOjhdRANjo5Pbyzu7q6Nj+QS59y97mdSbcj6bEnPPaYyxGz26J2W8ShcxsDfWF3yi+zqbVek8apz02PpPMZi98WTHoG+l3jA7aVvPsPqH4TqzFvsXZng7NZq1VGy4Us107/qZuHJ+OwarU8kXRls/50wmLVdX/xyZ/ZDGS236DsxucSzoRf1x/TFbKO+fGIRSNgUdsQ4GoSut2qF7ApgPN/+9OlC+cuXLmsNOkNNqNSLlR00wuDfqtBzGehw17V0kRkdtg9n/ctjweXC76NqdDeYtJv7klHDL2dcJOSV1FyuezWJQC4jkyGY1DtVeXXamtvNbffgYKbsEggi4ZlUdEYeEtrbRmxraGHCk4HJbOT/nTczuvsLGmBn7tecuHc6ZJrZ0uvn79dermy/Erl7au1lWXVt0pqSkvLSq9X1ZRWlF1pqC5pqi1taa6ov1PWUHu7sfZ2S0NVa1NNa1M1qK2usfZ2S0Nle3MNuK0O0l6PALciwK2glnoooAkOakGAWxGgVgS4FQVtR8MACHArDgEkocEEJBADbSUggQQkkIZHsMhoJgnNIqOZJBQW1ooA1dKJEB4LL+/l83lkChmNRABAgAYEtBUNA7BIGAYZQ6PgCXgUnUbE45AYNAyNgpGIODwOCQO3aFWCmamIWcs73Jr48cP+39/ufP/+3j++PszE3Th4c8Ape3Bv4seP+//94/GvPx7/84cnDx4ueaJWnVevD1p0YYshYjWELDq/Ue83mYIWa8TmjDs9Sbcn4fYm3IGkJ9oXSA2Gh/LJ8YnM4lJ+e33iwd25Z4/WT57f/fjm4OuTw49vDz+8ffDHOvj9ycGHdw8+vntQHPzevz0oLrj+1bQ42Jvf2phYLDqBuUS6LxKJekMhd/EbOfFEIBL1+kNOj99mc5qMZp1aq5BIRXxhJ4PNxpPJSCwGjkahcBgCCU9j0NhcNk/A7RAKOroEPCGX08HhdHA5HXwWj8vi/s6VrEellZmsGqfbGgx54olAOOaemMoVxjOZwdBIPtU/EJpfLGzvrGRzqUQ6fCoyFAplg8GBkLfP7056nDGHPWK3Bm2WgE1t03nTIVcqILeoHRF3aqTfFnD4U/7UYGhkJDKe9SyOelZG3UW7YmnYsThkn89a1wqezQn/xoR3ezbsUDKm+jzAuhJAY9nK9PD8eHK0Xz+eMQxGdZm4s76mpPT6mdGsz6TmjmX8hX5fOqgdSlqHknaPUVx/p/TqlfMKaXevmEElAk5/9ue/fXmmvr46nw2rJYwePlEv78gEzX0ReycXb9TyF6ZjC2P+hbx/aSywNhHcno3uL6bSXmXCpzQqqGwyRC3tkvSwDEZhVxexW0jzei2dXVyOgMlmk7gsPIeF6+SRO7l4AQvLJqExoDZY0x0mtl0nwab9Pfm0x+WyENm88ub2r65ePnvxytkLNy9fvVFadv32rYtlNz8vK7tYdutmyc3LFRXXKiou36m72VR3q7n2dmNNWXtjJaCpCtRSA2lvBLXWg1oboIBmUGs9FNAMbKmDApqKUGHgQBwSjIK2YxEgPAqCQ4LRcCAG1o6Dt2NhbbD2emhbHR4BIGMgVByMTkAwSSg+g0BCg+HAOhSkkUaEdfLIXR00AYfUwSfjMSAYuBEObkJB2whoGBwGpFEJFDIOh0VgMXAMBoFGwyGQNmlvRzzmEHbiuwXYxfHEzEjgyf3Jnz7u/fLN4cxoiowBeG29+9v5Hz7c//WHxz9/9+iXfzx7+GjFG7XqPDp90KIPWYxhqzFkNQYtlojdGXN6kq5gxh8ZCEb6/ZE+fzQTTGejA8Px/HjfzGxudWVsd2Pq0f2FF4833728//XJ4TdvH3z97uHHdw/+NWbx8e1hkas/khbF8+TV/RdPt48fre3fm9tcH1+YHxob6xsYjCaSwXDEEwy5whFPkatozBcI//90veV3I1e6t91nDszJJNOhDlOH04xuspvbzMws2bItS7YsVlWpQMzMzMySmaltN6WTocx5/pf3g5I+eWY971r3qrXl5a/Xun73vfeuYrBBGo1JmaWSpqYJo/iRnsHels622sa6R1Xl98ofPKx8VFtf09LW1Nnd0dvf3TfQ2zvQ09Xf2dHb0d7b0dbd2dLR3tLe+qq/miDiyZQJBosCgAwEZQvFEIIxdQaJ3ijhizgSGeLyGDU6sViKyFWCY2IDX6BBEDkXkoAcIZuB0agwlQLNUSDqLECdoE2DUoSvEQvUYhYPgMWISMVX6gQmq8RiwJw6IGgEA3qWV0N3KefcKqpfxwwa2CEjJ2Bgxh2IgNEvYuKIwy3H//sYQiNEbDybbDygndHzZzQSYLC75o3XjjGpBPbcEIPYo+bThMC4ijejE9ONUk5zY0VdXTWDTm5qvN3e8uD4n/741nsffP3VJ3Le7AyuYbD9IZnQPTfWqRZxetorKKRemwGy69hOLeDUsv1GMGpHEw6eWw0A5G4ZNvHen49V3r3Jpo2TcA1Njy7dv3G+tb76zs2SGyUX790r6eisJZFG6LTiawAHx4g9QyNdI4O93S2NTZW3K+9cqq+4NotrFgPjYh6NTKc09vVeuXPrs++/PfHZp29/+NHxEx98/ulnn73//leff/bd11988+WnP3z7xfnTX5079eXFs9+WXDp97tSXJZdOX79y/vrl89cunbt64czlc6euXTp79cKpaxdP37hy7ubV8yUXT98quVB2/dLtG5eLHntw50bVg9JHZSUVd6+X37l27+alspJzD0qv1D4qa6q+31h1r72hoqX24aN718qun31Qeqny/vXGqju97dW4wdaOlsrq8tLy+zfvll29XXq1rPTag/tl9+7eqqy4f7vsxv0H18vunr9ZehZBGQq58E7prabaB5Sp3u7me+DcUNqv+ttRxmmUVD+8zpwdzMYNz/dTf3+x+NfnCz8/X8rnPCCfToZmZhDaLEotDgPpPAZbxAElACaDRBqeRMOTqDCxEhUrUblGoDVITGaZ26kN+kzJsGUh49lYiuxvpg93ckc7ucPf2am4+fsvsfDVszi0WMj7knFb0K932BV6vUgmRzE+wIVZEJfBhZkIykZ5AIpxYJQFcBkMNnWORp4mT45P4PtHBjp6OxpaG6vqqx5VP6qsrWxoqm3raO7p6+wf7Bkc7usf6u0Z7O4e6Orq7+7s7e7o6e7s6eob6B7BDU5M4UmzkxQakcmaA0AGF2ZifLZABCIYQ6sXG0wKi02t0YmlckSp4ctV/GMyA1+g4mIyEBZzACGLxaMzUDoNptMQBh1mMjAWFaGCYhAUAQIVX26QasxSo0Pp8ht8Xo1FzQlbYL+O5dXQi/EvZOSETWDICAaNrLCFbVfOzeHqVQLa+8f/2FFVlrJjTukYbfhB3a0z1XcvAYzhzz5+89qlsxw6fqy/0qpkO7Qsh5ZlUTCU2Exr030crkcmBRvqruGHG789+dlb77z5zok3mAzCFL6FMt7Cnu5urbll1QtwQ81CmOTScz0GwKMHPQbQrWX5jUDUCmc9MoTSa1Yzrpz9/M71CyhnCpnr76i+UX6n5M6ta7dLr05PDfKxOZA9IRHQpPw5FCDA7HEIJENcAggOcQECRKcxZ+ltnfV1LdWPKm/XV19njNVizG6pkoIJZqem8R3dfTfLqr/88tTJk1++/+nn73z0yTsffPLhp1+e/OKzLz774KuTn3z3zefff3vy9A9fnz/17eVzpy+d+eHC6e8unP724pnvz5/6+vK5Hy6e/e7Sue9LLp6+fvlsycUzVy+cun757I0r526VXLh19ey9mxcr7l6vK7/9sPTKg1tXKu7eqCu/XV9xt778Tlvdo9bah3WV9x7cvlp29cyda+ce3brYXFXW1fxgqKeuq62qtamivvbh3Ts3Htwvu3fn1t3bN65eOX+77FppWUnZ3ZKr10/TGJNqtUgswsgk/MhQG36og0ocRlmEbETjd6hrHt1gUQZzCeOzveQ/flz624vFv/+8lst7UCnAFLIYYpAp4rDEACCFYDnCU/FFGr5CJ9CYJRqTRGsUa/RClU6o0UsMJrnNqvS6dSGfKRmxLma9m8vR/c10MQc+3s0d7BcO9vK/ymov//g3fRUz4f5Otii0nc3U2nJkPudNxKwBn85mlWk0fLGEi2IciMsAIToXZsIIC+MBKMbhIiwAZrAAGo0xO0MhTkyND+OHega7W7ta6lvraptqahqrm1rqOrpa+ga6Bkd6h3H9Q7j+/pG+vuHe3uG+vqGB3sHB/qGB4dEBwiSeTCHSmLMsgAJCDIjL4sJMFGPxhYBQDPL4oFIpVCj5MgWq0QlVGp5KKzymMAokGlSg4GJSCBZxIBEbFLIhIQiLuYgEweSIQIOItJjCJNLaZCanyuHReoLGYNSeSrlcJsylZkYtUNgERC1QyMjxaugBPStsAsMWTsDIClthykiNVkQrL7ty/osPfFp2X+3ZL98+9tnxP/7534/dKT19/dq5b09+rpawGMRWh5oVsEBeIztghuwqFr6/ZrivxmFC5IIJEq7p7tVLn37y4evH/2t8cojNJPDZ47fOfvzll+/KpADImtRKWVYl265iWZUMlxbw6DgeHTtoBLNeiZA1KOKOD3fXfff5e5TJnpGu+30dD6tq7jysvkflTM/SRkCAoJQyDCrAZcH8DmHUI4q6gIgDDlh4Lj1sVTNUYjKHOclmEBAuhcGYGJvo7+9qxHc09LdWjvbX0Si9IHeUQh2fJE+3Dfffa2q+cO/h5+eufvbdqXc//uitDz54+8MPT3zyyYmPPv7m5Mlvv/j81Ddfn/vhh9PffHvx9KkrZ7++cuarkvPfXT333dWz39+4dObG1TPXLp26ceXsrSvnrl04XXr5/O2SSw9Kr90vLbl363LZ9Qu3S84+Kr1SV15WV367ue5RQ8391saKyoc3S0vO3Ll+9nbJqbKS7+srbnS3VrY2PurpbOhoq6+tevjofml5+d37j+7cKr1+p/TGlUtXH1bUM1iMKdIIJpgzWwVSKTQ7Mz43S2BQJyAmQSma0yvQpqrbc8TuTEz/fD/1jx+X/v5i8ZefN7a3klIthqkxVCtANTy+li/UCSQGscIs01jlRofS6tJYHCqLXWG2yk1WhcWmsjk0bpfO59GH/eZ0zL6U822txB5vZQ53coc7uSI2xSqq6WA3//g3Zf3eXb9ylfUkYla/V2sxS5QqVCAEYIQFQnQApEFcRrHFQlA2F2VBCIsDMRisOQqVTCRNjIwN9Q33dvS2N3c0NbTW1zXVNLfVd3a3Dgz3jOAHRscHR8cGh8eGhnCDg6ODQ7jhYfzoCH50jDA6TZ6k0mdYABXg0mGEjaIAxgMEIkgk4coUqFIlVCgFSrVAoxdp9SKdQaTRi45pjGKlTiDXCuQagVTFEysRkRKRqDCZlq/QCpQGodYqMdjlVpfa5dP7Q5ZwxBpLOFIZz2LBn40YHCpW0MgJGTlhExAycvw6ZtDADBhofj09aGDHrIiEOQKS2lkzPSf+8xhI6r/w7ZvH//hv77zz3mtvvfXn9z/46tT3x4//O8YcFTEGkZmuiBkOGoCQkR01AyL2ZN2dcyMt1+GZ9vuXTn7x7vELV2+c/PqzGWIPSButeVj26aefnS+9NjreqxDT7Dqj8NCYAAAgAElEQVTQYcTMGsiiZNnUHLcedOvYXh0nakeNYjKV0M4Hpm9c/Hqwu/r62Y9aq28+uF/CAsjT5D4MmTSqWEYVy6ZleYygTTGnRHAidh+P2guTe7DZHhV3SA72izljGG0Ipo2AjHHqLH5qanCKODgxOdDX39raXlfbWNHYXNHRXoUbaaXPjiKsaSFIZkOTFA5hij7WMzFQ3dP2qL25vLWlrKr6VkXltXsPz1+/derC5W+/PfXNNz/8cOrc5ye/+ezkN19++dUPX3x68ftvrpz9oeTCqWuXz5TdvHTrxsXbpZfv3b7y6F7JvbKLd69fuXej5O71K+X3blY9Km2ovddW97Ch/O6j0ht3b1wtvXa2tOT03esXax6UNlbeaa6+11p7r/ZRaUNNVW3NgweVt8ru3zp/seRhebXdaz16vi0QMgj4dgwkw0wSizI2NzMwQWhl0UZEMEXApbXU3uFQh3Nxw4vH6V9eLv/yYu1vz1d3t1KhqEVjkSrMYqVVorJJ9U6Fya22eDQOn85b/IxIQOvyaVw+ldun9XkNfr8xEDAF/KZIxJ5Nulbng9ur8YPt7NFu/nAnt/9b/DvcLxzs5R/v5A5380e7+cPd3OFecZH/na+i8zlvPGrxeHRGs0SuxPhCCEJYAMQAIXqxxSpOBVEUgBEOCDHZHBqNPkOemRybGBka6evp7WjvbG1qaSyerujsbh8Y6h3BDY6ODeHGh/CEYTxhCDc+hB8fHpsYIUziiNMEyhyJyaJAXCaCsnh8SCBERGJULEGlclSu5Ku1Qp1BrDdKjGaZ0SzTGyV6o+SYzaEyWeVGs9xkURrMcr1FZrDIDFa5ya60ONU2j9YZMHhDpmDEFok7kylPJuPO5wMLS9HVpcjWYiBo5vl1rOL+VZGrsJETsbDCZpZfx/RpWX4NZ3a4Wi+d+/6jN2+e+fzUyTfffO3fT3zw4Y2Hd/tH+yg04nvv/+nhw5t6KXt2uDZsQfx6TtDADhqZBgUw0FX73Rcn3nnjj2+8/vofX3/zv9/7tGuknwuT8aOt3V3N02SSRI7JRXSzgm5XMd0m1K7j2tQchwZw6QCvAfAbwaAJjNow5mSnApvD9dYNdVef+vqTq2e/r7hTohJy+torrHq+QUa1a1gaEZlL62PNdBJH64E5HJc+Bc5NAXNTrNmxoZ663vby1sb7HW2VfX1Nff2tIDADsSe4wDTCnQU4ZBptgkoemsa1T4y04YdaR4daJia6Sfh6xmQTZbyROtlOI3azZgf58KwAnVNJ2CoxQy2iCXlkKkykwNPTwOQ4c7x7sqcV11ve2XG1ovzqw0fnb9/++srVs1cunzn9w5mzpy5eOn+l5PKV61cu3Tx/7e6FG2Xnbt86V333at3dq3UVd5prK6se3Lt368bNKxdKLv5w9eIP926XlN68dP/+zfKKOw+rbpdXl1beu1lRevN6ydXe6YlANrS5GlHJGG4Lj0Jon8V1UImDU+N9rc01NVV3B7vrYfqYCKaN9jWJEHKxv/rl5fI/f1z75eXG1lo8ErVG026bX28PGlxhkydi8UetwZg9krDHkrbi223DMXMoZorFbImYMxF3JmLOeNSRjLvmM96NxfDOevJwJ/dkr3Cwnd3bSu/uZPZ3sof7hce7ucc7+aPd/JO9wtFe/nC3cLSTO9wrvDrEtLoUKWQ9sYjZ5dYaTBK5EuUJQRBmccBffcWFmcU0iKAcBAW4MJsD0BlMyiyFSJjCjeAG+vq7Orvbm1ubiucA2zvb+ga6h0b6R/CDo2ODuPGhsYmR8cnRCSJ+cnqMSCLMzBJpdDIA0lGMwxcCIjEilmASKSqT85RqvkYn0hslJovcbFVYbEqLTWm2Koxm2bFAyOzxGVwevdOtc7p1Lo/e6zd6/UZfwBQM20JRWyRhj6dc6Ywnm/PPF4LLi6GV5djyanJ9Nfl4M1UIG3xaVtgExGxwzMoNm4CIGQgZWX4dPWhgB/RA0s6njtZKwLGB5gev/9uxz97/07vHX//wo3dnqDiFiGqSM8rvnP/gw7e1CmR6uE7Ln/HrAZ+W5dfR3SaOSsQg4YdLr5e9/8nJL06dLW+sm2VMOewSpYQuFTAVItBlxPxG2K1m2BVUh5pj14B2DeA2cF06wKVhFb86l3TyJRy8jDtNm+oZG2g4f+77jz54+9qZz9wabm99KcaeCFlRr4EjAvEiiADSR/wOUSYiToWFiZA4EZYmIrKgR+Q0CVUSlphPQ6CZCUIvcw6H0vEicErEJSpFFLWUJuRRQHAaYE/xEQrMmoSZExBrjE4dnib2ESb7BvE9Xf2t3Z01A721BFzL2EgtkdAwQ2hi4tvY410IeQgmD6nhWaOEI+fTFUKmXgGpZRwhSoZ5jCnO3OA0oW1ooLKl7fqDinOXrp0/e+nS+YuXz5wvvXT59sVL98ouVFVcr6ksrX5088al76+d/6b0ypmykvM3S87fvX2tsvLB7bKrVy+dKrl1r7ZzWKpX7j72R8M83GANfqhaIaTwAOLdkrMDPfWdXfWnTp0puXKjruL+1GgLcxZHGu+V8ecKSdPLw+w/f1r55eXqP35c29mI+/26aMKRKgT8UXMobosmHfGUK5X1ZPO+fMFXmPflC75szpPJuXNZTy7tzaY9mZQ7nXRlM97lQmBrJfaquTrcye1vZ38dVxTT4G7u1znhbu5oL/9kN3/0O18V7zIWudIbxTIFgvEBgMtkAzQOQC0qq4gWggLIb8pisuYoc9NT02P48eGBod7u3s6WtuaGpvrG5obW9pbu3o6Bod7h0f4R/ABufIgwhZucHiOSCWTK1OwccZZC5PEhFOPwBYBIwpXKMJmcL1PwFCq+Vi8ymCRGs8xiU1rtKptDbbWrioAdS6fd8bgzGrFHwrZw2BaOWKMxeyzhTCRdybQnk/PlCv75heDSYnh1KbK+Ettai2+tp7e38rvbhaPdwt5KxKthBg2suA2O2+Bir1XMhFELFDZBSSemw6bmcPU8Nu7tP/3h7T//6f0Tb7/91n98dOIP1be/V4BjpOHG1//z2MxkPxHXSsa3eA2QR8sKGFghIz2oZ/l1PJtKxGHMTBJHRHyKRkrTy6hOLQdljJBGGpnELpQ2KIfGdQKySca0qgCHDnQbYIeGbVcxfAYgakXjNswqpXCmu2iT3eN9jWP4rqrqG9cvfzE5WqsSTLfXXuIzBw2iWQEHz5juVgjndDKmHBzNeARpNy/r5eW8gpxXlHYLk05e1icu+GUZryRq44dMPL8RsSgYGiFJwZtSC2a1YoZBwfHaJXazwKDlqmWAmEcT8+gCjM5iEWm0iZkp/CxxjEOfhhhTMGuKOTtCJo2QpkeIxGE6k8QB6fixPgK+k0joncB1zU4NzUyNsGZHJeCEVjjn0HCDNrFLj6q1CpZQOMlmtIwN3+tqPV/9sOTO3YtXr12+cePKjbLvzlw6+c3ZH747deqH06dOnTl3/sLVayWl9x71jpF1DtPmXnI+b4bm+roab0vFrPl5n1bHM5oUTc11ZWWXOACZA3CuXy9rqK0h4Lr72mt726swcDIb1/94kPnnTyu/vFz524vlnfVoNGIKhoyJlKuwEIjErLG4LZ1y5TKehbx/oeBfnA8sLQSXl0JLC4HFgn8h75/P+eZzvkLWu1AIrC6Etlfjr7gqMvO/UO3lD/fyh7v5w53s0W7+yX7+6f78k718MSLubKTWV6KFrCcetXq8OoNJIpWjCI/DgRgszhybQy0q67c0yIERgAuzIS6LyZqbpRCnSON4wsjgcF9XT0dLW3NDU119Y11LW3NXT3v/YM/gSO/QaN8IfqD4HgsyZYpCI1Go00IhVyLDUB5LLOUqVJhCxVcohUq1QKMT6gwivVFssshfcVVEy2pXHVssBOZz/lzam0v5silvNuPJ5/yFfGChEFxaCC8vhVdXIhtrsc31+M5aYm8j9Xgrub+Te7y3dPh45en+8k8HS3m/xKeh+3XMgJ7l0zJ9WkbICEYtcMQMRi1Q2MSJWzHGeLNJRTt76vP3Tnz84Qfvv/baH44ff/2Pr/3Xl1+dHB8b/Pzjd+6VXoBYxN62hzY14NVzgkZOWA8GdcyoiRm1wwYFA4WIOvGMHJ2aGmnqaSufIQ72ddW1Ntwf6q0b6qkZ7a0FKIMWJceqYttUbJcOcKqZHj0naIQiZm7MjrKn26Rc4r2SHyZGmmdnh0sf3Prj8T8O9TcaJTQSrkknZXJmepU8Mmmkbhbf3PaolD7WvRQyzrvl8w5ZzirKuPkxK5S0wxkXmrJDKQcWd/DiDn7Yxos6xVGnNOgQBh18nwUNWLCIXRC2YFErmHJCWb8gaOG4DAy3hWMyIHodolNDWiVg0iFGNaiS0/jYlFBA1mhBBJtGMCqLQ4cQNhdhscE5FjBLZ02xIPIsnTBDHacyJ8nUcQqpHwPGdSqW0woHvfyQX+j069U2pcqpEFpkM0JwhM3oJM8NUBlEBEF0KkPIG8j7VzetsSAfJHd31VdOTTJikUTILh3oeAgDEzaLmMudu3X9FAKSt3aXJApRe0/n/UcV98uuNVeXMWcHcwlj0Vf//Gnlrz8u7axH41FTLGKORszZrHtxMZCIWbNJRz7lXMh6FnO+5YJ/pRBYzvuXcr75jKeQds2n3Ys571LOt7oQ3FqJ7m2kXsnq1/2r/UIRqsd7+YPdwtFe4Wg3f7RXONorPN2bf7JbONjPP97Lb2+m1lai+aw7FrW4PUVfoeivvprjAHMgRIe49OJgkAuzYYTzyldzVNLk9BhufHhwuK+rp725tam+sa6uoa65tamzu623v6tvsKtvsGvgtyv3s9TpWRpJIEbkCgGCMSUyWKXhF/sorV5SPGOh1QsNJrHJInuVA60Olc2psbu0x1aXwssLocVCcCEXXMgFF/LBpfnwymJ0bTm2sZrYXE9sbyR3tzL7W9nDndyTvfln+/NP9xefHa4+O1x7frj6l6frj5e8AT0nbAIjJjBiAiJmMGz6tYrJMGnnweQuITjS11713Vdf40YH3n3vrf9++/0vz10pq66fYdDu3r726Udv82BaT9tDITTp1QM+LTtoxAIGbsjMsqlIfAgn4c2yZgd7Wu7iBmsYlCGYPa2VY0JkViqgweyJoa7KgbaHPBbBZUCcOsih4bjUTJ8B8GlZYSOY8QglnGGDhN5We/uHk+9WVpQ+qqmoa2uanhqVIxSAMhRwSGnEbjGXKIOJKHOsoe5ee2NZ2i9JOLg5N5p18dIuYcLBi1qRlIuf8QiSLl7AyPHq2R4d4DOiAasoaMXCNiRsQ0MWxG+EvAYgYEHCDoHbDDuNXLsBclpgt5kdcsIhBxx2oimvMOWXJkKabMywmLEGXZKoTxkPKINekd8l9LmEFgNk0LANGkAjB2QiukxMl0sZWg3IF3G4KAtDGFz2DI00xp6ZhGeG+dRBNTppkpBjNizlkoRtWCYgzQclSQfXKZ+Eic29VQ+66ho4dIbfp0ulBQCjueHelco7p8dH6gwakMclPbhzgcXEbe/EZQpwdLwfRMBHD++WXjszR+zJxvVFrv7x49JfXyzubsTScWsiaknEbamYbSHnW10MZ+OOQtI1n3LPpz2LWd9ixruQ8c6n3fmEMxu35xKOQsq1kPGsFAIbS5Ht1fjeRmp/M/14K3OwnX1cPMq0lzvcyx3s5w/38kd7+SfF2s8/2S8c7eUP9woHu7mdjeT6cqSQ9cQjFrdHZzBJZIpXvqJyACoA0kGIAYB0iMuEuKwiWhCXxWJTqTTyFGm8mAM7u9uaWhrrGmrrGmqaWxs7ulq7ezt6+zt7+jt6+jtGcAMTUzgiaRwTcKVyPowwRGJIpeYbzVKbQ2m1qYxmhc4g1uiK4wqxwSgxmmUmi9xiVdjsartT43Bpjq0tx1YWIytLkeWF8MpCeH0xurEc21pJ7Kyn9jYyj7dyhzuFp/uLT/cXnz1eenG48uJw5fnB8ovDlR+PVn88XH35ZPXHx4W4Sxo2cWMmIGYBIlYoaoGiFihm5cbtSMQMxmywSUImDVbJoemP3vwDeWpAJkdIs+Mony6VsmRi5uRo52v/eWxifGCG2DM+VG2W0awyhkvNdqqZJilVyp2SwFMShNTdWkGZ7kBZnYyJytHGa10PL1PHmjH6gF3N1ImoUwONI53VEpTsMWEONcetYXk0rJAJjJihlBPV8iZo050KCZvGIKIYXS6ek/GmZCiJPTtslFITHolTxwWpI+TxzonRjt6uNoWQlfXLE3Zu2sNLuwQ5hyDrEMQt3KxHkPUKsl5hyAQFTGDQwvWbuAELGrBhATsvYMN8Jthvgv1GbtItCloQnwkK27CQFfUaIa8ZDtn5fisasGJuA+Qywm6bIBlUR13ChFuQ8fAXwpLFuHIxrlpMapczpuWsZSVvKSR1mZg2mzBnEpZwQOewyWxmoVEDGXRcvYWvsoiUGlgm44hELDZ7CgRnYC6FTidwgOlp8ugslTjLmAExSKKR2F1Sq5E5i6+rK71459KFxvrKjq66rr56oQRAubT796/N0obWV3z4gfquloq11VAg5K6svE+a6s4njT8d5f/x08YvP638/eXS3kYsl7BnEvZsypVLuHIJ12LWv7YQycQc2bizkPIUUp5cwp1LuHMJVzbuSEetqYglE7MVUq6lnG85719bCG0uR7dWYtur8Z21xO5GfG8z8Xg79Xg7dbCTPtzNHO5mjvYyR3vZp4/zTx/nnuznn+wVDndyexupzeXoYsabiFo9Xr3JLJUpUBhjs0Aai0PjAHQ2hw6ATBBighCLC7OKaIEQs8gVkUwYGx9+9R7p2vrq2vrKxua69s6Wrp723v7u7p7O/oGeUdwgfmwIhJh8AcThUPg8tlSKaLVCm13p9midLp3JotIbZRqdRKMTa/USvV5sNEhMJpnForCY5Varwu5QHdtcS26sJtaXY+sr8a3V5M5aam8js7+ZPdjOH+3OP3u89Pxg+RVI/xdUR6svj1ZfHK789dnaetYZMkAxMxA1A2EzGDZyYlZu3Ab/ei/LwI7aMRq+3iyml136+urFbwMeldMA6WUUg5QsRwgyeOqzD964ef2cXMwa6a1QYNNKlKgVzEjhSTF3SoqS1GL6NL6FNFo/1PHo/HcffPr+nz448drbb/7Xu2+9fuXidxUPr6okLLWQNdBeQRhuUAnnAha+S812quheLTtsRjwatlVGJ442cRjjlNlRGmVYik0apTN2JSNkEcQdvLiTF3cK4i6xVcFSojM+ozjtVWa9grQLSbl4GZcg6+ClHVjMyk27+Tm/OO0Rxu2Y3wBEbEjQggatWMwhiDkEYSsvZOMFLKjHCLn0kNvAdegAh5bj0AJWFcusZlq0TKuObVIzjCq6y8yNeKUOPeg1gimvKOcX5fzi5ah6PalfTxm3crblhDHll2Uj6kJct5Ay7G0EDneiW8uBzQXvcsYynzIkolqvT64zSWVKTMCjqcQMo4zpN2EWFd2iZriMsMuEKYRUgD5EGK3EDVbcufnD+bPfXSy5jhsj1NeWP6q4NUPB8YUsLjR3/8410mR/PuUiEYZuXLlgtSnXN+a7OmuJ4235uOnnp4u//LT1Pz+v/f3lyt56LBOzpuP2dMJVZCkTcyxkfCuFUDpqz8QcmZgjFbElw9ZUxJaKWFMRSzJsTobNmZgtn3TOp92LWW8RsJVCYHU+uL4U2lgOri8FN1fC22vRnfXY7kZ8fyt5sJM+2ss+2c893c8/3Z8/2s3vb6a3VmJLWW8yanV7dEaTRCpHEB6HDTFYAI0N0NgcGggxftu6ZUNc1u9zIJH86k5+S0NTQ01ddVVNeV1DdWt7U0dXa0dXa3tHS09PZ29fB50xC0LMWcokCNH4PLZcjhoMEodT7fHqnS6dyarSGaQqjVCh4ivVApWar9EItFqhTidSqwVardBokhzb3kgXa2czs7eVK+L0ZG+hSFRRUEWi/nVxtPrj0cqLw5Wfnq492UqHTGjUDMUsYMzKDRk5ISMnYgbDJiBiBkMmIOHgCRn9fFr/DL71/bf/WyelB/UUiwDnV8/IgWENj1j14Op77/5JgFDHBhvYlEEFb0bOmxEjJAlKVotoIi6RjG/ub7718Vv/8e7xN48ff++N995757OPP/r8m2+///72nZLy+1dVYvYcsbe37QFIG/GaMKcGcGtYHh3gVHNsMqbfyKcRewmjLToVaFRznGpmzAZnnPy4FUs4kJSbF7XCSQeWcgmzbnHGKUxYuVk3knEjaTc/7RakHGjSDiccaNjMTbmFGY8o6xUHzVDYgvjNcMjGy/lkiyFlzi9LecUhO2pWUU0KhkFKNytZZgXLomI7dZDDwPFYuH4H6rMjiaA0F1PFPKKUT5L2iQsh+UJEvhCULoUUC0H5SkSzljDm/Iq0R7oY1S3GtMsJ7f6y42DNsbtg38rbtwq23WXn0VbwaDt0sObbyNnmE6ZEQGvSoBhE7uupnST0oDCVQZskT4+MDHZOjeFmpoiDvb2lZVdaB8r7cM0XL5xuaalgsolKFSqXoxUPbkzh25wWoV4tkAohlYKzvBzu7iifGG1Mh/U/HS3/8+fdf/688bcfV7dXIomQKRowhf2mWMCUDFvTUXssYMolXMv5YCJkiQfNUb8xFjDFg+Zk2JKN21IRSyJkigeNRXFl4/Z80llIuebT7vm0ezHnWS54i7W64F9fCm4sh7bXonubiaLHjvayT/cXnuwV9jfT26vx5ZwvFbN5vHqjWSpXYigf4HAZbIDO4dA5AB2Eir76NQdyYTYAMhhMyhyVVMyB/QM9bR3NDU31VTWVFVUPi98vbW1vau9saWtvbmltnCKOz1FJhInROdo0B5jj8dhyOWY0Sh1Ojdujszu1BpNcrRUpVHyZApPKUZkMlUhgkZgrFnOlUkQux1Qq3rH9nfzj3cLBbuFgb/5wb+Hp/uLv7fTj0erLJ2tFO71aF//heTETHq48O1x7+WQlH9KETVDUCkYt4KsTGFELFLWAETMUMcNeDZ1JaNAJKSf+/B/9LXfSdo6Zh5/qKLt7+bPrV77Gj7Yff/1Yb2cdcxY/iWtVS+hSlKTgz8gQok5EEQF44lDNdyffeeO1/3jnrRNffXOq7OGD+o7m7v6Bnr5OHK5zEt/OByb5AHGop4pEaDerQJuK7VCzrSqGSUG3yjkWGUcpoOrVgNWImFQsu5IeMUFJK5y0IwknGjRzAgZW0MhOObGsR5CxIxknknajSRecdvNyXmHWg+Z8/IxXGDJzg2Zu1IZlPKKIDfEbwYAF8ZuRjEcyH5Dn/dJcQBo0c51aptcI+ozcsJ0XsfPDNl7MJUx6RQm3IObkp3zipbgm7uQlPcJCSD4fVixGlUtRxUJYnnYJs17xSkxbCCpzAeV8RLcY068kDBsZ427BcrTiOFh07OStW3nbVsH+eMX9eNm5t+beW/ckAlKrhqEVk/gADo/vpNEndFohAlNFfBaPz2Ai5Ani8OjwQH9nx9wMsb6+srOrhUad6O2pl0ohjM96dP8qYbSRNtc/Ntq6t5XcXLYu5Gw9bQ+ncS2FqPmno8V//LT5z582/vZidX0xFPJovQ61y6r02JUBlybo1vocKo9NEQ+a80l3wKXxO9Uhjy7iNyZC5kzMlgiZon59yKOJ+HSxgCERMqWj1kzMVqxc0lZIO+YzzuJzKe9ZLnjXFgNFfe1vJQ520k/2Ck/2Co+3Mtur8ZW8P51w+PwGs0WuUPF4QojDZXAAGgAwAJBR9BUAMkCIWWyuOCCDwaJQ5qYnp8dG8YN9A92t7S31TXVVNRXllQ8qqx/V1lc1tdQ3tzbU1lWPjAxOTo319nUSJkdn56bY7FkUZUqliNEodTjVbo/O5tDoDDKlWiCRIUIxxBcCAgGAYSwEZWIYi8djCwSASAQeO3q8+ORg6cnjpSeHS88Oi8As/0sfVfz5//DV4fLzo9WnRxs/PVvfnvcE9Jy4FUzYoYQDjVm5v83cOWEjGDZyM06MS24xiOfKyy5fPf2JW8Nsf3Tx8zePvffOa8c/eH+WRvzh6/cvnv2KB9MGuquFGEkjmrUpmXYF3a1mWsUkQve9144fP3PpSmtH69Bw9wShf2y0YwzfMUPqBZjDRhXLrGDpJSz8UNP4UKNCQHFoIbOcYdHQzVqaSc4wSBg6GU2vpmnVTL2S6dAAQQM3aoajNm7AyvUYgYAZCpqhlIufcvJSTl7CzYu5sYgDTjrRgpef8/MyXl7GK4zYkIAFDVngiAWOObCIDQ1ZsaAVizp4hbA8H5DmA7KcT5L3STIeQbJIqYefdvGyHkHOK045eAWfdC2mSTsFCTua8fDzgWICFOUCkoSLn/aJ5iPKlF+SCSpSQUUhrstFNQsJ/WJMt5kxHy55nqx4dhbsGwXn9oL36Ubwx3X/s5XA87X47mKUD9Hww/1Tk+MghyIWsEEWic+lSnksNnWSNDVGnhyuuF9SV3OXDVK7+zsVSjGG0KvLb4iELJEUevigdHigfZo4XP2ozGeWankjYbekv71iBte2ELf+9HT+H39d/cfLtZ+fLq/k/V6b0mFWWPQSm0HkNEtdZqlVL7TqhRadIOjWxINmq17oNEu9doXfqYr4tBGvNuhWe+1yn10edKujfn3Ur4/6f2UsFTVnE5ZM3JyOmXNJWz5ln8+4imhtrUZ2N+J7m6lfN5G3sjtriZVCIJN0+oMmq02hVPP5QgjgMtlg0VcMAGQWWywIYsEw5/f7whNEPG5sqH+wp62juaGxvqqm8lHF/YqqB9W1FbX1VdW15QODfSMjA80t9YODPePjwzOzEyz2DIqxZDLEYJBYbQq7Q2mxKjU6sVSO8oUAgjEhhAZBNACgAgAV4tK5XDqCMFGUeezZ4fKzg+XnRyvPDpef/9/k/L5+767i+vnRr7A9OVx78WTtxX4u5hDGzFDGDiftaBGqgJ4VMrLDJjBm4mZcqA4bQ+d6wNnhD9/6Dza598wHr3/45z+/8SCVpH0AACAASURBVM77d2oqZAq4ue7un9/4dw6bPNhbh3HG3Vq2R0X36RgBPcsiIPZUX6mqq55jzXV11RDHWzE2Tg5P6ARTSmyMTWqdHq5uq7riMQsBxthgdyXExDn1iE0OODQstwmwqtkGGcOqZlnVVKOCYddBATMSNAIhAydsAgNWIOSAYx4s6kTDNjjp4ue84riLl/QIonYk7eLlPPy8j18IiPN+ScLFD9uwkAUJmLg+IxS2YTGXKOoUBizc+bCiEJBmPaJ5vzjvFmTd/KQDSTrglANJ2LhJO5KwYTmvZCWqTjr4SQcvYedFbUjcjiUcWNjMjdnQlEeUDkrDTizhE6eCsnRYkY2qslFVIabJhVXrWeveovtgxbOz4FjL2bYW3E82gs/W/c82/c82gi/3UjsrES5AZHOIWh3idEiMeoTNGp2eahMiJAlMpZOGBvpqxye6+WJAJOFGQta+roaq8lKpFFZpBTWVd4d6WqNRl0LBJxEGGstL9EruQEcVcbhpIWH+6/OFf/51/R8v135+urSQcdtNUrNeYtSJDBq+WS8yagV6NU+nwgxqvkkntJmkHodap+aZdCKTTmg3SxwWqdUoNukFFoPIbZX5HEqvXeFzKINuTcSniweN8ZAhFtTHAvpk2JSKmvMp20LWtVzwrC8Fd9Zjj7eSBzuZo93cwXZmdz2xOh/IppyhkMnhUGq0QqGYC8FMDkjnADQOQP/NV3SQy+QibAhmsX87eksg4kfwg32D3a2dLfVN9ZW1leWV5ZXVFXUNNTV1VcOjAyO4wYbGuuJtq4kpHIU6zeHM8VCWQo7pdWKzSWY2yXR6iVSB8YQAF2FwwDkGe5bGIM9Rp6nUaTqNzGJSQIDG5dKP/W/G+y3p/Uv9C06vPPb8cPn54cqLg+Xnh8tPD5d/erK6mLCGDGDCyIlZoGKXVbyLFTEDYT07ZGAFDEwavtYmo1/49oM7Jd9e/uqjN984cfL0JQiZkfHJTMrIn9/4Q093A4eGZ0y2RUyAWzXj01GDBrZFQh1pvo9xCGYVAMz0qtBJJYSn4moH6m88vPrV6c/+/PHb//nRu68hnBm9AsIP1YtQssuAOpWQRw269aBVzdFIaV4jFDFDAT03YIRDJiBkYidtcMqKJh3chIObcHDTLjRlR3MeQcbNz7h4aRcvYUcybn7GxZ/3ivJecdYrTjr5YQscsiA+E+wzwV4jN2hFIw5BxI5lPaKMR1jwiws+YdaNppxo1MottpchM+AzsOIuQTYoD1qRYoWsaNiKxey8kIkbs2EZtyjlEQUdWMTFj3tFca+oEFNnQvJCVLWQ0C4mdUsp/fai42DNu7Pg2CrYtuft+8vuJxuB51uBH7fCLzajP+5mnzyet9mkDMooaw4Ps6ZmJnsflJ5tq78NAxN9PbUVlbcI450hryoV1qskzJaGB4MD7UoVX6kTNFSXjvbULM37dx8XjGZlbU0VnTrV11FBHGlaiBn+9nTh//x1+5efNn5+tpxPu+xmqcUkNZukRoPEZJBo1XylHFHKEZUCVSlQiQjQaYROh0alQDUqzKgXGfQitQpTyLhqJWoxiKx6oUnDsxlEdqPYbZX7nSq/UxlwqQIuVdirTYRN2YSlkLYv5lxri/7ttcjj7eTBbvpoL3u4m9nZiK0tBvIZZyxscbvUBoNYIoURlF08d/vbvjAdhGggzAQRFgAzWSCdypyZpU4TiPjhscGewe627rb6loaK2srqmpqGpsa6hrrh0eExwmhTS31XT0f/YC9ufJhIJlAZMxBEE2JspQzTq8VGnVSnFskUGE8IgjCDyZmj0EjkWeLk9Pj41OjEFI5EnqDOkZgMCptNOfYvXvp9K1WsF4crxeevOP0uHD57vPTiYOXF4cqTg6Xnh0t7K5GAHooaOcXmqji0iFqgiBkM69l+LT1iASBymwwYx3fX/vexYyfeef2jL7/Ck6Z0co4UwKsEcxfOfP7tl+/pZKzpgUq7lOxWzgb0DK+OZVWwSUPNyHSnDp0i9lXX3jl349wnJz/400fvnXj37bffeeedjz/+9Pg7J2prKtUiDsggwOwJOW/GqebYlUyHhmNWsrVSmtcIBY1A2IxErFjcjkatYNgEpuz8lB0184kZB5ZzYDkbmrejWTc/7xNlPYKYjZt28bJuQc7Fz3vFGY8o5RIGzdyAGfaZ4JCN5zfDHj3o0gFhK5pyCwsB2XxQlveJC35R3s3POLCkHYk7UL+JE3WimZA8YEOCdtRvhT1mKGCF43ZexIpE7VjKI0p5xFEn32eFIy5+0i/JhhWFmDoXURahWs2aFuLazXnbk43A/rJ7d9G5s+DYXXQ+2QgcbQaebgafb4aebYSe7cYO9+Ier3qWguvra6qqunP7dgmJNNbeVlVbc//Ro1tzM6NLaTfGmWxvut/bVTdB6FWoUKWGV19T1ttaXki7t7fTBwdLC4WYTi3oaLo/O96+lDD//fni//nr1v/8ZevnZ8u5pMNukdkscodNZbMozEaJXitUyGC5lKtSoGolJpdypWLAqBe7HFq1EtWqeVoVJpdCUjGglCMGLV+v4ankXI0S0alQo05gNggsRoHNLLKZxXaLxO9WxUP6dMxcSDuWC57NlfCr6cXRXnZvM7G5El7IexIxm9ejNZmkMjmK8YDiPZHiOaZf11wWALNAmMUG6FTGzMwckTA9NjI+1DPY09bd1tDaWN1QU9dQ39DUOEbAEybHOrtbB4f7hkYG8IQRIpkwRyexQSqCskQCQCFDNSqBVi1UKngiMRfG2GyQSqGRJoljuLHhodG+4jWTsfFhInFsdnaKRiMde/Z46V+S3itNvfr7q3br9/Xs8dLT/cUnewtP9uYPdwv727knO9mYQxzUA78bWkAxKzdqBmNGMKBj+PUMk4jEILRKOdMnXv+vdz46MUaZVKpRi2ROCeB0QspwT81bfzom51HmRut5cz0+HcssJWsFRBlCmsW31938/uLXJz7/8M3jx//07om33nv/xEcnPz97+dLDmsr2vs6Oge6mpkomaWi4u45GGoSZeKuSblfRbSqWUc7QyehuPRC1wjErmnQIYlY45cQUII6GrwcpvcMdd9S8qZxfnLDDKQecdvFyXmHOK0w60JQTSzt5KRuSdGAJO5Z2C6N2zG/i+kyw34x4DFDxGTAjfhM36RLk/dL5oHQpLJ/3igoeYcbNz3gFWb8oExD5rVDQjkRcvKAd8Vu5YQeadPLTHlHKKw5ZMY+B6zFCbiPHa+bGPMJUQJoOyjIheTasWEhotxbsWwv2rUXHk83g4ZpvZ8GxPW/fX3I92QgcbAePtoLPt4Ivt0Mvd0JHW/7V9UgkblVqeJMkfFd/Z1dPO2WOoDPIQZAmwpjgHK72/uXG+nvEiX7y9JBGwzeYxG1Nj9ob7ueS9oO9zMFe7i8/7awsxTtbHtKI3WsZ2z+eL/7z543/+cvWT0+XUlGLSS+0mmUOm8ppV1tMMp1GUORKKUfUSuyVu6xmudupVcphpRyWSUCpGFDKYa2Kp5IjMjEok4ByCahRYlo1qtdgRr3AoOVp1ajNJPE7FRG/Nh40ZGLWpZx3Yym0sx7b30o+3k7tbSY2V0KLeW8ybg/4DRarQqniC4RcLsx8BRUXZnK5DAhmgggb4DJZAI3GnJ2lTk+QxkcJw/0jfe097Y1tTQ0tDXUNdeMT41PTE739XaNjg2OTI5PEMTJlao5OYgFUGGXyBIBYDMnlmFLJVyh4EinME4AgzGSw58gU4vgEbmhkoGegq3ugs2+wa2S0nzAxSiJP0GjTx57uL/7/KevF4crLJ79H6//C6Wh3/nCn8Hgrt7+R3llPb60l99YT8zGT3wBFzGDYDPx6yN0EhAycoJbp09I8GmrIBLGn2nXY7JUfPiu5ecVkkZukcxYRySKemRqsmcJ3vvfOH0f66sXQ1FhvlZI/gzGH+OwRMTTBZ43XP7z2xmt/ePPdd97/4uSVW7fqmupbOxsmiMN8AZNM7psmtouwaRlMYpCHulvKUfakQwuYpHM2FcusZGmlNJuKEbejcQscMgBBIzvhQKxSSmfV5YGeyilCq0pCiftESQ8v5UaSDjTnFeZ9ooyLn3bxUk4saYXjNiTh4CWdgpRb6DNCfjPiNXIDFjRoxYJWLGBB/WYkZEUjViTjFed8koxHkHLxYna44BevxlQxKzfqxKIOLOUTpXyilFeU8YszXkHSxfcZIbuWbVazzEqmQ8t06tkuA8dvhUMOLOYRRt2ChE+cj6qWU/q1vPlgzXew6t1ZcGzmrbuLzqN1/9Od8LPt0Mut8M87kZ93I0cb/p3N0MZaMJN2aHV83HgfymPOz/vtDiWM0AA2mUocHOyqHehrAdhENnNCrYTtVkVnW1VH08P5lOPpfvpgJ/Hy+fLyYrSj6QF1snMta//7s8X/+cvmLz9tPHuc87uUOhVq1ImMBrHZ+L9QySSQQgYrZHDRWsWymGQel1atRFUKRKVA1EpUrxEo5YhYyJGKAZkEVClQpRxWKWCNCtWoMJUC0Wv5TrMk4FIF3eqIT5eNOxaz3uWCd20xuLEcWl8KLhe8ubQjFrH4PDqrVaHRiSVSDMU4XJhZhApGWDDMhBAWhHJAmMUG6XQWhUIjTZIJuImRgdH+nsHulq622qY6/DhukkjoG+gamxghTOFIsxNzdBKTM8cG5yCEwRNyhGJIIkPkSp5SxVco+WIJFxOAAJdFY1BIM1OEyfER/PDAaH8/rm8I148bH5qYws/MTjEY5GNHu/Ovkl5x8f/0VZGoo935g+38463c7np6dz29vZrcWklsLIZX5sNLhfByPrCccUYdwuLR24gZDBk5AT3br2X61XS/lu7T0YMmkEcbhsnduK7yD987bhAxwiqKCh2Bab3Xz3507tSn16+f++rkCYQ90dpwH6ATxBhJK56xyObscuYMoev7bz+pqqvqG+wZ7GsZ6a3vb6+nTPTzWQQerd/AJ1glRLWAqBbRBzrr+juqzSrIY+AapXMWFcegYJpkc0EDO2qCYiZu3AolnEjGK6WMNgkAsgSe1fIpSacgbeOmbEDKiaVd/KxHkHHz0y5e2snLufjzfmnWK875pFmfJOrgh+38gAUN2XgBCxZxCMIOQdwtjjqFUQcvakODRjBoA31mds4vWokqCy5+0sxNObEirjmvMOsR5H3CnJef8vBdOo5Ny7EbUacJCdiQkAMLu/gRNz/pl6SDsleVCckLMXWxp9pbcu0sOHYWHIdrvhfb4ZdbkRdroZeb0Ze7iadbkSebgaPNwMaSy6QHDXo4FtEGvRIMJfGFTJNROtTXWH7/+jQRT6eOQeAUgpAcNnlPV11XW+VawfeXo/zRbuwvPy4uLYRa6u7Qid1rGfvfny388y9b//Pz1sF2ymWRaJWIVoUpFUhRTTIJJBKwBTxmEa1XvtKoeCoFajXLvC6tTsPXqDCtmqdWYXIZLBGDKiWm1Qi0GoFSgSgUsFKBKJWIQgFr1JjVIHRZJD6HMuhWx4OmVNSSTVjnM475jHMh6yqk7cmYORQweD1ai0Wu0YplCj5fwEVQ9m83RNgwwuKibC4GQAibDTHobMocnTw1M4GfHB3EDfQMdjd3tIwSRscIo1097bjxofHJUSJ5nMogsQAqhDARHpsvAsVyrlSBypU8pVqgVAtkCp5ADKJ8AITZDDaNQp2ZJhMniJNjxDH8NI4wPUacmZiZI9KZsyBIP3a4U3h+sPwvw4nf4bT0dH/haLdwuJM/2M7tb6Z31oosRVfnwyuF0HI+uJD1FzLeXNqbTbqyCUfcpwmZgIgZilrhsAkMG1kh/a+vbQoZ2X49y6WkMwlNMoR04o1jpJGmqAUidF6/dO6j+paas+dPDQy2nnj73xgzwxOjHSAN79BwXBqGU0nxaJkQfbS79RGFNIIfae/tqCTiOsf624BZHGOip6fxdnnp6fM/vPfo/lm9GprAtbTWlzJnB2JehVUN6OUMsxowyukWBSNsRpJWJGHjJp3YQkgDTg+01ZXxgEmUNuBRM9J2OOPgZtz8jPtXrjJuft4nKvhEeZ846xHmfKKsV5R0CWJOftItSvskSY845RXHPdKwWxqwCzxGxG2EPUbYomF7rVgupEw4eWkHb94rzDiQnAsrePgFryDv5hU8grxPOB+UpNyChJOfdAuzQeliTD4fkS5GFfNh+VJEuZrUrWYMKyn9Zt6ymbNsZM37S65nm8GDFc/+kmt/yXW44nmxHf5xO/JiK/x8M/x8O/Z0K3y47nu85j3YDOUzNp0Okv9/VH3ll2SFmf6sZBNI8GQDyUbYsLsJgUCI4M7AMD7TXtbl0uXudv2Wu7u7d7V7tXfPDBAC8f1Tfh9qwuZ3znPuufXlfqrnPO/7vGZX+1zaQs5ZLHhTSSeHTbhx40MafU4mZThwjdkoSMZdc3PXqcRrjQS63fB+ftz84nerK8Py5NW3tWLS1iD95Serf/797l9+v3Ow1UxFbF6n1WE3YajOjhvHSoVAGhTWOmwmh91st5udDkvAjwb8qM8He71gOu0tFsMeD+B2Wx0Os8NudruAgB8NBfFgAPN6QI8H8HpAnxcKBpBQEIv40VgQT8dcuaSnmA2U88FqMdCohjvNeLeZaNej9Uq4XAzlMr54zOkPoC4XiOEWANSPhxotVp0V0FmsOvM/9N0qVRKRlMfhM+js+VniNE/A5Sywp2ZuUxlkDo8uFHPkigWtTmq2aiHYiGAW3A443Yjbg7i9iMeHur2I0w2huAmATGarUWdQqzVyhVKiUEgUKrFSLVZpJFqdzGBSAKDGhhsvHO8tjhv/vnIpvjL97hytnh0sHe/1D7Y7o83W7npje7W6sVRZWyyvDIpLvfywkxu0s+1mqllP1KvReiVaK0fLeV81ZqlGzZWIqRI2VMO6alhXDunGwyOloLaZMFmlcx5Q+uZLP/nVcz8I4Ar9wm3C7ddFfLJayrUhqv946sGpWx/bIbmEeS3v12TdspxHlvWpnCaunHVTwZ2wqJiAfgExi4xq8gL9Yybx44mrH/z3M//1yMOPPvbI1/VagUHDu331DTb5lgfTFBJoxKP32ZRht85nV2V8+kbC2khYejmkm8ZKAatBweCzbjEJHxRCxlYabCcsXwlLLwsP8uiwiC8W8UEe7WXhXhZaLGDNFFiImCsJsBy35sPGYtSSDZlTAVPSZ0wFTCm/KebRZ8NANYVnAsZuDu3nkKUitlLCFvPwMA8PC8hiHh4W0UEe7WeRQf6+AzksosMyslRGh0VsreZaq7k3Wr6tXmA0jJ+sZY5W08ermaPVzNlG/nQjf7icOlxJn27k7+5V7+xV742qd3Yrd3Yrd/Yqpzulg43CwXbleL+7P+ouLxWX+tlOK9pqhKNhhMclk0iTBNJtuYzpd5nkYmosYp+cujwz+dEC5Rrxym/yYeMfPltaGRQmrryll1J2hpk/frb+5y92//TZ5s5KJR7EfS7Q5QLsDpPbaXHazXbciMJaG2Zw2s0up3WcZUXD9mjYHg3bEjFnKuHOZfz5bMDtsridVq8L8HvhSMgWCdmCftTrArwuq88DBv1IJISHA2jYj0aCeDziyKa8+Uwgm/KkErZ8xl0th+qVcK0cqpZClUIol/GmEu5wyOZyATabBUZMVkA3nsMHIYMV0FuseitgMJm1Wp1SqZJIFXy+iEVjkiUygUjCn5mbIs8TmGyqQMiWKwQ6ndRiUcGICbcBDifsdCFuD+bxjYG6PIjDDWE2M4RYrKDZZNEZTWqTSWW1aiFAg4BaFNbhqN5hM3jdlnAQunC8t3h2sDyWrHEvxTiDOt1fOtodHGz3RpvtnbXG5nJ1fVhe6RcWu/leO9dpptuNVLOaqJVj5WK4mA8WcoFcxpdJebNJZykG1OLWRsLciN3f2z4exxq/VyMGj4Wj4U5KmJMP/+uFF//rqd88+6NXnv333/702689/xM68erbb7zwkx//wInI6TOvx+zijEOSsstSDnkcEyNKsoxxTcaeuPLei5OX3xAzyALqjF7OcqBKnZ45N3vp7Vd+NX3rQxxUT11/b/bGJcQoCTk1uRgccKg9mNyLKwJ2RSFibmXhbgbopaz9NKjkz155/6Wpq697QHE3g3VT93Oqfg4Z5NGlkm2xgC2VbEslWz+H9HPosIA103A2bM0EzemAKRUwpvymTNCUC1tyYUshChSiQCtnX6552xlksWRfLuFrZXy1hC0V8dWqc6lkG+SxXhYeFvFeFu6kwXHVuJ9Dh0WslwObKXM9ae7mkEHBNijZVpruzV5otJzYX04drmaO13Knm4WzreLBSnr0d+vifKd8b1Q73ymfb5fv7lXPdquHW6Wj3erhbmNvq761Xlkf5utlf6sR9rgMCxwinT7HZBMtJnHYZ9WpWNGIbXrq0s3rH5IpMy+//Dxx8t1WDlnr5yeuvGVVM/eW83/8bP1Pv9/5w6cbq71syAMFfUg4ZAsGsX90LII+JOhHQwE06EcjITyVcKcS7nTSk8/6SoVQNu3NZ/3FfDDgg8NBLBaxJ2KuWMQR9KNeN+BxA34vFPDBoQAa8MF+L+T3QqEAOiZkMu6MhtFEDM+m3YW8r1wMVorBciGYz/qyaV8s5vL7UacLQjHLeLPF31dcGKyAAQCN49KwRiuXKQVcPlOllcmVYvI8gUqnUOlkDo8hlfHVGonFrEJQg90FenyoL4j7ApgvgHv9mC+Aef2o2wvbnVbMZkRwC4JZYNSEokYMMzrsFo/L4vcCwQAYCcPxGJJK2gpZz4WT0fCrbsC7x2vnhytjN+Jgu7e73tpebWws1VYH5aVuYbGd7TVSzWqyVolXStFSIVzIBXNpfzbtSyU9ybgrEXPFo85YGE9HoEoCasTN7YShGtGXgroxr8Ydg+WQrhoxqlk33GbBsz96/JGvX/ju44889PDX/+3Brz300Lcmb38kEZAe+8Y/iTiTGvE0rCIVA7q4TRaEJE6LQCclX3r3pe9++99++j8/vH71XRlvCjIuiLizNNJ1lZzNpk1CRqGUP4sBggXmzYnrb6nF5JBL67erymlb3G8KOjUBpyroUJQi5k4WXsxDKyU4hCsMMrpGSjMrmc0UNshiY2ka/90XC9iwiI95NSziwyK+XLZ383gxBpXiUCEK5EKWcgJupNFuHu/m8UYKHlbcm53woICvVBwrFedqxb5axter9nYaaqWgxYJtqeTo5bBh0bZYwMYcHgvjII92M2A1ZihHjaWouZIA6mmwU8L6Vedy07s9iO0uJQ/Wsscb+fOd8vFGfn8lPbba7+5VP9mv3xvV7o1qd/dqJ7uVw+3S8W7lcKd6uFM9GTWPdtvdRrjXikSCgIhPEYsYchXP6TCggMSOqdMpN2Hm8tTEVQCDfvGbF995+5dK3kQ6hN38+HWbRXS0Uf7T7zb+/PvdP3yyMWjEPLjR5wIDftTnRzwuYEwqnwcKB/FYxJGMOVNxVzbpLRfC1WK0Xo036/FWI9GoxfIZb7kQrFfjibgrm/YWcsFMyhsJ4QEfEvQjoQAaCeHRsC3oR3xe0OcBAz44ErbFY85wCAsFkXAQjUdtmZQ7n/UVc/4xr3IZfzLpCYftHi9qs4P/KFkAaLQCRgA0jkNBrU4hVfBNVq1Gr2SwqAwWlc6kMtk0Hp8lV4iMRiUM6e0Oq8eLBEL2UMQZijiDYYc/iPsCqMcHuzyg0221Oy12l9XlBp1uwOeDQwEkEkITUTSdwLNpeyHvLBfd1Yq3WQ1dODtYPjtYHk+CjDVqf6u7u97aWqmvD8sr/dJSt9BvZrv1VKuSqBejpXw4nwtm0/5MypdKuBMxVzTqDIftwSAeCGABP+r1QkGftRiH6lFjI6KthPXlsLH69xpxJawvhbTtBABJZp06Jm3ygwf/7cJT3//uJGX6lffffvbFFwBAaUOkzz79nbdefU6nZDDmLroBoc3AhdQs1MiHjYJb1995/IkHLl7+4PrtK5M33n/h5z/6zx89tsC87QAEqIEF6FjUuXd0CgJk5k7eeJNDvRZwqENuXcSjr2YdmSgYcqiDuCLp1tfiSC1u6eXAYsigFRIuvvW8nD/XzOC9DNTLQOO0aox+DunnkKWSbaXiGPNqpepcLDsHJUc7izYzcCuN9PP4SsU5KODLFed2Jzgs2oclx7DsWCzal8rOYdnez2O1uLWRBFopqJtDO1mkl/+/j4+d/cUCNiig3SxcSwKFqKkYt9ZzcLMAd8q2xYZ7vR/eWoztLSd3lhL7a5nDjdxoNT1aTZ9sFc62S5/s13931Lq7V72zVzneKR9sFU/2Kkc75Tv79bP9xvFua2etsDbMRIOAVEgBAKXBLA34rRoFVcCdKpUCtPnbt65fbLaLWoP8F8/9ZPrGRatOfOPSq7hZeLxZ+fPnm3/5cu/LT9ZbpaAN0jhwo8NhsTtMOKrHYJ0NM7gcFp8HCgeweBhPxx35tKdejnQayX47vdjNDHu5QSfdbSYalXC7kRz0CvVqrFGLl4uhVMIZj9oTMWci5kwnPZmUNxZ1hMK43w/7A0gojIcjNn8ACYawYAgLR2zxuDOZ9uSy/nIhUMj689lAOuWLROz+gM3twf4uWXoA1IOQEYRMAGgcb7nQaOUgYjRZtTwBa0HAYXMZbC6Tw2PyhRyFSmwyqRHE6HJD/iAWDNvH81SRmDMUsQfDuD+Iev2wL4D4g2gwjEei9mjMnk458xl3Ke+rFPz1crBVC3db0UE3PuwnV/qZC6f7w7FAHe0ORpudnbXm5nJtbbG83MsvtjO9erpdTdaL0UouVEz780lvKuGOx9zRiCMStoeCeMCP+nyI1wu73aDLBTqdVofDiuP6hM/YiBlrIXU5pCuGDaWgthhQf3UeoRY2xGGhYeGWw8x78IELz770bCwOOyChdIEImvkYLL586bWnnnpcqxbNTbxv1bAwi8AJSqKYJOXSiJm3P3r3JSGfOj19WSZjEIjXL334qkZKZUy+fu3N//nlSXkIWwAAIABJREFUfz/1/cf+eebm2z67cfrmhwLWdNiljXoNQafGb1cVk1jabwqgCj7p2gLpqoJ7uxK3tFJWKfOKRk6Bzfx82DDIQe0UMCbSsIiPs6xx2DZWrZWKY6ViX63aVyv25TK+WED6WXC5ZBsW8bWaa7sTGCtPJ4s2M0gzi9bTSDUF11JwNQHUU2A9BY7Xx3fz2LCI93P3tXH85UEe7eWwRgrKRYzJkL6YsJSTpmYRW+n4NweRzUF0ZykxWk2N1jL7a5m9ldTeSupgNXO2VTzdKt7dq46F63Svuree298snO6Uz3fLp7vV0732yagx2izHAlatnBWLOngCitdtctlU9Pmr6bSTSrk9c+vDQtpVyfsVct7Lr77CmJ+duPIGZhbsrxX//PnmX77Y/eLeWjXrgc1yFNKgqB6GNRCgAq1KFNZgiM6GGTxOa8gDJIJoNuasZP3NUqRTi/ebicV2erGVGjRT/Way00wOB8XN9Wa/m+u00rVKtFQIlQrhUjFcKUUrpWguG0imPKEwHo054glXJGoPR2xfPeMJVzrrLxSClWKoXAyVi5F8LhhPeEIhh8drs9khCDYCoM4K6EDICEJmCDaDkMlo0uA2CMbMEjlfqhAIRDzuAou7wF4QcEWSBaVaYjKrMczs8SKBED4e/o3GXbGEJ5ZwxxKuWMIZiTliCWcy7c1kfYVioFwO1GvhdjM66CWH3cxKP7+2WNxYLm6tlnY3qqON2oXD3e7Bdmd/q3NfoxbLK/3ioJXt1lKtcqJaiBRzwWzKn0544xFXLOwKBZ3+gN3nw71ezOPB3G7E5UJcLthuB2w2K4aZEdQMAiYHoi5HzdWQphLQVcKm8YnU+zdHAtpSSFuPGXW8axGb/OUXf/jMM9+P+Y0xh8gH8+1mrhuWMeauf+1fL/AFDD53UiG8nQ5q4k5Jyi7KuOVG6TSb+E7coXAYaSrhhwziW2/85r/+6wdP/scTj33niccefOKRbzz89f/56Q9ddhOHehPSsgOINOnRp33mpM+U8BgbWYfPrnv37V+9/Ouf3br8RtprGBRAm54qXZhW68l2mLWYQTopoJuGOmlwbGD8f8ZgEV8sYEslfKVsXy7blku25bKtl4XqCWu/aF+ueWpJoJYEakmwmgArcbCWgisJsBi1VpJwKQWX03AlDVWSQDMLDyuOYfl+mauZsrbTQC8LdVJgK2ntZuFOBm4krO0s1C1iSw3X1mJoezm6vRrfXU7uLacO1rOHG7mD9exoNX24nv9kp3pvr3q2XznZKn66Vbs7auyv5/fWc2f79bOD+vFu5WxUPzuoH41q0RAIWGUoZrz44ZtmoywSQEUCUibnplJukCcvSzikd9/4Zb4Ut4ccN299eOPj112Ycn+j8qd7G//7u73Pz1dzMZtVJwZNSsCssJpkBp1IpxGaDFLQooRBNY7qPU6L3wNGAmgq6iykfNV8oFEMtsrh8QhWqxJuVWKdWmK5W9hZaw6amX4j3W4k2s1kt53u97K9TrpeixZKoXTOly34MzlfMu1OpFzJMZKuVMpdKAartVitFqtWY/V6olKJZHP+WMwZDNo8PhS1mQHYYAF1IGSEYAsEW6yAweXG7Q5ErVNodAqZQiyRCUVivlC8MHbG7/MKNXl9SDiCJZKuVMqdSrnTGU8m48nl3NmsK5/3FIu+SiXYqkd7rfhiL72ymFtfLmyvVfbWa/sbjYPN5uFW82irdbLbPt5tXdjdqO+s1bdWxhpV7LcynXqyXopV8pFiJphJ+pJxdzTsCAftAS/u9+BeD+52ow4HZLeDYzgc0Pgnhllh2AgAepNJZ9IKk159NWIs+bTloL4c0hUDmoJfPW7FKIe19YTRaaDiOrqUPf3Ig/+M6Jg5tziC8uIOqZI7MXvlzR9+79uvvvK8DZZxyO+nPLK0U5yyCZIOsd3EYM6+wydfuvH28z998ps/evzBbz/8rUceffTRJ7/71H/+8Plf//yDS2+9+eYLYj7BpGaqRUTlwmzCY0y49CmvIeM3JD3aWs4lEsxT5qd4rDmdhLpYtMdQ5fTVd8iUK1oFpZe09TJwOw00E5Z2CrhfwspAXzVhjP2MsZnxd0GDejmsX3JUYtZqAqgnwdr9J1iNWysxSzliqsStpQRQTUG1JFiJmwdFbKlsW8xDnZS5lTC2k6Z2ytxOmbtZoJ+HejmwnwO7GUs/Bw+K+KCIb3QDh+vpw83M0WbuYD13sJ4dY389c7hdPN8tfTKq3NmvHGyVTrbr57u1463S/kb+ZFQ73a+fjOp3j9ono9rBbqVaCWC4TiJl3bx1SasSeJ1W4QIpnXXRaLenb340ef0DAY+8t79074sDCNZ8fPHliM9yvt/50931v3yy/enJUiwAGVUCk05q1Iq1ar5SxlPKeCr5glYlNBvkoFWFolq7zeB2WIJeOBG2Z+KubMKZT7mLGU8p6y3lfJVcoJYL1guhfiO1Nii1K/FOPd5pxLqNxKCTHoeLrWayUY83Gol6LVYph8ulcLUcqZTClVK4Ugo164leJzuWu14n22okK8VQJuOLx93BIO5wgTBmtkJ6ADRAsAkADV6f3eXGDEaV0azT6pVKtUymEEnkQolcKJHz5SqhViezAhrcZg4GsETMnk27Czl/qRAoFUPVcrBWCdSrwUYt1GpEuu3E8iCzvlTYWi3vbtRGW42Dndbpbvdst3e62z3d7Z7sdE+224fbjQtbK5VxHjVo5Tr1VK0cLefD+bQ/HfckIu5IyB7wYx437HLCdhtowwEMs+K4BcMsGGbBcavNBtjtoM0GYJgFRc0goDObNTq9Uinn4hZx2q8v+LWV8P1tuKWgdtwxWAppiyF1MaAxCif9qPKpJ75BuPZqxiWXsz6GdbSXnn1y6vp7Nz5+97Fv/gus50vo1+06esomTSH8KMz3gXwu5cqPn/zmEw994xsPPPLgtx7/3g+ffum3v37/yvtU5gxkEjlQlUnNEjBvqURE0vQHpOkPQT3Pi8rjdlXOpysFdZUYEPVZZRLWApd8+cPXUi5Dyqa5/u5vL334OpNwrRqw9rPwWKy6GWjMq3YKGAeHY16NY8KxjdHPIctl+3Y31M6itQRQjVvLEVMlaq7FrbWEtRKzVGLmctRcSwDNJDjuZG+nwO44i0uZ2glDJ2nopoytuL4SUZWj6lpCV41pK1FNOaKuRPTViKmdgnd7kbON/Ol69mQjf7ZTPt0uHW/kD9ezo5XU/mbmdC//6V7hk63C0UbhYK95Pmocb5VG67mj3crxXvV0v3H3qH1+2Dg5bCwtplFU5XCamaxZlZxjQ7RCPiGddVJpU5cuvsVlEdeXa3fPVn/32WbEj0zdeC8TQ+8e9f/397t/+93e8W7HY9Nr5DyVjK+SL8ilHKmEI5NypBK2XMbVqEUGvdRklgFWJYZo3Q6zzwUEvXA4gEaDeCyEx8K2RNSRijrSUUc24c4lPY1ybKlbqOdDtXywng81i+FWOdqpxJqVWOvvaFZirWq8WY+3G6kxkZYWS6vL1dXl6spSZWWpMujlW41kpRTJZQOxmNPjQzC7BYT1VlBnsWo9XtzrwwFQf3+ztEml0clUGolKI1FrpRq91GCSWwE1ihq8bjAec2TTnlIhWC1H6tVYs55oN+O9dnzQTS320sN+ZmU8GLZRu99XNeoej7pno97ZXu90t3u83T7cbI7WajtrlQurg+Kwk+vW081yopqP5DL+dNITjzrDAbvfjbpdkMMB4LgFxSwIMoYJRU3/SCq7HcRxK4KYAEBnMql0OplcIRKK2DIRPeoylCPmf3QCx5txSyFtKaKvx4wG/i2XmX/l3Zde+9VPRdy5hx+8cPnSy3zBvN6kUMu5jz/wT/SZy5CKpWDcCMPCCMj3mlmwmqwWEX/5/DMPPPTAf7z47G8/epMjous0PK2UCqiYDqsA0rLUglk+7Spq4Ao5U9cuvyFdIDgRmRsURmyynFddChk8qFzAmZuauDQ18XHUqRkUMJ14dnryIxukaCXNraSllbSObboxtZoJSyN+v17cSYNjP2OpZOtl4dWqc6fjHxTwfh7vZJBGAiiHjdWopZkCujl4jF4e6WThfgbqp6FO0tpKWhtxcz1qqkU0laCqFFAWffK8R5r1SpMecdIjTnklaZ807ZOmPPJCQN/Nonv92Pl6/mw1d7ZRONnIn24Vz3fKd3bK59ul043cp+eNT08qv98u3lsrHG6VPz3unO5Udlcz+1vFs8PG2UHzeKd6MqqdHtZ3dyqNZiRX8Ov0QqtZ6rTpBPy5VNpBody+cundXNp/frJ6fjr44+cbAad56tp76Qjyyeni//5h9L9fHOyu1yGrXCZiSYQcwQKDz6ctLNAXFugCAVMkYkulPLl8Qanma3Uii1kBgxobYnDgJqfd5HKY3U6Lx2X1eyC/G/K7wbAPjQbxRMRRSAc6tWQ+7srFXLmYs5DwlFK+ctpXyfgrWX81G6jlQ/VCuFaJNOuJdiPZbaeH/cLysLS6VFpbrqwMS8N+rttKNmqxSimSSfuCIdzpBjDcZAU14zl5ANLCqAFC9FZAY7GqTGaFwSQ3WZQWqwqAtAimdzjNPi8YC+O5jKdaCrXq8W471WunF3u5pX52dTG3sVzcWClurZZ3/q5R420cJ/u941H3aKd9uN062GqO1us7q9XNpeLaMH+h30y3q8laIVpKBzMJbzzqiATxgBf1OGGnDcRwM4waIdgIQiYQMkGwBUbMGGbGMSuOW+120OmEvyKV0ajUaCRyOZ8vYnF4DOr8HGSUVGJALfp/Y/njG1nVqLEWN1VC2iDI1fOn9CLyD77zEJU0NTVxUaNmuZw6i0lgR1W/fv7pXz/3tAdWU269DWtoPogfd0jdAAc2sD/64NX3L74l07H0Vi6K8AEtzSQmSRm3WZQrtNmLQuZNjXA2ZJPbAdGNK6+xqddduNIGip2INO5WJZzKbAiAjUKjeoHDmLXqeZ0SqhBOfPDBW3TadNglHPNq7FWMBaqVtI5jwjGpxsXibgYaFvHNpndYHHdjYP081s3ArRTYTAKtlKWXBzpZSztjaaZMjbi+GdeXgoqsR5oPqDI+dcIlz3iVGa8yahNFcGEUF8bs4hAuiNiEEZso6ZYn3fKER5kLGxcrrrVmYLSYOFnNnm8WTjfy55uFO9ulu7uVz/brJ+t50CeqbPq/vNf8fCt3d6/06XHnzn5jtJE/2C6dHTTuHLVPR82TUe38pHl61tnda1QbYZtd53IYMEgul1LjSTuNfHPu9qX11frJ8fD8ZPCnzzfciJY0camccX12vvS3P4z++uXB2lJZp17gc6kLPCabPU9nEKg0ApVGoDNILPY8l0fn8RkiCUuu4KnUQo1aaNRJLUa51SQHzErIqoIBDQJpMViHIzo7bnTZzX4P5HWDiYijlA2GvHDYh0T8aDSAxUJoIoynYvZs0pVLufNpbzHrqxSC9VJ4LF+9VmrYyyz1s4NOqteKt2rhWjlcLgSzKU8kbPN6YRTTj0flzVYVghlR3IRiJhQ1oKgeQXQIosMwgw03Ot1Wrw8Oh7Fk3F7IeZvVSK+VWOplVof5taXixkp5a7Wyu14dbdZHm/X9rcbhTutwtz3uAD7cbR/stPa3m7sb9Z21ytZKaX1YWFvMLXXTg07qQrMcq+TChZQ/HXFHgnavF3E5QbvNiqIWBDaNTwkBoAEAjSBkghErglgw1IzhFhy34rgVwywwbLRYNHq9XK0WS6U8voDJ4lAodNIcYZrLmM2GjJXw/RtZ5ZCu6FeXg9piSFsIaqphfTVsNAqnPID4me8/dvm914oJPGyX+mCOw0SzQwI65eq/P/o1nZxDnHhfxL4Vdqk8EA/RUyzqeQrxqkxIc+lYovmPrrz3s9tXfjt7+z0G6ZpaTLBqGH5cbpAQhNSP/biCOPUejXgJNAscmNKGKMIuddylzoYsMt70rY9fU0lZk7cupqNWyMSbmpwgEicB/XwjYa7HTN0MNMih/SzczyFj7RrHgePkamwYbjQ849Srn0P6ObifQ9opoJmwtJKWdtJcj+tqMV09riuFlHm/PO0WJZyCpFsSc4gDmMCH8oO4OGyT+BB+ABMGMFEAE/kRQQAThW2SqFMedchiHmUxBfRrrpWmf7MXOVxJH69lz7eKd3fKd3fK9/aqd3fKZwcdQ1TxGv91iZO6vBr47KT66X7j0/3G/lp+dz13PKreOW7fPejcPW4fH1RPjpuHh+3BMBuNow67FjCLAIs4EkMZpBvUqUvrK+XTs+H52eIXn616UJ2EQ+xUw7+/t/q3P4z+9uVBt5UUC6ksBonJmKfTSUTSFIE4RSBOkcgzlPk5Ko1IZ5A4XDKPT+XzaSIRUyZmyyUcmYyrUCyolHyNWqTXSYx6idkgtZjkoFUFgxoM0WOI1u8Bk3GXHTc47WN9M3pcFr8XHBeIYmEsGcEzMUc+6S6k3MW0t14MtmvhTj3SrATrJX8l78lnXOmEMx61+X2QzWby+1GnGzRZFBZABSE6m8PsdFldbqvbY3V7AK8P9AfgYAiNRm3JpDOf81XLwVY9uthNry/lv8qd9rebB9vNw+3W0XbrcLt1uNUcbdRHm/W9rcbeRm13o7azXt1cKW0sF9eG+eV+ZrxKoNeKd5qJC8VMIB13xyOOoA/zOBG7DUYRKwSaQMAIgkbAagAB499hgiELgpoR3DCe7AcgrQVQj2M/pVIokXL5AgaHTWHMzxGI05OzEzdvXnRComrMWPDK8m5ZOaAdH0otBVS1iK4c0lfjFlRHN0iJFMK1p77zSNiuT7tFEZTut3AM4inIyPrBk9+auHlRr+ZQZt/DzWy9dM6gIIF6jkJIuH7xVy//9PtPfvsbL7/xApU+IeZOuUzMkGVew7o0e+nFF5957NUXnvbZtXzWTcLEe2YNFwelOCDy4NJ0UJ8JGTDzApN8XS5lWcySeNCa8uuLIWMtbu1k4E4W7maRxQy2mEF6GbCX+z/HYsyodgpYqTg2Gp5OGuxmxpkY0Eqax6jHDI24sRzR5QPqrE+Z8SryAXXCKfEhPB+yEMAEXmTBiyw4AbYL5PhQvhviOgG2F1nwoXwPvOCBeT6UH7KLoy5ZzKOopMBBzb3SDqz3wqO1zOFq5mg1c2+3cnen/Mle9ZNR9Xyn/PvzpdJ65jJO/dXCu5Bf/sVx44+jxtl6eWejsDcq3Tlp3jvqfnrSPz9sH+3W7px0d7eqxYLP5zHZMKXLrsllHGzyNfrkhzur5fOTwSd3+p+dtyETX8yb6zUjX3y69rc/jv70+91iMSgSMzkcOovNoDFoBNLsHGFyZvb27NzEHGFydm6CQJycp8zQKLMMGpHDpHBZ82z2PItNYXOoXB5tgc8QijhSMVcu4cklPKWMr1WJjVqZxSAz68U4rAt6EdAsh60qBNJgiNaG6R12k8tp9bpBv9sa9EEhPxwNorEwnoja0nF7NuXMpd3ZlDMVt8ciWDiI+L2gDTOE/DaPCzYYFWaL2mJRYqjW5TSF/GA0CifiaCKOppJ4NuPI59yVor9RDXWasUE3tTzMb6yWx5P/4zDvaK9ztNs+3G4ebjX2N2q7q+WdldL2SmlrqbC5VNgY5tf62bVBdnmQXeyl+51kv5PstuKdZqzViF1IRp2RAO73IE4HgGMWBLKAgNFq0QNWwxj/xyvQCINmENIDoM4K6swWtcGo0BlkGrVUIReKRVwBn8VhU+k0IpEwMzE9eX3y9kcfv8dhTBYi1qJfVQlpq2FdOaRNu2TVsK4Z0xf86pRHFbHLhPTLdkDww8f+VTJ/rRbRqpkffPjS089877G3X3vphed+8rP//q7HJmaRX7dZOYCOYVJSQT0H1HE+fv9X//L1C795+RdqJRvQMsWki5PvPff68z/+yZPf+u4jX3vsoX974vGH9ZoFo5ImYE2CBiFmFfvsag8uDTpkca8m4tZqZfTrV9++9OEr6RiaDVs9EF/Fuy1iXsdNzF4O66WgbhLopIBOFhxXb8f5VSWs72XhlYqjFjXWosZ2CuhmoEbCXA5ry2FdOaIrhbRJlyTlkSdcshDKD+PCqF0cwoUukOsCOS6Q44F5ToDtBNhuiOtD+X5MELKJwg5J2CGJOKURpzTskKT86mLMVEpYmnlsPIU1bHg3B9G9peTBcupkPXe+Vfxkr/rpqPbJTvnObu2Tk8HJnaGv73lLcRFMiD75vHewV9ncKIw2y+e79fNR895R985R53S/eeekc3LQGS7mkjEsGUMjQaBc9DJI18iTF/c2audH/d/dGZZTMJN8VciZ6dRDX3y6/tc/7H3x2XY+79dqRWqNTCaX8EU8NpdOZ1KpdAqFSiJTiCQKgUiaJRCnxyCSZsjzc2TKHJE0QyRNE0kzZMoclUZi0Mls1jyHNc9hzS9w6QI+SyJkKiRsmZhl1kvtmEmj4Bu0YqNeYjbKAIsSAjTo/dDR4LAZnTaTy2H2uqxjNQsH0XAADfpgnwf0uCwYovV7YbcDNOqkJqPKZFIBVhWO6nxuSyyM5tKOUsFTKfnr1WCzHu40Y4NOcqmfWR3mN1ZK2+vVvb9PeR2Pusej7sFOa7RZ312tbK+UNpcK64u5tUF2pZdZ6qWW++lhJzlGv5PstRNjRnWa0U4z1mrGL4T8qMcFOmxWFDPDkBGwGgCrfswrq0U/ZtT43WLRWc368QCZwajU6mQqtVihFEplAqGIy1tgsjk0Op1MJs9Oz83cmJy8fPv2x9evXLl6EQNkpZCxGNSWguqCX5nzKGohXTmoynoUGbeyGDKaJDN2I+3Km8++/LP/cAHCZ3/80KNfu/Dkvz/xzjuv37zxwWPfumCQEbXCWwYFCTHztFISYuS5ABGXdv2V11/Qqzjzt9/+4Df/+dPvP/TUYw889K0HHn74we8+9e2fv/Cz/37+f2ZnP7ZoWTI+gUm+CpsEHlzpsyvcsMiPS1Ihi0xA/PVLz1y+9KpWyew3ohYN6/rHL0uE5MvvPpsPGboZqJMwd9JgJws14ubxRsRqxNBKWhcL2LjGXfCryyFdNWwoR/SliH6sTjGHOIzxo3Zx3CkLogIvyHOaWR6A47SyHFaWC+S4Ia4b4nqRhZBd7McE45eQXRSyiwOYKGSXxN3KlE9TjJprGXg81ziouQc193ovvLMY3xnE98cTIqPaJwf18/3y+U7hs/XiZ6vF3f1S6TQ9q7+ysp++e9be3iiMNqqn283T3frdw87d4+7ZQev0oHWw1xzttEp5d6sRjYThSBimEK5QiVf2tuqfnq80ij4W6crH7/1aJiStLmb+8LvNv345+t29jUzKjSI6GDaazFqtXqZUi6VKqVAq4ksECyI+V8Dj8DmsBSaDS6exqfNMCoVBJlNJBOLszOzU1Mzk9Mzk9MzUzOwEgTA5R5giEKfIlFkqjchgkFgsMps9z2KRZbIFi1kj4DPFIrZUwpPL+EqlUKMWG/Vis0FqMckAiwKyqhBIjSFaO25w2kwOm8lpN+GYwWpVuVyAzWbWaEQ6rUSnkxkNCtCqsmG6oBfIxO2Voq9Vj/TaicVuammQXR3mN5dL26uV3fXa/lbjYLs53qy2v93c326ONutbq+X1pcJKP7vUSS22Ev1GrFePdevRTiPabca6zVi/nRi0k/12ovd3anVb8V470e2kLnicgA03I4gRgAwAcF+jrBb9V7CYdWaT1mhQG/QqvU6p0cpVGqlCKZYrhBIpXyTm8YUc7gKLzWUwWVQqjUQkz07Pzdyanro+OXF94uaV65dFfEY+YE57VcWwuhLRVkP6akif88rjNlHOqyyHDTGbWC+e1MuoTz72TRLx9neffPjRRx9+5c2XLJDCYhI984NHL776klm2MHPzTYuOaVbTUSPXZuaZZMTpj3/55i++9+Mnvvb4Q//60KMPf/upf3/uxf/6zWu/uHrzfZ6QLJIziIQPubSr1LlLs7fe1cqoLkzus6uiLm3EoYp59ZCJLxZRLGYZnz0bcpviAYDHnNQqOYCBlw4a63FLI6Zvxs21mPkrP7OXhZdKtq96sooBTcYtTzokGY8i4ZLHHNKESx5E+QGE74MW/IjAA/LsRobNyHBZ2S6A40UWgjaRF1lwgRybmeEE2B6Y50UW/JgggAsDmNCHCMN2WcQhT3k1pZi1noHbJdug5l5q+ta6obVuaKXlX20Hd4eJ/dXM4Xr2zqh6clT9ZK/06XbhZFTaXUl9cdjhW0m+kOqvny7vreZ3NipnR/17R93z/dbxXv14r3560DweNUdbtW4jMhxkk0mHzw/NzV7i0G/dOV7s1cO3r75Bmrl28+rbSjFld6P6ly93//qHvU/OV0r5QCSIB3y4yw3bnRYE04OwyQIYTBad0azVGVQavUKlU8jVUqlSLJIJhNIFnpDL4jLpbBqFTibNE+fIc3PE6dm5yemZ29Mzt2fmJqZnbs/OTowjSRJ5do4wyeUylErJ/DyByZxns6kcDp3HY4gFTLGQKRVzFDKeWinQqkUGvdhklFrMcsCqAgGVwSDHcQsMG+RynlyxoFAuaFQio04OWVQOVB/2gYWUq1OPLPcz60uF7bXK7kZtd6M22qiPNur7m439zcbBZnO02dhZr26vVTZXSquLuaV+ut+MtyqRWiFQzftrhUAtH6iVgvVKuFGNtBvxTjPRbSV77USvneh3koNuqt9N9TvJfi9zAUeNMGIEIYMVNACAcRwEWsw6s0lnMmpMRo1Br9JpFRq1TKkQK+QiqUwolvCFIh5fwOEtsDhcBpvLYHHoDBaVxqBQqCQShUAiz84Rpmdmp2Znp6dnZ8jEmYhDV45bixFVOawq+7VFnzbrUWTd8kpYW4/oWgmTSXjbaZb89uc/++Vzzwh5BCrh+iOPP/jK6y+a9LyJK68//sC/SLlMwvQHKikJ0LFhHctmZHssvLnLv33k6xceePCbj3znO8/+4tl333/l5q13bt16R7gwJxMRlWIyjfghk3JlgXGbOPmBXECwwxLqj8buAAAgAElEQVQ3Ko84dSGbMuhU2RHpxO13yfOTN669AxkEMY/Jb1MrFuYmrr3lAIWNlKUaVpdD2lLwPn8acfOwiJdDurxPlfeqCn71+LByDBdGcJEX5PrhhRAmDCB8t5UNa+dRPc1mYjqtHB8i8CECN8R1WFkOK8sJsO0WpgvkjFOsAC4M2kRhhyRklwRxacSpDNnkcbc6HzKXE0Azj3ZKtq9SrDG79lZSO0uJvZXU/lrm3k71k8P6+X75zqh877idrXvfEl3imMh//HzlcDM/2iye7bfP91t3DztnB63T/ebxfuPkoLW/VT3Yae5sNfN5vz+EEmYvi9kze2ulQhK/dfN9sUzEok0bVMzD3eafv9z9y5d7d0+GrXq8nA8XsuFM2h9PuKIxWyTiCAVtfh/q9cAuJ+iwW212AMXMEGywAlqzWaU1KOQaqUwtEckFfAmPLWAyeQw6hzbPoJBpJBKVOEeenSPOzBKmZ2anpmYmpmcnb03cpFLJYrFgdnaKSJwlkwkUCoFGI9LpJCaDzGFTF3hMoYAlErOlUp5CwVepREqlAIJNJotOKORIpByhmCmWMpVyvlEthSxKJ2qIeKFS2tNvxjeWiqPNxuFO63Bsjm82Rhv1vfXazmple6U8tsiX+5nFTrLbiLYqwXLOk0s5Mwl7Om7LJh2FjLuY81ZKwUYt2mzE2s1Et53qd1ODbmrQTQ37mWE/PexnloaFCwhshCADABoB0ASARqtVbzZpjAaVTqfQauQatVSpFMtkAqlkQSziiYQcPp/F5TE5XDqDOU9jUGgMCo0x/xWo9Pl5GnmeSqDMz5HJs2TyHIlMmpq6ZVBwKgm4EtXWotpyUJ/zqosBTS1i6CQt9Yi+HtW79RSzYFbOJDz9nQciDqWOP/HtR7/5xuu/vXnlDRF36omH//Xm9YvChRnm/BVAy0D0TA8o8CESOvHGMz/50dvvvUejEgwykkE6K+LOzM9+OHfrnckrrxFuvMufv2pRUIxKBmnqIp85gVj4NlASsGm8iMQFi3wOFWH2w1nCdTGf4oTlKZ9RL56buvzK9StvCdm3og5xzivLuhWlgCHnVVUjhlbCkvMo8h553qtMOaVxuziC8oMwN4Lyw7jIDfKcVjZupNtMDJuJabew7GaWE+A4rRynle2wsOxWlsPKHnPJDXI9EM8Ncd0Qz48KgrgwbBOHbeKwTRaxy0K4JOXVlmNQKQ7W8mijgLdL9m7Z0a+61nvhtV5opR3YWoxtD+OH65l7K/k7u9W7e5XPV0ufnw8tZfjbE8/p4rqzO52TvfLhVvF8r3Gy17h31L130rt30jseNU5GjaOd+v5242CvU6mEo3EHhXBdwiZoJPMs6o3lYWW43CbOXIGMwvOj/l++2PnLF7t3jhaX+vlhvzDo5DutbLMRb9SjjUqkWgxV8oFS3l/IeLIpTyrhiUedkRAe8MEel9XhBBAHAGImM6w3AhqtSaHWKxQamUQpFkr5fDGPK+RwBBwmj0nn0CmMeTKdQqKSZuamGSy6RCaeJczMEWfniNMk4gyJOEMmz1IoBCqVRKeTGQwimz3P5dLYbIreoNDqFNwFBo/P4PJonIV5noAqk3B1KhFgkjtRfdQHVTLeQTO+s1o52eue7fdPR73jnfb+Rn1ntbo5LK32s0vd9KCVaDeijUqoWggUMu503BYNIUE/HPCBQT8UDaHJmD2bdpcKgXo1Oi6mDXq5pUFuaTG3vJhfGRbWlksbq5XNjfoFCDLDkHmcRJlNGoNBrtfLNRqJUilUKARSKU8k5giErAUBg7tAY3PnGSwSjU6YpxGI87NzlFkilUChEql08nj9Gp05T6WTqQwKlUGZp5HI8wQieXaWMEWfn0v5gHYcqId1xaCmHDaUAppxNFUK6XI+VcGv1vBuuBHJj5/8hpB2wyCapRE+9rtNP336sYtvv/TrX/7PU997QimmEm6/bVHN4yaWWUXBAYFSQHjrVz8h3XyHTfyIfPtlytRrTMqVqeuvzd58nU+9YpASMM08Z/JNUMuaJ1wiTL1n1bNtkMTv0KQDxqBNFnZpRbxpwtzHCjFJI57zoRJIz5YI5hBUSydfsSjIfnDBa+V6LLyUW1kOGQMgN2ETZhzCBC4IINwQuuCHOG4r022mOy0Mm4VpMzMwI81hZflQvgfm2cyMMewWphNgOSCuA+I6QY4b5LgsTLeV5QBZuIXuhjhhmzCMCWN2SQAR+CFuLqAqhQ2NBNouOOslvNfw9OruYcOz3PKvdPxrveDmMLI+CG0Po6P19O5m5my7+Ole7fSgfnxQv3s+aO6UN3cqJ9ulk73S/nbpaKd2ut88GTXunfQ+Oe3fOeqcH7ZP95vHe63DvXa7EU8nXcTZKzPTl69f++D5n/8Ys0r2Vwqk2x84Ec294+Hf/rDz1y92z/Z764vFzaXy+rC00s8v9bLDbmapl17qpoed1GI7OWjFu814q5GqVaLlYqiYD2RSrkTSFYm7QxGHP4S7vYjDBdgcVgQzgrDOCmpMFqXBJNcYlEqtXK6WSJUikUwgkC7wJQssPlOiEussWjqXzuDSWRwmgzW2SeZpdCqVRqHSSVQ6iUSZlcqFUrmQyiAxufM0JmmeQZynExhsCl/IUCh4JqPEhugiPrCcdS+2krtr1bP9/p3DxdNR72invb1WWVsqDXu5ViNeKYUKOV82404lHPGIPRTEfB7Q4bDgdpPNYXK6LH4fGAkh6aSjlPfVK+FeO7U0yK8Mi6sr5Y312uZmY2urubPd2tvtjPa6F+5b6oDRbNLqdUqNWqZUiOQygUTMEwo5CwtM3gKDw6UxWRQ6g0ylESjzMyTS9BxxaoYwOUOcnqMQ5mmkMaloDMp4smUMGoMyTyMRKbME0szM9E1IL+qksWbUVAppiwFtwa/OuOUFv7rgV6ec0nJYZ5XN4kY24ebbb/zyaYOU/Nyz36eQb3703kt81jRzfuIbX7tAmr1MI3xkkpFtRpZeNoeb2E4jY/KjXz/+0D89+NDXHv7eE8//9rmJW+9z6Le0IoKOd5s39epHrzz98588oVUw2Yzb1z9+WcafdsBSNyJLeLUJjybsVGvl89cvv2rWcjAr325Z8KBSBvnjN179GXHqfUBFs+noqIbiBfkRhxzV0WxGhtvC9kM8j4XltrK8INcDsB0mht1AgzQkzER3WFljrw830VEDFTVQMSPNZmY4rCwnwHLBbAfItJlpDivTA3G8IMtmJdvMZC7lbRnvig/jh5wy+tzbH7354yDOr8bNOZ/GZqQt1u3dMjqoO5Za7pWOd70fXOn4d5bjO8vxrWF0by21u5U+3Eif7RZOjop7m8mTjczpUffOqLW/ltvbLhzulI42SiejxtlB6+5xd4yzg9bZQetkv32416lXwn4vMDHxPoF4LRx1opiRQriRjznJkx8lQ8jnd1b++uXunz7fPthqbiyVN5cr49tWa4ul9WFxfamwsVzcXCmNsbFcWl2uLi2WFnv5XifbbqaajWSjnqhWYuViuJAPZNLeZMoTiblCYbsvgLo8oMNltTsh3AYgqBlCTCBktAA6o0WrN6nVerkVNuIOWK6WSJRiiUIslotEMqFAwl8QL3CFPCaPpdKrFRoFnU1n81gsDo3GpJCpBCJldp5G4vHpMhnHoBfZEF3UB1WynsVWYnetejrqnR8MTva6B1vNzdXyUj/XbiaK+UA87ggGkYAP9LisTofZjpsQSGsFVBZACcEaDNe7XeZQAE4nHJVioNNMLA3y6yuV7Y3GmEv7o97Bfv/wYHB0uHh0uHgBsBosZp3RoNbrlGqVVK4QSSR8oYi3wGePgz06g0ylkag00jyVQKbMEYhTs3MT0zO3pmYmpokzcxQimUr8iloMFpXJprG5DA6PyeLQaQwKeX6OQJqZnp3kMmaLEbgSNZdC2mJAk/epcl7lmFcFn6oS0adcCp1g0g2Knn7yARrh0gsvPD019ZENVsBGPmQU/Of3H33rtV9oZTQh7WoAEboBXgATxe1ik5T4yov/+dabL12f+IjNmjGKSQuUq1fffeGFZ574/qMXHn7gwkPf+mc6bVKj4kzdfMugpNkhsRMShW2yhFsZwGWYVWDVsT240qSmqwTTmJGjEkyLedMLjJsOQOSw8LwAP+5SIAYGYmRCOppFSQbV87iR4TAxcD3VZqDZDDRUS8GNtLF1jhqokJYMacljUv0Dr9gOgG630OwWut1CN0imLMo5L8SzKIlv/eaHv/zZv09ee2Pq5jtv/Pa/X3z2qcnLr2kEBNrEe68//+1cULHe9gwbjtWOZ7ntXu0GVruBtV5weym2vRTbHkYPl+J3VlPnG6nDneRnB4XPN9IH/dTpSv5os7h/UD3YKp5vVY736qf7zbFS3TvpjROtk/328X633YgH/dDNm+9weLO7+8PTOzswpNcphNTZq9Wc5w+fbf7li53f390YbbTG5z/Wh6UxNpbu02lrtby3Wd/brI+2mnvbnd3N9s5Gc2utvr5cXRuWVga5YSc9bKcHrWS3HmvWE5VqvFSMFAqhbDaQTvtSKV887olGnJGIMxyyBwO4x4t4PLDLBeI2k8cDhyJOK2KwwHoTqDWBWiOg0Vk0Sp0KxCEAgyQqqVQjlyokEqmQL+Tx+Gw2h8HmMgRC1t/1ShvxguWMu9+Iba+Ujnc7Z/v9493OaKO+tlTstZOVcigRd7o9EIrpYUQDACqLRWk2K3VaiUot1OjFBpMUgjUupzkcxPIZd7MWXRrkN9dqe9vtw9F9Lp0cL41xerJ8crx0wWTU6HT3bQmpVCAUL/CFXC6PyWTT6Mz5eSqRRJ4lkmZI5Pulidm5ienx5YWpW5Oz09PEORKFME8j0ZnzLA6dw2Py+GyheEEk4fOFXA6PSWfOk6kkAoVEnLtlA2TVOFSPmSohbdajGHe4F/zqckibD6j/H1fn+eTWdWV7zng8kiXZshUtS1SgRImkSJoixcxm7CY7B6AbnXNEI+ecc84555wzGmg00DkxKXvG4/f+k/cBGs/Uq9p169QtfELVr9a5+5y9VsTKZCJBGj7i0e1z1y59rpTT1FKiiAHmkRdE9FVg16333/p3JgkMmepQsVaMQriODzNKkBLaInK22yxCS8kz0JGWrmuffvX+K+++ceJ3r5545fVX33n/7Q8++OPD+1f4LCR4vp9FWZFwETIOVC9CmCQoBRvCoy5xKItMwtzydFdbyxkeeU7GWoEvDeBgo2PAexIWzK2l84lTIvocnzLLp8zRsWMU9CgdOy6izgnIM2zcOJcwJWEsShgLfMo0hzjBJU1yiBM88hSfPM0jT/HIU03ARPQ5KWNezQPLOStaEWJy4PbVr98d67/fdvvrq+c/eXT70uN71we6HvW13wP1td+4dP72NxevXjhz9+qXE8AWgxyvkaAU/NVqRreW0pSSmkpGX8noN8u2RslaLBg2djzaAPPWxDfLnLF4SX+0E9wtOXaq3nrdt13zHqz79hqRg61oc/v3/CDd3BYe76UPdzOxsMmg4wP679NpkN2DwuHTajhsW5kfh8wP5eLmv31f+/uP9ZeHpfV8qBmxU8p4iml3KeNZy3mrJX8zX2d7I7Zbb7o955op97/aolRj9XJoveBfy3oKSWc+Yc8knOmEKxl3NK0c4lF7ImKLh62xkCUaNIf9xqBX73frPU6t26FxWJVWo9Tt1Pr8Zo1WpNYIVWq+QsmVyNh6s1prULB5dJ6QxeLRmBwanUWh0AgkKg5PQmPxSAIJQadj+FyiQkK36QVhjyYbs6wXfLsb8f1Gcr+eaFTDxbw7HjW53Rq9QSIUMWkMHJmCJJLgBCICj0egMVAEcgWLg5LISDabIJcxLSZZ0G/Ippwb1ejuVmZvO3u4VzjcLx4eFI8OS0eHpebi8KB4gkTE4HFILAaOQkBgsBUwZGkZvDC/ODs9Ozk1Mz4+MTwyOjgyMjg8AgSBAEOgAcBgL3Cwb3AIABgCAkAg4Mjw+OTozNzk0so8GLKEQEGxOBSBhMUTMWgsAo6ELIMXZhfnJufnJ6dH0YjZkF0QszI8KoxNhvKo8U3ri6CB4tGS/DqySQijwkF03MKf331NxFy2ypBy2pyWC5bQFqiYqT+/8+pI/0MqfBS/1G0Swo0CqFkINgog8Kkno+2X++999cWff/uH3/3LG6+ceOsPr35x6qM7N691tD8cHGgDdt/Bw8fnxtsX5/rpxHkxfVnOWFQwFgWUORpmErcKnBt5NDJwt/PhBSZmXEia7rx7BtB5HdB1CzzbaxDj1KwVLg4kJE9IGXN86gwJOURFDTMwoxzCJI80LaTOcQiTLPw4Cz/GJo5ziBNNunjkyaZw8cjTfMq0iD4nJE4jZzvI8BEceKj/8dVrFz++13JmcKAFtjI0M/akq/WySoTFQofnJ3ovnfvsow/evn378qPWOyc/eq/t4bW2e+c77p0px7XlpLaSNVSzhiZa2xVHNW/e2PaDBQvfrDzoEy5en76vCVCPDkL764HNqm97w7ez7tlrRPY2w0c78YOt2IvDzPFu4mA7dryXfnZYTCVsGhW7t+OWQkQ8PsofHecr5SB4bohBXK6XA//xY+2/fm483cllo85U2JKOWNJRSyZqzSUcxZSrlHU1hyaasToH2+mnu/kXB6WXh6UXB8Wnu/nDrdxuPbu1nqqvxddywWLGV0i58ylXPunMJ5z5pDOfdBVSrmLKVUy7CklnPuHIJxyZmCMddaQitkTIGg+awz5DIuIoZAI+l87r0rpsqkjI6vebjUapySTTGyRarVCp5suUPLGcI5KxeUIam0fm8ikiMVOp4Jj1Yr9DlQgai0nHRimwvR7dryf26ol6JVTIu8Jhg92hVGuFHC6NQEShMRAUZhWNgaHQMDhiFY4AY3FwGh3H51NVSq7DpoqFraW8d6uePNwrHO0Xj/b/h6hfoTosHh4UT2BxCBQaCkeAobDlVegSGLKytLK0sDQ/Oz8zNTM5Nj46PAIaHhkeHBocAAD6+wf6+noH+vsAgAHgEHBwBAQaG5mcmVxcmYchV9F4JJGKpzLIDBaVziSTqQQ8AQ1HQFYgywvgpcXlheXFSaWQ6NFRPRq8R4P360hRCz1qoYeNZJ+G4JRj/DoyAz6s4qFbrp3pfXjRo0GZhHOImbbHd86D+lvvt1z97MM/UhCTS8P3NRywUQCxCldsUgQXP3vp3Ee/e/XEG2++/u+vvf7Jpx8/un9ruP/xcM9dQMe1qaH7WDAQtzo0O9I62HcbuTxAQYCoMCALNcxEDRMhA1TE0OpMR1fbpdtXP1uaaGVjRtHzXQujrfAlYF/7t4tjD60yjJA0QUcCuYRxDmGCigKR4YNUJIhPnuGTZxiYURpqmIYeZuLGGNhRJnaUQ5jgECc5hEkOYZJLnuSTp4TUGRF1Rkyd6b577tbFz+59e+7mN6cA3TeX57qH+m/jEONI8PCV8x8Cu292t3/b3XHjzq0Ln3/xwcPW2xjs6uTEYMud6199/mFby3mjDL2e1dQLho28ZS1tLmdM1bzloOg8qAUYOuKKELL/04bSKeiCdKiComf7mYON4HbDt73u3t8MH2xFDrej+5vhF4fp493EwVb06V7q+XEhGjIq5Mze9ha7XvB0P/38OLtVj06NdrGpqzu10H/+UP2vn+rbtZjfpfE61QGPNuDRBr26SMAQD5tSUUs24ShmXJWCr1EJ7dbjh9vpZ/v5l0el747Lzw8Kx3v5g+3CbiOztZHaqMSqxVA55y1l3IW0s5h2lTLucs5TyXqqOU8l6ymnXeW0s5x2FVPOQspZTDvzSUcuYcsnHdm4o5j2bJQjqYh1LecvZX2RoDEWNocDhqBX53OpXU61zaGy2OQmi8xgFGt0Ao2Wp9cJbBaJ16WOBg3ZuK2S9zTWQjsbsb1GYncjXq+ESgV3JGK02RVKtYDFpWEJKAQCjECuojFwNAaOQsOwOASFgmGzSRIJS6cVOR2aWMRaLvi3G6mj/eLxQelov3h8uHZ8WD46LB0dlI4Py0cHpaPD0gkEBgpHrUIRKxD4MgyxAoGBwZDlldXFxeX5+cWZyemJkbHhoRHQABDY09vf0dnT3dnT19sHAAAGhwdHJ0enFqYWVpegaCiWhCEziAwenS1k8Ph0DpfOZFEoVAIWi0IgIRDYMgQGhkBXiNhVg4ISsLDCNmbEyoha6XEbI2YmhfQEv4boURN1XCgLOUGHT5x861UJZ4WK6vv47d++9cYfTp788MKFr/7w+r9CF4Zh8/3o5V4RdZaDGeHjp+joyfbWq6/+/tX3/vLejavnAb2toP5Hg923xwdaINPtJOgAmzBNhA1DZjqnQHcxK/3IhS7cSh8ZOkAC91Eg/WzsKHqlr6vt0qN7X9+8cnJh9IEAP8VEjc+PtQ12XwN1f8PBjyu5q0zsGBk+SEMNE6EACmKIS5ziECapSBAVCaKjR5pFQw1TkSAGZpSFHWfjZ9j4KQ5hnEceZ2BGOPgJIhI4NtDS23r77rWLSzN9yNUB2Hz3JPDe9Ysnr138tPPR9RtXzr3/9uszE31Y1NzkaHfb/esXz/xlaODezBRoYW7y1tWzfW2XBLQZJW+lnNSX0uZq0VnKWNYLlkbNEyqYB6DdrpTy6FlSH1IMYgE7m/7ntcBOI7hT9R9shY92ovubwb1G8PlB8tl+4mArerATffG0EA7q1UruQM/DeND48/PSj8/y+5uJ+WmgkIs83I795/eVv/9YK+fdBh1PrxWZjVKrWeawKVxOpcejCvj04aApGbHmEva1rLu+FtxtxA930k/3c88PCy+Ois8OCsd72YOt1E49vrkeqZX9zQOiYsZRyrqKWWcx4yymHKW0cy3jruY81Zx3LesuZpzNLKxixvnrb9LufNK5lvPtNdLrxWA+6Sim3YWUK590ZuP2dNSajFljUXM0bIqGTeGQMRjQ+z1Kn1sRDmjjEWMmaSvm3Btrwa1adH8r1fSjblTD5YInHjU7nSqNTsQTMklUPA6PwuCQeAIag0VgcUgCEUWn45rRcnq9xOnURsKWpl4d7RefHpaPD0pPD9aO9itPD9aOD9aOD9aO9suHB8UTSAwUgYYgUBAEGoLEQOFICBwJgcHBYMjS4vLc9Ozk2MTo8OgwcGiwHwDo6e3v7u3tHwSAxobHZydmwXMrSDACC8eTcTQWhSNgCGQckYwrlfFEYg6Xx6DRiTg8Go2BIVFQBBqOwsAJ2FWNlByy8RIuXtTODpmoYRMlaqZEDOSAluRU4Px6GgMxqhegv/7s3a5H1wa7H3z0zjtzU5No1NLYcO87b71++eIpPGpmqOcWBTNJRo7QUKN0zOTiVNfXZ09OjPWOAh88uX++v/3bhbHHxNXhueH2h9fP37jw8b2rny2OtSKX+qaALZMDt1GLPdjlXsJKLw0+yMKMk2AjvY+v9D652vngr3MjrVouBLXQ3f3w/KObn7feOrUwcpeBGVFyV9n4CcxyDxk+yCfPsHDjRCiADB+kIIYoiKEmYFQkiAQDEqEACmKQgRmno8eoqCE2YRw82Xbv20/v3Tx3++oXoP7b44P3JoD3Fyc7zn/5+87W87CVgaG+W2T87MRQ+6d/fnOw5x4eMbE826MUE0D9Dx8/un796lcY1Bywr+2LD9+/duH0zcufxYPSYkqxUTBWU4ZK1lgv2J6thYQe7mXME7mHXTt2I2Xjfhf9h53I3lZ0txre3Qge7cSadD3dSzw/SB3txI/2Es+P85GQQSqmDwMfsymrQYfoH99V9mvR5Zl+nZL68ij7Xz/W/vayGg0ZJWKaXMqWS1kqBUenFRj1IotJ7LAq3A5lwKtLhEzZuK2ccdXWAtsbsf2t1NFu9vlh8flh8el+/mA7vdtIbNWitXKgWvSVc+5C2tG8/Z1P2fMJWy5mKaYclZynnHEVmi9T9mLGWcq6yjn3Wt5XyfuLafdGOdyoRGulUD7pzCeduYTjn7mP+bQrm3blM+5C1pPLuHNpVyZhS8fM+ZS9OUBVWwtu1aLN/ISj3ez+Vmq7HqutBbIpR8BvMFuVcqWAw6M1wx2JJAyegMQTUGQyhskkCgQ0uZyr04ntdnU4aMqlnbVK5GA335Ssp4drxwdrTw8rR/vlg73i/k5hZztzAo2DNwtLQOJJaDwRjSOisXgkEg2FwJaXVuabjlBTM1NjE2PDIyOg8dGxuamZ5bll+DIMD0OT0SQagcGm8oRMsYwnVwkUaqFSJZTKeAIhi8WmkCk4HB6Fw6PwRCyJgqfTsRIByW3kRKzsmI0TsTCCenJIRwzpSCEdOaCnhowMLRfCRI/CF7o//fPrbQ9aJsZAChlVzIcohMT5aeDvXz8xNwOcm+pBQ0b4zFUueY5DmKagxieHHvHoMCQYMAa8iV3th0y3gzquffz2G/9+4sQnf/799NBD7ApgBtDSdf/rrgfnoTNd6KV+3Eo/GQJEL/ZjlgBL409ab301OfRobvQxYuYJCzM20Ha+8+6ZrvtfAzsu48B92JVeAWW2ueujIIYIkAECZKDJVfNJRYKaawJkALvSS4AASTAgGTFIx0/goCNXzp8899Und26ehUP6Vxef9D3+5talzz9495Xrl7+Yneh7dPfSjStfXLn05bmzpy9c+Pzxk+t9/feedFwfH+t98uiGWIh70vrNB++9cerkqZ4nnV1P7jgtrEpWuZaQbecttaJ1I2nYydtr9YAuLO1aaQfSR24gWjl6/NFhsrEd3K8H9+rho5341rp/rxHOxHTbtcDRTvzpQepoPx30aRk01DCwfWq4faj7Vj3n2quGFyY63TbBjy9L//h547vjot0i5XJJfD6dz6cJBDSRiC6TMRUKjlbDNxnEdqvc51JHAoZ01FpMu6rFwOZ6dLeRPNzOHu/lnx7kD7czu43E9kZsYy1YKXhLWVcuZU9GjPGQPhk1JcKGqF+TDBuycWs6ak5FjKmoKR0zZxPWQtpRyrrKOc9azteoRNeLwUzMVky7a09knf8AACAASURBVKVQJmZrRqpm4/ZcwpFPOfNpZynnKee9zarkvdW8t1rw1ddCW+uRnY14k/an+/nnh8Xjvdz+Vmp7I1Yu+FIJh99vNJrlMgWXy6NTqDgSGUMkoYkkNIWKZbFIQiFdLudqtSKrTRUKGDNJR6UU3NlMH+zmnx6Wf9WovdL+TmF3K7fdyGw2kicIZEyzyDQ8hU6gMYnN9DsCGYMjojB4BBIDg8LBYMjy0sriwtLC/OrSCmIVhoVhSGgSnUBnkzk8ukDElsn5CrVQo5foDBKtXqzSCGVynkDIYrIoVCqBSiPRmGQ6m8LlUcRihlFJ92jJITMzZKSHTbSIgRo10uIWRthEd6nwQSOdhhjUCVduXT55+vO/UKhgpRQq58xLqAtKAe7qpS8ufv0pFj4zDnwgYK/yKHMs7BgTM7Y43jbYfYsAn4Qs9MyO3lua6rhx4ZPXfnPizTde72q7yaEswee6V0cfD3Vcf3T7zOxwK3ZlCA8eQsz1wOa6sMt9uOU+AhhAhI92PrwAeHKBgQIhZ58MtV8a7rn5+O5Z+Fx7Exi9GMnEjqGXunHgPhy4vylZ/6SruSBBAUTIAGF1ALvSC5/vmB191Nt+4/qlLy+c/Xigr2VmqvVJ67mHd86MD3Wc+fLU22++8dnHfz5z+qPOtjsTYwAwZAmBXkLjlyGImYGhx51dd3u67oj4WAR0bHSk59Rnn0JW5tDw6emxtnxUU0vrd0rWetW5kTKslUy7JdsvtVBq0zMihn8536qN6es7sbW6Y6fm3N+MHmzFdjZCaikuHdXlk6bnB+lnh+n9nUTQpyXgwCPDPWQi7OY3p0UMZDnlXJrqiYRUv/xU/a9f6sd7WZ2ax+XReDwGl0fncGkcLoXLo/D4FKGIplBw9DqhzSz1OFURvyEVsRRSrmo+UF+LbNcSe41UM1+nOQjYqIbX8p58yp6JW2JBXcirCnlVPqfMY5d4HdKAWxH2qcN+TcSviQV1yYgxGTWlosZE2FArhaqFQCZmy8RsiZApG7eXMp540NgMLE5Hbdm4NZe0FtOOX9Wp7K+vBTcrka31SLMBeLSVOd7NNaF6cVR6flg82s3ub6bq1Ug5708kHC6PTm+USGU8NodCpeMoVGyzGAwCn0+VSFgqFc9kkvm9ulTMWsz7NqrR/Z3c08Py0X75YLe4t53fbmQ2N1KNWrK+ET9BZRApDAKVQWSwKUwOhc2jcvg0Dp/G4lLoLCKVQSDRcDgiGotHYXBoDBaNJqDxFByFQWRyqDwBQyRiSWV8pUqs08v1RrnJqrDYlGarwmRR6I0ylVoskrB5fCaXy+LwmGwhQyBhyWQ8s4odNrNCJmbUyo7bOEkLK2qkx8ysiJnu1RJ9BrKcNcdDD9EQs6+9cgKHG7eqcSY2Uk+f4+EmESsjb7/5b/ClkeXJDhp2VMZZ5uDGWNhxAnzk9rdfffbBO7cufzECvLu8MPDRe6+/+u//+vnpT8bHOuYmHk3034COPlka62hrOQ/svIFaGkQvAmEz3ailHvRip5g8KSRNzIJaFqeeIBY7SdB+0movoO38/eunBzquIec7cOA+BmaUBAMKqXMUxBByoRMH7iNABohQABEKIEKBRCiABB8kwoBEKICKBNGQIBIMCJ3ruPHNyS8+/tNXp/4y1HcLCQEN9t05fepPQ4P3V1dHr1y9+MFf3m5p+WZ2ZoDDREj4OJWEqFEQzXqq1cAwqhkMGmR2rre99eqDO5fsdhVosgcGA5rU5AnA496H1wWUpXrRVCpYagVrI6fJZEVaO2qvYX96nAjXHbVKYH89vLnpbxRtuxvh3Xr02X5GJyca1bRCyny8lzjaS2w1wj6PCgWfm54by+QTrQ9ujQ50qCV0xOpYseD8j19q//nTxnopoJCxBUK2QMjhC9g8HpPDozfHhbh8klBIUSjYBp3AZpF6naqwV5sMmwtJVyUf2ChHNqvRf0bsNLmqFLyFtCMdM0cD2pBX5bFLrEae2cCxGHkOi9DnVvg9yoBb0UQu5FX5XbJU1JyKWJrJjlG/PuzVBJzKsFebidnCXm3Ep4v69fGALhnS5+KWYspezXvqa4GtSmRvI360lTnezj7dyT7bzT8/LD4/Kr08Ljfr+WHxeCe7u5GsVSK5nDcUMTtcGq1eIpayODwylY4hUZBkCopKxXK5ZLGYqVTyDAaJ26mKhU25tKtSCm43Uod7hcP98v5OYWczu1lL1tfjtUqsshY6webSWBwam0vnC1hCMUcq5UplPJmMJ5VxhSIml0dnc2gMFoXOINMYJDqTwmCS2Rwqj88QizlyOV+lFGq1YqNRbrWpbXaN06l1ewxen8HnN3m8BqtVrdFK5AqBVC6UyPgSBV+hEWv1CptF7rcLQ1ZO3M5OOJgJOzNmYUSMv9pg+PQkr47AQoCMQuI3Zz7qeHA+YKSryUtDT66e+eSPwJ6717/54u71M2ImGD7foRFA1JxFHX9VI0JgVgY/fvf1x603Vub7QJ3X33j1N7974/etrS0DPXd6W88vTbQ9vHkauQwCdtwYeHIVtwoiwobRS/3oxX4efkbNAVPhACK0DwfpXRhtgUw8ZKNGJnuv3/n203s3vxjsuESEA5m4McRiJ2KxU0idI8OH0Us9OHA/frWPAOknQgcY6GEufoKNG6MiBkmQAQqsnwof4FHmlmY6//r1h6dPvdfTeRUEbLlz8/ST1suDgJbOjqvn//rFzVvnV8EgHhfG5awK+VCZEKqSwA1KtFmNt2lILhPTYeYxGcjOrruzM70mHRWy1DsMfDA+2nfu3CczE09qBX0srqhlTC9roWX29EcjFzoQXY4Q5fmBZ6ts3a14DzYi1TXvxpprbytyuB0v55wM0mLQLd9rRI73k1v1UDioQ8Bm5ucGj483NGrxowd3YKszdOLq3lbs779s/PJDLRW3K+QcqYwvlvEEEjZPxGTz6SwencWlsrhkNpcsEDKUCp5eJ7aa5R67KuTVJ8PWQsq9lvXVSsFGNdQcFmx+YlVL/lzGmU5ao2G936tyWEUmA0+vZuk1bLNB4LDKnFaZyyp1WaVOk9hpFscChoBbYzEKnTa5x6l02uUOq8xqEht1ArtFFvabmva6brvC71JH/Lp0xFJKu2pFf6MS3qsnjneyz/YLLw9L3x2Vv3u69t2zyvf/XS+Py88Pioc7mZ16Yn0tmEvbw0GD3aHS6IQiKZPNJTPYRAoVSyGjmEyCQECVyVgaLd9qlft9+mTcXsz7a9Xo3nb2aLewt5XbrKc3qonqWqxUCOez3hMiMUcs5kqkfLlCpFJLtFqpTivTaqVarVStFsnlArGExxcwOVw6h0vj8uh8Pl0oZDadLZRKoUYj0eslZpPMZlM57GqPxxAIWMIRazRmD4ftPp/JalXrDXKNTqrVy4wmpc2ud7rN/oAlHjaG7IKolRGzUqN2WsLOilmZIdOv6T4eFV7DgXBw0yTY+Cdv/1bDQw63f/Pqqye+OntqYhKwujLx9h9/S8LO4yAAAXnKLILo+csGEVTFWelp/QYEaicgJq59+fZv//VfPvj45ED/w77HV5bH28YGWj54/5XF6d6F8fZJwD0GdppLmsOuDHBxs0oWjIkaoyGGFkC3AG1neh6e6b77JXG5H7vQOzl4BzzXAZ3rWJlqhS90wBc7kMudyMUuEXWZihxGLXbhIf14aB8R2sdAgdjYUQ5ulIkeJkH6afB+EqRnAnDjUctXVy993Prwcn/P7db7Fx/eOz/Qc2sC9PDW9dPnL55amB9k01d4zGUBDyoSwkV8qFyMVEvRRhXRqiablRirDu+289QKKmjgPmJpeKDj5r07FwlkOIkGX5zvXS+YMjFJLa7Z3gyO0CcQdho/IL01c0vqoB9sRzcr7u3NwM6Gb38ruLcV3qkHn+5lZQKckIPc34wf7ycP95KhgGZ6sm95vv9oP3t8tOFw6KHgKTYN+vwg/Y9f6t89r/h9erVaqFJLZGq+SMHhSVlcMZMtYDB5NCaHwuJSODyaQMiUyfhqtdBilDhtyqBHlwiZc3H7Ws6zUQlurkf+qVr19Uip6M1lnfGYKRjQuJxSm0Vk1HK1KpZGwdLIOUaNwKoXWvVCk5YfcGt9DpVBw9VreUa9wGqWWExivZanVXObwZBaNd/j0hl0IqNebDFKnVZl0K1NRSyFpLNa9G3Vooc7macHhZdPyz88r37/rPLD8+oPz6s/vlj/8cX6988qL45Kx3u5g+3UVi1aLXjTcas/oLfa5SoNXyxjc4UMBotEpWIoFDSLhRcKqQolx2CS2B3qUMiSTrlKRX99Pba/mdltZOq1ZK2aqJTj+XwwnXSdUKpEao1Eo5HodDK9QWEyqcxmtcmkMplURqNSp5MpVSKJlCsUMvkCBp9PFwgYTTMmiYQjl/NVKpFWKzYaZVaryuHQut0Gv98SCllDIWswaA0ELG63wenU2ewat8fgC1hCYUcs7kmnfWs5XyFhjjn5ESvdpycE9L9aoEUtjJCR6tUQvBoSBTKk5KHv3Tjbevev7Q+/vd1yic5Es9k4Ngv3zTdf3bh6VsZZRcy0WUSrJsGKUbBqFCEXxp/0d16HzvV/9Pa/vfLKb65cOTc30YZdBcLmei6d/fM7b7328O6F1fme/idXcKsgNm6GjZlSc1e5+HEaYpCOBK2M3H949eMxwB1g+2Xw+CMqHESE9BMhAPB0O7Djm6WJhytTreCZVvh8B2qxR0RboCCGMMs9RBgAv9pHXO2jwAB05BADBSKu9lFgfSzs8Ejvt+c+f/OvZ99vvf/X6dHO3ifXv/n6w1FAa2/HzXNf/fnuvct4zDyLvMhjLPHZYCEPLubB5UKURkbgUle41BWjiuA0EgMmStwp1Mtp9+9dGwW2GlVMFgONQy/2Prnu0rF3SvZiRL7ecIg8FCRr6scXJWPC2AXrT8WN+xv+zR3Pcd19vBM53o3v1EPP9nPFlIOEntlrxJ4fZfa2Y1Yzf6DvIQw8dLCXeP608sN3mzjMnFJG/Nv3lX/8svn0oOD36qwWlcms1BrFCi1frOAIZWyemMnm01lcCpNDZrJJHA5FIGBIJSytmmfSi50WRcCliQdNuYS9nHf/z8HxVmp3K9WoRavlYC7tSMbMkaDO51ZaTUKDlqtVsZVSpkbBMRuERh3f61K77Aq1gqlVc1QKlkrB0ml4Og1PpWDJpAyRkC7gU7gcolzGttt+zTI26kR2kyzo0iSCplzSvl727zYSx3u5l8flJk4/vaz9+GL9h+fV5qKJ1tP9/N5mslENF3PuWMzq9mqNJqlUweEKaCw2mUrFEggIKhXN4RDFYrpGyzdbZH6fPhl35HOeSinYbNJsbiRr1fhaKZrN+pNxxwmjUW4yKUwmhdmstFjUVqvWZtNZrVqrVWuxaIxGhU4rUSh4EglLJGQIBXQ+n8bj0QQCRhMthUKgVgv1eqnZrLRa1Xa71uUyeL1Gv98cDFpDIVsoZAuFrbGIIxF3pZKeXCZQKkSq5dhmNb5XT2QjOp+BFjRSYlZGws4Jm2jN6SafluhW4YwiBA01ziaBP3zvdQR83qimakRIFRcqIC+ilkHvvfkvSPAQETooJE5YRDCjACJnLWNWAfC5bkDH9bfe/M1rb7wyPtzOJk5hwYCpwfuPWi48ab01DmqdH29tu3NmsOMqAz0toa4w0SAeYYy42k9aBdJgozOAuz1tl4Z6rq9MthEhANTs49HOS72PLt6/+skE4CZquQc23w6f70AudCIXOgWUWSoShF7qwYP78MvdJEg/DTHIQIGocCAJ1s/AjnDJM4DOqxe+euf+7TOAzhuD3bfPfv7Wjcuf3711/tOTb/b13CXjZun4aQ5lnsdY5jNXJVyYhAtTinBk9ExP25WHdy5MDbez0dNWCSbuk7A4qyOgBzw6tK/z9thgO2xxdKD1BosCLsVMtbS5WLaBIN0cC/XZT1m9k0zgT+9u+Q7rvu2dwG7dd7wTO9qOHzTiNNyClIt+upv+7ll+cyNg0rO7Om5j0RPPj5LfPy/tNGLwVVDIL//7Txv/9fPm/nYmGrH4/GanS2+2Kw1miUonkCm5IimbJ2Rw+DQmh9yMcuNyqQI+XSplqlVck17ksMgDbm0saMgmLOXc/6C1u5ncaSQa65Hm7GA2YY2GDF6X0mWX28xSs15s1Ar1Wp7PrXE7lDo1p6lOSjlbKqbJJM1kILpQQOFwSEwWgcHAUalooYhhNMpEQqpcyjRoBQ6LPOjRJkLGYsbZqIb3t1LPDgrfPV376WXt5+82mkT9s757utZsD+42EuvlQDbjjISNDodKpeELRHQOh8qgk0gkDIWCYbGIAgFNoWAbjGKnQxUOmtJJRzHnXS/5tzZiW43kxnqsUo5kMp5I1HrCblXbrWq7VeOwahw2rc2mt9v1/0TLbFQatRK1gi+XsCVChohP4/OoXC6Vx6P9rw0hV6HgKZUCjUZsNMrtdq3Xaw6F7NGoK5Fwp7O+bNZfygYrhUi1FK2V4/VqcquW3q6ldhrpjXLAb+EmHZysh59ycmNWVsLOjprpYROteWOQj5+UMmBDvY/+ev6U28CwiqF20YqBs6hgr7Te+frMlx/wGbDlsVYxZV7OWKJhxnnUWT529Pr5D3/32m8++PBdOHgUtTQw1HV9oOPb4d478KUhNnGehZsCT3UsjLZBZnsRiwA2doyNHSFBBpioUQZyDDbZjprvIcKGYEvd2NUB+MyTR9+eHHhyeRb0cG7kAQY8gF7pQ690o5c70UtdqMUuAWWeBAdhFrsIKz3E1T4ydIACA1DgACIMQIAOTA7dunXlw+uXPurvuAqZ7RzpudF+//wo8P5Q//1zZ94fH27jUJd55HkRfVHAWJFyoXI+RCGEy4VIlRjPZUDHhju++PQvf3n7jSvnTk6PPvC5mdBV4L07F+em+hDgcb2Cc/XCp/19LY2SvxE31XI2Q1R5Z6mNr4GEKyogqavWcL9YD27uhvY3g4db4ULCuF+PkVEzQib8u6PC86PMRtWnUdE6229TSIvPDpP/+WMtGzciwMBywfX3n7f+/mNjZzOVSbsTSXcoYnN79TaH0mCSqrVCmYIrkrB4QgabR2WxySwWic0mc7gUgYAqlTA1Kp5ZL3ZYFX63OhbUpWPmYsZZLfqag7q79UTzmLi+FlzLu7NJRzxiDgcMQZ/B59KZdCKvS+11a4x6gcUktpjEJoNIp+Er5axmhp1CxhKLGWwumcbAkSkoEgVFIMF5PIpeLxHwyQoZ06ARWI0Sn0uRjBjLOfdOPd6UrB9frP/83UazmnT99LL2w/Nqs4dxsJ3erEXLBW8qYfP7dCaTVK5g8/kMLofBoJOoFCydjudyyRIpU6sT2Kxyv1cXj5pzaWcx46yVA5sbsUY9XlkLp1Iuf9BwwuPUux1ap13jtKntVo3Vprfb9Var1mrVWW06q0VtMki1Kr5cypaIGEIehcMms1gkJpPY/Cu5XGoTMJGQKZfz9Xq5w2EMBByJhC+bDRWK4XIlul6Nba0nttYT27Vfn9u15NZ6sr6ebFTjxbgp4eBkXNy0ixe3seI2VszKDBooXh3Ro8GHDRQWYkRCR37+4VvLUz1uHV3DXoJPP2xrOT001Pr2+2/0dt8Fz/ZBZ3skDAiPtqQSQrSMWcCT67959d++PPs5aOBh16MrrS1fL011khEjqMUu6EQrbPKJiLrEJS92PPrr1NhjFm6ChR6hIUFM9AgFNkiBAlkIEBkKHO6/Otx/nQwfHe2+Mdx9YxLQMtp7EzbXhV7pQy51Yla6sOBe7EofdqVfRF9hoEdxy10kSD8FBqBAAWTYABEOxEL6R/qv37ry4bWLH3Q8uLA0dn/g8fkn979anO6YHHt85su3J4dblUK0Vojkk2ZwqyCjkqiTwoxKjEGFV8twKilBp6GyOMiH7Q/efOvtd996TSfGWI18AODx8tLw9ESPkIubn+6jIEfX8vpcVl7MKjfW3Z6wrgs5+jn08VVwa7nhP94MvdgJH26Fnu7GAg6h08gTs5AqEfHFYf7lca6+7lfISL1dd+m01cPdxD9+qutlRBJ6+nA3+3/+tve37za26olSIZjLBxIpTyhqc3v1VrvSYJKqNAKJnCuUsDl8GotDYbFJbBaJxSZxeGSBgCaXsXRqvkkvdlqkfpc87FMnwoZc0lbOuSt5T70c3KyENyvhrUq4UQlXioF81pNNuZIxRyRgSUYdoaDJapGazWKLRWK1SM0mickg0WkEzVgglYKjVPIEIiaLTaZQcWQKhkRGkygoLo+s1Yq4bLxESFUrOFaDIOhRZuOWWjmwt5l8flj8/lnlp5e1X76v//J9vYlW8/nD8+p3T9eeHRT2t1K1aiifcUUjZqdTpdUKRCIWj8tks2gMOpFKxbHZZLGYrlJzzSaJx6UKBw2puDWXtJXzro1quFGPVSvhTMYVjJhPeDwGt0vncGhsNpXdprbaNLb/Ka3NqjabFRqtSCrn8oVMFpdKo+MpVCyJhCZTMBQKhkbHs7g0npAlkfE1WqnVrvX5zKmks1gIrFdjjXpyczO1s5k+aCT36smd9fjmWqxRitZKkfVSqFoIrGU9ayl7xqfK+EQ5vyjnEqZtvKSNGzIyQkZy2EiKWRl6AZSFm0QuA0++9+9SLmZxqudPfzjx5h9fuXztwkDf3Xff+i0ePQ1b6ldxoXohTMtf0fNXmbiZS+c/BvQ+mBzu6Gq7hgQPk9DjK9Pti2NP5sfawbPdODCAABkcG7gH6L5Dx4zTUcM01DARAiBA+smwwQXQ/b62S3eufjrcd5OOHoPOPL7zzYdjA3dBPXeWxtvxy33Y5S7Ucjd6uRsH7iNCBvArfRL6HA09iAV3URAAKhJIRQKJcAAB1k9FDCIWuu9cO3XxzJ/Pfv7OtW8+vnvz9ODAna6Oa2dPv9vfcV3Ggai4KyLq7FD3TQZh2igF2zUop47g0FIsCopWBNPKUXq9GIvHnj93moFdSYV1BMzkGKjN61LhsfMTY+3L0+2phHK/ZvMFGQThxHrZkqt64WYSzkDcqIUOt4JHu6Fnu4mDrXCt7CLhF/q6H1pNkh9eruXSNqdZoBSTettvEXHztfXQD88rOOSERkr68Xn1//xt56fn1a1arLYWrpSDhZw/nXRFQmavR2ezKXV6sVLFl8j4AiGby2NwOLRmjhuHTeXxaGIxU6HgajRCo0FoMwvdDrnfo4r4damIuRB3rKU81Zx/oxxqVMON9cjmeqRpKVHKemrl0FreHw6aQn6D26ly2OQ2i9RqlljNcoNOqJCxZGKmXMJSyrgyKVMgoHI4JAaLQKPjyVQMhYrhcqlKpYDNJkmlbL1W4LIpYkFjMeParIYPt1Ivjkr/W7L+P7ReHpeP9/PbjWS1HEwnHX6f3myRKZW8pkMmi0Wm0vAMFlkgpMkULK1OYLXK/V5tNGxOxS3ZlL1S8jdq0Y1qpJj3xBOOE16vyeMxuFw6h0PtcGjtdq3drnU4dM2yO7QWi0qjFUukXA6fRmORiGQsgYDG4ZE4PJJARNMYJI6AKZbxNXqZ3aH3+szxmLuQ965XwpuN5O52Znc7u7ed2W8kt9dj9VJ4PR+qZAKltK+QcucT9kzUkomYUgF9OqjI+AQZFz/rEOTdwpiNHdITYmay30D2Gag80rSYuXz/2unOh1eAfQ9++9sTH338PhqzqpaSbn57+sHt8yIWFDHbYZWh5Mw5GXNJI0LPjrRC5gE8GhQPGcGCB1an29CL3Zj5PsTSAHSxbw50Fzzehpgf6H18jYIcYWBGyPBBEgxIgAxQEEPIhd5Ht76cm2iHLw8g5ju5hImh3muP7py9c/XLh7e+wix1Y1e60OBu7GovHtJHgvaToQMESJ+UNc8mjJLg/Sz8CBM3TEYAKXAAHTk41nv1wpd/unzx45vffjXYd6+v8+qDO19Oj7Y9vPP1g9tf03HTQsa8jLva+ejS+dPvANu+nRm4g57vFJGmrDK4W4u2qNBGJdFvl7Cpy3jEaMQn1iuJna2XSbjlns7bbBYcBHqMnAHuJRyalPg90GmhibBRse7vR3a2o/sbwaOa/3gz8GwvfrAV3t2MiIT4kZE+u1353Yuy2ylViEk45Cyo7yEJv2i1CFx2CQIyHPGp/uP7+j9+3np+UNiqRevrsfVKuFwM5jPeZMwWCpjcTo3JJNPqRAqlSCzhCoRsHp/B5dE5HBqXTefx6EIhUyplKxR8jYan1wnMRrHdInPZlAGXNuY1poLWXMy5lvNVi/5aJdR0Qdpcjxxsp7Y3YuWcu5j1peKOcMDo92idNrnNIrVZ5Ea9SK3kyCQsuYStknNVCo5UTBfwqRwemUbHE4lIMglNoWB4PJpaLeZyqXIZ22KQeF3qVNRSKXh3atGne/nvn1V+/m7jl+/rTeH634B9/6zy/LB4sJPZrMWKOV8sYnG51Hq9SCxmcHkUNpdCYxKoDCKHRxFLGUo112AUu52qUMAYj5pTcUsx596ohhu1aKXkT6VcJwIBi99v9vlMHo/B4zG43Qa32+DxGL1eo9dr9HqMTodGr5fIlTyBiMlgk0hUPIGKJ1DwBAqOTCexeEypgq/Riq1WdcBvjkeduYyvWg7Vq9FGLd6oxeu1eKMabayF1wuBUsqbj7szEUcyZIsHzWGvLuBSB1xKl0US9kjTQUnay0852SkHO2pjREyUmJkSNtN8eqpXT+XgJ6VM2FefvHnv9vmFuaGurnuXzn8GXxzi0mAn33t1ZbqXCAZRYUNq7qqMDWYTZ+CLA/0d1wY6rgM6rg12XcNDh/CQQeh0B2y2Y3bwNgM1PvTkCh4MArZfIUAA//uyHwMzysFNjvffHhloGR64DZ5+IqLNz4zeP/vFH7+5cPJhy1nIfAcO2odZ7cFB+wjQfiZ6mE+cZGJAFPiAkrPEI47RkAAmBkRDDTHRIBYGBJt93Pno6ysXP2y9fR6xBFyYaOt8dI6KnRrqvX35r58uTHdz6csS9ywjSgAAIABJREFUHmJ6vP29t3/37h//cPL9P5499c7F0396eP3kUO8VxEovFztik8KdWiIKBrSZ6QGXaHLk8fhw++I8kICbA08NnvvqLyYt21OyfovqeEIAeNKSo7L9u6J7p+o6aPh/3osfbUf2NkMvjvJmA3d1eaxWiRzuJhNRI5eFXJwfmp4cYNIRVDIYj5njMmHVovcfv2z+5w/1o+3MVi1ar0bXK+FSMZjPeFNxRzRs9XkNNpvKaJSqNRKZnC+WcARCJl9A5/HoPC6Dx6OLRAyplK1QcBVKjlLFUam4Og3fpBPZjDKnWe6zqcJeQzpqL6bda8XA5npkeyP2dD9/tJttVMMblWC1HC7m/Km4IxoyB7w6r0tttypMBrFeK1DIOAoJRyHjaFRclYIrFjM5XDKNgSeR0Dg8nERGk8loLpeqUov4XLJKwbaYJCGfNp+yb6z9uhtsalSzmoA1Fz++WH95XG7uBtfXQtmUM+Q32G0KjVYgkTAFIjqHT6WzSCwOUSimyZVsnV5ot8o8LlU0ZEhETZmkrVLyb1TD1XIgn/efiEQcoZAtELAEg9Zg0BoMWprrUMgWCtvCIWvAZ7RblXq9RKHkC0VMDp/OFTDZPDqLR+MJWRK5QK+X2m0qv9cYjzrSCVc+7VnL+Zoz27VS6Fc7hJQ7G3fEA5aw1xhw6r12td0ssRjFRq1Qr+Hr1DydihlwSfIRRdbHTbtZSRcnZmM2XfvCJkbUxrZK0XziPGJx8KM/v66QMugkyBcf/b7/yXVAV0tfZ8vpj//EJa8sjT0W0pZ4pHkibJiJn4HMdX384e8uXf5icPBxR/vNibHO6YnO5fFHTNTY8njn2U/enBl+NA68hVnu4RAmm7fU6ehRFnaMgx2fBz1oufrp9GjrYM81MnIIA+lrvXd2YrR9YrgN2HsNC+vHw/qIiAEaepBPmhCRp5hoEA0BYKKHtHywkDxJRwLZ2FEOZkRAGOMRxhmEyaH+2y3fftHWcu7BrVNjwFug3huP759ve3T5Qcs5EnpaLsTBV0f+8uEbH5/+6JPTJ09++pc33/z9a6+99uYffvf5J29dOf3e428/mwY+HAa2GrW0kEcCBw8Deu9ZTCLY6rCCj+sA3gwGpdGYCkQEEhykSerAXt39dM1Rbzgb275nO+GdDe/+VsTrEK/lPTjE9F4j/uwgYzXz4NCJsdHe6WkQAQ/BohdZNLhCQtypx/7vf2z/7buNg81koxquVcKVcrBYCPyTq2DA7HLpLBaFziBVaYQyBVcsZQnFDIGQweexBAKGUMiQStlyOUcmZ0vkLKmUKZexlDKWRsHVqfhGrdBulnud6kTEWky71/Leg+300W72n/Z9m7V4fT1WKQUzSWc8Yg74dA6b0mKSmo0SjYovE7PlEpZKwdaq+QoFjy+ksThkKg2HJyBweDiBhCKR0WwORaMVC4VUrZrvsitiIWMp524eZ708Lv9/aP1Tsn54Xn15VDrazWxvRCvFQCpuCwQMNrtKqxXKlRyJnCMQs/hCqkTGVGl4eoPIapG6napwUJ+ImtIJaynvWS8H1iuhUil0IpHwxOPuWNwVj7njcVc84YzFnfGEK5F0J1OedNKTirkiQYvHrbdZ1QajXKsT6fVinU6k04uMRqnNqnI7tdGQNRl1ZGKOXNyR/+8rxsWUq5B0ZqLWRNAU8up9TrXdJDPrxHolTyNnKyR0mZguEdNEQppQyODzqFIBKeqRFMOyQkCccgvjdm7cxo5ZWTELI2qiJawsHnaSRVjsbLtx48pXGjFxeeKxUc089elb33575ubN89e/Pc2mgJfG29mEOQ5xjkuelTCXRkH3RkY7VsHjHe23VhYHVxb7mLixyb5bp/7yhzdeOfHgzvnZyVbcaj8DM9q8fMTAjDLQI1zsGAM1Ng6429fxbc/jS5PAmzzSxOzIo46Hlx/d+bq/4woW0kdGDVDRQBoayMQMMVAAOhLIwoAExHEufsQohonIk1QYkI8bFxHHBcRxJmG84+HX5z5/9+sv3p4cfoBFDLfcOAXouUlAT967/vl4f4uci6LiZnu7r9EZKxj83DJ4AjDUc/32tVNffvzHt197/fVXXv/dK2/87t8unPtMLSf4nUI+C9HbeYfFQExNdiwt9w8N3krZePGEqmXmpiWphghX4JzZw+fxzQ3HVt21t+0/3Akd78ZlfIzHIubRVteL7udHWZdDwufj2x7f7ulr7+h4MDXeT8KtGNTsF0eF//sfWz+9qO7UYrW1QKUULBV8uYwnm3InYvZIyBLwmVwund2uNpqVWr1EqRbIFFyRlCUSs4QCTjPDSSxmyuUcuYLbdD4TChlCAV3Mp0tEDKmEoZKzDRq+266I+g21cnBzPVKvhHYbif2t1MFOZn8nu7+T3aonSnlvKm4NB/T/jLnRqgRSEVMsoEnFdKWcI5dzhSI6l0ejM4kEMgqDh+GICAIFRSCj2ByyXi+VSVkmg8jnVidjlkrBt9tIPN3PNXvuzQbG335o/E8n48X6D09LL/bzB1upxnqknPemk85gyOp0aS02pcmq1JsVWoNYZxCbzDKrTeFyKAM+fSJqbpqcrRV9tbXgRjW8vh4/kc4EMplANhvIZoKZbCCb82ey/mw+mC+G88VwqRgu54P5jD8Vd0fC9mDQ5vcaQn5DyG8I+gzhgDEaNMfDtmTUkY07szF7JmbNRC2ZqDUTtaYjlnjAGPZovDaFxSTWa/gyEV3AJfFYBA4Tx6KjmXQ0nYah0rBkKpZCJTAoGLWYlAnI80F5zi9LuwRJBy9l56Vs7IyDm7CywiYmFTnJpsIvnv1ofuTxUOfVOzfOdnW1gEa6yDTkp6fe7etugS4AoHO9UhZYSJvXS5Bi1gIOBnBq6SLaMgk2SEUCOu6cOvnOv77/zuu/f+Pfb978GrzSR0EO0VEjVCSIhhpucsVGjwiIs8tTHY/unOnvugqeaedgx5bHn9y+fOrx3Qv9T64gljpZxGEGboiOAbJwgwx0Pwc3zMEO8/CjLPQQEzWo4izy8RN0OJCPGxGSxlmEscXptt72m7evfdX64GLrg4tdT64NA+7PjD3qf3L54dVT8NkeIQuMgwE1fIhWDDcoMFoVRqlAs7mrS9DxJwMdZ69eefO9P3344Z8kfLjXzpOLCPdun3/04NLq8qCGhR0ceUghzNWKHpgQPEgai26E+1EDFDXieCd4VHPvbfme7kefHaTCHiUGMsomL+1vRg93El6XTK/jI1HLC8szAEDXQE8rFrUQ8et+/m79Hz/XXxwWNsrBtbynkPFkko5EzB6P2MJBU8Bn8HuNHo/e6dRabSqDSarRiZQqnkTGEktYYhFXJGKLxSyxmCWVsRVKvljC4QsYHB6NxSazGEQmi8Bk4bgcgohPVsmYEb8xE7OmY+ZKwVuvhHbq8cOdzMFu9nAvt7uVWl8LFnPudNwWDpq9bp3FLNOqBVIxSypiyCR0mYQpFjMFIjqXR2UwiUQyGkuAYwlwPAlJpmFJZLRASLdYlBo1z2GTRYKGfMperwQPdzL/3cCo/+2Hxt9+aPzt+0aTrp9f1n56tvbD0/Kz/fzeVnJzPbxWCmaz/kTCFY7YA2GbP2Tz+EwOl8bp1vr8hnDQFI9asylHKe9ZK/qq5UDzE2ujnjpRKIVK5UilHKmuRSvlaLkcW1uLVSqJ9fXUei1VryUatfjGemx9LbJWDBay3nzalU86cwlnNu5KRx2JsC0VtqdC9mTYngjbIwFLyGeIeHVhry7o1npsSrtBolfxxWI6h0OkUtFEIgKHg2IxcCwGjkbDUEgoHockEDB0Cp7DIrE4BK2Okwwpc15B2slJ2NkpJy9pZyccnLidG7ex/EYqkzDBpi6f+ugPjx5cb7l7g0oC6xUkERcBhU6+/e5rC/OD8OUBHnHSIoUbRVCrHKXhrSgYc1LqDGzmyZWz7/w/st6zSa77SPNl7K7u7M6MJFLezAwlkiJFI5KgA0AHECBMN4A2aG/Ke++9N6fqVJ3y3nvvfXVXVXtv0TC00q5mv8l9UZLuRNyIfFER9fp3nsz855P5kx//t5/89F+f/+m/vPjSz6envxCwF6SsWTV/WSdGAiKEnD0vZc6quXCAjxDTphcnrjwcuzI59gkZM86nzlJRIxN3L92++c7tL/6o4s8rubNKzjQgnAP4M2rujJT+UEwdl9InJbQJCW3Co6do+QsS2oSGN2+QwM0qjFmOoqDuXXrnd5fefQW1/GBu/LM//v6nd299gIDf+/TKSxT0iFVDdGopbpDhNbHdZrbfKQq7xWGnIOCRWM18kYT8+Y2rfDY8FlCajPzr19+WiAmghklHTC8uTly6/MdYFFhdDSSy0MpKONvxL7Cnqxvxw/3c6UbyZC9/elCr5r16FUuvYR4f1E4Pq5WiGzIIbBalWERjMQizk3dFXGyvFfvzV+t/+WrjaLfeaSaatWi9Eq0UwoVMIJf2ZVLedNKdTnrSSU8i7orGHMGQxeMxOBx6m01nNmshSGs0qiGTBoI0JjNgsevMVi1oVGi0ErlCIJbyBCKmSMKUSFkSCcvtAANec8BryKZcjUpk0Elt9/NH27Wzw/b5Uef0sD0cg1htJerVSLEQTCZcPj9ks2vNZpXBINMBouHFHS0gUiiFEqlAKOby+Eweny4QMsVStkzJNRrlsZgj4DdlUu5GKdRvp/c2queHK0/P1r55vPX9s93vnu58/9Xun7/a/f7ZzrdPt795vD7sDZ4fdY52arub5c1Bob+S67ZTrWaq0UhWatFsyZ8r+kvVUK0ebbUSvb9vItjbLO9vVQ62a7vbjecGa+WN9erWRm17o7a9Wd/abG5vNne32/u73f3d7tF+5/Sgc7TXOtxp7m3WtgalYcm00kh2aolmOV4vRmv5SCUbKqb96bg7EXXGIrZYyBLxmwJu0GXVWEC5XiOSy9gCAZXJJFIpOBIRTSJiqRQCg05iMSl8Hksi5msUYhCQG01qyCxLRcFmylCNaGoxoBbVVqPaUlhVCqkqEXUlpg5Y2SoxmsuAv/bKr/U6ftQnd4F4hx5nBSmwpTt/fOXnahGWi7vn1ZGcGnzCKcgGZGzs3TtXX/nDv//o+R/+j5/89IfP//SHf3zz9/MLIzzmgpy3IGPNqvnLZhVBzV+Ws+fV/GVAhITkGJ0QrhEgpx58/OpLPxm7+wGH+JCBv3/z05dHbl+avPe+nDOj4s1p+fN68SLAn1VxptXceSl9Us6cUrJnRJQxGeOhEyACgkU5c0ovWoZkCIscySNPvvX6L69eeX1q7DMyanx2/POHDz4h46fG7r5/97M3RdQ5j4HhMtCdBobLxHKZOT4bz2th+R3cgFsYC+t0AFcqQOYSoMnIu3797eXFu1zGEp+DJhKX5ya/7GatGzXnziDWb7r6HV+7HdjcSO2tJU63Uie7+e1Bpl0JU3Azdovk4qx7cljZXMvarVIeF6vXiZQy3vzUqExI2N8s/O9vNr+56K/3cpVyqJQPFLL+bMqbiruTMVcy7krGXamEO530pJKeRNIdjTmCAYvHAzkcoMUCGCGNAdJAJi1k0potOqsNsNoBo0kF6GRKpUgo4nD5dDaXzGASAECq00rVCr7VrPR7wHTCUS8F++3kTr9wtFs/P+o8Ou6eHrQOd2qbg/xKO9WoRvNZXyRqd7p0FqvaYJBptUK9XmI0yg0GmVojkiuEMrlAKGJzeTQ+nyGVc1UaoUYrcjp0mbQvFrGXs75uPb7VLx7vti6Oe1892vj2yfb3z3a/f7b756/2vnu6893TnW+fbv7X0cHh9YPNtdKgl1vt5lY62XY33Wwnms14u5lY6aQHK7mtQX7omDzarR/vNU72m8cH7ee2txp7262D3fbhbudor3Ow3z3cXzk+7J0eD06P++fHvYuj1fPDlbP97tFOc2+jutUv9tvpTi3eLMdqhUg5Gyylg7mENxV1RoM2vxdyOXVOu9ZiUoI6iVYlkEvYAh6VwcSTyCgsDobGLGOwcCIJw6AT+TymSMiWiHlKhRjQSAygAjJrLRaVyyrLR8BqHCxHgVJYUw5ra3+7RKoth1XlqMZlYJo0DDpx9vVXnvdb2XEHI2QiGyXLaiFq9Mb7X3z0iklBZGNGY1Ze2iNygxSDFDN6/Z0f/+sPfvTC8z/+yQ8/v/YhkbAoF+EBCVrJmVfyluTcJTFzDrNwjQj7UidB6yQIkwKjEyyDEiwJMfb2a79Az9+QMhd5lOmJkUuzkx9LOIsi2qSKN68TLhmkMA13Rs54qBctyxgPZYyHWv6CjPFQwZrW8ObtGrxetKxkz+hFyyYZUkibenD30pfX3/rs8h+IyDH04p3x2+/Pjn0s5aBm712//fGbTPx9s5ZkN9DsRpoDogdcAq+D53Pw/E5e0C3w2jg6GTqfMAAq2rXP3kTDH5CwE3we8pMrbzBQ00edSDqtFhhxra5zre3ebfovNjNb/cj2VuL8oLTaDOUStoWpm5Eg+Oxx/2ivdHLUzGacFrMsGDBHQg4MYspiEHz9uP/X73YfH3datWgu400n3YmYKx51RMP2SMgai9gSMWcy7konPOmkJ5F0x+LOUMjm9ZocDtBs0UImrcGoNkIa41CvbLph9aU3KFRqiUTK5/DpJCpGIuUJRCwSCS0QMFQKrsko87nBZNReL4ZXm8nNfu5wp3Z60BrG39FKVsvhbNoTClm8PqPTpbPZNSaz0mJVWW0ao0mh1UnUWrFcIRBLOBIpT6kSqbVitUYIACKnHchl/KmorZr391qpvY3q2UH3yeng64vNIVd/j53vv9r+r2idH3VO9pv7O42tjcpav7jSzXXa6W4r2WkkOvVYrzl8iMvtrBcPtqtDqE4PWqdH3ecO97vHBytnh72Lo8Gj48H5Sf/R6eDibO3ifP3R6eDiuP/4aPXiaPVsv3OwVd9dK693s51arF4MlbOBQsqXibkSYWfYb/O5jQ6r1miQA4BYrRbI5ByRmMnlUml0AomMxhHgGBwMR0Di8EgCCcNkUQQChlzOV6vFGo1EC8j0gNQAykGD0gSpnVZV0K0pxoyFqK6eghoJQytlqMeAagSoRjSFoKwS01pURIeOszB+49N3/6McAxXMxT/9xw9/+6P/Nnr9w3de+8347ctekwgUY60qok1NsKjJajHhow9e//mvfj42cYtKXtRISTopXitAqLiLUs4iEXFncfLq0sOrsw8+ZBLGQDnGrMTq+EtGCVrOhtMw4zoxSifBcSjTAuaCmL2gEcEJi9dpqNtGKVLLX9Dy5uTMhxLapJw5JaFNDKGSM6eGMewQKtkzRjHSIEPqlRiVGLk4de3TD/5w7+Z78Nmbiw8/mx377N3XX3z1dz97742fz45fAeQ4r41nN9JdJqbdSPNaOUEHL+RgR93sbFiRTxhI2PGPL7+qklIkXJROQSWhZ25/9k6n6WMY0S9Ov46Qz9T73vWO52wrtbkV39hNnR+UtvqpsAdQSShrvezFWfdgp3B20oqEDDargkKCqRVcDgOVipr+z3c7/+eb3aPNWj7jiccckbAtFLQEAxa/zxzwQZGQNR51JGLOoWTFE654whUK2dxu4zAPNJq0oEE1RAsya602nc2hs9gA0KDUaGVyuYjNpUmVIq6AiUQtYXEIChnH5VKVCq7JqPC6wHjEUS2EVluJzX7uYLt6etA6O2yf7jcPtiobvexKO1mvRIr5QCbtTSRd0Zjd6zO43DqPF3S69War2mRRgUalUiUSS3gSKV+uECiUQpVKAOokfo+hnPPnEo5WJbLZK/z/Jev7Z7vfPdv5xyjGP9qDj467JwedvZ36xlq53yt22qlmLTp0WLYrkZVavNdKDG8pDFPBYffluZOj1fPjwdOzjaenm1+dbTx7tP70fP3p+drj0/6j49754crpXvtou3GwWdvqFQatVKcareb9xbQ7E3PGg9aQx+i2g1ZIY9DJ1CqBVMYWiZk8AY3FJtHoBCIZQyBiiGQskYqhMogMFoXOpDA5TIGIo1Dw1WqRRiMGACkIKoxGhcmkNpsAmxn0OI0+D5gI6stJcytva2dNzSRYi6obUX09pqvFVKWQtBbX2tVks5p159rbk/evwuZHfvvLFy5fevMXP/p/fvnTf335d7/m0DFs0hIRNmIDqEEbP+gQCjmwh1PXJQKMko9U85Z1IoRWiFIJMVIufPHhp4sPP5Xx4BTM/ZkHH/FI0yY5TsdfMojgOhFSxV1Ssuc5xIf3br1NQI0qBTA5Z37u/ntz9y6BYiQohusEiwrmlIQ2AQgW1ZxZBXNKL1xSMKfU3Hk1d05Kn3RoiSY5GuAvgdJlUL5kUKPZlJnXX/7F+++8PD32qZgLG7393i9/9S+vvvpvo7c+uv7xG/dvvUcnTAIynNvIcBuoAQs3bBdEHLykn1+IqBwgc2zkg4l7H5v1AuzyCBX9kM8ivvHGf2iMTJaRJEhrPiHfQckW13cTexvRg6344W7mbL90vFsGFDQ6cb5eCT15tHq8Xz7ar3lcKsggWpi/RyHB+GxMr5P8z+/3//LVdr+RiIYsgZDF54M8XsjtMXk8kN9rDPpN4aAlFrYloo5k3BVPuKIxRyBgdjpBqxWAILUeVOr0Cj2oBA0qkxkYXvi12AAjpAJ0comUr9WrBFI+EgtDopdh8Hk0Bk6hYnk8qlzGgUC5266Lh+2VvHelGd3s54a7004PWqf7zf2tymY/1+tm2o1EvR4rVyLFUiiVdgdDpmDYHIpYvAGjy2Ow2gE9qJQrRCIxVyYXqlQitUqk10pMRkXIo68XAqW0u1uP76yVzw66j0/6X19sfvd0589f7f752d73X+1+92zz26cbw3etIVqPT1dPj1YO91s7W421QaXbTddrkUopUM77qnl/vRholoPtWnilEeu1E4Nuan01s7Gaee7RSf/J2fpX55tfnW8+O19/erb25LR/cdw73e8c7TQPNmu7/dJGJ9tvpNrlaC0bKCRdybAl4jN6HYDdpIJ0Eq1SoJByxEIGl0thMAlUOo5Ew5NoODINT6ETGSwql88UitkSGU8s5UlkAoVSqlJLNBqhRiPSasUgKLfZdA6H3ukEnXaDwwp6nFDQb0lETOW0vZa2VWKGRgJsJXStqL6V0LeSmmZSXY+rKhGNQYG3GVk3r71+5fJrNptWpxX/8oX/+doffjd6//arf/j3hem7XMqCjLUQsvJ0YhggQyhlCD5jxqTAabgLAH9ZxFjEwu7R8eNk1IhKhBLS5wS0WSJiZOreZQlzQSeA6YVLoAQOCJfElIfjt975/MrL43cvKbiLTOwIFXGHjrqDnr5qkCANIriKOytjTWsEiyrenJQ5pREsKNgzGt68mjsrpU+oODNBE8OmJuiECwb5kkGJlHAWJ+99PHLn41s33p2Z+HRy/JMl+L1333tpeuImnbgwde+Tezcv3f7sLdzCTRV3EZITHTq2y8i26Mgy3vLU/cufXH6ZgJ4kY6dwsFEpF4NGzz14cCMdg0ATWxMDGFHVPfqDdNVyspU87kVO15Kn+8XHJ81Hh52QF1jrZc5PmscHlZ2tot8LGPRCuZTJZeO0SsbJfuP/fn/w+GQln3QE/SavH/J4DG630e2BPF7I7zMG/aZQ0BwOWaMRezzmjETtwZDV7TZYLVqjUanXy7WAXAvIAL1cByogk3YIlcWmg0xatUZiMuuVGhmRRsARMTDE4uLyHAy+iMMjqTQ8l0NVyLigTuK0aeJBqJh1d+rR9ZX03mb5eLd+tt882Wvsb5W31otrvXxvJdPupFvtVLUWzed96Yw7nXEl0s5w1O7xmaw2UKdTyuRCsYSnVIqUSqFKKdABEqtJGg0YW9VovRTqtdOH243zw5Vn5+vDBsb3T3e/e7bz7dOtb59sfvNk86uL9aG15Nn54OK0f3LU3d9tbaxXV1Zz9UasVApkM55syp1Le0pZdznvrhS8taK/UQ62auFONfzc0/P+s/O/2ydPVs4PWqd7zaPt6s6gsLGSWWulVquJRiFcSvsyMVc8aPO7QLtZBYFSQCOUy7lCIYPPpbHoJBIRiyegMDgkhoAm0shUNp3DZ4vEPKVaqgXkRoPCBKmMoMIIKkxGlQlSG41Kg0FhNCohSOVwgF4PFPCZAj6Tx2UI+s2RkC2VcJXzgVLKU0nYV3L2dtrQToKtlLaVUncyulpcWw5rShHApCDYtPS7n/8Jv3wvGTDOTtzwucCrV9+enRl9960XKehxNQ8upc1YlXiDAmM3M9QytEIINynxIvrs1P3LI7c+mJ24wiJP4OB333zpx2+9/BMabgoJuzs7+bGEswDKUWYlxqxAG2RY5PyNiZHLRMQ9/PwXOgFSK0AgHl6BT1yW0KdMCoxatCzjL0p58zL+glywKOMvKHnzgGBBK5gDBLMAbxqSLIbNbLuaCMlQZhXGIEcCUrhCiiLhJq9dfXNs5AqLNjX78Mri9PWxO+/B5m5wqEuXXv/dWy//4v6Xlx7c/mBm7POHDz57MPrx55+/e/Xqm3fvXAEB3tjolasf/J5DnsXip9DIsZ2aPxJTzqtgSyCBYqVYAsKz7cxxP3G4lX50XN5YjXfroeO92sFu8fiofHhQbjfDAS8gEZARS5MMKtznVH79aPDXb/c2Bvlg0OQLmHwBs8dv8vggjw/y+k2+gCkQNAWC5mDQGgzZQyF70GfyuoxWC2AwqACdXAvINVq5WiPVAlK9QWY0qyxWwGIFrVbQYFQ7nBBoUHH5DAaLgsWj4MjlJdji4vIiCg3D41E0Gp7LJculDD0gcFjVQZ8xl3K2qqH1bmp3vXi83zw7bB/vNf7m518vrq/l1wa5QT+70k3Wa6FqJVAq+TNZXyTmcHtNkEmrUovFEo5EylWqRAqlUKURgQaJw6aOR22dVqpdi22s5o93W49P+s/O1797uvP9s91vn2x/83jr64t/CMzgyUn/q/P1J6eDk4Pu/k59c6PUXclWa7FM1jcsLEMhWzRsiUcsyZjjsyH1AAAgAElEQVQtGbOl4vZsylVIuZ97fNJ7dLRyftg93m0ebjf21iubvXy/lepUo41isJzx5mOuZNAW8kBum85qVIKAWKXgSER0Po/KZBJJZDQej0GhEXAkDIFFYolYMpPCFrIlCrFWpzJCgMMJ+XzWkN8S9Ft8HsjrNnhcoMdtsNn1Vitgs+nsNp3DafD7zNGQLRFzJePuaNgeCljCQXMm6SqmvKW4s5VxdLKWlZy5mzO2M0AzpanFtdUY0E6BzaTBqiI7DdwbH7/OJi/qFIwHI58szt8j4ub1StY7f/wlAT0hYsLlHLgDZABKDKgmABKUQ08FZdgHt94hYh8KeWgEbPT6tXfefuell//wb5fee42IHcfA7ixMXhUxZmwAyarGQ1KUToKRcBGI+ZvohZsk+IiCj+JRZ2jYe7c+e5lFGtNK4Frxslq4qBIsABIYIIHpJDCjFK4XL4KieS3noUE0b1ViIjaOW0+G5EiDHKmVLGvkcEBBuHXtnffe/M2dL94kY+4zibOjN9+++fkfJx588sZrv73+8ZsyHnpy9MrV936/NHv780/exKEnpUL8B5d+j0VPImBjaMSEVoCbmPj82s136llzr+sjyGEfLFwG84DSSj3cTR+sJ/a2kk9Oq71WUKektGvB44PK+VljpROuV/2JqJlJhc1Pj9DJy81K8K/f7n77eK1S8Pt8xkDQ4v8vEQhZgyFLMGgOBCyBgMXns3g9ZrcDtFq0er1crZYqVGKFWqJUSZQqkUYr0RvkkFlltmqtNtBkBnx+u81ukMn5QjGHwaaQKDg0FgFDLC8uL8Dgi0jUMhYHp1DQHDZeKqYDar4Fkvvdumzc1iwH+u3EznrxeK9xdtg+PWidHraP95sHe439ndr+Tm13q7LWz650U+1WolqNZrL+YNhuc4CATiaT80VitlwhUKnFKrVYr5fYzCqvG8xlvP1OZrWZHGaDT04HQ8n69sn21483v3q0MeTq4rh3frjy6HDl0dHq6WF3b6exuVHudjPlSiSd8Uaidq8Xslq1dqvaZde6HIDLAbgcWq9L73eBzx3ttPY367vr1a1+ca2b6zbS9VKklPXnEu5U1B72QR4bYINURp1MqxYpZFyxgMFhE2k0LImMxuIQcNQSDIVAYNA4Mp7MpLIEbLFSpNHJTRad22MOhxyJuCeb8uUz/mzKm4g5kzFXPGIPB61et9Hl0A8x83uhSMgWDdsTMVcq4YmG7UG/OeiHoiFrJubKROz5qLmWtraz1m7BslqA2mmgnQbbSXA1AzTj2kpMb9bQnJAINvPl2O0Pbnz2loCD9TlUHkgg5WNfeemnS3N3OdQlFmkK0hD0CoxFQ/RBTIeOqhKgASWViH6AWLgFX7orFpGlUubM7J3luS+ELBgZPT4/dlVAmzYpsWYpyiTHGpUEhRCFXLp19+bbyIXboJrGZcxPj1/Go+5oxHCLGmuQIw1ypF4CB2UISIk2K1F68aKGN61mT2q5UwbxslmOjNg4Lj1FL0XqZQitbAlUYgiIEcTcl/D5L8fuvD9x56PZ8U9wqPtY9Pif/vTi1Q9fwcFHOdRFLPyBTsWiEOcJyAd+u4yMnXzl989PTnyBx82Z5fSRWx8tou4nE9pB19fqBkNNm7Nq5AKonZ3kwU76cD97flg83M7bDLxC2nZx3j47bUTD+lrFb4FEBOzM4uyIQko53qv/53e7p/v1eNjk9Rp9frPPbwoELMGgdfhhDodtoZDV77d4vSanE7LZ9CaTRqeTKxRCqYwvlvIlMoFcIVIohRqtRAfKILPKYgUgExAMudweC6CTq9RikZTLFTAYbAqZSsDgUEgUHIZYhCMWUehlLBZGJqM4HJJExNSo+GajzOsE0jFrrejvtRNbg/zhTu3ssP3ouPvoZOX8uHt21Dk9bJ8eto/2Gtsb5fVBcbWbqZQjiaTb7TUaTSq1RjKULJVarAGker3UYlK6nbpwwFzJB9dXCv12en+zNnzO+vpicyhWXz3aGIrVo6PVs/3OyW7rZK99vN/e321urJc6nUylGv0HVxaLWg9KtYBIoxVqAZEWEAE6MagTPbexWuy1su1qolGKlHOBTMIbC9uDXsjj0DksagiUAWqhQsoRi1g8Hp3JIpMpWDwBicLA4OhlBAaOJqDxVBKdw+SJeVKlWAsqTFbA44WiUWc27S/mg5ViuFaO1ivxejlaygWLuUAh608n3NGwLRQwB3yQ3weFAuag3+z3Qj6PMeg3DyMUMAf9plTMnU/6iml3MWmrpqzNnLVTMPVKpl7B3M0YVzK6RkJTjqibGXPcrbDpWBMjHz6480E2bo24VUETN2gTaZW0K+//YXrsOpe6KKBO+8zskJ0Xs/P8EFMvwz24/f7vf/WDybvviVjLXOr8+N33ieh7CiFKxEJQ0VM8Kmx56pqQPmNXk+0akkVFMKgISgkag7y7PHcDC78j4i5BOpoRIGvlaAL8Jgl5WyNGWACyFSDbAKJVhdGJF1XsSQ13SsUaV7Ef6kXzoBgWsnKtGpJOjLSo0RY1HlLiITUZVJEWp6+9//Z/3Lz2JnzpNoO+ODl+HTZ/FzZ7c2Lk8sz45wtTNxHL9yZGLt//8t17t96buP8xGvFAp+XgYQ9uXXvf7dOVGw6fn18pWdf3046UkqNG7h/kd7eSh/uZ88Pi+WHVpGMV0ranj7snxzWfR12vBrUqBpkwR6cse12qb56u/eXrzbVOwuvUOh2g22Xwug0BnzkUtEZCtnDIFgpa/QGL2w3Z7KDJpNHpFBq1WCrjCUUcgYjDF3GFYp5UypcrhEO9Mls1JrMmGHJ5fTYjpAENKrVaLFPwhBI2h09jcqgUGoFAwmKJaBQOjsbCMBgYDo+kUHBMJkkgoKsUPAiUepzaZNRaznk6jejQSTXc+DncqfT0vD8sYU4P2ntb9fVBsd1M5PP+cMTqcIJ6UKVQCiVSrlTGU2skep3UqJfarZqgF0qE7bVCaLNX2FjNH+00Hx2tDtH6B1ePT/r/X9Nuq76/Xd//m15l641EvhCMxhxDrobCKJZwhGK2QMgUCJkiCeO5RilcyviycWcyZAl5jW4H6LBqIVAGaAQqBUcqYvI5FAYdT6bgsDgkGotAopeRqGUkFoEh4kh0KpPP40uFCo0MhDQ2h97nh2JReyblLRVC9Uq0XY91G/GVZnylmew2Es1KpFEO10vBUtafTXoTEUfIZ/J7DH63we3Uuxw6jwv0eYwBnykctMZjjnjMmUn6S/lovRwvF/yVjKNVcKyUraslU79gXsmZugVzI6VfyZv6RWsnbQhb+XYjb+HhtdGb76YDqlJAHoKoCs6CgLZ44+M3EXO3tEKUkreY8EoyXnHcKfBCnJkHn7zw/A9u3f4YARu/8v5LL/7mv3Op02oh4t4X777y6x9Nj17j0xYZxIcMwpRegnHpSDYAr1ehDRqikDmPmP9cI0WZdWQTQNQqcHj0vYXpz4nYMQphgkGZ1kmRJjlCwX6oZE4AvBkVa0LGeCBjjgOCBUAA85o4Lj3drsA7NSSbmgAq0KAKw2HNv/v+S3dGPrx9693R2+8tT39JRI7JeOi3X/vZ6y+/cP3jNy5/8MrNa29/+O6/f3ntLSkPvTh1XSnC3b935eMP3zDrRM2OVwQs++OKR3vpdAE0uHgHB4XD7fTJXubJWXV3PS0XYnbWC08edfZ3S9mUvZB1ySREIR8HArxS0fPnrzefnXdycbPFIDGbNFazxmHVDLOJoN8cClj8fovbA9lsIARpAECukItEYjaXx+DwGCwegyVg84QcsYQnVwg1gMQAKSGzKhh2eH02yARYrHoQVGk0UoVKIFXwxDKOQMLhCVksLp3GppIYRCwRhcEiMFgEDo8iEjE0Gp7HpcolLBAQuqyqqF9fSNnb1dD6amZ/q3J60H5ysvr1o7VvLta/uVj/+mLtyengeLe9s1Fd6+XrtWg67fT5LWaLTgvIJFKuUMxSqkUGUGEyKO1Wrdepj/jMqYi9XgxuD0rbg9LRTnPYdh8mgU9OBxfHvbOD7ule+2R4GGWjurNZ3d6urq2Xuyu5WiOZzQUiEYfTodcZ1HKllC/kMNk0MpVApRMZTOJz6ag96jf5HHq7WQmBUr1GpFbw5WK2gEdjMUkUCh6HRyOQMDhiCQZfRKLgGDyGSCHS2HS2kCOUixQ6BQhp7A7QH7DG4q5MxlcsBOuVaKeRXG2n+q1Uv50adNJrneygne41k6uNZKscLmX92aQvGrT63QaPQ+eyaZ02rcuhC/hMsYgjlfBk075c1p/P+nPpQD4bLBfDlWK4nPVWMo5OyTmoOtYqtn7R0ipA/apjrWpvJrWdlLaXN/nNPKeBTUKO3v301ZRXzsc/+M0/P/fyb3985+anf3zlN2N3r5hVeL1oMeESJr1yv02gU1Nu37v+YPI2l4vhsmBcxtLM2CeX3vjNr174wfP/8t9/+/N/fXjvUzZtEb40ioeN8slTFiXeC9GdRroLYlo0RLuW5IbodgPFpKNCeqZRS1dJ8AzSDA55H71wjU0YlTDG5MwxNWdCyXggoY6KKKNS+riSNQMIYWEr3wvSjVKUQYYAJDBQhVTL0Vw2Qq0iifiI21+8/fH7r35+5Y35qRsfvfvSu2/8O2LhHho+RiMvYJBjH733Ioe2wKXNP7j1zmefv6VTsHxWSbYC8QGYP66M5YHawFfrePc3U0fbqcOddClj6daDEh7yaKfy5Kzd68aKebfLIQfUdCxyTMLHH+1W/vr91uFu1WlVaNUCrUYCaMWgXmqGlFaLxmHXuV2g0wFarVqDQaXRSKUyAU/AYrAoFDqRziQz2FQWj84TssUSnlIlAvQyvUEeDNu9PrPJrLXa9CaLFjQoAZ1MA8g0gEQDSNVaiVorkSsFYjmPL2LTmBQcAYNAwxGoZTQGhsMhyGQ0m0mQihg6tcBmkgW9+kzcXi8F11bS+1vls/3G09Pe14/Wvnm88fXjjWcXGxenvaP91tZGeaWbLpd80ZjT6TIajCqVWiyV8WUyAaCVmAwKk1FhM6s8Dl0kYEpGLI1yeH+ztrNWPt1vPz0bPDtfH3L16Gj1dL9zvNs62KrvblZ3NirbG5WdrerOdn1rs9bvF5utVL4YisTsdhekM6rFCiGbz8SSsSg8kkBGP+eyaMygXKcWKWRcqYgl5tN4bDKTTiCRsGgMfBkJX4AjlhAIBBpJIOJpNDKHxxFKxCqtQm9UWxx6lx8KhSzxmCOT9hYL4Wol3qynVprJQSezsZofWkW2+sXtfnFzNd9vpbq1WDXnTUVtkYA14DEOoXLbAZcd8Lj00ZA1k/Lms4FyMVIthSvFUCkfyGe8+bSnlPMX86FixldI2ltF16Du7hRMG3XnVtPdzRt7RVMno+9mwdWcJeWRukAmnzZ/7/Z78NmRF3/9sxd+/pN/euH5P7z1ByRmNhVUmOQIUIY1qqkmPd1l5zodEr2GrFegdFLU+K33fvfrH77w/D//9Gc//uDyuxjsIosGR8NHiPhxCQ/NIM7S0WMy1pwFIPntgpCNFzCx3Ea63UizG6geE9NtYrkMLCfINirIePgd+NynEtaElDmq5owp6KMiyl0e/hYX96WEeh/gzYGi5aCDY9LiNOIlgwoFaTAmFc6qJjn0VKuBgYKPfHL1raWF+yN3r1z56K3XX/2PV1765Rt//NWbr//2jdd++/offnX1w9dGbnzw4O6VL754N+yUd6q2SFHDBVDOqOqdpXelXvZgEDnox/bWY8cHJbdFZgX5UZ/20VHzaKcc9CorFR9k4DqsEhzivhXk//nZ2v/+eqNWjchVPPHQDy5mymQcpZKv1Yr1epnBoAD1MgCQKJVCiZTH4dGpdCKegsdTcBQakcEiczhUvoAhlQlUaokWkPoCVo/PDJmVFhtgtmogsxo0KkCjwmBUQUaN2aw1mzVWq8ZsVkEmJaCXSmRcOpuCwqOXEEtLsBkEch6LXSbg4QwqTsClKeU8yCDzOHWxkLmS9w06iYON/NlB48np6rOL9WePN5893Xh80T896e7uVNfX8u1WLJf3BUNWmw0AQYVSIZKIuAoJV6viAxqBEZTYLCq3EwgFoFTC2a7HDrfrexuls4P249PBsLga6tXhTnNnszp0Eu5sVne3artbtYPd5u5OfTAoNFuJQjkQS7jcXqPBpJYphTQ2FU/BEUjY57RKnkzMEvBobDaZRieQyFgcHoXGIpAYBByDQOLRGBKeSCcxuHSBmKdQSXSg0mQGXB5TMGyLJV2pjKeQD5aLkWo52qglm/VUp5nut9NDnIaxPSht90vrK7lWJVJKe/JJZypqjwSsQS/kdxv8bkPYbw76TT6PIeQ3J2LObNpXyIXKhWAx5x9GIeurlMK1WqJRS1SKgUY5sFIPbbRju+1gr2AblOwbZdsgB/Wyxm7OtJK3FiJaN8TViDFj9z75zb//7J9f+KfrI5+ZbfKAT8WhTt/4+OX5iU9YpBmFEOG1cdNhVcIrcUN0BnHi5d+98MMf/o/f/tvP79y9zuES2Ew4FnGLjrvtNJJF7JnZyatM6gyFNEbE3eMz5w1KUtAqiDqFAQvLb2P5bWwXRLeDVAdIs+logBTDp02KGWNy9gM1Z1xGv8cjfMnG3OBgb0ppD5SsKQ1vXsmfcxopJjVWK142KFEGBdqkIkAqPKjGaeRohQwLgUy5GHf5w1du3Hh/Zm7ko49f/9PbL4+O3Pz80w/H7t0YG/1iZvKO3SEJ2fndvCldAHGyRXlETrYTOQb8ai+0v5bYHkTOTqqxoEHAguWT1mfnq/12NJM0FwsetZLmd6scJlG3Fv6/3+09Pl1xONQCEZMnYHK5dDaHzOFQeDyaSMSUSDjDNXoiMYvPZ7A4NAqdiCdh0AQ0loQh0wgMFoXLo4nEHKVKotZIvD6r22syQAqLTWu2ak0WjcmigUxqk0VjteqcDtDrNQUCllDIGgpZAgGz0wXqDQqxjE9nU9F4FAwxv7Q8A4PPIxALWDSMTECx2WSZhK3XiuwWZSQIVbKe1UZ0Z5A/3q1fnKw8u9j4+snWs8frjx8Njg9au9vVtV6mVo0k016PxwBBSqVSJBSyJUKmUs5TK3mAhg/qxRaTwu3QRkPmQtbba6VO9lrHu81HR6tPTgePT/pDvTrabe1uVjfXSsPYWi9vb1T2tuv7u42d7Vq/n2+3k6VSOJnyev1myKwVKwQsPoPGoD7H41IYQ5wIKDQOicSj0QQshojFUYlkJpXJZ/KkPJlGrNErjGatzWnw+s2RmCOZdqez3nzJX66GmvV4u5nqtjPDWGln1rrZ4emHrX5x0Mn0O5mVVqZZjZWy/mzClY47MnFXOu5JRByRgCXsN8dCtkTUGY864lFHLGKPReyphDuf8eXSnmLOXy4EG9VYt5VeWc2v9gurq4XeSn5nq36811qrBXsl16Ds3Kw4t0q2tYJ5tWDu5EzdvLWWMrqNTKOaNTV2E4eequTdyYCajrj9yQcvffDey1c+eHl67CqPPmdQEiJ2TsojDNv5fodMJKK8d/nt6dl7HA4WBR/Fo+7KBAs2LYFPGL92+eVf/eIHv3/5Z3PzowI+RsBeohOmmIRptQDhN7MiLn7IyfNamA4DxQIQzBqcQYFVcOclzDEFe0zJHhPTRtnYL1joL3j421LamIw+IaVNiBmTMs60Q08yqTA6CcyswVkAkkGJMaixEICzGIhWA9kGMSmkCRZrCTQL5+H3PvviEmSWYXHT83O3nXaFSIBNJ4FGztBKg/msgaRG3eVMmGsGtZPV6foPt9MH26nz01rQo2VSFzYGmUcn7f5KvNuJ+r0Aj4P0uZRBt+rxSec/v9/vtdNCIY3BJlNoRDIFR6HhqTQ8jU6g0QkMJonJJDOZJAaTRKHhCSQMhoBG4VFoAhpHxlIYRBaHJhCyZHKBQilxeyxuj9kAKU0WNWRWQWYNZFYPw2IDPB4oErIl465MylvI+Yt5fy7nTyTdbi9kgNQyhZDJoeJJGDhycRk2t7w8D4PNo5BLeDySwSCKBAytkmeFFGGfsZR2deuxrX7heLfx5GT164uNr59sfP1k4/FZ72S/tbNRWumkS8VQOGy12gBAJ5PK+UIhSyJmS6VshYKjVvN0OpHFrPS49YmYvZTzr63mhuMQT04H/9Cro93W7lZta7281ssPVnPr/cLWRmVnszpEa3uzsr5W7HTSlWo0kfJ4/Ga9USlXiUQSwXNEEgaLQ2BwSDQOhSPjSAwKnctgC9kiuVCulgKgErJo7U7Q44WCQUs85sqkPPmcr1QMlkuhWiXaaiZX2+leNztYzQ1WcoPV3HqvsNkrrHWzq81kuxqt5v3lrK9SjFQK4Vzal4g64mFbMupIx92pmCsetkeD1ljQloy5smlfOumJRx3RsC0ZdxVzgXolWitHGtXYaie73i9tblR3d1pbm7XDvc7pSe9wr3myW9/oxFcr7vWKa71sHxTMaxV7v2zt5kytjGGlaEk4ZU4NtxaHvEbW5I23bn/06s3PPnj//dcnx76Ynvj81rW3EPO39HJsxCGMu+V2A89mkWgBHo+LAAGaUUu2gQy9kvhw9MoffvOTn/zon178/a8fTNzGYhYlfKzPJuAz4RIelkdfomJGIRXeb+X6rFw7SHEaqWYAD4jgSs6slHFfTBsVUUcF5BE+4RYX96WAeEdKG1MwHwqI9wWk+xL6pII1HTAz7FqCXgo3a/EmDd6owhrVGIsOa9UTLSDVYqRaTUyzmaMH2TzeMgTR7TaOHiCkE5p4WFZKays5XTmjyyWAaNlyk3BTFRIozJReL3S4nd7bTj46b3hcKhZj6fioeXRQWx+kinmXREySSUipmKlZ9v3l642vL9bcdoBMQaMJKDgahkQvo7AwNBaOxsHRODgGj8ARUHgCCoNHINHLcAwcjkUicCg0AU2g4GhMMpfPlEi5Uhnf7jA5nBBoVEJmtdGkMlnUkFltgJQGSAmZ1XanIRiwZNPeYj5YKYeb9Vi7FW82YpVKJJX2+gJmyKxRqIRMHoNAxqHQMBhiYWl5DrY8D0csYXFIOo0g5FPVSq7VpAj6DPmUu12Nbq7mjraqF8fd4bqlbx5vPD5dPd6tbwwKzVosnfa6vUajWS1XCQVCJl/AEEvYUjlXoeRptEI9KLFa1X6vMZNy1yuR7fXK07O1R0erj0/6j0/6jw5Xjvfae9v17Y3KWi+/2kmvdtK91ezGWnFns7q/VT/aaR5uN7Y2S6urmb+h5TNZHSAIaZ8jkrAkCp7CoNLYLK6IL1KIlDqFHtJYbDqnyxjwW6NhRyLmyia9xYy/mg/WypFGJdaoxhuVRKuW6jSz/U5mfSU3bFmur+TWV3KDTrpTjVZyvmLKlYnZ4mFLIvY3c0Ei5ozHnKmEOxP3pOPudNwdD9sjfks0bEsnPdmUL5PyZpLeYj7caiQHq4X1fmm9X9reqO1s1g+2Woc77cdng4vT1YO92uFe7WC/sb9T3e4n1xreXtm6XrNvNtyDsqVXMq8WoF7BuFFxNRIGO0BQS+GjIx++8uqL7196+9aNT2CLY7CleyO3r/7pjRdv3niHSnioEeEgJcVuYIY84lhAEvUI7QCFS57702v/9sIP/+nXv/zJm+/8cQ4xLVMyAQUpZOFoePOXXv/FB+++hISN89kIGQ8lZS6pBEg3xHYa6FYdWS9GqLkzctaYkHKXTxkRUO/zibcFxDtC0l0x5b6I/ICLH+Hi7grJDzS8eb1o2Q/RzSqUVrJgUGIMcrxJRbQDRKuObNFRHUaq38Fymxk2Hc2gJhp1ZIuBaofoMb+kENdWospy0ZDK6zMxbb3miDYsUEwKurhb26mDnfTWRuzsrGYxiwo51+OL3vZ2odMJu10KDgujVtATUejssPHX7za3+nmpkIEnIBfhi1ML09Pzk7PzU/OLM4vLc0uw+SXY/BJ8fgk+t7g8Ow+bW0AsLWMQSDwWS8KS6EQWly6ScCVSrt1htNkhPag0QCqjSWU0KQ2QYgiVAVKarFq31xyPOYs5f70aWWkneivptV6m38t0O8laPZ7NBQIhm9kKKDRytpBDphGRaPjS8vziwuzCwvwybAGNgVEpGD6XrJKzIVDqd+uzMXurFNzopA+3qo+OusMO4deP1i6OOvublV43Uy6HIjGHzQ1qDDKpTMDjM4VClkTKkSm4Ko0A0IlNJqXLpY+GrcV8oNNMHW7Vv3q0cXHcuzjpXRz3Tg+7+zuN4VKAlXaq3Yi3GrGVbnqtV9gZlA636sc7zb2d6tZWaXU1W6sncoVQPOn1hxzPsXlMvpgvVkjkWqUe0lrtOo/XFA7ZEjFXJuktZPzlbLCSC9WLkVY52qkmus3kSjuz0s50W+nVTrbXza91c2vdTL+d7lRjw5NEjUqkVgrnUu5UzJ6K2aJBcyRoiYVsiagjEXUmos50wpNNejMJTybhScVcsZAtFrGnUu5iMVStxmq1eKuVWe8VdzeqR3vt47324W7rcKd1uNN8fDp4+mjt+KB5fNjY26tubFfWNwrbm4WdQXLQ8K3XPVsN90bVtlY29YvmlaK1X7JtVO2rZXMiKLNb+WTKwpXLb94f+RwJn1xeuD96+5Nrn1z6+NM/vf/eSyM3P2ASZkAFIezi50LiWkJRjij8NhGFuHDp/ddvjX6m0XFZrAVIRzOpSEvjn/7xlZ/9/Ff/60c//ecrV9+hkaYAGVZAm0fNXeeSJy0AwaxFG+UovQSu5E6JqCMi6qiIOiok3RGTR6TUUTHlHg93m4u9w8Ld5pHuKbizUta0mDVl0uB0CoRCuKSTY8xakh2kWnUUq57mMjE8FqbHzDRrCDolzgwybEam1Uj32DjxgKyS1JVyhkwWKKZ1q3XH1lbUFZP7osr9vezBdvpoL7O6EhLyMZ1W+OKi1Wr5K2W33SoVcglCDioe1v/lm63vn62nEk6hiEWk4hbgCxMzD+8/HJ94+GBqamxmdnJ2bmpm9uH0zOTUzOT03MNVX3UAACAASURBVNT80twyYgmFQeGIeDKdyOLQhCKOSMKz2gxWmwHQKQxGtcGoNprURkhtgFSgQWkwqowmlc0OBPyWVNxZyno79dj6am53o7K/VdteL6/1cquddKueKGT9oYDZYgfVOjlfxCHTSTDU8sz8zOzc3Pz83NLSHBK1RCSiOCyiXMIw6iVeB5CO2prF0Ho3c7BZvjjsfvVo8PXj9Wdnayf7ra31UqeVzGZ9wbDV4gDUOqlYxhMImWIJVy4XqFRitVao04stVlXAD2XSnkY1Muhkzg663zzeGmaD58erB3vN7a3qWr/Q7aQajVi1Gq5WQq1GrN/JbPYKB5u1/e3a/m5tZ7s6GBQ6K5laI5YvhJ7T6BQgpLXYjS6vLRByxuKOXMZfzodrxWi9HG+Uoo1SpFGKtCqxbj250kivtFO9bqa/kumvZNd6+bXVXL+T7tRjtWIgn3Kmo9Zc0lnI+gpZXyruiIUtqbgjEbWH/ZZowBoL2aJBazxsT0VdQ7HKJDzZlDeX8hWygUo53G6l+r3C5kZta6O2t1k72m6cHXQfDQ1gB52L897j8/7BXn1vr76zW9vYKvc3SyuD7MpqaqUb77YinZpvte7aaDi36ratmmNQcW3W3Nt1x0bNsd0OtArmqFdkhXh49OTEg88W50YejH52784nt+9cvfb5e59efXti9FPU4h0Bfc6kxkac7EJElokogz6FEeLLlWS7mW0FSXL+8vUrr/3mF8+/8PMXXnz1V+PTI2IR3WMTqKQoPPqBkAMn4cYxyC/VimWDEm1UYHSiRRFlRES5KyTfEpPvymj3lMwxMXmEibzORN5g4W8LaGMC+gSDMEojjDJID/RKjIQ7L+XNa2VInRJtUONMAMkEkCx6igkgGzR4I0A2G+gmkGo2Un1ufiggzsa11ZyxkNKWC4ZcBljrB3Jlc6VqO97NHm1nHh2VSjlzwKs5P20O+pF201/I2dh0GIsC06vpx/vVv36/e7rf8PmNKq2EK2ISqPhFJGxqYW5ienx88v745IPxybGx8bGxifGJmYmZxZkl+AISDSMQMVQakcWmCoVskZhrtRmtNiOgU4AG5dAnYjCqDUaNwajW6ZUgqLRYtF6PMRKyZROuWiGw2kxtD0qH243j3db+Zm2rX1xfyQ2n58o5XyTmsLv0Gr2UL2YTaPglxNLs7OzMzNTM7MO5+SkYfJ6AR7CZeJmEAWpFLqs2EbbVC4FBO7m/WXl03H1y3n96vv74dPVov7neL9Sr0UzaEwhAkE2j0f/ttpVCLtaopWqtQKsTmS1KrxdMxOzlQrDXTO6uV4ZDg09OB49PBydHK3s79cFaod1JVevRYsmfy7oLeW+9Eu42Exur+b3N8uFu/XCvsbdT29our63neyu559xeKBS2xxKeRMqfzQbLxXCjmug00ivNzEoz06kl29V4uxrv1pOrzfRqM93rZFa7mW4r1W4kmrVYsxZrVKOlvD+TdCSi1nDAGI+Ysyn3MNIJZzJmT8bsqZhrWE2F/eZIwJKMOjJJdykXrBYj9Uq8VUt229neSn69X9rZahzsdQ73u6cH3fPDlYvj/sVx7+xw5en52pNHg4O9xs5OdXOnsrZZXFnLtQbZcieWb4RSFW8kbw+nzYk01G56tjv+7Zpjr+487Ph2297tpqdfc251g5srwXrWEnbJ1BICevnejWvv3v7yyv17n0+Ofzn54Nbs+K3J0U9HblxCLt3hsxYtOppVT/HYuLmErhAHEj6JSUu8f+fSL3/xP3/2y+c/uvw2h7kYsEvNGo5IgMCg7iKW7srERLmERCY+RCK+VIlhehkSlMGkzDE+6baIckdKG1Wyx5XsCRF5hIW+wUTfZGC/pGO+pKC/pGBuU7B3GMT7LPIDPmNSxJ4RsWck3FmlaFkrQ2mlSECOBuRovRJr0JKMOopRR7ZbmD43PxaWpyOKfFJTyBuqbSdTtuBKKgYb0Y1+5Ggrc7qVO9nOhj2ybit6dFDNZ625jBXUMeUSklJMSUaMf/lm69un6+ur6WjE6vIYDZBSrhaz+Uw8Bb+EWn44P31v4sG98bH7k5NjU9PTC9OLiAUkBo4noKk0IptDF/wdKovVoAUUelD1d6j+9kMPKvWg3GhS2e2A32eKRx2FjLdZDg/vL+6uV/Y3a0OuhjV5r5nsNBKlYjgWdzrdRh2o5IvZJCoBgYBNz0xOPnzwcHpsdu4hDD6Hx8NYDLxESNepBQ6LOhYwlzPe1WZyb6N6fth5etZ7cto7P+rs79QGq7lGLZbNeP0hi9UB6A0ytUakUokAQKYDZTpQYrYoXU4gHDTl0p5WJTycx7047j0+6T85W7s4GxwddDbWS91uulqL5Av+dNqViNvSCUcx52vVYsP97HvbtYO9xsFe42C/sbfTeC6d8RRKoXIlUqnFGo3kSjszWC2srxY3esX1bqHXzKw0Ut16sl2Nd2qJTi3RqiWGi90KWV8u7clnvIWcP5Nyx6O2SMgcCkDRsCWTdOXSnuG/maQrEbElwo503J2MOuNheyxkT8ddpby/00yt94uba5XNtcr2Rm13q7G30/obVMf9i5P+09PB/8vUWz7JmWZn3or9tq839vV6PGuvx2saT/O4p9XqltSSSlKJmUpVpWJmhqxkZmZmZnySmRmKUSqNx/aOvfP+D++H7OlwxBUZTzyRH/MX59x3nnNd7fHH9h/hxbw3m3UmUrZwwgzEDI6Q2uCVK2wCgZHN0tAoKhJRiiXwEBwJxusRFSKqgk9QBMS5gCwflOUCkrRfnPSLcn5xyiv0GhkKPpqAWhoeePr2defr5529b568fnL3yZ2r9299+/bN/Yf3Lr94cnV1/g0OPqoRgW1ymFuHs6oJGjl5eXX88vWLePymVorEbw6Odd8bG328NPuMiZ3lEFae3fl6vP/u+sKricFbWEg/HtaPAXVtzj2ALj5CrDxDrT6HLz3dnL63Ot65PnV/caxz4t0PUwMd8+P3F6cfL8882Vx6tbn0CrreDdvoQYDeoSADSMgACjqIRYzgUWMk7CSFMEvGz5LxMxzGioi/qVWiLFqcXokyGknOsHCDOTMAfp2IqzJRVS1jyYe1ahFazIM360AAUAT9KokQB94c5bHgLAq4knd/PM3v1EOxoNHjVJtMYqWKKxTRyVQMDLW1tLE8Pjf5bnjgTV/P696e7oH+vuF3wxODU3MTi8uzP0HFYJLpDBIOjySSMEQShkRGt5ev2iKSUWQqksHC8vgkuZRh0An+GJeqjQdNybAlFbG2lQxb2qGM0YAx6Nc7nUqdVsgXUPEE2BZkbXZ+un/o3euuFy9ePX3V9bK7983gUM/kxNDy4iRkcwGHBnHoGIWYZjWKIj59PuGs54FWJbhdDdXL/kLGFY9YAK/GYpEqVRyRiMpi4Wk0FJmMJFFQRDKcSITSqEg+l6BRspwmUcirzSdd7Qv33Xp8uxarl8P5jCcWtQCAxmKTanQ8mZwulVDVCpZJL/C6FPGwMZu0l/PeWhGolwP1cuiCy64EvLqg3xgJWRNReybhzKc9haQ7G3NkIrZUxBYLmANurcemsBvFVr3QahBbjFKDRqDX/NjLtV1E9FqBRsXRqDhqJUen5rSpM+kFBi1XLWeqZCyTXmQ1Sm0mmcOicDuUQUCXiFqLOV+lGCgX/KW2EUAhWCtF6uVoqxbfayaPdjLtka3D7XS9FMrnPPGkFQjpbIDc6JGonAKBicPSUEkyIkaEhfPRYCYUTAVDKFto6pZKQ0uG1aWYthBSliKqUkRZisoLYUk2IMgAglxAmvCKbRqqgo/EwKcnR192dlx8cvf6k7vXnj28/ublnYH+F99c/NV3F3/5rusWeKVHwlhSsDeNMqxOTpCK8STyBgE3v7709hc/+y/ffvm3WMy0kLlMgY4+vfnlX//ZhV/87L8M991bmnm6tfIaC31HgPduzj8ALz+ELT2BLT0BzT5Ym7yzNnlvfer+zOCNyb5rs8O358buzU88mJ94sDb/fH3h5cbiS+h6Nxrcj4YOomBDGPgwHjVGwIwTsRMk3DQePUXGTXMYKxLhllaNMeuwRi3WYCRBSZNMG6kL9BIICDNRVSNvNynIOMRsPm1LxrUel8Rpk2CQiwjYrEHDclmFpwfpk/1kJe8ppr2ZhCMU0HtcKpNJIpWz2RwinoyCosCroOXZpZnx6fGx6fGJ2dGphYnltbl10BIYsgaDgxhMMoNJxuIQBCKaQMQQSWgiGUWmYEhk9I+tIA3NYOF4ArJYQtOo2GajyGFurwPK/C5V2KcP+3TtWPuwTxf1G2IBYzxkioUMIb/O41QZdEIBn0IkIUHQ9ZnF6YGRvtfdr192verq6ep993ZgsHd8fGhpYQq8sYRBbtIoCKmAYtMLwm5NIWqr5z3b5UCrEqyXgGLWk47bwwGD26kwm8RqDU8ootDoaBIZjSfAsdgtIgHCpKOlIopRxfLa5fGgqZz1tarRvXp8r5HYrcUrBX8ybg8AWotNptLwRBIqj0fg8wgSEVWvYXudskTYkE86qjlvsxTYrkcueByagNcYCViTUVc26SnnfJUcUM76SmlPLmqP+Y1+l8ZlldmMIoOKo1OwDBq+SScyaIR6Nd+oFRo0Ar1OaDJKzCapxSwzGsQaFVerZBt1fItRZDYITXq+XsMzaUUOi8LvMYQAcyRgi0VsyZgtm3KVC/5aOVQtBauFYC0fquaDjVKkWY7u1hKH2+nTvfzJXu5wO92qRMo5XyJu8QIqo12oMLOFBhpHR6GpKEQpAS3AwNjILTpsnbS1ittYJ0NBFDiYtEXloQC3uBTVlGKaYlhRiSvqSVU5Ji9G5PmgNOeXFEKyjE9sUBGEXDgaOtfX/biz49sbV7/qetnR0/3g1esH33331aXf/OqbL3+xPPeCipnlk1f5lBUpb0suBEsFW2jM/LWO76/98K1ECJ2dePTZP/7sL3/+X3/+8//+//7Zn/zDp38zNnQfBX6HhfXjoN2b8w9ACw9gK083Zu9tzNzbmL2/MfNwYeTWVP+12aFbsyOd4/0dU8OdU8N3xvo75icerM0/Ay2/3lp5A15/Cwf3I6GDSOggCjaERY5ikeMEzDSFMMthrMglUL0GazbgDBqMy8newoytsRZH8CM2Fyuf1ucSBiphhcOG1+oBl5Pjdop5bPTsVO/8zDsaaaNR9r8/yrSqQDnnqeSC5bwvm7InY9ag3+B0qgx6sUhMJ1GQGBwEjYVC4ZsboJVV0OIKaGEDvAyBrcMRm3gCgkYn4gkoIgmDJ6AIRDSR9J+KFRVDoWIZLDyXTxJL6Aol26Dn261Sl1XqsUqdFolFx7PoeHajsB1w2g7kjvoNybA5FTElwsawX+9xqo06kUhEx1Mwm9D1mcWZofHhrt6e12+7enre9vR29fW9HRnum5se3VibQyHWGWSEjE+yabgRpyIbMVQyzkYRaJT89SJQznvzaVcqZg0AeoddodULxDIGg0UkEJE4HJSAh1BIMA4ToxCRLDqe36XKxOy1QqC9f7XfTLaq0WLWFw2ZHE6VWisQiqlMNoZKhTPpKBEfZ9AwvQ5pPKAvJh3NPLBdC19w29V+jyHstyQizlzSU8n6qjmglPFm445kyAy4NTaL1GIWGw1CnZar1XAtRqHNLLaZJQ6r1GGV2kxiq0lsNUlsZqndKjMZhFo1R6fmGHR8m1nitCucdoXTJvc4VOGAORlzpuOuTNKTT3vLWW+tGGyUw81yuF4KVnKBUtZfzAKlQrBajrQayd2dzOF+9mg3e9BK1iqBVMoGhHUmp0RmYLOUVIqURJKR8Ao8WoyF85AQFmKLDgORoVtk6BYFDqYiYTQklAzFkEEqFTUW0VYyxmpC1YjL6wltOakvxbWFqDIfkub84jQgijh5Vi1NxEMtLPTdu3/54sVfXv3hy57uR6+e33x857vbP3x55con31/6h/mp19D1IRphScqFKkVQuQQpk+JAm2NvXl7/s5//Pz/7X3/xp//zf/zV3//Vk1d3ZpcHJsbuL80+xqOG0dDejYWH6/P3oStP12bubsw92Fx4uDZ9b3qwY3ro9vTgzZmBjrF31wd7rnX88He/+erPO67+w2jfHfByF2TxGXjl9dryG/BGLxzcj4YPYVEjWOQ4mTBHJy8KOBsqGcKgxdmMBKMa7fLycKKNl/OPzXFlKCgpZi1OiwCPWogENU4H3++X06nQ5cWx8dHu2dlen1vy2+PcXiOSS9hzCWch7SpnfJVsoJzx55O+VMQZ8hqNBpFGxxOJKSw2lsPFUWlIEhmJw8PQWCgaC8O043NxCAIRjSegcHgUgYAmkNAEMoJEQZEoGAoVS6MROVyyVEZTqTkGo9Bmk7tcKq9L6XernDaZVsWSiSkyKU0hY+jUXItR5HYoQj5dKmJNR62pqDUWMAa9Wq9dYdTxBSIqgYwAIzYW1haGpya6+/u6e7rfdr/t6n7T3fOmf6B3cmpkZWUKAVulkeBSPsmo4QFOeTpiLKactZy3WQw084F6AShnPam4NRzQu11yg1EgljLpTCyeBENitpBYMJmK5HJwSgXDbpGEfbp8wtkoBXfqkd1GbK8Rq5cDmYQN8GqMBqFEQmMwMXgiFEuAkkhQIY+gU7K8NmnCry8lHbWC74LTpvS59SG/ORq0xcO2dMyWTTjTMXssaAwDOq9bZbfK7VaZ1SwxG0VWi8TtVAAedRDQRYLGcEAPeNRel6o9yPdT72c2imwWqdetCQfN0bA1FrElovZ0wlXM+cuFYKUUrpcjO9XoXnt8uB5vVSLVfLCU9Rdz/vb5qlKJ1huJ3Z3UwXZqpx4tF33RhMkBKJVmHkdJJQrxWB4OLSQgxWikCI3ko5E8NIKDgTGQWxQYhIaAUhEwMhxORcDIEBhhnc5BeN2icsZYTWrqKV09bagmddWUrhhVlaLKUlhWCMkyIXnAJVSIMXwOfGaq586tbz7/5C9ePe3oeXXn/u1LXV0Pb3b85vJ3n3S9vLW5PEzGLssEcLUUKeKt87lbCNjkpW8/+fM//5OL33w6Od41O/1yc72LRpyGbnYT0CME1ODW4tO5sQ7QwqP1mXughUeghUcLo7emBzumhjpnBm7O9F2f6Lvx+M7nn/7jnzy5/0+P7vz62qW/nR66B1l6sbX8+tmjf5oeu49FjKBggzjUCBE7RSXMsWgrahnKaiBbDCSHBuc2kb0+gcxEoougbo8oGpBlE0YOHSxgIxIhndvBNxpZaNTKyFDX7MyAREY63I8fb8dSIbPPoQz7DImIMRN3FJPeUtpXSvnKGSAfd4f8Rp9HazVLjHq+US/QqjlSCVMgoHE4FAaLRKbh8SQUntBevEfi8AgiEU0gofAkBJGMIlHQVBqWxSZLJQy9lmcxi10OJeDVBfzGMKAP+bRuh0Kn5UlEVDYby+Hi5VKGTsOzGIUehzwC6NvXGLGAMQLogx6Nxy43GAQiMZVCx8LQkMWNlbGZqb7B/p53PV09Xa/evOzqftM30D0x0b+yMoWErdJIcBGfbFCzvQ5ZPGgsJByNHNAqBJulQKPkL+c92aQ9GjZ4PUqDSSKS0GlMLJYIh2HBaAKUzkCLxFS9lu+xyeMBUynjbmfS7bdiO/VwOeeJh00Oq0whYzLZOCwBBkVuIpDrFBJcwMXr5Ay3WRgDtLmE7YLV3J7uU3vdOp9HFwT0oYAx6Df4vVrAo/G61C6H0uNSe90aj0vt82iDgD4aMiWi1lTcnk25UnF7OGDye3U+twbwaD1OlcuucDtVfp8+HrVnUp58Fijk/MWcv1IM1SvRRjXWqid2m6nD7XTbse1wO73fTG5XY7ViuJjz5zK+bMqby/oKxUC9Gm5Vo41yMJ91hSI6k1Mq1jApAhyKiYDRkTAOGi5Ao0RYtBCL5KGRPAyCjYbQEBAaAkKBQ8kwKBkGpcDhNDiSAsaSN9VaejZtq2YM9aSykdA0ktpqQldKaJsZQzWuzodk2aA0DQiDFqZRRmSTNsf6H1/7/ouLX//q7u3LA33Pnz3uGO5/+eLJzXu3Ls2MvSYgZ7GICTZjWcjb0KqRTOrKk7sXF6ffoiGTSPAQbLMbixim4CfxyCEqbgy99XZy8Or67L312Xub8w+XJ+9MD16b6r8+2X9zfujWTN+1qf4b9zp+ee27v1qceLA89fhJ5+f3Oj7ZWHizsdR184e/63r+LQY+jAT3Y+BDeNQEBTfLoa8YNTiHmWo1ED1mqlKOoHJWfEGx3yUMOATJiDIeVi/PdQMueSnrCAAyPg+5tDAwMvSaQYXXa8Gz42whaVdLaQoRzagVOG2ygFcdDxkzcVsh7SpnPcmoORQwhoOWAGAIBUyhgMnn0TodKpNJptWJ5Co+X0RnsEkUKhZPQPxn4YjI9jA7i4UXCWlaNd9hk3ndmgBgiIQsiZgjGbFG/XqvS2XUC+USOpuNpdGRXDZOIaPrNBy7WRR0q2MBY3vAIALoQ15t0Kv1uFRmk0Su4LC4FBQBsQ5em52fHhzu6+p+8/L1i1dvXr7ted0/0DUxObCyPAmHLlOIUAEHp1Uw3BZpFNAX4vZaxtMqBbar4WY1VC74smlHJGJyurU6g1gkpjHYeAIFiSVASWQYl0tQyJhmvdDv0iTD5nLO06qGdhvRnXq0UfLnUi7Ao9XrBVw+CUeAgeHrG6BFGGyFiAfzmBi1lOowCkNe9YX2iq5BLzYbZVaz3GlTuJ0qj0vttCtdDhXg0QEebQDQhwOmSNAcj9hScUcqbm9PH5byQCHrTcWd8YgtHrElovZk1JGKOxNReyrhyqa9+SxQKYVr5Ui9Em3VEzvN1N525mA3d7SXP9nLnR0Uzg4Kp/v5o53Mbj1RK4ZzaW866U7EHPG4M5ly5XPeaiFQyfvSSRsQUOutIoGCjmejwCTwJhECZiBhfBRajMOK8TgxAS3AYvhYJBsLpSNhNCSMioBR4FAqAkZHw+lIFB0Owa3RBfhIWNnIGRspYz2ma2VMlZShnNBW45paQlONKcphSSkkzgJSr4Eh56FQkNl33Y+++Oyv73d+f+XS5y+e3Lx+9Z/u3P7u9o3fvH56fXH6LRw8zKTMK6UgOmWBQdt6/vTqX//iv3726c+ePL4IBb3DIYfxyCE8YoCMGlyZubMy1bkxd39t5t7CWMfs0I3JvmtT/R0Lwzdn+64ujnQ+u/f5tW//cnXqwdr045mhzluX//d4/z3IWt+D258+vfcFCjyAAvfjESMk9ASdMCdib5g1eLuRaDMQ3B7ONLx7GPbGERT6HLx0VJ1L630uEZOyGQ8ZvA6RVITGYJYnxl6D1ifiYdPZUaZVDVh1PDoJxqSiBFyiTELTqdl2izjg1cRCpljIVC0FkjF7PGLNZTylvD+f9aYSjnjUFg6afV6DxapUawUSGZvLpzCYeBIFhSfCcAQoFg/FExBEMoJOxwj4ZI2SazVLAI8mGjKn4vZM0pXPeHJJVzJsCfh0NrNUIWNyuXg6A8VioIV8olrBtOj5bovE51C0rzHCPt2PD4DB59bYbUq1RsDhUwhkJBi6Pjs/2TfY++rNi5evX755+6q799XAUM/ExMDy0iRka5GABXGZGKWUbjcKwx5NPmGv5X3b1dB2PdKohspFIJN2RiI2p1uj1QvFUgaTTSDRUHgSlEpHCQQkjZJjN0r8LlU6Zqnkve1NylY1VMoDiajd6VDKlWwyDQNBbqxsLCytzkChq0QcmMvCKCU0m5F/QSRiiMVMmYyjVPJVKp5OwzcbJXarwmFTOu0qj1Md8OrCfmMsZE3HnfmUt5z3lwv+SjFQr4TbqpbCpXygkAVK+UA5HygXgqVCsJgPlIuhWiXaaiS3m6ndVnp/J3u4lz/aL5wcls6OyufHpfOTyvlx+f1h8WQvu9dI1kuRfMaXjDsjIUswaA6FLamEvZjxFNKuZMzs86v0FhFfTsexkCACaA23tUmBgzlIhACDEeMJUiJOgsOL8DgBCcXGwukoOA0Jp8KhNASYCoNQYXAaAklHgghbKOqGwyVq5N21mLEW01fThnra0Ewb6il9I2NoZvTVmKoYlpRiiqRfYlFTJDwkeGP0+YMr31/85avntx7ev/q26+HzpzefP+7ovPGb7hc30ZAxAXtVzFuXCsAyEbr3bee3v/mb4aFHaPgIHjVCQA0TUUNk9BB07fn86I21mbur03fnR2/MDXfMDHYsjHSujnUuDl5fGescfnv10ld/+uzeZ8uT91em7j+/8+nzW58j1wfevb785O7naMggFjpIQo9RsFNM0pyIvW7SYOxGostC0huIy+yp61NXZVZiJCBJJTWRoNSooYQBtcsqkvCRZMISGrO6uTGmUdBO99Nne4mYXy3i4hhkBIWAIBMQdCqKw8LKxDStimsxSrIp3/5OvpTzZRL2ejlYr4Tq5VCtFCgX/PmMNxlzBoMWl1tntijUWpFExubwyFQ6Bk+EYXAQAgFJpaL5PJJKzrIYRIBbFQ+bcilnpQCU875qKVDO+rJxRzhgtFtlaiVHKKLw+ESxkMrn4gU8nEpGtWh5bqu0HZ0RAfTtYJpU2BIPmoOAwelQafVCgZhGpKDAsLW5xemh4YGu7rdvul519bzs6XszONQzMTmwsDC+BZrHo0EsGkouItsM/AigycVttYKvWQ02a+FGLVwu+XMZXyRsdbo0Wp1QLGWw+SQqA0uhodgcvFRM06p4drM4DKizCVu14GtVQ9u1cL0czGd8wYDZYJJyBTQUHrq6tTK3PLO0MguFrZAIEC4Lq5KSL7DZRC6XLBDQJBKWTMaWy5lKJVuvF5pMEptN4bQpAIcq7DMkQtZMzFlM+6qlYKse227E97ZTbe220s1avF6J1svReiVar0Tr1Vi9GmvU4q1GcqeV3m3XqDZRx5X3J9WPZ7XfnlQ+nlTOTyofjsun+/mDVrpRiebS3mTMEQqYAJ/OHzBGI+Zk1JqMmCIhndur0FslfAUDx8aAiOBV3NY6GQ5iIuA8DFZMg7g9/wAAIABJREFUwEkIOAkWL8LjhWQMF49goGFUBJyCgFKgECoERofD6SgoFQmhIrcoEDB+TaNiluKWclRXiml2cqbtnKmS1NezpkbOWkkbq0lFJakoJZSFmBKwsVRCJJcOHht4dPf2148fXOl99/jN63t3b3/X2fHdtUtfdD27joGOC6jTVvmmQ40ySZA80qKcu0XDT5FxE3jUEBE1RED0IUGvF8dvrs/eW5nqnB/tWBzvXBjtXJ24uzreuTLasTB0Y2bo9vMHX16++PPx/uurU/dn+zseX/n7V3e/etT52f2Of0SA+jDQQQJylIqbYpLmhOxVgwplN+I9diqfvzWG6e/FdKsspGxYmY6rAj5hwCsN+9VmHVvMQ8jEOKGIxOOiG9Xg+8P0TtnnNgskQjKLiiHhEDgMBIeHUClIBhXNZuKdNm0qAYQDdsCtzsSt2YStVgQa5UCrGmpUgrVSoJgH0il3NO4AAia7U2MwSRUqnkhMZ3HwNBqGQSdwOCSFlGk2iLwuRTSozyfttSKwXQtv18I79XCt4M8nXbGwxefRWs1SnZavUnEVMiafg2MxEEIuVq9k/sRVyKuJBgzpqDUXs2eitkTEGgmavV6twSQWSukkKhqG2FpeXRweHe3u6+7qftXV8+pd35uBwbfj4/2L8+NbG/NY1BqTCleKSXYTL+xV5+K2asHXqISa9UijFq6UQ7mMNxKxeX16s0WuUPOEMhabR6YzMVwOQSam69Vsp1kYAbS5pL29/9+shsuFYDzmdLp1CrWAyiRA0JDF9YWZ+YnVtVk4fJWIB3MZ8As0Op7OIDBZJA6XKuDTJCKaVMxQyNhqJU+vFVlNMpdV6XNpQn5jImrNZzy1cminmdjfSR/t544P8kf7uYPd7P5OereV3m6ktuvpnUZmbzu318rtb+cOd4tHe6Xj/fLpUfnDae3Dae3j+8b5Wf3Dae38rH5+VvtwUv1wUj05LB3sZlr1aDHnS8XtkaApCOgCgDEcsISDJh+g9QJKh0emswkFKgaBiwORYAto0CoJvkmFQVlIjBCPkeDREhxGjMMI8EguFs5CQ2lIKBUJpSChVASMhoJQkVsUBIiCgFAQEApsHb9OF2KjEU0zZ26k9PWkrp7SNVKGZsZUTenLUVUtoa3GNeWYuhBWpgGJRYWXciE42HT3y1svHl5/9vjGowdX73Ve6bj2zZVLn9699TUJMc3BzVoUCLsKbldCjWKQjLlMQgySUQMkVD8ZM4iGvV2evrMy3bk02TE/dn1l8u7K5L2VidvLYzeXRm/ODVyb6b820fvDyNvLM4Mdi6Odq5P3Z/quP7r1yRe/+u9XLv4VeLUXuTWIg41SMBMM0jSfuWTSYh1mkt/LnUAMvoX0oCQgm4OZCsviManXJYj4ZR4HRyZCkzCrkI1JEm6pmHG+P8of7iSLaVfAozFo+WIhhclA4/FgDBaERYMJWLhGIXQ7dAadSCKkmvQii1EEuNRRv6GYdldz3kYRaJWD9XKgUvIX8t50yhGN2ACf3mFXGPQClZIlkzFkcoZKyTbphW6HMhw0ZxOuWiGwXY3sNRJtq6NWJVLO+rIJZyxo8joUNpNIr+UpZHSRgMTnEvg8olLGtFskgEcNuBReuyTkUaaj5mzClkvYswlbKmqJh4wBn9psFoqlVCoDA8dAFteXRmfH3g319vS9fdf/tq+va2iwd2J8aGF+CgxaxiI3mFSkQkKzmXjtSJFy1tMqBbYr4WYtXCsHCzlPKmn3B3UWm1SrE0qkDCYbR2NgWByiUETRqdkumzzqNxSSjkbR3yyHGuVIPgsEgxazVSGQ0fFU7CZsY3Flbm5hcmV1FgpZIRHAF+gMQtuins4kMhh4DgMv4FLEfLpUxJRL2FoV32QQ261yr1sTDpoyKVelGGjVY3vbqcO97PFB/uSwcHyQPz7IH+7lj/YKe618o5Kol+O1Umy7nj7aK304abw/qZ+f1f6IU+38rP7bD802YO2XZ8eV44PC/k66UY200YpHzCG/Keg3AoDe7VE53HKrU6K18kUaFlVEhNGQixjQMg4MosC26HAoCwnnoRFCDEqEQQqwcC4aykJBaAgwBQGhIMFk5BYJDiLDQRQEiIoEU+EgGmyTDl8jrmMZWz5AXs1bKlljNWOsp4yttLEa05Qj6npS30wbt7PmZtpUiWvKSXXYzddJsRwqaHLo6a1rX9y49uXTxze+v/jpg7uXL/7mb3/49u8R60MM3LRGuKniryo5qyreupA2T0T00/CjbOo0CTO0NvtoceLW0mTH0mTH+tS9tcl7y2M3l8duLo50zA78MDtwfbb/h8XBa8vDN1ZHb21M3gFN3l2euD/ad3uk5wZo4TVirQcL6iMihin4cQFr2aLDOY2koJuDVyFGcKMYwUYirkqFZEFAoFORklGNQoJiUTdwiKWJoRceu+D8pHC8l9qpR6p5IJtwBQCDxSSRSxl0OgqFXoeAl4Q8utkgl4oYZCKUw8IyaSi9RpCIODw2RdCtyURtxZSrkvPViv56OVgtB8tFfz4LpBOuaNgKeHVuh9Jhk1mtUqdd7nNrw35TJu6q5PytSqTtfXm0k9lvJndqsXoxmE+64kGTz6GwGQQ6DVelYMokNJGAIhJQZBKGWsk0aLkWI99hFvgc0pBXFQvqswlbLmnPJmzpmDkW0gM+tdUqlSnYDC4JRUCsQdamF6ZGJgYHhnv7B7oHBrqHhvsmxocX5ie3NuaxyA0WDSUTk8x6DuBSpsLmSsbTLAZatfBOI9KoBosFbzptDwT0dodKqxMIRVQmB0+hYxhMjIhP0ChZbrs8HjSUMq56MdAsh6ulcCrl9gJGnVHEEzNxZDQIsrq4Mjs3P766OguDLl9gMIkMJrFNF5WGpdMxTCaezSbyuGShkC6XstRKjlEvctiUPo8uErakk85SHmhUIzvNxMFupo3WyWHh7Li8t51tVpOnh9WPZ62PZ633x/X97fxuM3tyUDk5KB/s5Pda2f2d/G4z06on21D9J7TKJ4eFve1UoxopZL3phD0asoQCJsCnd7iUFrvUZBNrLHyJjsOS03Bc3AYRsozZXCdCNqmwTRoUxIBBuEi4AA3joyEc5BYTAaLBNynwLQoCTEFCqMgtKgJERW4x0FtM2AYTusZAbLLQcA6aKiG6AUmxYK0UbNW0qZEwbqdM9ZS+ltLXUvrtvGWnYNsuWOp5QyWtS4fkVg1JzAaDlnuf3P+m7+294f7nr1/c7n/38OGdb+53fLkw+Ry61kPHTTIJ00zcOIc0xcBPUHHjiK2etYXnC5MP5ic658ZurEzeXp+8szZ+Z3ns5tJox/zQ9bnBa0Ovvrlz+S86v/+LB9f++uW9T/qefz3ec2Vh7N767FPQ/POt+eewxReY1TdYSB8RPSJkr1i0WLeJHPXx8SLQzf7LGjcrHlLkwyoxb8ukpbntAjxqDrw+vLE8pJSQPpxkTw8yR7vJo93UXiNeKwSzSVckaLKapWIhlUyBoVEbShlPpxYxqBgkbBWL3hDwyE672mqSSQUUvYrrsckjgCEVtRVS7lLeXy0Fa+VwrRwpF4KFjC+dcMbD1ljIEglZYmFrKubIJd3VfOAnqI53s22fo1YlUs37MzF7yKv12GQuq9RqEuu1PIWMIRXTJCKaREQTCUkiAUEuoRi1bJdVBDhlIZ86FTXnkvZ8ypFL2lMxSzRkCPr1TqdKrRXwBFQ8CQWBbyyvzU1MjQwOvxsY6h0Y7B0a7hsfH5yfHwetz2EQ63QKTMgnaJUsj00WD5oKSdePDeqPNxm+dMoZCVkcTpVayxeKqXQWlkpDMmhIAY+g13A9NnkiZCpnPbWiv14Jl4uheMLl8eo1ejFHQMXgoeubC7Pz47Nz4yur0xfaUDGYRBodT6XhaDQclYaj0XEMBoHFIvF4FLGQppCzdFqB2Sx1O9WhgCEZs7Ubwu1GvI3W2XHpaD+/28r82z8f/P5fjtpc/ds/H/z7vx6fHlb3Wrnj/crvznd//y9H//FvJ//nd0cnh+WD3dxPbeH5Wf3DafX9Sfn4IL/bSlZLwXzGk4g5wkGz329wutVmq1xvEqtMfJmRy1MxaGIymoXaJGwtY0GrRMg6BbpOhYCYcAgPtcVHbXIQG0z4GhW6SoaBqAgIFbVFQ23RUVsM9BYTDWLBN9jwLR4OIaYSVUy+RWjySiJJQz5vq2StjZR5N2tt5szVtKGWMewUbTsl207Jtl2ytYrWWtaYjSgAM0PJhxDRk29fXOvvvt/f+2ho8NnTxz8M9D68de2L2YkXoNVeFGSQjp+g4cYYxOne15fudPzDm+cXe7suT43eXpzqXJ3sXJ/oXB+/uzx2c3HkxvzQ9fmh692PPrv4+X/7+tc///qrP//1F3/21ef/45++/Nn3v/n5nau/eHLrl4ujnbClZ8jl5xhwLx45JOKsWowEswHv87D5ShhdDgkmVXG/LOISY1BTQZ9SKSHOT76BgSaYFNBeM/rhOLfXjB7vpc5Piid7ub1GolkOFVKeIGDQqjk8Do5MhHLZeINWopLzyAQ4k4Y16uUyGReD3CThIXwWQSlhmI0ir0sdCZjTUUcx7avmA7VCoFEK1YuhtsVKKestZL3FrLeSAxql0G4ttt9MtqE62sn8ZB5WyQHpqC3gVjtMIqdF4rTLTQahSsGSS5kyCUMkoAiEZC4Xx2NjVHKa3SIC3MowoIkFDW202iHfybg1FjEFAwaPS2M0iMRiOpWBRaJBqxsLE9MjfYO9vf1v+we7h0f6xsYGZqZH1lZmEdAVEh7CY+HUcqbTJI4C+kLSUSsArWpopxFt1kLlIpBNe8JBs9UmV2v5fCGZzkBTqHA6DSnkEfQars+lSset5by3Xgk1qpF8FohH7Q6nRq7m0phYBHpzaXV2cnZsdm78Ap1BaEeAUWk4ChVLpeGpNByViqdQcVQagUbHMZl4LpckltCVKo7OILTbpH6vJhY259LuajHQqscO9zI7zcRuK/1//uXgXz7u7bXye63cbjO7XU+fHlbbLP3Hv57+7nzv9LB2clD97fvdP/z+7OyksredOT+rf3xf//GsdVo5Oy4d7ed2molqKZhJeWIRWzBo9voMNrvaYJYrTQKpkSvWcfgaFkNKwXGwIApyjQhbI0JXSeB1KnSDBVvnwjc4iFUGdIm8tUgCb1DgIApigwLf/LFYYba4KKSYSFQwmVq+yCrWB9RAwpzKu8oVoFpyVTLmRs5cyxprWWOzYNkp23fK9p2yc7vo3i25DyqeZsaU88tiLq5aDGaSVwa671+/+sW1q1+8enn7V5/85eOH1z791f8cH3k8OX4fuvmWTpxann3y/NGvnz/65tnDbx7c+bzrxcXl6Xtrk7fXxzvXxm4vjXYsDN9YHOmYH7o+0fP9wKtvh3pvDPfe6O+62vvq++4Xlx7f+6zjyi8uffWnw91Xtxafgxefozd7iIhhuXhLqUEi8SMWH9PpZITCYr9flAtrhSyoTEkCPDIUZHZ84AWDBI4HDR/PCnvNUCXv3m/Fzw5zH45Kp/vZg1a8UQpG/AavS23UC3hsHBEPFvIpeo1YJeer5AKxiAOBrG+sz8OhqwQMmEFBCfkEtYJpMQgBpzruN2ejjkLKVcl56wV/sxTcLoeblVCjEmrVIju1yF4tethMHG2n2xbN7Y2m9nJ7Me1JR20hr9ZhEpm1XJNBqFKylHKmSsFWyFgSMV0gpHC4eL6AqJDRTAa+z6UM+dRBryri1yYjplzSnk87Mml7Om5NREzRgDHg0ZhNYomMSWfhEGjQ4urc8NTIu8Hu3v43/QPdg4O9w0PvJidGlhdnwKAlPGaLSUXKRVSbQRD2qHJxWy3va1ZDO/VIoxouF/zphCsAGOwOlULF4fGJdAaGTkdzOTiVnOlxquJRUyHnblRC27VIvRwupL2BgMlskYplDDIdswXfmF2anpoZu0Cj42kMAo1BoNJwZAqWQsWTqXgKjdD+pFCxVCqaSkMzWXg+nyKRMjRqjtUs9rnV4aAplXCWC8FqKVSvRH73253ffdze386dHVXPT5vnZ833x7X97fxeK7vbzB7sFPa38wc7hZODyl4rd3JQ+cO/n56f1fd3sudn9Y/vG+dntfOz6sf3tbPj0vFBfqeZKBcDmaQ7FnX4A2aHS2eyKtQWkdIiUFlECpNIauDz1CyimIbiELboyA0abJUCWaGBl5iQJSZ0mQ5dpEIWKdBlEnSNBN2gIrYYKBgXhxKR8Uoa08gTWiRql9Ie1nkThkjGkSn6KvVgsxlq1nyVvK2SNdayplbRulO275RtOyVnq+DdrwD7Zc9hxd1MG5NeXtTD0klRHMpGz6vOa1e+/O7Sp3fvXrl69etvv/308nf/uDjfBVl/u7n4ErLWOzvxFLwxuDL/ZmTgzoPOX433X9uYvrc6emtt9NbS6I3FkRuLIx1zg9dm+n+Y7rs61//D/MC1+YFrS8M3l4dvzo/cmR69P9h9dWLw1trcs/W5Z9CVVwT4oEQMlqiRD0Yuw9mzMb8g6hcmIko5F4GCTTk8MjYDMj74bGNp1GOTnx8XduvhMKCOh/S1om+/GTs7yJ8flU52M81ScL+ZOtjJVkvhkN8sFlIJuC0eh6SQ8RRyAR6PWlqaWVmZW12ZhUNXcZgtKgXGYWNFfJJaxrTqxT6HKgbos1FrKe2q5X2tcnCnFtlrRA53Eke7yeOd1Olu5nQve7qfP93PHe1k9hrx7Wq0XgwWUp501B726V0WiVnH0yhZChldrWSrlWyNkqOQsyQSOl9AkkroWhVHp+EYdVyHWehzyv1uRcCjjAX0qZg5m7Tlk4580pGL21Mhk9+jMZnEEimDTEVDkVsLq/Oj0yN9Qz29fW/f9b3t63s7ONA7OjI4PzO+uTaHRW4wqAiZiGTTc0MeVTpiLmXdzUqgVQ3XK6FKMZBJusIhs90mV6m5QjFNIKTKZAyDTuBxqWNhUynv3mlE9pvx3Xq8Xgymkg4foDeYxHwRDU9GbUDW5+anL+BJaBIVR6ETyDQ8iYpri0zDk2l4Mh1PpmJJFDSJiibTsFQGnskhi0R0pYJjMEjsdnUwaAuF7Omk9/1p4/1JbbuRON3Pnx9X3p9U2zo/q5+dVE4OS8cHxfOz+sezRrv322tlTw6qf/j92flpc7eZPT9tnp/Vz8+q52fVD6eV06PiwW5mp5oo5wKphCsUtrgBncWh0FllWotEa5HqbTK9TaYxi2VGAU/NIkqICD5mi4NYY8FXmKhlBmKFiVploVZYqDUGEsRCwfh4tJhEUtFZBg7fIpS7FcagzhU3+lPmUMYczTmzZX+pFqrWI7vbye16tFbyVAuO7Yp7t+zaKzkOKu6dqme35tmre/br7t2aqxhXJj2slJttEsGkDPBw9/3vv/7lk/vXvv/u8ydPb1658tXlbz9DbPQhN/p6X916dv/ScH/nwuyjtZU3Az3X3jz9NWz5+fpk59LI9cWRawsjP8wPXZvpvzLdf3Wm/+pc/7W5/uuzfddn3t2YeXdjrv/m0nDn0ujd1Yn7a9OPQPPP1pee4sB9cOQoXYL4fvY2hreRjyr9Hl7Yr5if6dKoKTYbH7Qx/vLFdTpl42g3cbyTchrFKgnDbZWlIqZa3nvUTH04KO/Wk+fH1d+9b7UqsWo+UCvHwiE7i4VHoDboDIJExhMI2RDo5vzC1Ora/BZkBY5cx2LBJBKCSkXRaGgul6SQsa0agd+uTASM2YS9nPU0SsBuI3i4EzveS58eZM8OCqcHudODbDu992A7sVOL1IvBUsaXiTkigMFrV7itMqOOr5TR1QqmQcsz6vhaFUclZ8klDKWUqZGz1XK2XExTiCgmDc9pFvsc8pBPHQ8ZMzF7Pukqpj2ljDcTs0cAndcu06lYHA4eT4RtQVdnVmaHpsbeDfW97Xvbpmugt2d0sH92anRjdQ6FWGPQEDIJyWLk+93qVNhSzngbpVCzEmqUA7UikE85YkG9yyHT6/l6Hc9sETsccsCvT8aslbx3px5pB/ls18LlApCIWz1uuUbDYbEJSBR4aWX+AgoLwxFRRAq2jdNPaP1RWCIFTaJiCGQUgYwi03FMNkEgIEulLJ1ebDTKvF5js5ne3ckXcv7tZvLkIH96UDg7rrRv1dsP7RPU+5Nq++WHs9rHs8ZuM3u8X/7D788+nDQOd0sf39fP3/9YstpoHW5nW9V4PgvEE85A2Oz0aEwOhcEuN9rlRofC4lbbfVq7V2N0q2QmIVvDIstpWDEJISLBhUSkiIQUk1FiClZKJSkZdC2HbeSJ7RKVV6kP6KxRsy/jDGQdkYIjXnSmyr5cNVCsBiu1cL0WadSjrWa0VQ/VS55W2b1XcR3UPPsN/17Nu9/w7dU9e3V3M2/OBoQRKyXuoFvkKAUfsjTVdfk3//Di6Y0vPv/rh/d/+O6bT7//5u9ePPx2ZuwRHNQ31HN9duwRaL1vfamr99WlzbkH8OVHWzO316duLY5cmx24MvXu8vS7KzPvLk/1fjfV+/1k9/eT3Vemeq5O9/4w39+xNNy5MnZvafze5tzTtZVnVMjg7HrXJHH8/sxdlhgaD4gjAYlahl9d6gN8CqkUt7k+vrzQV8i6/vl92WuXEVBrbBpar2YHvMpC0r5TjuxUYv/8vvkf/3JwvJsvpn3JsK2cD5WLUa1GQCIjoLA1EhktkfKFIi4MDlpdm4dAV8HQZRhsDYPZIhBgBCKcTEYymTgBl6CSMmwGkd+pTAZNxYS9lvfs1kKHzfjJTvr9Xu50L3uyn2mjdbiT3G1Em+VQOQtk445YwBj0aHwOhc0k1qrYCilNrWAadXy9hqeWs+ViulxMl4loYj5ZyCWKuQSFiGLW8tpcxYKGeNCcilhzCWc+6UpFrCGvxm2T6rU8sZhGo6NROPAGdH1ueW5senRg+N27/u6+vrd9PW8Het+ODvUtzI6C1ucwqHUGFSaXUq0mYcCtTkWspYynVgKalWCzEqwWfMWMMx4x+QGtz6v2A9pQ0BCPWQsZV6Mc2GvGjvfSJ/uZg+1EoxopZD3hoM5iEQlFVDwevr6xfAGKALXR+s/FikTFESlYIgVHomLJNAyZhiVRMW1R6BgGE8cX0gRCmkYnTmUC2XzQH7SkU95GNbbTTBwf5E+Pyj+VrJ/0I1RtndTaler0sPr//fvZx7PW3nbm4/v6T194f1I9PijubWdr5Ugm443E7EDQ5PLprS6VxamyuzVOnx4ImYNhsz9scQdNJo9aY5dLzGKuUcAx8DkGPtvA4xkFQotY5pCpvSpDQGcNG50xsydlB9LOSN4TLbhTFV+25i82wqVWtFgPl2qhSj1cqYZr9eR2K9Wohetlb7PsPmj6D5rBo+3QQTNwtB3Yb3p3q65yXJ3wsMM2UsxFtWmRQvrqwvjL7y/+zf27l/7pq7+9dvmrz371v1+9uEHGjSO2uiYGOp/du/TdN3/T+/ra9Mid6YGrW3O3YAu3ofP3QTN3N6burI3fXh65uTB4bbb/+8mebyd7Lk10X5ro+nay+/L0u+szfTcWhm7PD99enXq4vPCIDhkCEye/Gf6eo0Q6XZywXwi4+XNTr5QyktspxeEWN1ZHHRbRbz9UckkHfHNmc2WCSoIpZTSfS5aOW8pZ34fD8n/868H5cXWvkTrayZUzQC7pbVaTDquSQccQiLAtyDKZgpMrxFKZAAxe3dhc2IIsIZEbbY9OPB6Kw0EIRBiZiqDRkQIeUStjugziiEudDZiqSVcrBxxUIqfN1OlO5uQgc3qQPT3IHu2m9pqxnVq0XgoW055MzBYPGv0ulcMqsxhFRi1Pq2IrpFSllK6Q0MV8cpsoHgsn4BDkQqpKwtDKmQ6TOOBWh7za9ihG250yHjACbrXDKjXpRQo5iy8gU2goFBYKgqwtrsxOzowNDve96+/u7+se7O8ZHxucnRldWpoEbc6jUWtsJlohpVmNQr9LlQybi5kfoxUa5UCj5K8UfNmMK5W0pxL2TMpZyHnr5eBeI3q4k2pzdbiTbFWihawnGta7HFKVgsVgYOFI0IWNrRUIfBOJgeJJ6HbV+iNdOBIV3+aKQsf9hBaZiqYzcWQamiek+QI2f9BuNEtdHl0kas/lfPVaeHc7dbRfOD0qn/2xITw7rpwd/ye6zmofTuvvj+u/fb+9v50/Oaj84fdnH8+aB7v5j2fN87PG+Wnjw0n97KR6uF/YbqZKhWAq5Y5ErL6AyeXVOT1ap0fr9un9QXM0ZosnnbGUO5xw+SI2R9BkDuiNgFbvVRt8GhOgMwf01qDRFbMAKXso4wxnnfGCJ1ECkkVfugzkasF8PVhqRio78WIjXKyHy/VIsRoq1eKN7XRzO9lsRHcakb1W5KAVOtwOH26HjnZCx7uho91gq2DNBoQJFy3qIIWdZI8eL6atrM2//vLTn795efv6919+++1nePwyFjG0PHX/3s1Pv/jkLz7/5GdD726vL7wY6720Pt2xMnZldfTG2ljH6ujN1dGba2O3V8duLY1cnx+8OvTi10Mvvp7uuTzVc2Wq54eJ7qszfTfmhm4vjd9bmrxPQIxQuWvjuEHAJwx6eEG/UKfE49HzgEelkJOHBh5uLA0d76YPd5NkwsbcVD8cvMSgIbUqdsCnSicslRzwbx93/v13+yd7hb1G6mA7U8kFDlqZ7Xoqm/I57Uo2Cw+Hr66tLVBpRDwBub6xCIasINGbBAKMTEaSSAgcDoLDgnF4KJ6EIFLgVAqSw8BIeGSDnO0xSmIefTZsraTcrbx/rx492k2128LT/R/R2q6Fa0WgmHFl4tZ42BgE9F6XxmmTm/QCmZgiEZBkIppcTFdKmXIxXSygSAUUtZSlV3ANKp5RzTNpuE6zxGuX+V2qCKAP+3QBt9ptl1tMUoNOqJSzREIKh4WjUJBoDBgMWV1Zm5+ZmxwdHx4c7B0Z7pueHpudHZ2dG1tent7aWiTgwRwWVilnmA0Cn0uZCBuLGVd7vqRcYXMJAAAgAElEQVR9BV+vBGvlQLXkr5b89Wpouxbeb8YOdxKHO8mj3dR+K96qREsZbyJiADwKk54nFJIIFOSFheWZ9c0lCHzzp6r14+GKhifTCGQajkzDUui4n0RjEvAkBINNsti1ZruWJ6RL5UyzVe72aSNRay7nbdajB7u5k4Niuwl8f1JtM/bhtPrhtHZ+Wv9wWjs/bXw4aZyfNj+etfa386eHfzxrNbLnp822zk5rx8eVg718s54oFYKppDsYtvn8Jo/P4PLovYApFLXF08503pstBjKlULIQiOf90ZwvlPEE0+5gyhVIOgNJRzDpCGec0awzmXNmS95c2Z+vBHJlf64WLDYipUa81IiUWtHSdrTYjJSakXwjlKsHKzuJ5l52eze3t1Pc287styJ7zdDxXvRkP3q8Hz7ej+zVveW4MuvjxJ30sJ2acNJ9epyQsbK21PPrz//q2ndfPnt6hURYmBt5fP/6p5cu/v0nn/2vF88vkXHT8M23s0PXNqZub07eBk91giZurY/emn93dfL1xdFXX4++/qb/2a8fXv3Fk+t/O/Lq0mxfx1x/x2x/x8LQ7bnh2/MjnUvDnXDSuE1PsZrpPgc77GK7HEwefUOnpFpNQhJx/e2bm06T+HdnVZ2KBlqfQEBXKUS0WEyzWsQBvzqdsBaz3v1m+t9/t/9///XwdL+4W09+PKm9PyzXS5FiLpBLAYDXpFJyiST02voyGLoBga5D4WtI9CaRCCeTkUQinEiEEwgwEglJICJxeDgGC8bjwQQihEVDSbkko5LjsUjDXk0mai5lXc1KYLcRPdpNnexnTg6y7d/idi3UKPsreU8h7UjGbCG/0etS28wSnZqrkNLaVq06VbshZCglDJ2Mq5PzdAquVsZSiqlaGd1uFHrtsnYkr1XPM+j4Wq1Ap+ErZEweB8+ko1gMFJWKRGPAUNjm+ubqwvL89Mzo5NTQzOzY/MLk4vLMyurcJmgJgVynUOB8Ll4mIZv1HJ9DGg/q22i180r2W7H9Vmy3EdltRPaa0f1W/HAnebCd2G/F95qxVjXUKkUqOV8mbgkHNC67WK/jMnjEC5OzYwsrs+ugFShyC42DE8hYMg3fvsagMvAUOp5Cx1MZhLZoTCKRjGZxKBabTm9SUOhYCh0jktIVKo7JKvP6DNGYPRF35jNArRxr1pL7O/njg/L7k9of1e4Gqx9Oax9OGh9O6u9P6h/ft/a2cycHlT/8/v35WWunmT0/a5y/b7w/q5+dVk+PK4d7+WY9UcgB0ajDH7T4g+ZgyBqNOdNZX6EUKNci1Xq80ohXm8lKI16shvPlYO7/5+o9m9s6s2xh3Xvn9sx08HS707iDg9y2ZQXn3JZlS1bOgaJyzhIp5pwzCAIgEhMIkgARCBI553xw8jnIwEFilnt6pm69P+H9cCxN34vahXqAT6hCrbP2Xs/ea0PWEGTxR0w+wOQFDF7A4AP0QdAAoJYIaoNwB0Q4QcwOYk4Ac0RQO0Q4sbgPi3nRuBeJeZCom0j4ExkwnUUyGSyThtJxT5xwxglbKu7MZ31FypuNmnC/FLAIvTq2Uz3iVbPdS0y9rH+UUVFfefnNP/3y9MnPGmrOf/fl1gunvj588JPde7Y/fXKqp+Pm/r1vHdjzRuWt75oefF9/Z8/Tq19UX//r06tf3y379NLRXZeP7Tp/cPvpvW+d3bet7PvtV459eO3UR7fLvnh0Zc+TG3srb+6ruvn9AOeJVjJkmh82azh2PXd2qrO79Y5FP62S86oqLj64eyaXCARcC4y+qlFW2xh/SDw1qlRO6rQzHrcKAkw46sJhZy4Z+c/NzN830pvLsbUCSUAOs0asU02a9RK7VWkxycaEzIGBzuHhnoGBjp7e5s7uRnppLZPZzRzuZjI6mYyuwf6O7q6m1tba1taato6anu7G4b4W3ki3aIwhm+XqFkV203zAtQiHDCRsTeKubMyXS/pzyUAm5k3gThK2YBFTOKDzupccVrlBK1arJhaV43KpQDzFEo0PiyaY05MjsyL2vJgrneFKpjmzIvb0JHN6cnhmiimX8JTzAukMe26aNTPNFk+Pzs8LZ8VcAb+fxWxnDXeymF1DQx09PS2tbQ1NzXU1tU8qnt57UnmvovJBTW1FXf1T2qazt6dxhNnBG+2ZETFVcr5ZJ3ZZZZGAloAstD5BJf25VCCfDuZSAVqDycR9NKhwyIJFLHBQH/Isehxyu1myIBdOiTlbrt2+fvfR3cdVD2uaqlo6mnr6OgcYvcOs/mFW3zCrZ5jVz2QPDrMGhlkDTPZg/1A3lz+ypFYsLMyNsHqHhjtZnN5RXv/EFEsqG1csiJY0c06XFoU9yXgkk0YyKZjEA1EimKOwQg4r5NBiHikUoEIeyVNoPocU81ghh66UyEQMyGWw//yPQjFPxEj/cglfLuI03eUyUCoWxCBHIGBwezQut9rj1QaCRhC04Yg7RvqTsVAqEU7GgjHSh+MuFHfBmANEbGHIEoTNAdjsh0w+0BhALEHEGkAsYdwOEPYQagUQawS1gYgDJTxEzE/GArFkKJEMJ2OhdBLIZeFCDs1lYSoDphP+GOlCIXMosBQJa+O4OZ+wJuElwD4RMPK82hGvhuvTcp0ahna+kzP46OLpbyrunbp382DVkzNPH59++ujMmROftlSda6m78tVXb32z+y83L3xZc+eb6jtfV9/88mH5h/cvfHrnwlcXT350et/bp/a+de77beUHtl8+vOvKsQ8uHnv/0rEPrpz48HbZFw8u7a64e0DAfqqU9GkXhg1qjmGJM8ZtWZhnWfSTstnhO9ePzk4NZBO+mcmBmckBlYyr10wadWKTQYrCzjyFrK3ElktkOh6iK6vN5dh6kczGwy6zzGeVm9RTCglbLuXMiBnjgn7RJGtybJjPH+RwBkZYfSPs3mFmN4PRxRzqZA52DA+09/e0drTWtTZWNdVXNtRWNNdXtjdX9XU3MYc6uaz+qTG2Yk5oUE27TPKwS40FDUnYniE9VNyfSwSyMV8Sd0VhGwqaIyG937Podiispjm9RrQgHxNPDQt4PRPCgTkxWzo7Oi/hSOc4M2KWWMyeFnMEggE+t29ijCEW0bdebNEkSyziSGZ5M9OjY4IhLqeXzexmM3tHWX1sZg9joL2/t6Wzu6mlra6+oaq27mldfVVjU21re317R0NXV0N/XzN7pGtcODQ7w1Ipx4xasdehQIK6GGpPRT25VLCYBUpUpJgFCpkwLVfEcSetHMJhfSSoDXqW/M5Fh1GqVU353LotF65eunH35r3Hdytqn9Q313Z0tfYOdDJG+pjsvmFWL5M9wGQPMdmDTPbgAKOHw2eqtcoFlZTFHqDttlmcXhanRzDG4AuH5qRjHp8RRryJGJDLYqVCdH01tbmeoTIojnpzWaSQwwo5uJCHinmkkMMKFFrMY6UCXsxjy8VoMh7JppH//I9CMY+nEuEXXU4FCsmmInHSD0H2YNgUDJlCYTMQscKwg8S9iVgwnQQyqUgyEY7FAgTpQXEXhNoBxBqCzH7Q5IfNAdjsA43eiMEHGr2gMQCbI7iDFipg3AmhToz0RuOBeCqczkIZCqYyUC4LF/NYgUJyWSSXgTLJUCLqxRBr0L9kMc2oFKNqFT/glqHBhaBZ6NMyg/pRn47t1Aw6tIOLkq7hrvvXz++5cXHvwW93fP7hny+W7f3kwz81VJ6reHCqvPy7yxf3nDr87oMrXzQ82NfyeP/jy5/eOvvBvUtfl5/88NvP/3Bg9+sn9r19dM+bp7/fdunYBxeO7LxwZNe1Ux/Tce/6nklBvUo2oFYy9EvsJQWDw6zVLgnn54ab629VPDwf9KldduWCTGAxSlx2ZcCj9rvVyViwVMAzSSCfhTfWEqslMoZ6CMiJg45cIpKOBkNutXFx0mGcM+um1QtCxfzoomJsQT6umB+XSgRiMXdqijM2PjI6OjAy3MUYaBsebGcOdfb3tnW2N7S11DbVV9ZWPaytethY97ijtaa/p5kx0D7C6BJw+sXjw8o5gUk94zHLQY8WA0z06qpszEdDK4bZCdgKhw1hv8bnVFoMM2rVJG0+OTvNks6OqhRjcilXMseWzo3OzIxOTbNoXAn5A0L+wOT48Kx4VDQ5Mi5kTE2MjAsZAt6AkD/IG+3nsvu57D4eZ4DH6R9l9zGYXb39LW3t9c0ttc0tdc0tta1tdZ1djT29Tb09DcODrbzRnsmJQZl0VK+eclnnwYCWfC79FTJhGlT5dIhKBlJRTwxzELAVjZjolceAX+OxKe1GKRaxY7Bzy+mycxevXrpx98aDivtVtZVNLbSG0Tk43M1k945wBpjsoRHOEGOknytgafQq1aKMMzo8ymVw+cOjvEEuf5DLH2KP9o9Psi02tctj9AdtKOyJR8NUBi0VoqvLiR82s4UcHiUCxRyWp6BcDszn4AKF5nNIIYcW81gxjxbzeDFPJuMAlUH+8z8KeQrLpiIvmt/zWTiTikSjfgR1gZAdgh0w4oQRJ4K6yKg/GgtEY4FoLEjG/BjhRnAniNqCkNkbMXgAvSukdYd1PtDoDutcIa03YvBDJhCzI4QLI91kzEtGfbF4MJ0BM1mIyiG5PEr/quUiQdPpP7QF24Gg1m6VKBR8Drd7YKhePs8OOWd9Oo5fx/LqRlyaQZOyy7o0KJ9q6ai5cPibbYf2vLf/m/cvlu0/efyrW1e/P3Lw/cuX9tVUlZ06svPYvjdvlH9Sc3dv5fW/3jjzwd2LX5479v4XH/9u/7dbTxzcfmD3G/v/+nr5kffO7t928eium2c/u376k6snPnp4a+84v1YlH1DJB/Vq9tRY84JiZG52UDTZd/vm8eGhhhjp83r0bpcWCFpQyAkGLYU0uLkaT0YDMcxDoq7VIr5awLGILezVOUwyv3MJBWwoYHaaJFrVmN00ZzPM2AyzVsOs3SSzGKQG7dySalo2Pz47wxNNsSfHhseFjFFO79BgW1dXU1tbXWtrbVNTVV3dk/q6J61NT7va63o6G3o6G3q7Ggd7W4YHWrnsHvEEUzU/ZtHOeaxy0K/BI+YE5qQ9n5OEK445CcgKhwyAT+22yYy6We2SiA7N4pRKMaaY5ylk/Hkpb26WOy3mjI8P80b7uJwe7mgvb7RPwBsYFzImx4dFkyNTE0zR5IhocmRynPkjcY10sZidAt6AgD/IZnUPDrZ19zR1dDW2ddS1tFW3ddT09DYOM9o4rC4Br29aNLygEJj1s16HAnqOq2zCX8iEab56IWy+wBXgV4e8iz6n0mGaxyLWKOJ2WOa3HD99+uz5sovXLt+8d+thxcPq2srGlrqO7ua+wY4hZheT08/mDo9whtjc4SWtcmFJxuEy2ZwhvoDJFzJ5AgZfyOAJhrj8oSWN1GBasNg0bo8RBBwE5k8noTyFLxfjq8uJZxuZTApMJcL5HJyjwDwF5bNInoJzWThPIYUcVirghRy+UorGo6Finvxhk0rEgv9IWVQWSqWAaCyAE16c8CKoC0FdKO7BSC9GeFDCgxFeFHfDuAPCHWHE6gX0jqDGGdQ4AxpXSBtELAHY7I0YgpApBFtA1I4Srmjcn0gGUykgkwZzFJLPIYU8VvyRP4mVErlcJErPO+6zqXCMcINho8suUy6McceGOvsb65sfT0/2h2xiv4Hr1bM8uhHb4oB1YcCuGpIK6psenzn23QdH9n568uhfjxz65PSJL7/6fOv+vTtaGq+cOvbeF5/89sB3rz+5/e3Dy1/cPPfhrfOfnTmy88tPfr9t6//e8ea/fPTuS/u/ev3cwZ1nv3/n8vEPbpV9ce3Ux1dPfHSt/HPG4H2NirkgHzBouaKJVqVyRCzuG2bUXSjfr5gXUhk0GoVRNIxjITDsWMmTP6wmMjF/OuqjEsEo4ljOQoV0JBPzE5DNbpQq5kZ1CxMBz2LAu6SS88y6abdZ6rXKA86FkGcp5FV7XYt2q8JkkGoXZ1SKSfn82OwMd3ximDnS1dXd1NpW19pW19JS09JS09Ja09Fe29Fe195W09Fe29lR193V2N3V2N/XzBxqF3D756Y5S3KhVSf22ZWgX0ujK0W4U4Q7jjpIyIoBJjCg9buXXHaF06Zw2ZVO2491l1IukM6Nzog5UyLW2BiDzx3kjQ5wOX187iCX3cfn9s+K2fMSvmSWOzczOjPNopNDAW+A9WPv7IB4Ylg8yRwTDLJY3UPD7X0DrX0DzT19jUPDbXxen1g0Mitmy6RcnWbaaZWHvEsYYIxjjnTMS+eByzmwREUKmfALvsIhCxTSh31LAfeCzTiHRawx1OW2Kp0W6ZYjJ04dP3367IWyS9cv37p78/GT+9V1FU2ttR3dTX2DrYPD3axRxjBrYFYq0hoWR/kj7NFhgYDNF7AEY8yxCfbYxAiPPzwzO643qDRahcG4aHfog34zDLpiZCibRop5crUUX19Nrq3EY6QvR0GFPJzPQQUKzefgPIXkKaSQQ4sFtFTASgUim0ayaeRvm/lsEqQ7Np4PkkDJJBBPhGLxYDQWwAgvTnhRwgNjLpRwQ5gTQd0w5oygtiBkCsAmT8RgD6gdQY0zpHEDuiBqCWO2IGIJwWYAtkCoHSfd8UQgmQplM2Ahh9JRzGN00LhaKZGlAl4q4EUKy2egVDyIIw6fS7WkGh+fGuln9bT2t7Z1VM1M9Hn0PI+W5VazXYtM+8KgTTFgVfbx+x/cPLd371c7vtu9fd++HcePf3ni+Of37xytfHTim69e/f7bNz9+/9/KT+y8XfbR7bKPrp356Ozhncf2bdv7xZ+/+fiVw7vfPLN/R9nBnWUHt1858eHNs59dOvb+hcM7b1/bLRK1KBUDS4tMrYZjNgklkv7FJV5Dw41Llw573brVlXSukE1nEqkkgUS8hTRKxYEk5spEvRhgyieDxXQYA81QSA+HDQG3SjY7MsHrnJ8dmZ9jSWeYhqUJt2UecC/BAR0WMeKQGQXNkZDB79U4rYtmnUyrnlUuTIlnRwVjjBF2f/9gZ1d3c0tbXXNLTXtHfUdHbVtbDb2QrqurvqOjobWtvqOjoae7caC3iclon+D1zIsYWqXQbpj1O5RQUIdHzHHUEUcdMcQeRxxR2IpETJGwIRzQhvxav2fR7VBajJKlxXGlfEwqFUxNs4WCIQGXMcYfFvKGx/hM/uggn9snmhyel/Aks6Ni0cj05LBYxBJNssaFQ/Sm+nHh0LRwUCJizYhYE5NM4cQwb4zBFw6NT46IxJy5Oa5KOaFViw36OaddGfJpUcAYQ2zpqCebDNBktZwHacqi6yv6tgDwa4CAhu5aTBJen0NlN0p9DsWWY6dOHjt98nTZ2fIrF6/evHLr3o2HFfee1lbUN1e3djZ29bUNMLr7h7rkC3My5ewwq184zhGOs8cnOeOTrIkp9qSIxRcyVYtzeuOCVq/QGxbMVrXbYwqF7AjqSyTAfI4oFaOry/GNtXQyDlAZqJhHaabKUQitDRTzWKmAFnLwcpFMJSKlQvTZei4ZCxZzSDGH5rNQJgWkkqFEMhxPhGhoJWLBaNSPEB6E8EC4OwTZgpA1CFl9gNEbNgCYI4hYvRGjDzD6AaMvbAiCZhBzhGFbCLSAsA3FXFHSl0yEsmkgn4ULOTSfhXMZKJeBaAqlC7/lAr5cJEpFopjH8jk4nQ4TuNvnVev0YolcKJhmDfP7R3i9PGHvopzl0PBsKrZLxXIoB62KPqu8Wzfbzmi9fvrQhwe+3XV4/0fnz35z+8bRK+V7v/zstfd2vHz+7BefvP/rj3b8W9nR925f/OrCiZ1lR3eeO/je2QM7yw7tOn9oZ9nBHeWHd5Ufeu/KsY+unfzkwtH3zhzcXlt5SikbUCkY6gWWQcO1msa1WgGX13Lq1Nf37pUnEvDqSqG0vJLOpHEcJgkIRQIk4kuRbixiyieDpTQAeDQW3bR+SeiyzgdcarVyXMBuE462Twp7lFKOWTsdcKnQsDGK2BK4K0V6kqQnijox0Br2G9yORatZbtDPqRYmJBL+5BRnlDswONjR1dXY0dHQ0dnY0dXY0dnQ0dnQ093c19PU1dHQTPNYR31HW117W+1AT/3oUMskv29+mqVbmHQYJEGHCguaYpAtBtlikDWO0IPJFiRigsOGSEAb8C65nYt2q8Jskum0s3LZ2LSINTXFEk9zxNOcqamRifHhiYlhkYg5PT0iEjHF0yzR9Mi0aEQsYs2IOXMzo7RjrHSGNT/Lks1z5TK+XClUKMcWlONLi5N6jdhsmLNb5r3OhYBnCQobcdgawxzpqIdK+guZUIkCliloJQcvU1AxG8mng7QeSMBWKKQH/VqPVQaHjThktxrnvc5Fj122pexS2Znys2fKz56/XH7h6sWrt6/cvHfz3uO7j6sf1zbVNLXVd/U2d3Q3zUon5+anBpndPD5TMDYyPsmeFHEmRewpEVs4MaLRyQymBa1erjPIDaYFq0Pv9lnCETdOhNJpJJ8jVkrxzfVMKhFJJyOFHEpzFE0FzwNbLuKZFJjLon//WyGXxdOJcDEH5bNgOh2OJwLRuI+I+/Goj4wF4olQMhaMxQJY1Afh7jBi94EWT8Tkgyz+iMULmEOIPYw6Qog9gjhA2B6GbABkAxEHANkioA2GnQTuTcSCqUQ4m4pQaTCbimSSQDoRTifCmSTwQrcoFbBSAV8u4aUSWsjD2WwkFvNFIia3V22wyhe101KFcEbKFUtHpbJRo3bcpR9zqEZcqiGrstsm77QrexQTdW3VZw/u2XF478dnj32xb/e7n33w2qcfvbFzx+8ulH/72Yf//u6bP//8g1fOn/j47JF3zx/fUX7ovbP73z134N3yw9svHd9+8djO8we2l+179/yBnecO7jh5cHtr/WWditNaf1nIqbcbJ+ymCbN+sq+34uzp3eNjQ8vL1EppNZnIZLO5QqGQoRIYAZHRSBRzgUF9Nu4LexadxtmQW2nWTVj1M2GvQb8onuB1S6YZCgnbqJlyP7+9SRLebDyYS4ZzyTA9kogjDjBs9HuWHFa5STezqByTycZE02wef4DN7mWxehmMrp7+tvaOhvaOhr6elsHe1p7Oxo6OhtbW2tbW2uaWmvr6iuamyu6O2qG+plFmh3icoZIKrdpZv0MFBfQYYELDBgww0p1EUdROIjYMNIMhQzhkDPp1Pq/GbpMvqSZkUp5CLlTIxxTyMdk8f26WMzvDkc0L5DLB7AxnbnZUMseVznHk81z5PE+pEGjVIpNxTq8TadQTGvW40TBts0jsVonTLHHbZDTbwGE9Dllofxj6kiqXChYy4eVcZLUAr+aRlRy6kkOXKbiY/e9UEAaMgFftNEnhkAlHHBaTzONa8jmVW67eunbp+pXyKxfOXTxffqX88o1LV25evn7n2p2Htx89ffi09klDc019czWbOyyVz/QPdQ8yejijQzwBUzg+Mj7JmphijU+ydQaFybKoMyg0OplWLzda1HanwR+yw4gvFgMoCi/myfXVVCoB0Lgq5rFcFokS/ng0ECV88WgwlQgnYsFsGvqPH3LFPBElAlQGTKdDyWQwGvNhhAvGnQjhwaM+POqLJYLJRDga9WOkF8bdIOoEUEcAsYUQOwDZw5ANRB0o4cFiPjzqQ3EPjDojsB2AbBHYDkJ2CLajiIvEvTHCl4wFU/FQMhZMRANx0p+IBtKJcDoJUBnoBfJXSvjKMrZcwgp5OJsBoqQbhmw+n85qVWi0M3LFmFTKl8q4MhnHpB5zqLkWWa9N3m6d77DKu83ynmlu9cPrh7778u3yU7sP7Png8w/f+uvnO3bt+MO5M7u/+vSPn773+3de/9fdn/zx3NFdF47tKj+04/Tet87s+8v5g+9cPLL9wrHtZUfeuXhk+6Uju87u335i//b+rruzU113bx6UzvRZjRM+19yMqP/O7RMN9TeDAfPKci6bodbXNv/2t79vbm5uPlsvligYDkZxPxi2eBxKv0sOh1U+p8RqmIkEdBG/UbswpVkYN2lFFr3YY5cDfg0BWxOEKx3zv/DMKqQjuWQ4EfURqBMCzEGfzmVXmvSzGo14cVE0Pz82O8ObFnH4/CEmq7u3r6Wrq6G3t6W/t62rs6mtvb61tbajo6Gzs7Gpqaqh4UlzS2VHR/XAQBOb1TEuHFDM8kxLMx6bEvBqQL8WCmjhsAGDLM/dxZxR1IEhDhi0gmFTwKe1meeN+lmzcd6ol+jUMyrlpEzKn5fw5PMCpWxMJuUr5WPqRZFeIzbqZgzaGZN+zmlTeN1LPrfK7VA4bTKPUxkOaCMhPZ0MY6CZRGwxzJEg3amoJxX1pGPe51oFsFqA1kvIWhFdzWOreXQlB9OpYCbui+NONGKK+DUeqzzk0SRjfrtF4bQv+F2qLfce37v94Na129cuXL1w/nJZ+ZXzF66WX7p+8eqtKzfv3bj/6M6TygcVVY+aWuqmZyb4Y6Nd3a1DjB7mSD+HO8gXDk9MsccmWEsaKY0rrV6u1sm0hgWTVe32moCIE8cDqRRcyBFrK8lkHKAycCGHppMREvdnUlAhRywXo6UCmaewXBZ9tpHJUxiB+dLJSCzqI0gPgjshzAEg1iBkjiAOjPRipJeI+RPJcDQWIGI/QgvCXCDhhnA3irvxqI+I+WPJUDwVjsYCGO5BUBeMOCHYEQ5bgiFTGLDAkAOBHCTmiRE+EvMQqJuOGOFL0TyWBmlcLReJ5SK+UsJWSnipgFKZSCLmRyF70Ku3WxR09838HE8i5c3N86RzbOOS0KQcsqn6bIoeq7zbJO8yynpG++4f+ead777aVnbi228+f++rT7dv3/bKmVN/Pfz9u9988fr777y8c+vPDn/7VtmRXaf3vXXk61f3fPjrr3a+9N3Hv/vui999//XvT+1788z3b5/Y+/aJA9uZgxX9vY9GGFXaJZ7VLHI7JazhhksX948wm2NkOJNObKxt/td//R+Kysfj8UIh/8MPzzKZBIqEMDQARSwgoAsFZF6XNIG7E2bFAsUAACAASURBVITLZZU5zFKfcyHgUYV9aiikxyFLgnBl4r5sPJBLAsUMWMpCxQxYSEeyqXAi6iMxFwrZIiGj36N2OhRW87xeO7OkEi0oJudmeeMTwxxO7wizm8Ho7OlpaW2tbW6ubmur6+lp6e1tbW+vr2t4Ut9U0dJe3dlV2z/QzOZ0i4RDcjFXvyhymmV+50LQvRj2qcGgDgEMdKteDHfGcVcUcxKIHY2YwZAh7Nf5PGq3U+WwKoy6WfXi5OLCxOLCxJJqUrskshilLofK41hw2xUum9zrVIZ8GjCoh8IGMKSHwgYUNBOwlabEGOaI484XEcMcMcwZx520DJhPh0oUsFqA1wroWgFfy2M0ruir4TjuxEBzxK/x2hUuizxGeBDQYTZKA+7FLRU1Tx5VPrj76M71O9cuXis/f7ns/OWyskvnyq+cv3T94tWbl2/evnb/4Z37D+9093ZMTo21dzS3tjX09XcMDnWNsPtoSXB6hm+xqXUGhc6g0OjlGr3SYF50uPTBkB1BvIl4pJAj8hQeJQLFPJ5OAgTmW19N/bBJ/bBJPdvI0vHDJlXI4STuT8bDUcL3o1wOmgKQyRsxuMM6X8QC4W485sejPjIeiCdDsXiQIH0o6cFIH5kIkolgNBZIpoBUOpLJQukMGI8FcdSNwk4YsodDZr9X5/PrAyFT5LkNGwLaaRdeFHJgsDOKe5OxYDoJUGmQrrKWi8RKiVguoKUcnM+A6UQwhrvBkMntUhv1kgXFuEzKl8yNSua48/NCiWRMOsc3aydNKpZNOWBT9NkWemyq3iVxa2dt2fdfb7tx8fC+3R9++em2Lz5/68jhj8pOffLlx3/84N3fbH/j55/t+PXxfdv2fPbKh9t+vvPNf96x9V8/ePul7W/+y19e/R9fvf/r099vO/zN1jOHd/R33WcMVjEGqySzQ163fEbcX1d99cSxL8TTzGQcfLa5/n/+6//L54u5XCGXyyeTqb/97e/5fIEgMBwHYcQbCuoDgaVMMphPgmBQHwloUNAIhQxI2EQ/thOEKxX1ZBP+XCpcSEeKWaiUhWlcPbcJCsZJL4E6IcDk9y25XUqbZd5knKPRJZcJRCKWQMAY5Q4OMbpbW+taW2o6Ohp6e1tpmNXVVzS2VHV01ff0NA4OtnLYPZOCodkptlIqNKjFVv2c3SR122RehyLoWQSDOgQw0ulZDLPHMEcMtccwB4nY4Yg5EjIEPGqXTWEzSa0midUksVvm3XZl0KcBw0Y4bAADWsCnBoM6LGIiIAsJW+OYIxX1pEj3cya009kmAVtxyIIARvoyCgrpEcBIIrZU1JNLBVby0FoRXStgawV8NY+UqMgL6QKNmCJeTcCpcpplIZ8uGQs57Ateh3JLVX1lRc2Tx1UP7z66ff3O1UvXL56/XHam/PTp86fOlJ8uu3j24uXyq9cvX71++Wn1Ey6f09be/LTqcUtrfUdnU/9AB5PZw+UPjfIGF9WSf6Ashc64YLVrvD5zJOIkiWA+i2GIN5WIZFIgiXvWVxOb69lnG9nN9czmemZzLf1snSrmolEikElBiVgQx1wRxBaCzO6Q1hnUuMI6V1jvi5gBzInF/GQiGE+Fk+lIKgUkkuF4MhxPhWNpIJEGMqkIlYGoDERl4FQiTOJeBHKAYWsoYAx49X6vzufTB4JGALDAoIMG1Y/OhxEbAtpJzJOMBVNJIJuB/lsezKGlLJRPhVOkj4QdUNDosi/ojBKlamJWyp2VcOfmeQqZcEE+JZWKpbI5r8fod6vMiiGHasC+0GtVdlmUvTOjVbevfP/dX985d3L311++/dmnr3275+3LZV998dEf3nv71zvf/Lcdr//0rx+/8sHOX21786e7tv1q25u/ePfNX7699aU///6f3v7TP+/77NVDX289d2RXZ9utwaGq3t7HGrXQ6ZQODDy9df3YrRsnXM7FZAx6trlZzK/kqML6+mYqlcnniz88+3symSZjMYLEQCjoD9gI3F+gCBRw4qA1HXPHcXsCd8cxF42oTNxHt8kWM2ApAy1noWUKpimLxlUmGUrGAzHSgyN2KKIHQtqAd9HjWnDaFBajRKedVirGxDPcSdEob4w9NNzT29va2dnY2dnQ3lbX1PS0samqvb2hv6+VMdA+wujgsnrGeYOzIo5cIlSrpnTqaYNm2qwX24yzXoci5F2CQjosYoohtiTuTJPuNOnOkG4aGFHUDocNtJkM/R7yLgF+DRw2oDSQIAsJWaKwNYE5EpiDFvRThDuJuxKYM446njdMGH5sArbLnRap3TRnN825bbKgZwmNmBKEs5gNrxaQ9SJOp4LLuUg+HcrEvXHcgYFm0K8NOFU+h8rjVKUSoVDA4HMot9Q3VdU1Pa1pqHxS9fD+o9s371y9fO3C2fOnTp45ceL08ZOnT54+e+bc+XNnzp15UlnBZDGfPH1y+/7tJ08f1TRUtXQ0dPe1D430MTn9POGwWiszmlVa3bxGJ6MrLqdLD0RcBBlCIBcKu5NxIEoE1lcTm+uZ9fXsxnp2YyO7tpbe3MwWimQ0Gsxm4dSP97/OEGQNQBYvYHQGdK6Q3hcxh0ArhLmImD+eCqeyYJqCqBySpeBMBkymgUQKSKTCqWQwmQimU+F0MhQnvChsj0Qs4bApEND5fFqfXxvw60IhIwzZENiOQDYQMEdCxkjIFAmZIMCMwvY46c3GQ/lUpJABCxkwlwKy8VCC9BKoCwKsfq/OalFq1DNy+fiMmDM1NTI9zZLMcWWycbliWqmatzttZIwolfIBx6xF2e9aGrIre0zyjqWZppGOm4e/eef86d37vt311y//8u3Xf7l5Zc8XH7+y8+1fbn/z397680/feu1nb7/50y8+euW7r17/aPvLb/zhJ9vfeumdrT/782//19Z//8mnu35TdmJXd8f9ttb742OtbtesXDbS2f7o5rXjg/31CORKpfB4IpZKUyvLy4VCPpVKbmxsLJeWSTKaSqURFAkEPIGgG4h4YMhNYp5MKpyKB9KJYDoRziTDVAqg0kA+AxYoqEghpRxSpBDaiK5IIYUsnE9HcqlwNhFKxwIp0pcgPHHcRSIONGKBgkbArw+4lzx2pd00r12aXpCPzc/xxseGR0Z6GYzunt625pa6uoaqhuaq1raaru4GBqODw+4Z4w9OTzJl87zFhQmtRqTXig06sVk3YzNKPHZl0KMGgwYctNL3SNmEn0r4qWSASvgzcd+LpgccsuCQBY2YaETR/JbEXennKErizgTmjGOOGGqPIjYCsmIRExI2AH5N0K3y2OV245xJM72kGJuf40lmOHIJV70gtOjFfpcSjRgzce9yDnrOV3gpC+dSQDrmj+EuNGIG/ZqAU+WyyAOuJSoBhL16r3NhS33T08bm6obm6pr6ysrqR/ce3rp6/VLZ+dOnzpw8fvLY0eNHjx4/RkddQ31bR3v55QsXrl68ce/mg4r7T+sqG9vqO/ra+5m9TE4/lz+kWBAbzQsG04LeqDSYFhwuvcdnttqW/F4DhrgJzLu2kthcS62vZdbXc+vr1Pp6ZmMzUyhFo7FgloIzWSiZAshYAMXcAOIIIfYQbPMBZh9gCkE2BHfThVMiDaQpKJtH6MbcXBbOpsFkPBSL+knSHSU9MdITIzwk4kQgKwRawIg5HDYEA7pAQBsO6hHIiqEOBLKCEXM4qA8H9JGQAQLMtIlvFHenoz4qFshE/SnCG0McGGAJB3Rez5LDpjCZ5heXxDLF+Owcf0rEGp9kCoRDAsGwcII1J5uyOU0YgWRzuZXVjWIOsesFdhXDoeo1yVoN0jYZv67hwYlD3+24cO67/d+999Unf75zfe93X7/x7ps/fXfrS+9u/eXbr/9i5zu/OLTnzRPfvXVi7zt7Pv3Twd1bD+zeuuutX73y8v/Y+uq/nD/36VB/dW3VNfUi2+0SC3itjXV3GmpvB7z6leVEPIFlqDRVKFBUNpmM53KZZ882ksl4Op1KpTIIghQKVCyOB8PuWAxIJ8PpJJBNQ1QGpjJwLgv/P+M8dK9J8fmhQCHFDFhIAbQ8mI76k4SXjjjmJmEHAdpQwAIFjWGv1mWRG9XTi/N88RRrlDvAZPb0DbS3djQ0NNc0t9V09TQOMtp4vAHRFEsmFSwtTuh10wb9jNkksZilVrPUYZp3WxV+5yLg1cEhEwHZE4QzHffRI0//OCiZjnnpoBsgXtRLCdKVJNwp3B3HnDHUQcI2HLTAgBEM6YGANuRVe51Kl1VmNcwa1FNLyjH5HHd2ckQw2jfC7BwZ7uCPdosmBlQyrs04E/YtxTBHMRNZzaPrRWI1TyxTWCEN0o4dCGAEfBqfXWnVzYJ+fZoM+uwqIKDdUl1bUdtQVd9UXdtQWV335FHFvRu3rl64VHa27PQLXB08fOjYieONzU33Hz44dPTImfJz5y9fuHr72r3HdytrK5o7GrsHO4bZfaO8QQ53YGyCOSkanZrmimcF0zN8yfyEwah0ObXhkLVYIFdXk2urqY31zPo6tb6e3dzMFgokGQ3m8iiVQzJZKJ4IkVE/QfpgzAUiDhhzwZgLRJ0o4SGi/mg8EE+GUhmQyiP5ArZcwOl/PZsGk7EQjrkxzEXgLgx14IiDgOwoaIWfQwsIG8NhYyRkhCMWFLRBgBkIGoCgIRIygmETbY4NRywYRG8PcqKAFQyaQh6tx6GymOaMBrFWK1ItTcoUQrGEMzbN5I0zOELGyOgQgz0knOTpjUswGslQ6eJyMV/IL5fyqXjIqhs1L3Ra5O0GcZtG3DY29PjCyc8O7Nlefuabrz/feu3C7pOHP3jz1Z9s2/qLnX/59Uc7fvvZey8f+vq143teP/v923s//ePJfW+fPbBt7+evv/7KT3736y1nzn7dUHe9qf6m2zknnx9qbLj++EH5uKCnmMdWVzOra0WcJKLJWJbKEARWLOZXVko4jkSjJIpixWJhZaUIwSEA9EdJIBkPZ1IglXl+NU+hRQp5Piz33zRVyqGlPFrMoYUsXKLgYhaktUEaWvQezQTueeEJg4TNtDegWTuzJBfOiTlCwSCb3TvM7OofbO8bbB8e6eYLGVNTbKlEoFJO6bWz9BoNt0PldS363Esep8rvXAy6lwCfDgoasYiVhB0JwpmJ+2nhm27Vo/v0sgk/fZWUIFwxzEHLes8FeiuNczBgCHk0PofKZV9wWJV2i9xskOo14kXluEzCmxExx4WDPE7PCKO9t7uhtbW6pbmyq7N6eKhZNDGgUY15HXICtlDJ0FoeWysQawViNY8XM1A2HkzgLgQwhLxLbqtctzAJh0xQ0Oy2KuGwYcvjikdVNRU19ZXVdY+f1jx6XHn/zr0bl69eKCs/e/L0CRpX+w8eOHHqZFNL89Xr174/ePDYqZMnz54pv3zh+p0bj54+rGuuaetu7md0cXiDYxMsvpDB4Q4wWT0j7F6+cFimmFZr503mhWQSyheipVJ8ZSW5tpbZ2MhtbuZyOQLFvFQOy+XRF3wVjQfJqJ+M+V+of7RQEY36Y/FgMhnOZEAqhxQKGD3kn8/C6SQQJ/0E7sZxF0m4cdSBwXYSduCQHYFtCGilURQJGVHQhkN2DLShESsasSCAGQybwgF9yK8LeDU+91LIpwt69X631m1ftJnkJp1EpxYvqsYVSqFMLpTKx2YlfKFoZIjbw+QNiqRTskW53mIJAqFonKBy2XwxnyvkqXwuky0ur+RxzKpXDZlk3caZDt1ch0rU3F1/fvenfzy0772y07vPHf/savme7X95aftfXnr3zZc+2P7rj3e8tO+zV05/t/X4N29888HvDn71p6O7Xz30zZvvbn3pNy9v2X/g4/q66+PCdqd9lj/afPf2yWuXD89MM2DQFiXB9Y3VlbVlIo4nEjGSxHO57PJyMZGIwTBIUZliMRcMeV1uWyjsC4fcOOJPxUEqg+ayCJWB8j/yFVL4B3uSFxN0BQopUshyDqELrXwKoBKhdNT/wrqMgOw4aEMBC72H2+9cdFnkJrV4UTk+NzM6OcEUjjF4/AHhOHNqiiORCBaUUzrNnMU473WpIwEDFDLCIRMKWDDQBoVMYMAABgxwyESDKo656cLvxyGuVPCFYUY66k0QLrpMQiMmBDDSxRLgVwe9Gp9b43EsOq1Km0lm0s1pl2ZUyimlfEI6x58RsSfHGXx+P5PZOdDf0t3V0NJSVVf3pPLp/cePb9dU3+/qqOayO2VzHLtpBgEM2URgJYesF/H1IrlWwIsZKJcMJwgPGjH53SqrcW5JOR70apzWBbNeAnjVW+7ev/u44mFF1aPK6gdPnt5/8PjOnXs3rt24dOHS+dNnTx07cYzmqyPHjtbW1z2tfnrg8JEDR44dPXnydNnZi9cu3X5wp7L2SVNHQ+9gxwi7TzDGHJ8cGZtg8QQMnoAxMcWZmuYqFsQw6k+mECofLS4nV9bSq2uZjY1cPh8jiGCWQnN5nMqhPxZLWSiZAuKJUDIZTiRC8XgwFgvGYgGC8JK4Nx4NpBLhTCqSTYNUBipk4VwayiTCqVgwTvhI3IPhLpJwE5gLRxxRxEnADgy2o6ANBsxQyISC1ijiTOCeOOoiIDsaNkd8Op97yWVX2i0yi1FiNUktRqnFKDPq5jWLYqVsfH6WPzs9Oi3miETsySm2aIYnlU9JFWLFksxsNwYjQTwWTVNUvljMF4u556DKFwuF5ZXicmljYxkF7UblsFnWqZe2LU43TrMeP76xb9/ud44e+vTSuT3XL+77cMdv3379p7ve+dXnH77y+Ue/2/PZKyf3vvX953/8bMfLX3/4u+8+//e9X7363ju//M0vtxzY9yF7pG5RxdaqBX09T+7eOlVVcRkIaUjMjSLhaCy6ur66urlMkDiOo7EYubJSKpUKpVK+UMwiaCQM+GEECIZ8Ab8b8DtxJJhNIXkKyVFwnoIKFJKn4BeI+m8PBQrJU0iRQv5bGHwOqijiJCA7DSc4ZELCZpqywIAh6FZ7bEqbaV6nmV5QjMllY9L5MZl8QqWa1mklFpPC69KAIRMO2kjI/uOSbNQVR11R2EFnlThoIyA7CTtjqIuW7xKEK0m6aR2PRGw4ZKFVh0hAG/apg55Fv2vB61C4bTKnRWo1zZv0Ur1mRr0oWlCMyyS86Sn2xNjwmGCIN9rHHuliDLb29Da3d9Y3t9TU1lU+rXpcUfng8ZN7jx7frap+0N5WzWS0i6eGTZrJsE+dwN2FdGStgK0VyLUCsUwhuWQ4jrvRiNHnVllMcwoZz2aROWwLKsWYxyLbcv3mzbv37zx8cu9x5d1HFXfuPbx1597N6zevXLpy4dz5sydOnTh6/Njho0f2Hzxw7cb11va2B0+eHD5+4ujJk8dOnTp38TxNWQ1ttZ29LUPDXTwBY2xiRDDGHOUN8gSMUd7g1PSoL2CFUX8sAWVzZHE5ubya3tjMFfIxkgznckS+QFA5jMqhVA6mcgidDabSkUwqkk2B6SSQiAZJzIshLgx2/j8bFdLRYDoazMRCScKfJPwxwovjLoJwkbiLxFwxzB3H3DHURf/9BGSPIs4o7IjCDjxihfyGkFvtsSqsBolOPb2kmlAphEoZXykTLCgmF5RTsnnh1NTImGCQN9rP5zOFQtacdEqtVTo9tiAQwDA8lU4XisXVtdW19ZWV1dVicaVYWl5eXVlZW11dX1vbKK2tr6+t/31zfc3vmNfL23SS5kVR/ZKokdl+48TBD/d/9/7JI5/cunLgq09efX/7r/ftfuubL974/OM/fP7Bb/f/9fUv3//t9jd+uuvtX3zy/stff/aHv7z6k9de+aeyk18L+c16nWBuZrCu+tqVi4dGWW3ppDdKeJIJAsUwPIqtrJeWV0o4jiEIFIuRa2srKytFMoYSJJJMRWNxgiAwFInAkQAc8RFYIBkPU1mokEOKFPqCsv6vyMIFCi1QcOF5fUX7ASYJLwk7aJ9NOrCIlQ4UsMAhExgwBL1qj3PBYVPYLHKzWW62KBz2RZ9HFwoYkYjtBZwSmDtFeJO4J466YjRWI1Y0YkUBCxK2IGETAhjgsAEK6SMBbSSgBfyaoGfR71L5nEqPXe6yzjvMEqth1qgR6VTjaqVgUc6Xz/PnZkenp0Ymx4fGBP08bs/wcMfQYPvAQGtPd2NXZ317W21jc3VdY1VtfWVNbWV1TWVVTWV1TcXTqkc1tY/b22uGBlonBP1qJd/rUGARazYepEustQKxkkML6UiK9GKg2edRmYyzUglHMst22Bb0mhmNTLDl8vUr129fv3X/1u2Ht+8+vHP3wZ07927fvH3j8tVLZeXnTp89deLUiSPHDh8+emj/we9v3r7R2tH+pKrqyIkTR06cOHO+7OrN6/ee3K9qeNrS1dQz2D7C6eWPM4TjTJ6AweEOckaHDMYlr88GQG4yBmZzZLGUXF/P5fPRGBnMU9iPkcPzFJaj0ByF/njIorRcnkqEo4QPhZ3hoCnoN4QCxlDAGA6aImELAjlIzBUnvMmoP0H6SMyFIw4MtmOwHUedPy49ifrovXUJ3BOlzVZDJtCvC7gWXRa5zSTTLomU8gnpnGBuljc9zZ6cYk5OMaenR8QznEkRmzc2zOYxhFM8mVxmtppDQAgjsHgynqWoYqG4trq2sbGxvr6+sb6+tr62ur6+trGx+cOzjWfPNp5tbmyubmxsrK7/sLGxtpzDLWqBUdqpnWlWz7TIxpseXf3+1P73j+x///ql748d+OCTXb//9rPXPnznV+9t+9WH7/76yw//tOPNf/vTb//ntld//v5bL7/3zst/+M2WbW/98tyZPaMjDdpF4VBvTc2T6/dvnjPrZnHUjiPuKAmRJA5BEYLAlpeLxWKBIDAYBmMxMh6PJhKxXC6TzabS6WQyGU+lYskEQRIwhgIoGiZwMJWAqAycp9AChZQouJSFC1kwT4GFLFSg4GIOzmeRYgYspIF/7Gyiy6oXeSAdWMRKU82LjyhggUKmSEBPW+GigAWLWEnIHoUdMcRJwg76jIM2FDBDQWPYrwv6tAGvxu9Re50ql13pdiy47EqHVf5jWORW47xJN6dXz+jUYo1KtCCfkEkEc+LR6amRqfHhMcEAd7SXze5hDncNDXX097d1dze1tTc0t9S1tNY1NtU0NFY1NFbXN1bX1VfV1VfVN9bUN9TUN9bU1T+tr3/a0FDZ1lLV39vIZ3cpZjlW/VzEp0vg7mIWWCtgtOBeykKZeICE7UGf2mycVcqFvNGeyUmW2bRg1Ei2XLh68dL1y1dvXbtx79ate7du3711687NW3duXr1+5cKlcnof3rETRw8fPXToyMH9B7+/dfdOR093RXUVXWVdvHrl1oM7FbUVTe0NXf2tw6xurnBQMMbgC4eZrF7xzJjZonM4TWHQTUQj6SxRKiVzFBklQ4UcnqewQg4v5PBinqA/0t88xxtCZcBELIQhLiBk9nm0Hpfa41K7nUsux6LPowVCZhSykZiLQJ0E6qT3f2Owndb0ftzMkAJeFAMx1IWELSHPksM4Z1CL1AuTKuX4vIQ3K+ZOT7EnJ1gTkyMTUyOCcQaXP8Dm9HEFTPHc5KJuyeX3oDiWyqSzuVyhVCyUiqtrqxsb65ubm5ubmxubG5sbm5vPNjd+2Nx4trnxbHP92eb65vr6xuraxtrq2rOV5dVna8U44tFJujWzLcqpOuVkw2j3rWunP9//7fZTRz+9cv7bD7b9escbP9/2+k//8uq/7nzrVx+8+7vXX/nnP/7mf73155+9+9rP39360ratL/1l6y8uXtwrmuiy6ic7Wx601N0dG+2KYw4CcwX9ZhQOoShMEBgERVAULpUKxWIewxAYBkkSz2RSmUyKojIUlclSGSqbpjKJbCaRSkajJIJhIIaGSDyYToD5DFKksFIWKWShPAXnKaiYgwoUlM/ChSxUTAH5f5AE6QdWDHXRSQEJO+jDP77/eIAdP+Z1kJ0AbQRoIyE7HrEiIRMYNAJ+Q8inC7jVXofKaVVYTFKjfk6nEeu1M3rtjE4j1qpnNEtitUq0pBKpFBNK2bhSNj4/x58Tc2enR6cnWRNjDAFvYJTdw2J2jjA6hgZa+nqbOjpq29vr2trqmppqGuqrausqq2ue1NZV1tZV1tRW1DdUNTXX1jdU1zdUNTRW1zdUNzTW1DfW1Dc8raurbG562t1RP8rsmptg6hZEAecSAdlyqeBqHlkv4GsFbJmCc8lwHHMDAa3VLJHLBOPCod7eRoGAYTLIt1y4epGG1pWbV6/evHbj1nU6rl6/cvHyhfMXys6WnTl5+sTR40cOHTl46MjB/YcP3n5wv7O3p6K66tS5s+culN+4d/vh08f1LXWdva1DzO5R/iBPMMQXDg+PdEvnRQbjktNlDkVcGBnO5vBUGsYJfz6Pv8BVMU+UCiQNrX8ILJeFadMYELD6vTqvW2O3Kq1mudk4bzJIbRaF160OB/Rg2AQBZjhiwWA7gTpJzEW7xucykTwF5TORYjpSSEcysUAMdcEhk9e+YFwSKaU8yQxHMsOVSgQSiXB2VjAxyeYJGFwBgz82whdyZuamDCadPxggY/FsLl9aKZVWlovLpeXVldX1tc1nmz88fz179uyHZz88++HZxrPN9c2N9c2NtY2NtY311fXllbWV5ZWN5eL6cmFltUD57bNqSadmtmlRVDcvqK66u//I9zu/+OhP5099+c0XW9957advv/azV3//kzf+8K9vv/bLV17+p1de/t+v/f6f337tZ7ve+e3Obb/98x9/Ull53mIcnxS03r1x9O6N4wrJSDLqCAdNGOwPBz04jpIkHk+QCAIRBFYqFQgCI0k8kYhFo0QiEUsm4+l0MpNJU1Q6R6WobIrKJrOZRDoZi8cxgogQeDgRjWQTcCGDFbJYgcIKFFLMIcUcXKDAYhYspiP59I+Pqmw8+CIXoCVBOut+kXvTiIqhLpLezg7SGp0VDlsifmPIq/O71B67ym5ZMBvleq1EszRDeyrJpIL5bwYsHAAAIABJREFUOb5khiuZ4UpmubNizsw0RyxiPx9YHJ4QMsYEQ3xu/yirmz3SNTLcPjjQ2tvT1NlZ19Fe29Fe29Za3dxS1dhUWVdfUVf3pKa2orr6ydOqR5VPH1bXPKmpraiueVJX/7Shsbqxqaapuba5pa6pubaltb6lrbGxqbauvqq+/mlrS/1gf9sYd0A2x7cZpGBAnyI9yxT0nLLoVNAHR0wuu0IpF44JBgeH2lpangp4Q1uu3Lx68dql8isXLly7dPn6levPoXXtxtXLVy+VXzx/tuzM6bOnXlDWwaOHDxw5fOfB/c7enidVT8+cL7t049rDyse1TTWtnc0DjC4Ob5DLH+QLh4dHemRysdGktjuMoYiLjEeIaAhGXJkslMuhxRzxAlTLxSiNq2KeeM5dON0wgaNuELAGfHq3c8lmUdC4MhvnLSa5066iN7JGQkYEtNIrThJRXyYZymUiRQoqUFCJgktZqJCOZOPBGOpCQia/a8likKiUE5JZ3ox4dGaWJ5WMT8/w+YKR/5+u9/xuIz3TvKHUUrdandz2OKxznPXYnrU945md2fFOcrcCRSUqURIpMUcQJAiAOZNiEinmnDOYQAIgci5UIVWuQiESzFGhPfsHvB+KhNTteXGeU6eEc4RvP173fd3haWis7uhunZ6dXFEqrBBIUJTPH1hb31jf2Aytr62uhVbXQuubG9s7O7t7uyxUu7u7LFtbb6DaWNtYD62vBdeDwdBqMLgW8IV83lWfL0AT5sXJxrnBwtm+nInOrIaSR9cv/eb3v/76v//Lz65d/Ltf//zTH3z73Hf/6t1vfnz6u391/tMLJz+9cPrbn77z4+998NMffPr1j8/89c8+bXomEE89qypNu3b5HwS8h05Q4nVrQWDFYlSjsMMOQQgCEyRCkjgMO+12CMdRNvAjCBzHURSFMQwhCJyiCDdNummScVOMm/IwNMNQJIViqAN2WlEnQKCgh3IEPHDQC/s9dr8H8ntsAQYKuiG/2xoOAShET8K6r3DFEgVDSjYUtFukkGnZalgE9AtmzaxePatWzKxIJ5YXhhfE/eKpnrGxzsHh1t7+ps6uupbW6tbW6va2mvbWmpbnlc+bK543lTc/K3/WWFZfV1xfW1xXW1T3tKjuaVFtTXFNVWF5qbC0OLe0iF+Qny0UZgmEXIGQKxRyc3Mz+bkZwrwsvoCblZ3G5aVlclMzMlMyuSmZ3BRuVirLVUEhv6RUVFFRWFlVVFFZWFNbVl1XXlldXFpWkF+Qm5+fW16a11Bb2t1RPzvVo1NMIaDMS5rXfI6NgGvd7wwykBszuuwrBp14Vtzb3VlfU1NQUMDLyUnjPE588vDJo+jYB3cf3bv/6P6j2Icxjx/FPH70KPbhg0fRd+7dvnHrejgU/Ozinz6/fPFixJXPLh+hxcvl34t5FJecmJnDFRbkllUU1D+rZLlqeFY5PtG/vDynUC1bQK3JqjSYpBhuohiL12tn+WGhCvoRVrLCLwEf7PPYadKCwno7pATMUoNuQa2cUa5MKeSTKsW0RiXWqsVhrhzQCgZr2dvufAzo99oCXlvAa1v12dd8bBcSQKEGxKawmpZVyumF2YHRkfaenmdt7U+bW6rbOxoGh7pnF6ZVejXotBMM7Q+trm2sb2yub26sr6+vrW9ubG5vbe/u7Ozt7u7v7e7tHRG1s7O9vb29tbW5tfUlqEKr/lAwEAwG/P6Az+fxeSgvw3hom3lJ3F8008Wb6c4Zas1Oif2P//jnH0X86Td/+r+//Mff//BH/+PCt79x/msfnP6rj8998v6Zj9479dH7Jz/+4PT750594+MLn//n/66tyenrqsjLeZKeeKetqRh1yAlkxWZVO21Wi9GIwAgEgSjmJAiUzalomqQogqZJ9pAkjmEIm3GROEoSGEXiNEW4KcJNs6kXhmMuFLYhTghzWinM5nM7/Qy7qQ5kL4MOX7X+FU8obLXbzMuQacmqXzBpZg2qGZ1iSrsyqZaOKZZGZAsDkrnB2Zn+idHO4YHnfd2N3R21z1uq6p+VP60rKq8UlVeKqmoKqqryKypElZV55eXCsjJBaamgpERQVMQvLOIXFGQXFuYUFQlKSvJKikWFhblCQZZIyBMIsnL43Bw+9yicE/D4Aq4gjyfI42Xy0lLTk1LSEhOTHiclP0lNS8jITOZlp4vyskvL82rrypqeP21prevoetbd29zZ/6y9p7G5raa2vqyisrC8vOjp07LnTVXDgy2yxSHQMEchulWPnZWskNfuo6w4rLZaJLLl0f6+pqdPC/PyuDxeGicxLSk2ITY69uHdR/fvPbz/MCaahephzIMHj6LvRd+9dftmOA787OKfPrt88U+XLl26GvHZ5UsJKcnl1VX8/LyHT54kpadkC3kFJaLq2tLGpormlpr6xvLBoa6l5Vm1RqbUShaXJyCHGsONbsbi9zuCfiTgh4P+I5ZWA0jQj4YxC/hgdi8ngRoRl85hU4GAHDAtmwwSo37BZFi0mJbNRglgWoQsy05oBXNpaMLEXnXnY8CAxxb02YM+e8jvWA+4Qj5HwA0yhJmAdQ5wxaCdly1PTE32dnU3tnU0DI50LclmjRadE3aQDOMPhUKbG2tbGxtbGxubG1ub69vbWyxOewf7u/t7O3u7OyxUuzvb29tslrWx+SWoAqtB72rQF/D7fIzXQ9MeCvcQOE25cYdC3Dbeyp3s5E335Ffnx1z77FePbv/x+qW//8Nvv/+Ln3z9W984/8kHpz/96NwnF86eO805e4pz5gTnkw8u/PZXv/rZj75dW5Pb+qyoqbago7nCYV0JeiGDZgoENLADctggwALAsMPpgnAcxXGUJHGCwCiKoCiCokg2xSJJHMcxHENwDCVwjD0kgZEkQZIkSRIkieMYjLrsiN2KOAASBRkSogkLibElYB0b1zmtKzazFDRKAMMioF+w6OYtunmTdk6vmtHIJxXLo9KFoaW5/kVx38JM79xUt3i8Y3KkdXSwabC/qbe7obWlqrGhtK62sLoqr6RMmF/MF+Zx+YJ0YR5XmJ+Vn88rLMguKMjOz+fl5WWJRFkCATc3N1MgyBQIuCIRr6CAX1QgKCoUFheJhMLsXD43h5/Jy87g52axXPFzs/gCbo6Am5PLzeCmJCTFxSfGxSfGJqXEpWckZ/HScnIz8wv4lVX5zS1VPb1Ng8PtU9P94rnBmcW+qbm+kfGO3oHmlraa+sbK+saapqbKvu6GxZkes3oKc6gCbnDD71wPONf9zqDHRuMGu02mUc1Mjnc1NVcUFWVnZCZzUjKT45KfxMTHPnj86OHjR7FPHj6Oi415HPsw5lH0wwf3ou+x1sWlKxfZ/OqzSxc/u3z5YsSVy5FXP79yOSkttfJpjaiw4HHCk3RehqBQUFpVUttQ1tBUWVVTNDjSLV2ZX1ianBL3qHVzDqeGJCzsaNNqAGYXs7A9429zxepVwOvw0hBNWCjcTKBG1KVjHb+wOQHblUdFQ0Tvxow+CmAnhYIMFGSgVY8t5LEHPGDQCwa9kJ+BvDRIYxbUoQSMC1r1rFQ6LZ6fWJIvGgGzE4VJj9sXDK5ubqxvb21sbm9ubW9ubW9t7+7s7u3uH+wf7u/u7x1Btbe7vbuzvbuzvbPzVk61sb6xwYaLwdBqcDXoD/q9fo/Hx7g9NOUmCRojKAeGoZBFMzFUPNbBnekU9jdlpj741+SHnz++//k//+HHP/rB+Z/84KNvfv2dTz44+dH7J8+d4nzw7ukP3j31D7/79U9+8K2f/fjrjfWCrrbKiaHWidHnjBvY2aK1mkWTSQtYjZDNYjLrHU7Q7rCyooRhCJtTURRBURRFUfTxhyJJAsPZg6MYhmI4hrE0sv8RRWHEaUccIOICccRKYADi0kNmuUW3ZNIsGtUL2hWxUjolk4xJJaPLC8OLc4Pz4v656b6Z6b7piZ6Jsc7x0Y7hwdb+nqa+nqbujoaO1qdtLTUtTVXPGstqa4sqq/ILivjCfB5fmMnjZ2TyUtO5yRm8FF5uRk5upiCXKxLy8kQ5eaIcoZCXm5uVnZORnZOeK8gSirKFouz8gpzCwuzi4tziEpEwL4eXw/rjadk5GVm81CxeCi87OZufnivIEoiys7IzElLj41MS4pITEtOSUjOSubw0gSi7rDyvual0sP/Z9GSXZGF4RTahVs6olNMr8onlpZGZ6e7hwebOzrrmlqctLdV93fWzE+06+agLWPYQxnWfYz3oCgXgoM/pYUwIrDQZ5xcWh7q6G8orRVm8FA6Xn5HKTUlMS4xLjo9LiotPfPwkPjbm8aNHsY/uRUffuXfnZtSNq9ci3nB1+eLnVy5fuhrBnsuRV9O4mTX19QUlhQmpiTlCXmlVcXVtaXlVYWfP87nFyfGpwf6hNsnyiM646HBqSNLCjuIerWRht0f4nCxLQT9LlIvlip2N99CgmwRIzIQjOhzR4oiOzaNIVE+jBnam9W2oQl77qsfmowAGN7kxvRvTeXCDlzT5SIuXsFCowWlXg4DCYtWCNrMDcRBu2h9aDW1urG9vbe7ubO7ubO/s7ezu7+4d7O0fHp3Dvb2D/TBRWzvb7NnY2lw/Dv/WNtZZqAKrwcBq0BfwuT0043EzXjfNUASFE6QLRlAUgZTSrolu/nhr1lhbdpXw3s3P/tfVP/3u8n/+7jt/deaH3/vgxz/45BufnP34wumPzp/+5ifvf+Pj9377q1/85pc//u1vfthQl9vVWiFbHFmRjWxv4ushTKtZUmtXDEaN2aJ3OEHIZnE4QRSF2VSKjQZZLQqj5WYYxu12UzRFsJLGooXgOHL0DxSBEScKw4jD6bJDsAPEYCuGWCFQLV2amJnum5nun5zoGR1uH+htGuht6ut51tvV0NlW29H6tKO9trurobO9tvV5VUtzRUNdSW11UU1lQVV5flV5XkWpsLQkt6goO7+AlyvITOcmp2UmpmYkJqfFp6QnZPJSs3LSeTkZOTmZgtysPFFOXh5fmMvj87nZORnZORmsj8cXZAlFWSJRZn4+r6AwVyDKzuCmpmekpGckZ3JTuFkpWdkpucJ0oYgryssW5efwhVlJ6YlxyXFxyXFPkp6kc1MEwqzSsvxnz6oG+hrnxH2sB2bUL5oMEtYhU65MLUtG5sS9IyPtPX1NXZ11fT0NU6MtiqVByLhAI7pVj20t4AwF4NUA7PdZKUJnA2UKxdToWOezpnJRHo+TV5jLF/KycjIzeRmZWelp3KTE5LjHcTEPYx7cvX8v6k4Ua1pcunLx0pWLly5//vmVS6xYXbkWGXH92tUb1yNv3sjgZdU1NZTXVGRkpwsLBSXl+W2dTTNzY8Nj3c/b6samepbl43qjxOnSUhQQ3h4RfrItal7G7mVsXobt/nSGl3IylJUmLARqJFA9hRvdpJnGjWzUF8Yp4AZXPTaWqIAbZHATalfZLVKbeclmYgcNlG7U4KcAD20ncBBFQZxwUW7CF/Stba5vvhXp7R3s7+0f7h+82D94sbd/uLd3uLt/sHdwJFZhro4s9begCkeArBfv9Xs9Pobxuo/0isJRHEUwFEZsELA8M1I21pE11sbrf5YZc+Mf//1///TaxT/87IeffP2T09/79gff+vr5r3/07icX3r1w7vSFc6e/9elHf/jtL//wu58X5iXl8eN62qtITPfyhQ9HzQvzE1bQRLtx2o1bQRMImWHEztqAb6NFEGyYR5IkSdO02+1m6KPDAoZjKKtvrMThOIqjOOxEHDa73QY57aDLCTlhwGBWTkwNtrQ3NDRV1z+rZNdKV1UVlJeLSsuE5eWiqqqCmpqiqqqC8jJhWZmguCgnLy9LKMgQCjNEwkyRMFMozBAIMgSCzJzcjIyslOS0hOS0+KTUuNSMxExeakZWCjc7jZedzudzhaLsvHw+P5fL4x11QqRnJGXx0rJzMgRCbl4eNz8/u6AwV5Sfk8FNTU1LTElNSEmNz85JF4q4BUXZhUX8wiJ+fmGuMD8nLSslITU+NSMxk5eSl59TXlnQ3Fw9NNQ+PzegUkybDBIQkNtAhQ1UgIAcMEsN+kW1cka2NDo93Ts80t4/0DzQ1zg61CyZ7zdrxbhT5aetawHnWhAJBZFVn40hTbBDZdQvLMwPdXU3VFYVcsorC4pKRAWFgrz83FwhL5OXmpQa9yT+0cOY6HD96nLEpcsRl65cvXwl4tKliCuXIyOuXLt65Vrk1RvXr926efPO7Ru3o7Jys5vbnze3NzW2NPQOdE3PjvcPddY/q+joaRif7lmWjxvNSy5YR1NHe2TDm5h8HrvHDTG01cOAHjfo9UA+j83ntfk9Nva6VBwxsBPyFH6UQbGXGvsZkI33Vj22NZ9jzedgSwoUoneBKybtrHZlUrE8KpeOqBVTRu28DVBQGOD1YjSDM17KH/CuroXWN7a2t7fZWG//YH//4ODg8HD/4MXB4cu3uQoTxb6EuXobLTYI9AcDvoDfF/D7AkdBIM1QLFcYgSG4y+GCXE5ALRuY6BOMt2ZNdgn4SZf+6bff/sPffv83//O7n3585msfnv7w/MlPP3z3kwvvvn/21HtnTv74e9/5+Y+++9vf/KS4MC0j5XZJfpLfA/i9Nrl0ymRQUTRGkLDRpAWsRqcLcjjBr3CF4yhBECxaR6pF0W6KZmi3x82wh6LIY+VCMAwhSZwkSQzFERfssDsgEIQgwGa3QnZAp1cNjfSXlhcJRDm5giw+PzM7JyOLl5adky4QZonyeAUF/MLC3Lz8HIGAy+dn8HgpmdwkLjeJl52aw0/n52YIBJlCEU8gys7mc1PSElPSE1LS41PSE9K5yWmZSZm81Gx+Rk5upjAvW5iXk56ZnJIWn5qWkJwSl5Ian8PPEAh5ojxeYWF2YRG/pERUUCzk5WSmpiUmJcelpiUIhFnsqs3K6oKap8XVT0vKq4vyS0R8ES+vMKesIq++say9o250tFOyOKJRiS2mZYdNhbh0GGLAEAPs1DrtatYq06jES5KRicmukdG2wcHmocHmGXGPRjHhskoZ3LTqd6ytIqEAsu53BtwgAWtBi1QhGx8dbW1ufsqprS+vqi6pqCwuLs4X5fN5/LSU9IS4xJhHsdF37kXdjLoeef3qlauXLl25eDni0pUrF9nYLyxW16Nu3bgddSf6/v1H0fw8flPbs/6RvsHh/taO5sqa4qaW6u6BponpHpli0gzIYERPkhaGAhkaPHrSIEODbsrKuK0exur1WD2M1U1bKNJEYkYM1qMuHXq8iIImTAxl8bitfg8U9vrWfU4WqiADeQgz7tTYLVKDakY6PzA30T460jo82j4+0S1ZmrSCWtrt8vhoX8C/uhYKrW1sbu3s7B7s7e3t7+/vv8Hq8A1U+4f7+y/2Dg7/UqzYtOorUAVDqyxX/mDAF/AyXndYr0iaICgUpewO1O5yoA6rWjxaOtOZPdqS2VmX+h//+MP/+cNP/v43P/3utz742oen3z/L+ej82Y/Onzv/zqn3zpz60Xe/84ff/vqf//ArbvqDh/f+c3Sgbi1oR2GtySDDUTuMOPQGtdmsg2wAZLM4nJDL9VXJwvEwWSRJURRJuUnqCC2G8bo9bGhIUQSLFo4hBIGSFIoTKIYhbOsGaLVCVtAGQjqtdnhwKD8vLyEx7kl8bHzik4SkuPTMVC4vI4uXHnYOsnMyedlpmdzk9Iyk9IykrKxUXk46PzdTKMgSCnmifH6uMDs9MzUpJS45LS4pNY5Fi5udxhdmCfKyRYW5gvycjKyU5NT4lOOTxUsTirJFebz8PG5ePq+gMDe/MDebz03LSM7kpvJzs8rKC+oaKp41V7e0PW3rrG/vamztbKx//rS6obKxuaqjq2FgsHVqqndZMq5Vz1otModNjcJ6AjOSuJnAjBiiR2E94tI57WqzcUmlmplfHJyc6hoeaRkYahqd6JBJhiHjAgnrA157KACHgsi63xVkbG7MCNuUBq14fq6vs6uJ87z1aWNTVV19RUVlUWGxMEeQmZaZGJ8UG/P4wd37UddvXYuIjLgccfny1cuXr165HHH5UuSVK9euRly/dvXGtcibN27cvnXr7p070fdj4mPjU+K5OZn5xaKyiuKK6uKn9WVNLdU9A03Tc/0rqmmLVQYjehI306SVpgCKtLCHHQRy0xaaMhO4AUW0LqfKbluxgSt2cMVlVyFODerSkYjBTZg8tMXntgY80KrPFvLZ1/yOkM8e9EBeykKhehhSWPULSuno3FTnSF9DZ0tlY2N5bWPVwEiPwaIlKMzrd/tXg6H1jc2tne3tvd3d/b39w2OaXhwefV4cHL7cOzjc3T/Y2z/Y2zvY3d8P2xVbX6r/boSh+koQ6Av4fYE3ceCRZNEoSttduMPpQh12i2K5R9wrGmvPHGnlpj7613/67Q9uRvzr9771wccXTr9/7sQH773zwXvvvHOSc+YE59ypkz/+3ndio2/dv3MxPfm2zbK4u4UisNYGalHYrjeojSYtCJlByGyzAw4n6HDYXC4HDDvfJFoYhuM4QeAEgZMkQZEkTVA0Sbkp2k3THprxMIzH4/YwbsZNkySBoSiOwzjhIkmUJDGSxDAMcTmckBUEAQCygka9YXJioryqPCElMSYuJj45PoOXkc3P4ufy2GKrQJidzedm8TIyuKmp6YkpaQlpGUkZ3ORMbiqPl56Tk5kr5PEFPG5WRmJyXFJqfELy48SUJ1m8tFxhVkGxoLQ8nz2FJYLs3IyMzKTklCcpqXGZ3BSBkCcUZuXlZeUX5BQVC0vLC4pKREJRdkEhv6KysK6+vLWtrqv7WV9f09BQ6+hY5+h4z9Bo18Bwx9h419zckFQ6oVaJTQaJDVQ47RoMMVKEhSIAigAIzIwhRhw1YogRcekgq8JoWFQqp+fnB0fG2gaGng8Oty3M9pk005hD6XcDoYBrNQivB5A1r9NPW0lEC1mWVmSjIyMdnI6uupa2moZnFVXVRUUlAr6Il56ZEpcQy/YxRd68fulqxMWIiMuRVy9HXr109erlyCsRNyKu3oy8evNq5K1rN+7ejIq+dz8mOi45PoOXllcgKCkvYHfl1jWWN7XW9Aw2zy4MKTWzAChHYD2Fm90kQNMAQZtJykySJgo3UJgBQ7SwS20D5RazxGRcMBrmTWYJaJXabSsuhxJzaWjEwO7xYJckrvlta35b0Av63BYa1yMOBWhZ0KumpPODEyPPe7qqGxuKS0tEeQV5Hf29esCM07Q34F9dC21sbG1v7RzlUvuH+/uHh4cvX7x4dXBw9Nw/ONw7ONg/3N872Ns92NvZP3b/vmJXbG5sfNmxOHICWZPdz+6YYMKSRTMURuEIibhwpwOBDFadUrs4N/F0ooc/0pr6NP/2P/32m/dv/fuvfv7tC+c47505eeHdM++dO3nqJOfECc6pkxwOh3PxT/83MzWmpixrlQE2Qw4bJLdaNSqlTK1RWEETYDWCkBmyWewO0O6AnE47237BqhaOwgSGEOGyFUGwUNEkRZNUOCD0Mh4v42FoN01SYUuDwHCapGiCoikCxxC7DYQgwG6zWiwm+Yq8o6szm89LTk3k5WTm5PIEgmyBiCfIyxLkZ2flZiWlJyekJsYmxD588iAu+UlaVgqXl5adkykU5eTl54ry+Hw+Nzk1MSEpPjE5Li0tMT+PX1oiqn5a1NhU+ay56nlLTdPz6uqnxSWlovyCnLz87PyCnNIyUVl5fnlFYVV1cXVNSV19xdPa0opKUVVV3rNn5W1tT/v7n4+MdEyMdczP9Ermh5YXh5cWhpYXh1UrU0bdAmBaDi9coEmQcds9brubgmgSpAgrjlowxIyjZgwxuxw6EFAY9QvSpbGJye7B4daBodapyS6lfNQBSDy4LuS3BYOu9SByVCPGDYhdrldPzs53czq66lvaahueVVZWFeUX8nn8jNT0xCfxMfei796MunH1euTFiCuXIq5cuRZ55Vrk5cjIK9cjrt6MjLx17VrU9eu3b9y6F3Xn4f2YhMfJGcnZgqzCElFZVVF1bWltQ3nDs8qW9trBsfb5pVGtbt5uV+OokSYBhrIytJWkLQRpwlCdy6Fy2BRWYNlomNdqZtSqKY162qCfMxoXrMCyw7aCONUEonNjRs/x5lH2+GiLGzPgDpXdvGTWzCqXRuanuocHnre1VtXUFgsLc3PyRD1DQ4DDRnkY/2pwfXNjc2trd3dvf//w4OAFSxR7Xrx4dfx8cXD4Yv/gcP/gYG9/f29/f3fvuGC1t8uK1V/Ggaxe/SVXHp/b7aFZqGg3iVM4QsIu3GmDQY1JpdJJlufbJnrzBptT22vi4u//8ernf/fzH336rU/PnzvFOX/21NkzJ05wOBwO5+yZk+fPnf7NL3/8JObG0lxvyAO4Cb1eO7ewMK5QLFmsBgtgYK12mx2wO0CH0+ZyOVjJYgNCDIVxNrrDUAJHSRynCJIiyDBdX0m3WEuDJikCwwkMIzCcIki2fEyROAI7HXbI5bQ7XU6jyTg6NlJWUSIQ5eTlCwoKRQWFucJ8niA/OyMnPSY+NjbhcUx8zMMnD2ITYlIyk3g5Gbm5WaK8nIJCQUGhgJ/LTU1PSkh6kpGZLBRlVVUVPXtW3dZR19vXPDTSPjLaOTza0d3b1NpW19BYUf20qOZpcV1DWW1daX1jeVNz9fOWp23tda1tdS2tNe3ttX19TaOjnTMzAwsLo1LJqGplSq+Z02vmdJo5o27BapY6bSrEqcVRI4WbGRr0Mg6vx+llHB63naFtNAmSOEBgFhIHSBzAUTPs1FktMqViekbcPzTS3jfwfGSkbXlhENDP4g5FgLGuBuD1ILLhd4W8dg9pwpwKq2leLh/hNLfUNDyrrKouLiwW8AXcdG5yQtKTR7HRUXduRV6/eiXyyExnfb+rN25cvfmGqNvRd+49uv8wPiYpI5nLzxAW8ssqCyuqi2vqymobyhuaKtu76semeiTScYNhweXUULjJQ1s9lJUmzSgE3BtmAAAgAElEQVSmdzlUECizmCU63axSMcGOYStWxtWqKaNh3mxZgiA57FRhsJbCDB7C7KPNQY911QsGGIAhDJhTaTdLTWqxcmlscbp/aqi9v6uxqbmyqrqYn8fPLSoamVtwkpQn4A+uhTa3tnZ2d/Z2d/f3D8Ia9eLFq5cvX7MvYcYODl7s7R/u7x/u7R3s7h3s7O5v7+7t7O18Jblig8C3zcCwyR6OA9/WK4qhcBpDKcSJOQCbWWNSKrRLCvnoxEDZUEvmYHOGMP3a//m77//sBx9/+tE77505+f65M2dPcU6e4Jw4wXn37KkPzp/93d/+7G7Uf5o0U1urNhLVzkz3SSRTJrPGZNZZQRNrBkI2i81utdshp9MOw04WLZarI7RQBMcQAsdInKAI0k3Rb3PF2oPsSxgwijgqdrHNGYybctMkjiEw7EQQBIZhEASkUklnd2ttXVVdfVV1TUlphSi/hJ+Zk/448XFM/ONHcY+iY+8/fPIgMS2Bl5OezWZZIl5BoSAvn88XZvFyM/IL+ZXVhc+fV/f2Ng2NtI1PdM2I+8WzA7Nzg6NjHQODLd09je0dtW3tTzs6ajs6art7GvsHng8OtgwNtw6PtI+PdU1NdM/PDkqXxhXyaa16waRfBEzLoEUGAXL26YCUqEuHIwYKt7iP/r7bPG6Hl3H4PE7PsXCxhyZBmgRx1GSHlHrdwtz80NBIW/9gy8Bgi3i6V6+cgkGZjzSvBVzrAWQ94Fz3OwIMQKFaFyTVq2c41TXFZeUFBYW5OfzM9MzkhOTHbGZ149a1q5FXLl+9cuz73bgedevmndu37h7hFB37ICY+9nHik8SMxAx+Bj8vp6BUWFlTVPW0uKauvLahvLG5qqu3aXJ2QK6YASxLKKyhcZMbN5KwFnGoIKvMaJhXKSdl8jHJ0tDS0tCSZFAmHdGop42GecCyBEJyl1OFoToSNzKkOUBb2cXzPtpMwGonuGzSzsiXR+fEfeMj7X3dz9qaa+rryksqCvgifklVlUShQhiPZ3U1tL7Gtsnu7e4eHqVSL8MssWixOB0cvDg8eHGwf7i792J//+Xe3oud3cPtnYOtnb2d4yBwe3fnL23A0PpaaD20urYaDAXf9i3YujCLVpgrB2o3gUaNSak0yORK8dzU89EOQX9TWk3+g4j/+Jt/+Yeff/z+yffPnjp/9szpE5xTJzknT3DOnjl54d1Tf/vrH2ZnPaBQRchr1qtnJie6jcYVs1ljAfQWwBDmCrIBNhtot0Mul8MFOxDEhSIu7G3JwtEwVzRJhelioWJfvIznbe06KnYROEketz7RJIFjCAyjCIoiMOyy63TK8fHh7p7Wzu6m5raamvqS/FJhZk5mQmrSk6QnsQmPniTGpmQm8YVcgZBbWMQvKRWVVxRUVBaUlouKSwXVTwubnld2dzeMjrbPivsliyNy2cSKfEomHV+YHxLP9E9N9kyMd02Md02Md05N9sxM986KBxbmhyWLo0uSMYV8WqWY0apnjbpFs3HZapFZzTLQLLWapey+LTuocNlVrAdGoEZ2H6ubghja5nHbwyNLLGOsgnncNhK3wE6t2bS8LJ0Yn+zpH2zp6WsZHe1akYzYjYtHhSy/a51tF/SAHtKAOZWQScLJL8jJFXCzeGmpqYlxCTEPY+/df3A76vb1yOsRVyOvXImMuHIt8uqNG5E3b1yPunXr3t07D+5FP34Qk/A4Ljk+KT05jZfBFWTlFvILy/LKaopq6kqe1pc9ra+ob6psbq3tH24TLwyvKMUW06IDkiMOBWJbsZslFt2cUj6+tDggFneLZ3vmJQNS6ciKfEytmjLo5wDLkg2SO5wqFNGShMnvhVZ9jiAD+d0WCtXCkNyin1XLR+dmOgeGn7V3PW1sKq9+WlRSmicqzM0U8Krq69UGM+Px+YPe0Mbq5s727t7u3t7uwd7+y4PDF8dQvY3WW3p1eHDwYm//5f7Bq739lzu7L7Z3Dre293d2dlmuNre3WJz+Uq+CoVBgddUfDB7NDh9DxYaClJvEaBwhERsMmSGjzqLWWtTLyqWF2e6pvqLe+pSOmqTH9/74v/7mWz/63tfeP3vq3OlTJzmckyc4Z05x3j176twZzj/+4ecdbcVba+C6H1Asj8mXpw36FSuotYImwGqygiabHbDZAbvDandADoeNTbFglxOBnQjsRBEXirhQBMYxBEMQAsNZtFi6wgEhq1QsV28zxtBuNusiCYzEUQJHGTdFkxSOYjiGoKgTdtnMZt3c/OToeM/weEdnf3NDS215TXlBaVFuvoAn5PHzckTFwtKK/IqqguqnxTW1JbX1pXUN5bUNpbWNZc/bajp76kfHOhYWh5SKCb1WbDYtsqmBRj2tUkyxXddy6ZhcOrYiG5dLxxXySZViSqOa0arFBt2C2bgEmKUQIIesK1az1GJcshiXTPpFs0FiNkgsxiV2UaTTpnbZNahLR6BGEgdoEvS47V7G4WXeTC35PC6fx+llnG4KxBEDBCoUSvH0TP/AUGt3X2v/QNvi7IBFPYPblAHauu53rfud635HyGfzu800qkWsKxwuLy01LTEh8XFM7IP7D25H3btx4/b1yJuRVyIjIq5FRlyLvHo9MvLGtRtRN2/dibpz/250zP3YuEfxyXHJaYnpWalZ/MzcPF5+saC0oqDqaUltfVldQ0VdQ0VjU1VrR13/UOvEdJ9keVSnGjPrZgDDrFkr1srHZYuDszM9kxPtk1OdYnHPgmRIsTKu1cwYDPOAZcluVyCwhiQMHrcl4IVWfbb1gMNDmhCnCgKkeo1YtjQsnuwY6G9oaaupbSwtryooKBHminIyszNrGht1JrPXF1wNhdY3Vre2NnZ2d/f29vf3Dw4PXrx68erVy9cvXr5mZerl8csbrg5eHMWBBy/29g939w53dg+2d/d2joLAnY2tzbWN9WBole1tZ+2K0DrrW6wGQ8HAasAf9PuD/q/oFc1QhBtDSZcdBgGb2QIZzKBBppTMzvZODFUNtOT0NqSX8m79/a+++b1vvf/Be2dOneCc4HBOnuCcPn3inXdOnj7N+ed/+uWKdGB/w47bZcvzA0r5rMGoBEA961hYQSNkMx9zBTockNNpc7nsLtgOww4EZqFyHdnuGMpyxR6KICmSpEiKIik3TbtpN+Nm2PwqzJWXYbwehnHTFEkQOEYQmJumfB4vRZI4iqIIjKEw7HICgEkqnZ+bHxPPj45N9PQOtLV2NjW11DU01TQ01TS31rd31nd21nd1NXR21Xd11Xd1N3R21fX0NQ6PtE5P90gkwyrljMkogUC5DVoBrTLAsmwxLZmMiwb9vF47p9POajVirUasVYu16hmdRqzXzhr084BpCTJLw8dqWjIbl4wGiV43r9PO6bTzRsOi2SCxGCWgRWoDZC67Ckf0BGamSStDQ17G7vM4vnK8jN1NgRRucTq0Or1kbmF4dLyzb6C1v69lZqJbLRt3WJY8mGHNZ2fb2zcCzlUP6CVNpFPDYafu70XfvnX7+vVbV6/ejIi4EXH5WsSlyKtXrt2IvHHtxq3rN25dj7pz6/bdqHvRdx/G3I+Ne5CQ/DglPSEjKyWbnyHK4xUVCcrK8ysqCquqS6prSmueltTVlzU/r27vrOvtbx4fb18Ud0gXemWSgeWFgQVxn3i6Z2q6e3Kqa2a2b2FxaFk6rlbPmAwLoFXqcqhwTO+mLAEGCHmhkA/y0WYa1VGYzmJaVq5ML0tGZqZ6RoZbensb2jrqG5urqmvLyqpKCssLWzvbQMju9wdDaxtr65sbmzvbO3t7ewcHBy9YXXr16otXr754++Vt4To8fHm4z3J1sH9wuLd/sLd/sLu3v7O3t33ksx+Vg1mijvrWg4FgaDW0vrq6FlhdCwRD/sCqzxfw+oM+X8D7xm1nKJyCYcxud1lBu9nmBADIqNEuz0uG+/qqettEXbVJz4sfRV/5u1/++Bvnz57icDicE5wTJzknOJwTJzmck5z/+PffEa6VdcasWOhTLI2qFLNGswaAzFar0QoaQMgIQibIZrbZLTY7YHdanTDkdEEuGIJhOwK7wuUsjM2vMIJ1/FiuSJIiqaOq8VG7E0W7KfqNT+jxeL1er8/n9XppmmZLYRRB+jxeiiBRGMEQlG33tYHgilwik80qFOJl6fjs3MDUdO/UdN/ERO/kVJ94pn9OPDAnHpid6RdP981M9c5MdS/M9S9LRlSKab1m3mxcAgG5DVSCgBy0yC2mZaN+0ahf1GsX9Np5vXZBp5nTqmd16lm9Zs6gnddr5vTqOaN2zqydA/QLoFECmZbsgBSyygFAZjEvGw2LJoPEbFoGTBLAtMgu5DqaKsKMJG5+a5cr5GVs7Dm6usnndFMQAhstwIpsZXpiqmdg8HlfX9PIcOvSwqBZO4s7lH7aylZQ13zOkNcecINuQs+Jfngv6s7N6zevRl6PiLh2+eLVzy9evXQp8nLEjcjIWzdvRN2MunMz6s6tO/du37l3+/6De9EP7z56HB2XEJuYHJeansTlpfEFXFFeTmGRsKgkr6Q0v6Qsv7Q8v6wiv6qm6GldSVNLZVdP/UB/48hIy9ho28hw2+hw++Rk1+xs//z8oEQysrIypdXOWS3LLrviaCSRsQa8tqDHFqCtDG4iXFq7RWrWzZmNS8uSEfF0z8xU9/ho28jw8/6BZz39z3r6mtq7m8amhx2wPbi6tr6xdTTUsbvPQvXy5etXL1+zLLEy9fLla/b98PDll/Kr/cOD/cPdvYMv6dXe/nHx6k2nBWtUhO2K1bXV1bVgMBQMhgKBVT8Lldfv8fo9R6EgQ2Gky4XaHDBoc1qdCASARrVatrg00dSUX1uRONDMfV4ak5Nw6R9+8/3z506d4HBOHEvWyVMcDocT//jG9qpNKxsa7avTKqZVyjmTWW2xGgHQCIJvoLI7ALvD6nCAbO+F0wW5XDbY5QxXilEMxjGUQPGwjX4kWRRFH/fmso1OYa4Y2u1xe7wer8/n8/v9Xq+XrSKzuZnP4yVxAnHBKIwQGEHihN0GaLUylWrRaFhmO+50mjmdZlajmlErxRrVnEohVivFKsWMQn40+KNVzxp0C0b9IrtnwWxcerthT6ueVStn1MoZlWJapZhWK2e0KrFeM2fULeg1c1qV2KCZtejm2S1ODqscsSlhh4btnLBaZFaLDATkoGXZal6ympcgQAY7VBisRWE9hhhw1MjuI6IIC3unLkMfXSiztooxtA3HzKBNrdLMT4v7B4fbevqaB/qbxdM92pVJFyhlcGOQgdZ89pDXvuZzrHrsPtrMuX036ngF56VLVy59HnHp4tVLV65HXIu6fute1J37d+7dv3v3/h323Iu+e//B3Ycx0WyVPTE5PjUtOYObys1Oz+Zn8oU8gSibL+TlinjC/OyCYkFxmbC6tqjxeWVbZ213f9PgcNvwSMfoaNfMdK9kcXBFNq5Vz1hMEju0gjjVFGbw0kDQYwt6bEEP5CEsJKx3gQrQuGRQiuWSEcnCkEoxvTg/OCfuW5gdWJjrn1/oW5AMLS6NyRULKO5YXQusb2xtbr1pnGWxefXqi9ev/xzmKqxUYTPw/y8O3Ns/3N072Nnd297d2d79b/ot3poNCYbWg6trwTBUX9EriiZQwgVjdgcMOhHICYMAZFSpZcvSmcbGgmuXf9vZkNFeHV/Oj/rTP//io/fPnOBwTp7knDnJOXv6xLlzp945w6kqy9pbs5cXJk+MPFcrZpTKeaNJZQb0FqvBChqtX0LL6nCCLFQOF4uWk3XeUQRGMRhD33CFoxiJExRJkBTFNmMcoXXsYbzJuI4/rHB5PB7Wz2Bot9/rowgSdsKwE8ZRjKZwlxM0GlUWk8JlU7vs7CCCzAHKQIsMMEvNxiWTQWLUL+o0cxr17DF4c+yqhbdf9Np5dgUDCxVLl1Y9a9QtsFmTUbdg0i8CBonVsAiZlhyADIYUqE2JurSwU+OwKW3gCgTIQEBmNS8BJonFuMgO7LnsR2uI2MNuIiIwk5uysre2r4cwL2P3uO0kAThdeoNJKlkaGx3v6elv7e1rGh1ulUlGIJOEhLUBGmQlK+S1h7z2oMfKuXU76tqN61evRV6OuHzxyuXPr1z+7PKlKzciou7fvvfo7oPY6AePou8/uHcv+u696Lt37t2+fTfqXvS9hzEPYp/EPI6LfRwXG5f0JCElLiktITkjKTk9KSktMS0rhSfgCgtz80sEZdUFNQ1lTW01XX3PRsY6xTP9C7OD0qURtXLSbFqw2+QIrCYJA0OaA24w5LGHe/wQm9pmlhnVc2rZpHR+aHl+aHF+cFkyotfOK1emVIppg27ebF60WKQQpKUoZG0tuLm1tbW9u7Wzu72zt7t3cHD48uXL128T9fY7i1z4haXr4PAl28T0Ja52drd2tr/SbxFG69hkX11de8NVGK2wZJEUjhIuBHfYXVYWLbNVr9XK5uZHyiuzf/HTjxIefDbQnNNU8iAm6l++8cnZMyc4Z09z3nvn5Pvnzlx4/50L509MjjTbjFP3o/5taXFkRTatUMwbjWoANAJWAwvVW2ixWZbVBducLtDpPGq/YCvFKApjKMIqVfiQBEGRJNvpRFM0RR13YxxLlsfNsB+Px+P3+Xw+n9/n9zKeMH4Bn5/ECZfDCTtdJIHRFIYiDhDQOSAdgVkI3IyhehRRu5wqu01hBZYtZonRsKDViFWKKbVyRqMSK1emlCtTGpWYhUqvnWflCzBLjfpF9htW04z6xbCNbjEuAaZlyLxsMx0tpWEXb8F2pcumcIBym1VqA6Q2QGqzsmgt2UE5u1/IYVM57eowWhhiIDATGxkG/S4vY/N5HF7GQVMQgpoAUKlQiSem+3sH2lnJmhf3GTSzsE3hIczhtu+Q17bqBTm3bkddv3kj8vq1yxFXLkVc+fxKxMWIK9eibrD39MQlPYlLePIo9mH0w6M23JtRN6Lu3GK161703bv379x5cOfuo7v3Y+9HP45++ORhbEJsSmZytpAnLMwtqsirbqxoaq/t6ns2ONw6K+5TySeM6hnAMG8HpahLRRMGD232eayrHmiVgXykxY0aMIfKAUgt2gWNfEohGZMtDEvnhmSLwyuyCaViWqeZc9rVbK8kgRlJHPB6sdBqYHNje3Nzd3NrZ2d3f2//8ODw5YuXr1+/+uKL13/+4ov/epuosFFx9H748uWLVy8OX774sl6xcyK7ewfbb3O1u721s72xvbWx/aWWi9B6KBgKrq4dxYHHqsVWhxm3hyYoDCNdKOFwIpDdZbU5AZNFYzAtT870CvKSfvj9D3/63Y/7m0UtFQ+F6bd+8r2Pz57mvHf25IV3z3x4/uyH75/91tfPQ6bFxorUO7f+TaGck8lmlKpFo0kNWA1mi44l6i/1ygXbXDDkcB2Vs8JlYhSGMQTFjsWKwAiKJCmKIt4SrLf16ki1jsXK72fJ8vm9Pp/HexwoMn6vjyYoxOXCEJimcJoiENgBQUany0SQEEWDCKZ3OlV2m5zlSqcVq1VTKsW0Qj7J/q3UqMSsQLH+nskgYXdvsVnWm4VcLEuA3GZdgQC51SxjuYJMS+y6NRhSOEGZC5K6IBlsk8PsAndQDgFSCFiGgGV2LQpkXXHYVLBTi7h0YcmiCMtqAGZzLb/XyZa2MNwC2TVag2ROMjE01tvb39rX1zw+2qGQTUCmJQrR+2kre0HEqgcKeqyc67duXrt5I/LmjavX2VbaG9eibt6PiU5ITUjlpqRmJKWkJSQkPY598vDew7s379y8duvatVvXbkTdvHkn6ubtW7fu3I66d/t29J37MdHRsQ8ePn6UkJrIE/HySoSF5cLquuLWrrqh0dap6a75+QHFygRoWYYdKpy9XMhtCXrBkN+26oP8NMBgRsyhdgIyQDevV04ppePSxeGl+SGZZEQhHVevTOvVYqtR4oAUOGr0ex2M28Z4Ya+fCK351zfW19e3t7b29sKx3+s/s+Hf6y9z9ZUs6ygIfPn68MWrw7/QK7YufBwHHs0yHqVYW1sbW5vsnrP1jY3QWii4FmQl6xgtny/g8fhot4eiGYKgUJxAENwJo3a7ywo5LGarRmeSTM70cnnx3/7m+7/6+feeV2d31ydWCR/829//5MOznAvnTn/0/rtf++j8J++f/vVPv41Bysg//X1G6n21ZkEun1GpFowmFWDRA1YDC9VbaB0Z7mwo6HQetTXBsBOGXQjrXqAIhsAYAuMYSuIYSRAkQVIESZEUTVEU+UavjlSLdh+pFRsHer0+r9fn9fp9R+kW42a8Hm/AH6BICkNRksBpiqIoEoGdNpvFZjegmMWF6G22FdC6zHarGfSzBv28QbfAhnls4McqUhghwCwFzNKwe8F+bzEts1zZQQWLlg2QQRYpYJIAxkUbILVb5Xar3GaV2a1yO7gCAVLQIrWYlkyGRbNRYjZKTPpFwCxlx0NYrhCXDoX1NGkN+FwMDXkZh9/r9PtcXq+LYRwkBcKI0QLI5Svi8cmB3oH2jt6m/oHm+bk+g3YWtqu8pGWVgfxuMOCB/AzEuR19Nyr6Tvh598H96McPE1ITMrLTswRcXk56VlZyWnpifGLsg8fRUfejrt++cS3q+o07N2/duxMd8/Dhk9iY+NjYxMdPkuISUhOS0pOzcnmFZflV9WWNzyt7+p9NTHctS4c1qmmjfg60SlFES5FmrxsI9/itekEvZSIRrQtSWA2LetWMYnl0eX5geWFoeXFYtjSqlE9q1WKLcclplaMONY2bPTTE0FAoRPqCdCDkXVtfXVvf2Nze3d9/8erVa5alMFFhulii3n5ng8AXL18fvHx98OLVwYtX+/9tHLh31Hcb7g/c2mb3m21tbGysr69vrK+vrb+JA4/1yuP1024PSTME5cZJGsNJDMVdCOZ0wKADBqw2ndYknZrpf/Lk9i9/8Z1cbtyf/s9fD7ZkNxQ/ibv1L9+6cPKjd09/dOG9r314/uN3OX/8/V8bVmb++offKC/NVqpmFcpZtXrRZFJbgaPkKixZNrsFslmOe5qsDifocv23bU0wih4ViwkcJXCcxI/6cd0kxda13m4gZGi32+1mGM8xXB6v783H6/Wy3zMM4/f72VU1FEWx7Roup81q1VssChdscNhVkFUGWJbYLlCzSWIySMJL7Ay6hTBXJoMkDJXlaAXDMVoGidUsdUBKl13ttKkckMoBKSBAajYumvTz7Np9k2Hx+Nck4R8M/wL741aLzAYqWKXCEANNAn6vy01BDG33e11+H+zzwR6fk/E6abcNxcwgpNJqFubmhgdGujr6n/f0N01NdihWxiHLMo3og+wFNAzoY2ycuKQn8clx8clxCcnxiSkJKRnJGVlp2YIsQX5OXlFuXkFObm4mNys1KTU+Jv7R7ejbbAdTdEz0k6THqdyUjOyMLH56Fj8jW8DNzcvOKxJU1JQ0tT3tHWgZm+hakAyr1GLQKnXZlYhTTWIGhrL4GCjkt6+xMuW2uHE95lTaAKleO6uUjy8vDi7O9Unm+2VLowrZhFYlNhskoEUOOzQUZmQoq89jZ9x2j8cVCJKhjcDqmn9jc31nd+/wxeuXr7744vWf//zn//cVmWLpCudXr1//+e1o8MXL16xesUQdHL4Mjwkfqdb+ATuEH2622GSVamvziKuNjdB6KBgKsCewyk7g04yXeosrnKAwjIARzOlCbDAGWW0Go1m5JBmLj40U8GKioz577zSnqiC2vSZDkBT58+9c+OjdEx9fePfTj969cIZz6/IfO5srvv/tD4YHnytUYoVyVq2WmM0aEDCG9QqymY/PEVdHfqDTFp4cCTc3HXc2oSSO4RhCYhhFkCRBUm/144bFig3z3GGijj+sN+g/NglZrhiG8Xq9bjdNkiTjZhiKxjHY4QBMJiUAKJ0OrR1SgYDMbJKYjAtWYNliWmINDLVyhnUsNCqxQbdgMS2DgByyroCAnHUIWTAMugWDdp5tnz3WqxXQImU9CaNujr0/QaOaYZcLsQlbOFsz6BZYqNgfh51aNq1iaOtqAGZoW3j9XsDr8nthr9fl9bkYj4MgrU6X3mySS6VTI5N9XQOt3X3PhoefLy0OmvXzuEPtJcwBBvIyoJeBOHxhlkDEY2fIRPk5eQW5BcXCwhJhcZmwtEJUWp5XWJjLF3BT0xMfxT28++DO/Zjox4mxqdxknpArKs4tqhCVVxdUPS2qqSupf1bxvK22t79lcqZ3WTauUotNxkWHXUliBi9l8butAQYK+Rxrfuea3x70AB7SiLvUsE1uNc5rVVNy6ejS4sDS4sCyZEguHVErpvWaOdAiQ5xaAjUyFOD32AM+p98Hez2Iz096fNRqKLizt7t3sP/i5atXr//r1ZeVKvz8il69HQ3+ZRzIitXbZ2//cO9g70uStb29tbW1ubV1FAeub6yth1bXj4JAf9Dn8TEeH82iRTMEzeCUmyBpHCMRBHfBmB3GIJvDbDGrV5ZHastTm57y/vH3Pz3F4Xz2x7/paeRXZEf92++/f+EdzscfvPuNT957/zQnPf523MPrf/vrn6woZlTqWYVyVqtdAixa0HrkW3w5xTryLY5CwS/FgUdcoYiLbWvCMQTHYALDSJygjjswjgNCmibfDEEybnfYumDpOsqyjj+sajEMQ9O0x+OhaMpNu31eD+MmUcRhg0wmk8oKqOyQGgSUJuOS2bgIWJZYLWIli3UFWQYspuWwXrFuO2sGqpUzGuWMQTsfTrQsxmWzYZHlyqCd1alnNMoptXJaq57Va9/8oNm4ZLXIWJly2FQuhwZx6Vhv3cvYQkHE73WGt1kerdzzubxeJ8sVSYEIarJaV5Sq2QnxYM9Qe1dvU1/vM/F0l0Yx6bLKGczod4NeD+hjbJzyioLyyoKKqsLKqsLKqqKq6qKqmuLqp0W19cX1jSW19aUVlYWi/Jz0zJTYhJiY+JjkjOTMnIzc/OyiClF1Q0lja2VbZ21Xd0Nvf/PIWCNGFtcAACAASURBVOe0eGBxaUylnrZal11OJQZraNzgpSxBN7Tmc2z4nZsBOOSx+ygLhWpRhwIyLxo10yrZiGxpaHlpaEkyKJeNKhUTWs0MYFp2QEoM1rtJwMfYgj5nKAivBlG/H/cHaI+XCgT9G5tb+weHr7/4ry/+/P9evf7zq9d//oJ9HkPFHlayWJkKP9+gdfiS5erFsWqFs6wj4do72N3f3dn7UpYV3sS0ubm5trYRWltluQpXro7FinR7SLeHoBmCchM4iWAkjBIuhLA7YMBl0znMc93PeIXZ9370Pz5898yJ73z9vSphTHd1wqPIv/vkPOfjD89+45NzF85ySvPS/+H3v7h3P1JnkKg18zqdRKeTWswayGoKEwVYjWwcGPYtHE6Q9dmdTgcbCr5lCb45BI7gKMo2rbMTIiR+NEgSjgbdFO1hGLfH43a7WbTeVi2/3x8IBHys+e520zRNURTj8TCM28PQPq+bpjDYZYMgs8mgBEwKEFBaTFLAIrUCy4BFynIVTrRYEt6O3DQqsUI+uSKbWJFNKOSTqpUp3bHVDpiWAdOyxShhbXSzYcGknzdoj1I11vlgpYllyWlXhzWKrQj7PPa1VdTvdQR8rqAfZTeC+X2w3wf7fU6vz+XxOhmPg6IhDLfYbUqdfmFWMjYw1tPd97y3p3F8rFW+NAwaJRSs85AWD2P1uiFO47OKZ82VzS01z1trWlprW1prn7c+bWmraet42tJW3dhUUVVdnF8oyMrOSOOmpmWlcfmZufn8ovL86oaSpvbqjr76/qHm8cmu2YVB+f/H2HsGx5GmeX7c0d5M70z3zKy/XV3oTqfVnTYkXazutCGFNqQ76WZ3dmZ31k7v9I5tx+6mJ7wHCBIEQdCA3sGSAEjCuzIo731lpfc+szKrCqYKANmjr/rwViWK6Jk9ZTyR8VZWIchm1w//x73P63rpC66GIhvplB1DvTQR4umoxMYVPqlxGV3IqFxaohMMFsKy7nRsPeJf9DpnHGuT9pXx9dUJm33aufnc45kLBpcTCTsM+UgswlIJgU3LAqRKsCIhsoQJAs6wOM9zet4olnZ2y/uVvYP9g9d7B6+rLt8XVKter46kLnaBTO1WtnfKO7V7XQKjmhgsbhfBluEjemUYhq7rqqqpmiKpopVYB3oF0LIAIygMIxGcQnASRolsDonTRCQVnH00fOKzH/0/v/vNX/vqV77yza/96vf+4x9O3zrb+ul3/uU//7VvfO1Xf/ubX/6tr3/p/kj///iH/6KnryUYtrncC4HgRiBgj4Q9iXjI8gAPkxY1scpCyWwuCeIr4Ada9ov1qtaJS+Ig0KIogqSJmivIMAzLWlAdJjB4XhRFQaimCS2ucJzgOJZlKIameI4mcBiCUulkOBzYjISc0bA9Gl4PBZeC/mWfZxHUpjYdLzYdL7zuBa97oT6HAaaygndBUj7gXQKp9mTMkYw5UnE7OBkQHGKWiG4kYvZUoppJB5kJEEQBomr13wTPphUJrh54Wz/BEgzb4yGWh1guy3JZik7hRByCvJGobd05Pz038WTszpNHNybHb6wujobc83DKRWNhlo6zVOLY2Pit8YlbU0/vTj29OzV1b2Ly7vjEndGxkcePb9y/f/XW7cErw329F1rb2s83tZxtbj3f2tHc1dM+MNh3/ebAg4fXp6cfLK5M2J2z/sBKLGbPZjwYHKDxAEeGRSam8AlNTOtiWuOSMhPjiRCZ8+QStmhwyeOas29Mr69Mrq9Mbqw9ddhm3ZtzAd9yPObIZrwoEqSpKM+mJB6WRVSVcpqaU2RSEEiKRimWkjTdLG2Xy/tWEHVw8LqeImtd7xAe8QMtV7Beryyr8wl3vjjhDOhVvnapmiLKAigE1zotGE6gWZ5iOIpmCRBoUTRG0xhF5mgyx7EwTUQ8G/cvtbz77p//8a9/9Utf/eqXvvnOP/tXv/P2lY6f3rn8wZ/8u9//jV/71V9/+yv/9l//7uLzx//uD//F6INroYDN61vz+22Aq2QinIiHEolwKhlJpaLpVDSViqbTsUw6nskkoGwSglK5HAiurNbbWq9gbfMIjsE4ioJWiWrHIFb1A6veIEnRoAnjTT+QZXmOE3he5HlBEERBEEF5gaYZkqQIgiIInOOY6lx4hkSQXA5KxWNBn9fu9ay53UtOkGR3vARy5LDNgnljFlRW/crrmve5F/yepaBvORxYCwc34lFnJuWB0j4o44cybiizmYNcKOxFES+S8yA5L5bzY0iAQIN1x73GGCrBkHGOTnJ0UuCyioSKPGi3hSQhJ4uHegVGx3LVozmyHJOhyASKhBLJTZd3aW5pcnzqzoMnN56M3Xjx4tGm40UqaqfgAE/GWCpx7OXcKLAXL5/Mzj569uzB1NS98fHbTx7ffPBg+Nbty1eGe/svdfT0tnb3tHT3tHVf6Ozp7xoY6hu5PTgxdW955ZnLMx8MrSRTTjjnJbAQS8VEJiZzCVVIaWJaE9Myl+DJMIX4kLQzFVkNuV9s2p6trz1bWZpYXZ60b8y4nC8DvuVY2JZJuUFahqWTopCWxZwq44qEqxKiqrAokhSFEhQmSJJmFko7lUrN2QPkvHr1ufWy3g+0zALMcgiraFX2LSdwt7wH7uBlaWtne2cXTOQsbpWKpWKhVCxUp0ebRjUlqCuqYlWEQeWKExhOoKwoi+FImiEYFmdojKURRSBoMsOQ4emxrobjf/Yf//0fvPPlX3n7a7/69be/8jvvvPWd/+sPx0ZO//Sv/9fffvtLX/vyr/zpf/rjTdvs//bv/2BtcSro3/D5Nny+Db/fHo14E/FQPBZMxEOpRDidjKRT0UwqmknHs5kElE1mM4lcNpmDUjkIQpHcF7mqJgNxhMDA4Cas6g3iJChkVfPuFEnRNEVRDG1VsZhqmp0XBUHiOJHnJbGubEfTLEHQJEkSBAbcQ7DhBIGzCJwJBd1O55LDMb9he+6wPXc5XjgdL8Aw403HC59n0QqHEjFHKu4Ex6vXNlM50olNKOnKJl1wxotCfhTyo5APy3lx2EciAQoL0ngIDO1iyCiYMsTRCZ5J8kz14DyOTkp8VlNwkc8JXM4KqOonLleP4GAyQm0LCUOlcDyayXqDofV12/OZF4+fTNx6PHrj6bN7a2vTYf8KmnazWJgjE8cWlyYXFifmF8Zfzo3OPn/87NmDiYk7o6Mjjx5dv3v3ysitgeHrfVeu9l6+0jNwuafvQnt3f0fP5a6rty4/nrg9vzzpcM+FImuplBNF/BQR5ui4xCUVPgmgUvikQEcZPIhB7kx8I+Jf8G3OOtYn15bHV1emNtaeOWyzHtd8KLCaSmyicJDEowydELiMJECyBCkSrMqYKuOqjCoyRtFoDskwHK3n86WtnXLlDaiAvXr1ORAuK6b6p/WqAogCTe6/UK+2drd3drd2tg7R2ioVS0VrjrSqqrKsHMkHijIPxIrlqZpqkQxLMCzOsrgs0SKH8XSWgGw3Ln/w0Xt/8j/9t7/79a+89c7X3v7aW1/5rXfe+u9+/62rPR/0NX7/X/72P3vrS8caT/3MsT79l9/5E5d93umYd7lWvN71QMARjXiBXiUT4WQinE5F06loJh0DUAHLQUk4lwb97GDDCMDpze1Yv1yv6qZ51usVx7G1IhbQq0Ox4jhBFGWeF2mao+nqOBpB4BiGYliaIFAUyaZSkc3NVYdjweGcd23O1XcthYNrIP1t+W8w5IezvlzGm025M0lXJunKJl1Q3A7F7VDclo3ZoLg9l3DCSReScqNpD5710UiQQkMUEeHoOM8kwKAh65TXWmSB1B8JIAnwkZcWWgIHcUyGYzIcnaHIOAIH44lNl2fp5cL46OTtx6PXx8ZH5ueeeDZfZmN2CgmyZOLY/Px4VayeP3o2fX9y8u7o6MjDh9fu3Ru6e/fK7TsDI7cHbt66OHy97+JAZ//FjktDvcO3Bh5N3Hq5OG5zPg+El1MpO4r4aDLM01GFT2piWpcyQKZYIkzAXijpiIZWfe65Tdu0ff3p2vL42sqkfWOm6vhF7dm0BwSRPJuWBEgWc4oEKxKiyogqI4qEqjLBMUg2l0VxXFYVs1gsl/f2918dHLwGFNVzBdD6/+8QlmtQ1XNVn8PY2tnd2tkGowW3treK21ulrVKpWCwWi6Zp6rqua7qiKbIqSoooyWJNshhOoC262KpeEbLM8hwusKgsIJnwi+6mv/3+X/wv/81vf+Ptt776zlff+fpXv/qbX3/r93/zrb/4v//o0fWzf/RvvvHOl4+tvHy88OLBu3/3n5fmp9bWZh2ORY9nzeezRyJeQFQqGQEGuMqk45l0osZVCs6l4Vw2B2UAWijoY6oFV5Ze1XNFYDhoa/8nuTqECqiWtRBFWazWxVmGoUiSAGhxPENTJAJDcC4dDLod9kWfbz0UWIvUqknJuDOddIFzA3E0DLqKwMBjOOvLptypuDMescdC61H/csS3FPEthTwLYe9i2Lcc8a1E/CuxwFoivJGKOjIJJzixCUcCFB5mqZgFlcRnNRkRuWwtpQ7V6VVtOGydZIE7QIulkwQazqS9geDG6trM0+n7j0dvjI7dnJ194NiYTgRXsayXJePHZp8/mn3+aGb24bPp+xOTt4FSPXgw/ODB8MOH1x4+unb/4dWR2wND13quXO25dvPS/QfXpp49mFsYt9lnAoHFZGIDgd0UEeSYqMIndCGli2lNTIM9iHDamYqsBr1zm45Z2/rT9dVJ2/qUfWPKaZ/1uhfB6DYgU6Azv0qUCNeUClVlRFNwkUPRXCaLIJwk583i1vYuqFNZAgWAsRgDDuGRElZ9pdhqxt3bOyhX9nd3K+XKfrmyb6UugDe4tb27vVPZ3ilv725X0draKu1sb21vFYvFYqFoGqamaZqqqbqiaEf6mFgLLU6gWZ7keEpWOI4jBB4XOUzl0bR3tvnkX3zr//w3v/vrb7/z1V/7+ttf++bbX/3627/yu7/x9r/+5795qe1H3/tP//aP/of/2pCyd0d6vv/335qfm1jfeOFwLnq9636/IxxyJ+KhI1BlM3VOIJSCc+kclIGyaUBUfWQFMoEEjuI4TKAogWIgz07gOInhRF1vOxAdmqYYBlSHGY5jWLYaXwmCxNUG5VhQARMEgWWrkkWSOM+zHMviGIrC2Uw65vXaQiFHOunJpFyWOoEGcwKLkHiMJuM0GSfxKJoLQGlPMuYIB1Z9rnmn/fnG+uza6jQ43WdxYWJpcXxpcWx5cXxtZcq2Pm23zW46Zr2bLwLexVh4LZ1wwFkPgYYZMg6gEti0yGWFukNtxNoCmMAdHh9lHSLFs1meSTNEDM0F47FNp2Nh9vnj0fGRx0+uT4zfXFkcC7rmoLiTRCPHXrx8AsTq6bN7ExO3x8dvP3ky8vjxjSpdD4fv3r9y++7le/evPH5yY/Lp/bm5sY21GY9rPhpahdNOEvUxZJBnozKfyEtpTUhKdJQhghgEMn4LftesY+PpxtrTtdWp9dUph33W45oLBVeTcSeoHoBEpyRAkphTZESREUWCVRlWZVSVEE1GFAnDkQwCQawg62aptLVTqRy8Ovj81f7nQK8O9l9bUFk+Yb2UAYSO9F5YerVbS1rUS1adXlW2d8tgB0l1Gi6wUqlQLBiGoem6qmmarqq6omhgt4goyaIoc4LI8iLDiywn0LzAyArHsDjDoKJASAKucDAWWT75/rf+w//8e7/xzlu//vW3f+Prb3/9a19++50v/eY33/m9b/76j//mT85//JeXu8/ubzE9HZ9++skP1tafO52LHveqz28Lh10gb5FKRsC9HioomwJ3Cy1Lr6pbhqt6heAYimEIgR3ZPkyQBFGvVyRJWor1X9QrQJckKZIk8TzHMBQFamEkLvA8Q9NwLgPnUolEIBx2QRkfYAmoE0XEKLKarGOoBI6Fc1lvKu4MB1bdzpdrK1MLLx9PTz8Yn7z3ZOz249Fbj56MPHh4/dGT649Hrz8Zu/F47PqT8RtjkyPPnt5+MXN/aeHJxuqU2/kiHFiOR2wI5AcZC5FNS3xW4LICmwV6JfA5oU64qg/rTj8Ex0cJbIYh4zgSTibcXu/qwsLkxOSdR0+uj43deDn7wG2bSYXXsVzg2PPnT56/eDwz+2Dq6e3xiVujo7efPBl59OjG/fvDd+9effDw6pOxa1OTIy9m7y8vjtvWnvldL2LB5UzchkFuBg+KTExiY6qQ1ISUzMQ4PEhAbihhS4ZXAu4Xbtu0Y2VyY3nCvjHjsM26nC+D/pV41A5lvDgSYsg4z6REPgvmG0oyLEk5WYYVBVFkRJNyugSrEkaQEJSDKIbP54ul0m5l9+DV/s8P9n9+UMfVFx3CL6YxfqFbWC7vlSv7gChLsg652i2D+1YdVyDEKm1vgfYL69ADVVUVRVEURZZlWZYkWRRFXhR5QeAEgVNUSRApjsM4DpUEXJFwWYCy4fmHN9r/5D/897/zzbe+8WtffuvLv/L2O19+552v/cY3vvl7v/2N//2P/2Di8SUkZdP4dNO5929e73O5V/zetZDPFgo4YmF3JOJNJiLpVBSIlaVXlgeYg1IgvrKCKxiGUATCEBhDwVkHWG2uoDW2s35/46FkURQFClcMw3GccASqL9IFuLIcQopiaJqhKIakSJ5nCQLNwekcnEqmInAuTBFJmkwyVHVzIU0nwHhWDA1k05ux8Krb9WJlZfLZzP3HozfvPBy+fnvw2s1L10cGbty6fH1k4NrNS8PXL16/MXD9xuVrNwaGr128fmPg5sjlkduX79wdfPLk+vOZh0sL427HfCq2mYzY0ayXwyMyk1S4DIi7RD4rcDmeh0QuI3AZkQewQSKfFWpPakOaMyydxrFYBuwc2Zh99vzhw9EbDx5dnxi/bV+aSngW4JTj2NOn96ZnHjybvjcxOTI6emN09NaTJzcfPrz26NG10dGRZ8/uzs8/Wl+bdDlmg575eGgNSjowyE2hfo4Mgx4/TUwrfIKnIjTqh1OORHg56Hnhsj+zrY5vrEzYV6cc69NO+3OveyEWsWXTHhQO0kSMo5Mil5EFSBFzWjWOAu4foimoKiO6jOQVnGPgTDaB4risGcXi7s723l7l9cH+z/f3fn5w8PnBwatXB5+/Ovj84OA1cAjrncMjDmG9N1hvlb0DQJSlV5YruFOu7OwAwHaA1dNVP0Ymn88DrlRVVVVVUVRJEkWRlyRBkgRNUwSB5QWK50mOx0UBF3lUFZGxO53Z0HzM/Xzp6c3Osz/9P/7oX/3eb/3q21859tX/6tjbXzn27W/9UTa+orJROOm40HXatj4bCNjCAVs06IgEnbGIJx7zA5xqYRWAKlEXVmXgXMri6tADRGEUxdDqsM46oupwqu4apquOH03TNM0yTNX3szKBwAm0XMGa+1eVLHCXZZXjBJpmWZanKArHUZalMRxG0AyMpGEoSmBxhkozVJKlEwyVZOg4TUVRxJ9ObQaDKxu2mdnZxw8eXh++3n/pcvfAlb6Lgz0XLrVfuNTeP9DRP9Bx8XJH/6XO/v7OvgvtIHHd29fWd6Ht4kDH5cHOK1e6bl7vmxy/tbYyvfhybNP2IupfhVMuBg1JdEJkUwKXFnmI53MclxVr481rJ3JkwHECACrQ4c4xGQKPQ0g4EnPanXOzL588Grtx7+G1J49vLsw+CtpnU9HVY1NTd59N33/67O7U01sTEyNTE7enn96bnX748vmTxfkJ2/q0x/Ui5F9KxWxwyoVnvSTqB3P8rIyfSEdpLIBkXMnoWtA373JM29Yn1lbG1lYmbOvPnPbnHld1vCiSC5B4lKESFlGqBKsyokqwVsNJU1BdxTQF1VVcEjEUycAwLMmqWShtb+/uVQ4ODj4/OPh8f//1wcHnFkv1i3rA6gOweg/QWoA6MuCqHq2aQ1iu3suHXAEDtaxqpbhomgUT9DSBjkFN0xRFlmVR0xRdV6uDZESGF2meIwQe5xkkr5BXej7pafhHMr6EBmeJ0EzGNfZytK+38Ucnf/a9jvM/8W9OCoRPwANh98vZyVvJ6GYsshmPuOJhVzS0GY96k4mghVP9HUCFwBkEziBwGoEz9ZEVcP/QqlK9AVV9iqL+qm69qoOKZflfKFbWlmlLrySpGmsBtBiGJUmSJAmWpXEcRtAshqRwNEGTaZpMMVSCpRNAqVKpTX9gdWX16dTT+7duDQ8M9Pb0tLd3NLV1NHV0NnX1Nvb0NV+42Hbpcuelwa6BwZ5LAz0X+ju6e1raOxraO863tZ9v6zjf1d3Y091w41rv+OjNkZsXHz+89mL6oW3lWci7BCU2STjA0wmRzwhcVa8E1tKrqv1CvQI7suJJt9e/urTydGzy9r1H1x8+vv50YsSxPB4NLBybnLw7PXN/Zvb+7PMHL18+Xpx/srYyad+YdtpnvZ75SHA5Hl2F0k4cclOwjyfCAh2VuQQoTElsnCPDRM4HJZxh/5J78/nGxtOVlbG11bG11Qn7xrR7c97vXYlHnVDGi6Ph2p6WjAw0SoIVEa5CJSO6guoqllcxXUHzKqZqBEHlcnCO4yXDLJa2tnbL5YODV2/a64OD1/sHhwGVZTWZ+gV1LUumKlbeorxfruzXAwYY296p7Owe6hUgant3B5zZczi0vVQwa2c31joGNU1TNE3J5zVZFiVJkCRelFhBpHmO5FhcYDGJw4icb33uoXPh/tLEpdWJC+tTFzyL15HQrEq4dTrAwnY0vkqmnc7VCZ/jRS7lS0Rcyag7GfXEIx6Lq2wmXm9QNpGDUgAqQBeKZFEExjEYx6wEYPWEEetOvpmloCiqxhJjNS5ZXFU3ln3BDxQEqX4agQUYkCxRlMEYHYZhSZIiCYJhKIJAMDhDoFkSB1wlGTqGY8Fs1h0Mra2uz4xN3rl642JvX2dbe3Nj09mGhlNtbY09PS39F9uvDPVeGeq5MtRz5WrP0NW+K0MXLg/29l/s7Olt7exqau9oaG0719x8uq+v5c7IwOBA25XBrqtXe+7dGZyevLu6OBlwL2bjDgoL8WxK4LI8B/E8BGZa1OGUEfkMKHkJbJpnUxyT5ug0Q6dxIp6BAqGIfd32/OnM/fuPr999ePXxo6tLcw8C7ufHnj69P78wvrQ8tbL21GabcW/O+D1zocBiLLKaTtoRyIXDHhL1sURIoqIqm9CEtCqmZC7BUxEC9uZSjkRwNbj50rH+bHV1Yml5bHF5bGN9ymGf9XkWo2F7JuVF4TAo9Vo5dFVGtDql0hU0r2CGgpkqbiioqWKmirM8nEXSNCNo+tbWdnm3sru/v//q1atXr169fv369etXr1+/fvXq569eff769c+BWe6fhdaRDGGVLuAQ1hYAoXq9eiPnvrO3U67slHd3yrsWXUfOmCuUikYdVwAtw9ALBUNVJVkWFUWSZUGSBFHiBIHmWYJnMJ5GVZHJyxRHJrLRNZ9tfPpR72DHT/ua3rt18dONmetZ34u090XQ9vTRzZ6YbyUbd8fDm8mIKxF1J2PeZMyXTIYy6TiUTdTcvwSUTcBQMgelUCSDIlkMzeIYhGM5HEMIHCGr0/8wisStqMly+ayNHpZGsezhrhCWZeuhAnEU8PcsAywBhCw/EGAGjOdFhuEYhqdpFpSdOY6hMJRAIBLLUESSpZMkEYYhdySyYXO8eDr78Oqtgba+lua2hobmM+cbT7a2nunpbuzrbb50qWN4+ML16xevXu0bvto3dPXC0NWLg4O9Fy919/a1d/e0dHW3trY1XOjvGLk52Nfd1N/b3N/fdqG/dWCg/fbIxamxWysL4yHPQi7tookYz2YELsdxWZFL8zW0qnrFZ3m2qlcck+bYDMdkaDqNE3EoF4zEnE7Xwsv5sYfjt+48Gn7weGhmesS5Pn5seXnKbn/ucs15fYvh0EoisppJ2HJpJ5rzEKifxgMcGRLoiMzEVC6RF1IKmxCoCIX64bQzEVkNeedctlnb8tTa8uTq8uTa+rMN+4zbPRcKrSWTLjgXJIk4Q6eAkspiDpSkNBnRZVRVUE1GdQXTFdxQcVPFDBUzVdxUcU2EUTyFEJiiGqa5UyhuG6ZhGIamaVZuQJIkWZY1TTMMo1Ta2t3d3d8/AK5gPWavXgG0DgBaVT9w/5W18RHIVKUu0LIY29mtbO/u7e5WditlC636AjHYmW8WC4Zp1nfiGoZRLJr5vKZpiqrKwBRFkmRBEllJZESO4lmS52iWITgWlyVckTGBTmSja6vP7w73nfrsR98587O/Guw80Xr2x49vX8gl3amIMxl1JaOeRNSbivtT8WA6FYEycQhKQtlEDkrCuRScSyFIBkNzOI4QVUMJAiMJnCRxiiRoimRokqGpOu/uUJHq93rUNQGCHYxcfUxlBVFHoLKsXq/qX7KMwDI8y3IURYMkocCxJIbgaIYiUgyVwLFgJuXweBdfzo/ffnC1s6/tTNOp802nG5tPNzafau8419vTeLG/9dKlzitXeq5d6x8evjA01Ds01Dd09cLgYO+lga6+C229fa1t7Q39/d0jI0M93c0X+1oHLnb0Vc8pbrzQ13TzRv/U+G3b8lQ0sIJkfQyVEHiIA3kLPguyFwKXFfmMyGUE7lCveDbN0WmaShFkAkbDiaTbH1hbXZ8ef3bv3qPhuw8Gx8aurSw8OuZ2zYaCi7HoaippgzJOHHKTiI/BgywR4umoSEcVNq7xybyQ0vikzMQYNIBlXOnYesg373JMb6yNry5Pri5Pra1M2TdmNh0vg/6VVNwJ5sqDjJ/EZ62chCohmlyNoDQFyytEXiHyCqmrqK7BuoYYOqGrOMdkCQIVBEFVFZBmU1VVq12qCrgSBJHhBZoXaI6nGJbgOFoQRE3Ti9XpFnv7ddfe3t7e3l6lTpQqewe75b1y5WC3/KpcOShXDsqVV+XKAXALd8t7OztVvQL79OvFytKrqmQVC6C7yTAM0zRLpZJp5g1Dy+d1XVeB1TMmK6Ik85LCyTInyayksKLE8Bh8qgAAIABJREFUyBKtCYTIIEQuHvLaJh7dvndrcHFhEoUjGBLLZUNQJphJhtKJSCYZyaaiUDqGQEkYzsBIBkGzKAahGIThsHVAY1WR3gyTgPQwbxR56/co8rVu2mrjH8eJRxy/erSs7F89QsAbBHcgWeDDsqxauUGGYcCRxxRFsSxDEDCBp3E0BkP+WGR9fWNmdOLuwNX+xsbzZ86camw82dJyprX1bHd3c09Py4ULbf39bYOD3UNDvVeu9Fy61DEw0HnpUkf/hda+vub+C63d3Y2XLnbfHhnu7m7q7W3pv9h+ZbB76HLv4MXu3t7W9vazff2tI7cGZ58+dNteZmI2CgsyXIrhIVHISnxW4LMCl+b5jMClJTYp8SmBTQpMQuQSApNkqQRDxikihmLhdMYTDK9tOGaeztx78Gj49r0rDx9de/78zrFkfD2bdiI5D474KDzIkWFwtoDCJax2JE1My1ycI0IY5M7GbLHAss/53L42tbY8vrw0WiPqRe1AITeOhA43d4g5VcypcjWIqjp+KpbXsLyKGSpmaKihYXkdzeuoruGqjEsCoYi0rqumWSjVrq2trVLdVQSNREXdLGh5Q1U1UZRYjqeB0QzBcbQocZqmmmYBTOXc3t7a2dkplyvbO7tgAEbNKlvbe9s7e9s7ezu7+zu7ezu7e/V5ditvcaSEdeQk72KhaJpmoVDY3t4uFIqFglEoGKaZNwzdsnxeO8RMVzRd0vOSpot5Q84bSt5QCqZm5hXTUAxdLhiamZfzmiDxJEshBJYl0CyOZLFcBs2lsVwazaVJLEeSCEEiJIVSFEZSKM3gDPOGFrHsG9s6ADlf3EP15mYqXhBEnpcE4Wht6ghI9cJlOYH1XFkvAVeCIDEMR1V3H1OAK4oiWZYgSSiXDaUS7qBvZWFh4tb9q209zadPn2xoONPScqa5+XR7+/murqbe3taenpbOzoaenub+/va+vtbu7ubu7ubu7qaOjob29nPNLae7uhqHrw60tzX09rYMDHQNDnYPDXUPD/UNX7lw6WJne/v5lrazA5e7H92/trowEfUvIVk3TSc4PitwaYFNg8gK6JXEpSQ+LXIpnkmIXFJgUxydpMk4TcQxPALl/JGYbdMzP7cwNjo+cvf+0L0HVycnrh/DYS+FBRigTmxcfhMnRUiJbIIlIzjsyyYdsdCyf/Pl5sbM+vLE8sLo2urE+vqUwzbrdS2Eg2vppAucGMIzqTcyfhKsS7Auo3kZ1WUkr6B5perv5TUkryP5PKJpmCgiooDpGl8sGjtbW7u7uzu7u9u1y+LKaswrFArW91XXVVmWJImXFV6QGIYlaAanWZxhSZZlRJFXVdk084WCUSgWtnYOj7QqlErF0naxtFMsgQ3C5e2dci0NWNkp1/IW5WrSAhB1JOFe2CpanU3b29vF6mVaaFkG0DLAKCdTN0wNmGlqhYJuFvKFUsEoGIWSaRYN3dA1TdVVRVVkSRTAuFmGJmkKp0iUIlCawlmGBN3iHEfXFgyQHEt8LCES6q76J6Io1jZ6gLUkSaIoSoIgf9HrO7Kut1/mBx5RM0GQaZohSRLoVXVbCYFyDI5AsVDA5tlcmp19fPVG//mW06dOf9rUdK619Wxr69n29vOdnY09PS1trecaG061tZ3v6mpubT3X0ny2oeFkQ8PJxoZTp0593Nx0+kJf+9mzJxobT/f2tl692jc8fGFoqGd4qOfald6hK73d3S1nz33W0dl443r/7NN7HvtMNmGniBjHZXmmmmcXuAxf9QCTIpcS2CQwHugVlaCIGI5HcnAgkXb5Q6urGzNPn9279+DqrTuXHz+8coynIqD9XOGTqnBIlCqkFC7BUlEcCUIZdzyy7vPMO2zP1pcnVxbHlxfGVpcnbbaZTddcKLgG9jMTWIShEiKfrSdKlXKaDBsSbEiIqWCWFRTMkLG8Rug6yYswyyGaJhaL+Z2d0u7uzu7O7u7u7s7OTj1UW1tbACogVvU7NcDOXU1XVU2QZF6UWF6gWY5kGIJhSJohaIZgWFIUWUWTdVMvbhWNgmEWTbNoGoWCWSgaZsEoFArFYmlrC+zGr3XfVnbKZRBWWTiBO5j7VOtvKoHJujXki4WCWSwahYJZKBiAMYsusLaosz5QKJrFUqlQLBbBb5BSqVAAQVte11RFkUWBF3hO4DmeAx3ljMBzgAgAiShWIfllV5WYN68jT8CnQH7cCpyAHFlOXb1DaEmTpU7WD1q+oqVa4CHLcqBpkKIIiiJpmqJIDMcgjkbDAdfayvSzZw8vX+090/jZ6TOfNjefbW8/DzzA3t7Wrq6mhvMnmhrPtLU2tLc1nj3z2aeffHD8458d//hnP/vpDz/79KPOjuZPjr9/9sxnTU1n2trOXbzYfv36xeHh3uGh7mtXe4au9HR1NZ889cn5xtOXBjrHHl+3r06mIuskGubYDMekrVIVx6Z5NiVwoBE+IXIpnklydMLiCsMjMBLM5HzhmM2+OTf74vHDx9dv3x18cG/wmMolNT6li2mdT2tClSiZSwhMlMb8uYwrHt3w+xYctum1lYmVpbHlxbHV5Unb+vTm5kuvfzkcs0FZL4aEaDLOcxmRzyoSrCkoKPVqErijhggbEmrKmCmhBRkryGhRRosapUo4y2KSxBWLpUr5VaW8v7tb3t3d2dnZ2t2togXoAkeV1jzAajt5DS3L8rpeTXOD3Ea1GivQHE+xHMmwBEnjDEfLqlQomVpeVTTZOslKN/K6mc8bhlEogWFp1XEX2zuAJQuqIz5hYatULBW3tyyoCqZZLBbNUskoFs2acOULBcM0dNPQwUyn6hMzXygYpVKhWDRLxcJ2qQTaObaKxe1iaatUKJbMYtEwDE3TFVWVFEVSFEmWRVkWJYmXJAHEn3LtUuquIy//iSdWHkiudotIsqxIkvpFCarnql6mrIXl9VlP6tmrUSoyDAO4ommCpkmWoUgcJhAIhzOrizOTk/cuD/WcPP/J6TPHW1rPdnY29vW19fd3DF3t77/Y2dJyrq21saO9ub2t6fy5Ux+8/+Of/Pi9f3j3b9//2Y/Onz35kx+/99GHPz3x2UenTx0/d+7T1tYzV6/2XRvuG7rSMXS549LFtq6uphMnj3924qOunsb79wbXFp4kQisEEuKZDMemeDbNcxmOTXNchufSwPer6VWCZ5IcnQJdizgeRbEwBAfiqU2vf2Vp5dnYxO2794fu3h44pglpTUhroF9WSCl8ojbLxZ2ObQS8i5uOF+urT5cWxpYWxlaWJtZXn9o3ZrzuhUh4PZV2w0iAJKJsrXlCFnMKOGlLgnUZzssIuOclxJAQUwZQYaaMmjrOs4jEs6Xi1l7loFJ+VSm/2t3dK5cr5XJ5d2fbIuoXOoG15Fs1YlFVWdMUTVNVVdE0FSxUVVVVWZJ4UeQEgaUZgqYJiiFYnqZoghdZw9RUXVY1FZima5quqZqq6bphFgqFQmmrtLW1VSgWi1tFS6bqF1b2Ymtnu1AomIVqIatQLJoFwzDzZsEABtaGkc8berFYKBTNQsEsFguFglEomKVSEdjWVhHQulUqbm+XtraKxZJZKpmFQt409doAKLXuv1Gxcjlq3WV1frzZBaLUr+sXR5CTZVlRVFnWwIDseiS+6BMe0aIj7h+Qr3pXUJZVSZJ5XqhVoQmGoViWokgcx2AMgYJ+1/jkw8Gr/WcbT54683FL69nu7ub+/vZLFzuGr164NtTb1dHQ0nyurbWxpeX8mbMnfvazH/3d3//ND95799PPPv7eX3337/7ur37603/84IMfHT/+0xMnPjh37pNLFzuHhnqvDLQPXmrr62tt72j87OTxjz/9qK2r4fadyyvzT+KBJSLn5+nUoRPIpi0/EHAlcimBTfBMgqMTNBWjiBhBRDE8AqPBVNYTDG+s255PPbt/78HVkVsXj4FhY5qYVoSkyMRo3A/2SsUCK37nC9va05WliYW5J0sLY6BT2NouhUB+Ag2zVFJg01ItmlIkWJNgXYTyUs6Qc4YMm1LOUGBNhXUFNhTUVLCCiusqwQqwrPDl8v5e5fNK+aBcrpQr5d3atVPzAy2NqsepVntVNV1SNVHVRE0XFVVQVF6SOVFiBJERJVaSWVkWrF/wosCzLE3TOMuTwEsUREbPy1otR1eDU1FVWdcVw9BNM18o5E0zXxv2ftgcWJ8SBL2C1SnTRdMoFsxS0SiYumHka6f76IaRNw3dNPKF6geKW6Wt0hZw+sCh4cD3KxaLwBsF6Zr6VM2bEp0HRFVRq+VLAS11uVNVURTrOXhL/eWXoqg1uDRV1VVVAw3F9bPnj0RZRzTtiGd4xOprXKADg6JIhqGAYRiKIHAkFn45Pzty+3pD89lTZ483tZ7p6mrsv9A20N82PNg1Mtx7sa+5sfHk2TOfnT138tMTH7/7g7/7wQ/f++CTj7/17W/96bf/819879vv/sPf/Pgn737w/nsffvjDs2eO9/W1XbrYebmv5VJvc2dnY0vr+Y8//ejDTz9q62q6c2dwdWEsGVwmcz6BSghsRuQyIpsW2LTIpsWaUoFNXDyb5OgoS0VYJk5TMZyM4UQUwUKZnC8SB4Ws8UejN0fuXj6m8ElgPBkmEC+UciQia37PnGPj2drSxPLC2PLi+MrSxMbaM5fzpd+7FI/ac1kf2C4FZsPLAqSKOVWCQUylSXBeyhkybCiIIcOGjBgKrCuwrqCajIKsusBhqibt71f29kBfeblcLlcqlXK5fMT3K5VKhTeHtFi9QqqqKIogK7ws87IiiBInyZysCJLEiSIrCCwvMDzP8DzL8wzHMTzPCgIHiLKMF2hNV1RVlmWxRpdiMZbPa4ah5fMaOEcBIHQEqq2d7cN5MrUB7oVi0awdmgoeVtsITSNvGoZpmsVCsebS1ic8rQASrK2osv6fov5fA9TKjrRQWbCBhTWMzVrUc1hPYI1DoISaohxydeRYhyM5wH8iY/HLAAPGsjxNUzRNgKQLQWAwkoPg7NzC8yfjDy8O9H526sNzjSc6Ohq7e1r6L7Rdvth+Y7h3eKi3u7v57JnPPvn0wx/++Af/+KMffHD8wz/97p/9+Xf/7Dvf/dPv/dWfv/vuX//wR3///vvvHT/+k4aGEx2djV1dTb1dDT2dDe1t5843nPro+PufnTze3dvy+NE12/JEJrpOo0GBTQlMSuAyIpfh2bTIZUQuLXKJQ71iEhwTZakIQ8coMooTUQyPoHgYQgLxlMvrX11enR6bvHPr7pVjoHOCQv1gOpLfO+e0P1tbnlhaGF2YG11eHF9ffeq0P/d5FmORN/bJg1KvJEBVpQJQyYguI4YMmwpiyHBegg05l5dyhoTmFVyXCUUiBR4vmPn9/deVyl65Uq5UypXKTqVylCiwa/AX4aTWwicJNLaKAs/zLDBB4ESRB61DoJec51kwYoGmSZoiaQYH2UKKxigaoxmcpkkgaJaygYWiSJqmKIqkqjIYyF6vWofuX6lYD5XVgWGVjOsP/La4Ai9rPuNhhrOWlakGkIArCzmQx3/TE65euq5brR75N6/6f8B/4noTOVXTdE3LgztAC9B1JMV3JA1Yn2Gvf2jlMCzPELiXgiCB6jBNUxzH0DSZg6EckvUHPXfvjzx4fKe57dwnJz5oaDrd0nqus6vpwoXWKwOdQ4M9Fy50tLU1fPrZRx9+9NNPTnz8nb/49nf/8tt//Tff/f67f/2D9/72xz/6/vvvv3f69MeNjScbGk6A8ldX+/mu9ob2tnOnTh7/+Pj7DY2nBwc7pydv+ezTuYSdxSMCm+ZrLUs1S4Ec4GE+kI5xTIxl4gwdI8gYTkQxIgJjoVTGGwht2Bxz07OPbt8fPkZjASSzmYquh33zLsfM+trk0uKTxfnRlaWp1eWn9o1Zr7vaNQtDfhwLM1QCyFQVKjGn1LJ/tY4kNK8ghoLkpZwu5gwJ0qVcXkLyMq7KlChSpVJ+f/+gUqlyVa6U9/b2yuWKBZX1HbK+Jdb/civCliSxlgQDJggCKMscFjo5juM49lCpqlMWCIrBSAolKZQgEYJEcBzBcRTs5hBF/ghjgsBJkgAOaMybBsAJ6BWACoxuf6NGXDvn22rMBUzWAwaQq0tvFk3TrOJUPCTHUjMgVuDD4DkoQFtcWQgduXS9+hjAAxZWU4jFm/WzYFyHrmualtc0Q9PywFRVtxzC+lOJ6uABOKnWHVg9ePURl/WEYWgcR0kSB7/7UBTOQKl0NjE9O3Xj1vDte9fON508/ukH5xpONTadbms/193VeKGvtbunpbnpbFt7U1tH83s/fPcf3vv+ez/8/o9+/A8ff/yTUyc/PH3ig9OnP2puOdPWdq6p6VRDw4m2tnOdnY0d7Q1NTac++/TD06c+6elpvXf70vLcw5hvHktvcmSUZ1LA/eOZlMCkeCbNM0mBTQA/sDYkI84zMYaOkWQYxUIwEoSxUA4LprO+cNSx6V6aX5x8NH73WDZhi/gXvM4Zx9rE8sLjuflHCwujy8uTGxuzTudcMLAKcuhgNBRTc0AlAZKFHMhSKNJh76ymoLqCGjJsyrAh5XQpl5egvATnJVQXMUnASyVj/9VeZe/V3t6rvb1yubxTKe9Vyq/Lu/vlchnkqU3TLBSKuq4r1XhakSRZkkCNkrfqmywLjK1VOw/TzXXXoV6xLM2xDFtLDALJIimUogiCwHAM5TiGYSiWpQFdQPFAOUiUJUVTVV3LF6qqtb2784ZSlQpmqVi71xaFw3N9LO2ydKxQKpZqCfVioVAwqz0bxRpp9WpmPbFUy3zjstDS6woPVQEzjLzVuFhP1C/kCkRu4H1dN/N5Q9cNXTc0LQ8kS1V1RdFlWVUUizRVkhS5yhIATJEkRQJ38Y2w6ovZRUHgcRwlCAyEWASBQXAGRrMuj+P+o9u37l67fuvK+aYzn578+OSp42fPfnL+/Getraebmk51djZfGuj9+NMPP/joZx8d/+Dj4z87ceLjxsaT7S1n2ltONzefam8/39vT0t3d0t7e0N5+vr2jsa21oeH8qTNnjre3N9y4fmlmcsRrf5aNrtKIl6fjHJMSa05g1ZgUIIqlYiwZZakYS0YYMoxjIQT2ZTKeVNqdynhSWU8664sn3b7A+sr67NizR8d8rhf2tcnlxScL8w8X5h8tLY6trU45HC/8vpVYzJHJeBEkSJIxhklybJrnM6IACQIkCFlRhCQxJ0uwBviRYV2C8yANqCB5Bc3LSF5E8lJOlyFdRiWeLJjG/v5B+aBS3t+vVF6XK/uVvf29vVeVvVd7e/v7+5Xt7RIom+q6JkuiwHN1OkOBDac4hmIoAja6EjjofCMYmuJ5VpblfL5gmiXTLOXzBV03VVUVRSBloHeHZliSBlXjmjEsybAkReM0Q/A8QxAohuUYhhBEVhBZlqMYhmR5lhd5RVO1fN4wi9bks6rLBwSqUChYHl2xWCgWjKJZ7xkeseIWSAIWi0eaoYpvXLVfNIciBvTKQs40C4YB7qZhFAzDzOfNfN7I58183tR1I583C4WiaRZNs2BZPg8+fPjjYFFbm4ZhOeGGruc1TQdZD2CaVr0rilr7xSdLkiJLmiQCvdJkSZMkVZQO8++W0IGUoCjKsqxIkkjTFEkSYJ8/RZIICsFIJpmMzM5OTE7dv31n6MbIUEvruU9PfHji1PHTZz87dfp4e+u5y5d6zpw6furkx6dPfXL69PGzpz5uPP9ZR/u57o7zPZ0NPR3nL/W2DPS3Xehrbu8429F+trW9sanlbGPTqc6u80NXe8ZGr28sjccDy1jGxZMRkUkIdEJkUiKTBCbQSY6KMUSYxII44scxP4b5cdSHIV4450mlnLGEPRyzheMb4YQtnnLF055g2G5zzs/OjR9zrD9bXhxdmH+8sPhkdWXCsTHjdS1EQ+uZlBuDgwQeocg4V0s+inxWFCBJzIkCJImQJEKyBGsilBchQ8rlxZwhQXkppwPhktG8jOgSnFcQUYQ1Vdzbe7W397oM2scrn+/tv947eP3q888//38/PzjY394qGoauKKIkCSxLMyRG4wiFwSSaw+Askk0h2VQuncgkoul4JB2PpuLhZCKSTsVSqVg6HYeySQSGMAynaVaSFE3Lm2axUCgahqnruqwooihyHMdyNBArkkIpBquji6AZHCdgliNJCsUJmGZwjic5gWJYkuFoTmB5UZAU1TCLebNQKFWBAf0W1baqOpEp1nACBILA7Mim4/qQzChW6TELhxTV6xWgC7h/VsKjWKz+GeAvZIJSt1nM5wtgAYSyWNwqFLbAB8DdqImm9ePWW6ZZNIwiULM304oyqJNZqXmrrCyKoiSJkqRIoi5LuizlZVFXpLwkaWK1DnZoNUdREUWgXTLLsqCbkaYZgiBRDIbhDAKnN53LS/OTz2ce37599d69a+0dTWfOnTh97mRrW+Plgb6zZz87dfL4mdOfnjt7ovH8yebzJ1oaT3W1N1zoae3rbuntbLjY03yxr7W7q6G17UxL2+m2zqa29vM9vU3XrvWOjV5fXnwS8izkkps0GhKouEgnRCougTuTEOmEQMUZPESgPhT2ZLPOVMaeyjiSyY1kciORsgVjqw7fy3X3c7vvpTu0FIisx5KuaHzT411ZWZs+5nU8d2w8s68/ddieedwvI8G1VNyJQH4Si4BDBvhafqIaU/FZWYAkPisLOVCw0iRIF3OGDOtSDmQpdAnLi4guwaqM6DKmiJgo4js7xf39V3t7r/b2y3t7lb39169ef/75558fvDrY3ilpmsxzLE2TFEVQFIHAOTibgjPJTCKajIaS0VAiEoyF/NGgD1jY7wn63KGAJxTwBP2eUMATCfkiYX8o5ItGg8lENJtNoijEMJSmqYWCuVUqFgqmqiqCyHE8zXE0y1EMS9I0QVIYReEUjdM0QdE4QaIcT5MUimIQQSIUjVE0zrAUyzOiLGn5vKLmNT1vFE0QRBVLJbNUKNacusNvfB1OX8wiWtPeD8+ALBiGaRbMqjpZINWnK4DDZ8FWC7pKpdJWsXhI1xftF75VLG6B58XiVrFYAtEcQM4wCl9MF1nVLRDuWuWvusKXqsi6IutArBRZB7pU5xxa2mUFZqokSYIg1NrqaRzHcQJD0RyCZOIxn9O24N5cWliYHB29PTH54PKV3gsXO6+PDLV0NDc0nzvTcOr0uZOnz51saDjd1HCm8fyp9taGnq7W7s7W9raGtvaGjq7m9s6mzu6Wrt7Wvv7WwcGuO3cGn07dWV2aCPoWoYSThAM8GRXpOE/GRDohgbN26IRAxXkyxhBhDPOnM85ofC0cWw1GVwLhRX940RtZdATmFpxPn608mVsf3/A+3/QvhKIbiZQ7GNqw2WePRX1LQc9C0LsYDq4kY3Y046PQMEvEBSopsWmJz4pcRuQzkpCVxZwkgFwFJAuQLFbTFbqYy0u5vAznRTgv5/ISbIiAK0iTEE0iRZ40TPXgFWgo369UypXy7sHBq4ODvVLJlGWeZnCKRFEEQhEIzmWgbCqVjCWjwUQkEAv6In5PLOiLBrzRoDce8sdCvlgQmDca8sbCvmjQG/K7w353JOgJhdyhoCsUdAUDm6GQKxYNJuJROJelSFzXlIKhq6osSYIg8CzLMDTFsYwgcCxLAyeTpkmGoWgG53iKIBEMzxEkQlIYQeEsz2h5XZIVWdFUTTcK1RyGWSgUSsXSVmmrLldeKhaBjlkun5XVsBKD1Q0mtRwGGE8NyLFAqhfA+rDqzbQhkJ1iPS31zFhaZL0EuAM78sna50vW36R+rG99ytF6DsADMz0AP3UtuSLPcTzPiaIgSRJgEMBmtWKA1kRrfwqO4xiG4TgK59IwlAz5nbHwZiiwZlt/8eLF2PLK7OzzsSvX+i8N9fcOdHf3d7b3trZ0Nbd1NLa2nG9uOtvacr61paGttbGto7Gju6nnQnvfpc6LA91Dw/13bg+Mjd6Ye/HIsf4s4l+GkptEzs8RUYGKWybSCdHiiojSRDibc8US64HIki+04A7Ob/pf2DwzG96ZZff009VHD2ZHxl7eXrCPb7hmfKHleNwZi9o9nvljmag9E7NDSSec9RBIkMViApmUmbTCZlQuq/BZictKXEbmIUWAZD4r81lFyAFTRViTkLwIGzKkS7m8mNMlKC/CpoAbIpyXIVVCZIHSVHm3Uq4Aqvb29sqVyu7uVslUZJ6mMJKEUTQDZ5PZVCybiqXj4WQslIgGEyFfLOiJBtwR32bI6wy67UG3I+x1Bj0OsA55nCH/ZiTgjoW80ZA3GvLGI7541BcLe6MhT8jvDAU2Y2F/NOiPBH2xkD8RCWZTcZLAOQ70q0mCwNM0xbKsNbOfJEmCwCkaZ1hCEBmKxnAihxMISROCJPAiL0qyqoFUgFEfNQGf7LAABUKsWmLji4s3cAL1riLQqjey55ZM1WNmGEZdGqNQcwWLv0yXLK4AThZUW1s71rr+rRpphXqSAWP1eZL6zAfgSpblusYOMORDEkWeZWmCwHEcpSiCZbn6zndRlEVRqj/mB8NwBEEwDMNQGEezmWQ4nfDlst54xBEObvh8a07n4ouX46MTdx4+uXnn3tD1kYErw72DQz2XBrou9LdfuNje09vS19/WP9B+cbDj6nDfzZGB+/eHJ8fvLrx8tLE64XfNxUOraNpFwwEAFU/GAFHWAhhPxgg8mMw6wom1zcDc6ubTRfvEqmNyzTG57p5ecU1PLNy/P31jbO72S9uozTPjDS7G4/ZMcjMaWj5GQn4KDtBomCOiApWQqbRMpxUmo7JZhckobBaYykEan1M5SOUgja+aLuTyIqgC5/IipEuQJmbzQq7A46YI5+WsrqCyxG5t7ZT3X5UrlcpeZa9c2S1tm3mN40iSgDE0k4Pi6XQonQilEuFkPBgL+yIhT8C3GXBt+J1rPseq177i3lh0byy5N5Y8tiX3xqJrfdG9seRaX9zcWNrcWHLZlj2OVf/metDrCPldQMTiEX8rbzDlAAAgAElEQVQiGkjGQvFwIBbyV33IkC8SCcXjCQiCCJwAERdJkizLglZuQRAYhqZoHGy4ECWWYQmKxsHRO4IkSIqiaoZugErUoewU6uIrEwRJv5CfUtEsVvXKrJ2tCn7cKBRARcv66oIvLgCpUIupwHe6eMibCcrIX9SrQuFQtSyotrZ2gFX1qrhVKu1sbW0featY3KpJ5WGTxxcxK7xZsq9LKubBY1AcAT4CKPviOIHjFEUxHCfUEoNiNfRlGZqmcRyDoFwuB0YG5BAoAaVDJBYm0DCBRaNRhy+wFo06NzfnVpanFuZHZ2fuT06MjI7dePD42p17g3fuDd66M3D73uD9h0NPRq89nbrzcvbh6uKkc33G73oeDSxCSTsBeVg0KODhKlQkCK4SAhUX6ITIJAUqIdIJgYxjaCAFbwYTazbv7JJzct4+vmKf2HBMOTyzdt+LRcfT52tjM+uPF5wTDv8Lf2gpmbBDGVc8snqMxyMCGROpuMwkFTYFDvQGJrMpiUuDzScSn1YEIFZpRUgpQloR0rKYVsSMJmZ1AdJFy3J5ETHEnCHlVBHTNLm8d1DZPyhXKrs7O6WimVdlgSEpLIfDaTiTgFLRTCKSCPujAU/Iu+nd3HDZ1zZtK5sby871JdfGitu+5nWse53rvk2b32X3bdo81ZcbXueGx7Hmsq1ubqxsbiy77Ktu+5rHse7btPnd9rDPFQ/7k5GAZYmwPxYOREPBSDCQjEXhTJoigO9HMwzLcTzYxcBx1SYAmsElmZVkjuWq4CmKomm6ngcdunkw5KzeqTuSSa9/aRaKZqEEzDCrINW5hUbeNA2jkDcAc0XDLBpmIW8UrHuhUDKLVTJBEt8smmahVCxYYdJWzScEsFW7ogBjlkyBcyhrx+dtF0s7pa3tUgk4sdUfqU9I1hesraaq+kXNAS6BP7RQsNbFWqbRzFf3yYmCwJEkgWEYSRIcx4JuYbAvi2FYDCeyGTibzaEIguMIgmQymQhDpWQRIbAYAoeyGW866UIgfyy84fcsel3zm/bnjo3pjdWptaXx5YXR1cWx1cWx9eVx58ZTj3M24H4ZDSylouvZpB2BXBQWYIkQR0V4KsqSEY6K8nRMYOI8ExPomETHJTomUlGBjIhklMQCWdidSNsCkSV3cM7he+7wPncH5nyhRX9k2Rucd3qer7unbd5Zd2AuGFlOJG1Q2pmJ248ROT+NBBk0xBNRIIISk5S5lMKlVS6j8BmZT8tCRgHGZxQhpYhJRUgpQkoWkoqQUoWMymc1IasJWV3IaiKkSTldgPICogjE9lapsndQKVd2dnZKxUJeUxSB5UiM+v/4+s7uxq1sy/qps2be63bbriiVcs65FCso58AMEjlnEMwkmHOmcpXtds/7OB8uhaJV3aN1FnwJoiAtE5v7nH1PiASiAa9fERWeFiicxjwkAuEeJwY5cI+TRCASgSjMwxAIR6ICjQs0LjKExJIiQ3AkKjCExJICjfMUxpEYSyA05qFQN4lABOwyjwwO8xSm8LQqMF6J02XeKwuaJKgip0m8V+K9shDw64YRBUM+c6C6oVjM5/OpVDKZiheKmXK5vWkGqh1qtWq9Vqs2GrV6DfQPBNkY7VyKVrPxw/5v66bVbIEM3OtG87oOalRa3wdqNVotULFSb7QNXNloXtfqTXCs1Zu1eqvR+i5Fgn2zVgv8x7S2sPikoQA83JkBVZuUnqZR3t7d39w93N7d393dgnKX29uOQLFDiTHzrcyyHXPxlCJze3191+GL3jabN40GUBdbjUarXm9WKpVyue0cGkY0FgunUumOnKaMEUsEA5FAMBSJRGKxcDjij0S8mZQ/k/KnEt5UQk3GlXhUBN3ywgEGzBfWRI/GuxTOKbMOhXOqnEsTnT7FDeZ2RwNEPEwnYlwqLqQTIrBMSkonxUxKzqblXEbJppVcWimm5EJSzielfFLOJ+VMXIhFmVCQ8Ho9ouxkOAsj2HjZwUt2UXbKCiSKDk60s5Kdk+y85FA0t+6F/V70hcI5dckT1LConzKCbCLMpaJCNi6b8kgpo1ey/mrOX8n5q7kASH6v5n2VvK+a1yt5XyXnq2T9lVzbqrlANe+v5UOVXLReyX39+vDtt98fHx9vb28a9Uo5n83Eo9GA16+KMkcxOIy5HaYBRNGYh6cwgcZEhuApTKBxACeJJWWOklhS5khwBhhYA+DxFMYQCEApgFmbvghEZAiFp1WB1STeKws+VdIV0SsLisRrmhwOhRLxRCadzWW/T0nL53KZbCqdTpXL5afIu1ytVuv1erWjuuR7d856rd6om7LE06LVvL5uXrdpB1it3qo3mmCDq9FqPrmUrUbzutZo1urNeqMFjp1Wq7c6Q7v2fnQTdFp72iy7vmnr/N/J59pE1N3dAzDAV63r23ZFzO0dSPG9/mtqIvi56/gxz4Dj02UgmfP29vbu5ub2+vr2maAPNtPq9Wa1Wq1USkBfBPGtYRixmAGSZJLJpGEkQqFYIBAKhyOBoC8SCySToXBQTCa86aSeTnpBc+mkIScNOZfWk4YcDfPxMG8EGSPIxAJ01E8ZQSYRZhJRJhllQVOJTFxIxwUTV5mklE1KmYSUSUrZlJzPqNm0mk8r+ZScS8m5pJRLStmEmDGEZJQ1QlTAiygyJPB2TrBygo0XbIrs0jVPQEcV3cPJDlay87JTUiFJdWmK+wUMHRLoGU1ccpRF4hy65PErSFgnYgHaCDKpCJ81pFxcLiTVUsZbzuiVrF7JeSs5vZLTqzm9mtMrOV856y9nfd+hlfVXssFyPn7drH17/Prt8evd3U2zUa0UcmkjHPapXpHlKQz3OBGXDXZaMbeDgF0U6mYJBMDDBAwwACfzpMxR4Iz5rnnGhBlLIBTqNqEFjCUQgSVkgdFkTpM5XRF0VfCqoqrwmiL6vFo0FE4lkiDcqlQqhUKhkC9ms7l8Pl+tVovFUqVSqdVqtXqt2qjV6rVqvWbiyvQJ680mOGkmBALM1BvXtXqbi5rNm0azBbZhQcEjQFet3gLUBHBlruuNVr3RfMJVvZMMm63rVvP7zlWzeW322Hhy5W46meru7uEWzCO/vgW0ed2WLq7NfW1TdTR/Oonr9oefJ0/w9uamHZ51SpEAXU/QqoM95VqtXqlUi8ViNptNJECvtXgymYjH48FgJBAIhUKhaDQUT4QjEW80LCcMLZXQUwktmVCScSVlyCa00gk1GRXTMTFtSBlgcTmXlAE2TJCknnAFjpmkBCybknNpJZdWQK56Ki7EI2wsREVDVDxMx8N0LEgFdVRTIFGw0+wVyVxygk1RXKArjOaDAa5o0UYLVkqwCoLthd227XLsupx7btcB6jmikDMWv+BJi8TYVd6li+6AgkR0Ih5kkmEuExNzcamQlIsppZRWyxmtkvWWgdOY85ezvnLOX8n6qhlfKROulHI319eP9w9f7++vm7VKPpuOR0K6ovEUR8AoZPc4LCZNPXEUbuLqR/wAUup8aV6p8LSJrk6M8dR3FxEcKczNkLDEk7JAaTLrVTivyge8kl+TvLKoK3LQ74vHjWKxmM3mstlCIV8pFoCIXPxeYVGtVurVar0K8gYBoswjgFkHosw09ut6/RrgpNG4rgNcNU1cNerNZrXWrNUbJq6qtUYHwBq1erNWr3ciud5sNJ74qtFotVo3jUYL6AdPmRktgCsAqrbid3MHmKp1ffvUhuD25ubGlEPMf24qfqY4aeqEnc7hU33zjekHmsp+B2W16vVWrdaoVGqdOYfFYgEk08RikWg0FI8b4XDM5wsYhpFKxYNhPRr1xWNqwtBSCW8yribjSsKQTVwlDbmQ9afjcsaQMoacMSTgbeUSUjYhZuJCNiGCRfoJWp3eIDiZNHhwjMe4WIQJB0m/jgA6CgXwUIAIBgndhwiSA2cvPcQJQp0xgpWT7KLi0nyIoLpowQrTZy7y2E2dEMz5C8i173LsOWw7Tseu27mPOA889n3EeYBBRwR8SsGnDHIuEBaFceg8FJCRiBc3/EQiSKcjbDYmFBJSLqEUUmop/QSwjF5L6+VspFYp3N3dfX14vL9u1oq5VCwc0mWFI1nUhTgtbvsVCtlBFMSSKIBTZxz1jKM6sdSJvWeU9W8BJtA4oC8a8zC4h8CcNOHmaETkcEWkNJnzqrxPk3yq5JUlXZWjkVA4HE6l0pl0Pp3M53NtLbhUKjWbLaBwlWvVSrUKkgar9VqlVns61p8A1hYMn46NNpyAg1dv1RrNerNebzTqjUat3gDrWq0J/EAAKgAwE131eqtWb6O31qjXG416s9FoNEEA00FZpkQO5MnrZ7vArRbYyb69MTWMp03tZ93azJcdaVPPqayTzUxQmX8PSK162mtu1etNkNH7lCNfAa210ulUIhGPREKRSCQSiUUisWQyEY2GQmE9EtFTca+JqwSAU1xOGlLSaB+LGT2XVFJRAfBVNi5nEmImIaQNPm06gQYfj7LxKJuIskmDTxp8PMrGwnQ0RIWDRCRIhkNkJEyFQ6Tfj8mySxDsouRUNbdXh/UA5vWjvOyE2fNLePcc+mzHDmD6DGUuWMlOcRYXfmRx75xDX6zoPkqdvmDxSwo+xd3HOHSEu49R1zHsOATmtu27bfuI8wh1HaOuY8JzRqOXPNGmMp/sCWpYxEdGA6QRopJhJhPhioZUMqRSUi6lQ/VK6f727uH2plUpFpOxsC6pHMHhbgKyIk4L4nbgiItAIZZCeQYXGFykcTOUMvFjnulks06MmWsTY51IA4qFeQcGh4GZDCbQAFqsV+E1iQ9oSjQY0CRek8VoMJhJpkANF2hB/pQe1SpXasVSpVKtlyu1SrVWqdYr1Xq1Vq/WG7V6o95oPh2BF/eXMAnoFh3884SieqPzTLXWALjqBNi/i7i+P7Km5G/GWm3x/fq22boB1NSmqXYA1o6Lbu9AUPRd/euUATuVQDOp6rrDY+x0HU3xvTO5/q9byiBHvlap1MyMQbMlRiqViUSisVgUYCwaDYdCgUDAmzS0ZFxLxrWEoSYMNRmXEwkhCXjG4NMxPhXj8xk1k5QA8yRiXDRChyJUKExFonQ0xkSijBGmQwEiEMQDQSIcJCIBMhQig0FC83pE2SnITlmFVM0tqxAvOyjegnOXpGDhZYesQF7VrWsejrdd4QcfbatrJ/N7tg0Lum/HDjz0OcJeObDjS2j33LltQw4w6uxFUEV9kkcTIJmxS4ydI200eknC57j7FHEeeewHsOPQYz9wWXYh657HcYg4DzHoiIRPafScxS950iIyNoVzaLzTL7rDChLTiXiASkTVVrP+cPdw22pUcqlUWPcKFIO6CLcNh6yY244hLhJzMyQisARHYwKNCxRuwglgw8QVWHR6if9WtHgGLQAqTWRVgVF42rynyV0g9OJpVBFpVWJ9qhQL+n2q4pUFVeR1RY74A/l0plJsVxmVy9V6vVkuV2u1RrFUKVdqwADAwNPfCYY2HuqtDkHvOzAAC4EjWFSqdbB4hqtOUHX+irajWG+a0Usna/0lWen6FggV120n8KbVat3e3tzd3d12KHvPdAuw+E+dRTorLH/cv+pIk6//NdWwVqnUzVrJ76ONCqVisZzN5tPpbDabDgb9AFeRSMjnU+NRJZXwAlAlDNkwhJjBxQ0uEeMSMS5lcPEoE4vQ2bScTAggNVb3oZoOazqsB1BfENf9aMiH6Toia25Vh71e2Ku4Za9H1WFWdmDMhYc6xdgLgrnEmAucu/LQZzb0wIruo+wFL9kl2amqbk6wWYjDT9bVrbPFQ8eWFd134Idu6gzlLB76wo4e2ZBDiDiluKsX6ZiYjArxMBcLMtEAHVQJn4xqgkdmXTxpY7ArCrnA3aeAwRDnkce+77HvIc4DYKjrEHEeoK4jwnNCuk9IzymLXfKkPeiTWq3W3e19o1rKGEG/wrEYRMEOwm0j3FYCdgJQsRTK0RhHY21sdPBVJ3GZ3AWEdcBd4AjeMtedymEnZSk8DUzmKKDUA0mDwWGG8PAMpslcJKD7VElXJF0VFZH1yoKuyCGfr5DNmYpWs3ldLJbzhVK11iiVq8VSpVSuAmhVqnUABrAAx07VwcRDvdGq11udZPXMzJjqRziBX9Fe1xvVWgOEdLWnRSd3mWkWQPS7ub2/bjt+Zv3/LWgjBQpJ/6qng5Ds7vb2HuQftp5I7/rm9snfaz1BGpSTtAtVzCrJzqYAT700qiaiwMIscwTHSqWWTCYAU0Wj4UgkrOtyOCwn4t5YTIlEhFCIDQRJXwALhIhwiIyGqViIioSocJgKh8hkQogbXDCAe32IpEK85BBkp6y5Fa9H0zySAjGijRFsguQQRDslWSnJhosWJ3F84dmxYQd27MCOHUDUiQ0/PIe+nDg/uchjRrJLiktUXKzsgPnLS3TvzPX5Avriwo885AnGXNKCneCsKHWB0pcEa+FE2wtQs5VLadmUmk2omZiSjIrJiGgEubBOBVRclxCFgwTKzhFWGr0kPKe4+5jwnGDQEezYR5wHHtu+43Lbev75/Hjz4njj/Gjz/GRb4JnW9W2z2SznU0ZAkRkMZEgQHjvptpOIkyJggCiOxgSWEBlCpHGhA0gAP50o4imMI1FwZAkErDujMpHBBRoTGVxkCIAoYKrAADO5C0CLxjwMDjOkR2DxoE9RJc6nSj5V8iq8IjKqyHpl0acqfl0vlSqPj99ubu6azetCoZTNFQC0gENoslalWn/26D+jF9N560TOM/55xlc/EuB3M9+q1iumhPJ0vg6g1boxncAbkGZx93B7d98pl3fuVpnn7+8f724f7+++3t99fbj/9vDw7e7h2/3jb/eP3x6+/nb/9be7h6/3d1/vbh+vr++azZtarVmrNUxpx2wRBdo8gbTcYrH4VBvyvMGTCapisZxOp5JJIxQKBIP+aDSi+9SAX47GtEhU9gdprw+VNbcgOyUVUr0en44EfFjAh3p1RNcRXUcSCT4UIiQV4iQ7zVso9oriLLzsEBUXLVg91KkTO8Toc4a34Nwlwl64yJMT56dD+9YFvGtB96zoPkSdoNwlRJ3Y0AMXeczKDsXrkTW3qLlp2Q7TZ070AMKPCOaC4iyc6JRVWFLcvOjiBCcvukTZ+SKf0/M5vZDTc1lvPqMXU75CSi+k9FxCyxhKxlBSUckIchEfHfKSPhnVBLfCOSXGzpMWBrug0XPcdQJZ9i6ON/d3lj5/nFlbnVhcmPJ4PHf33+r1ejoRCqo0i0EgEQl32wiPjURcNAFzNMYzOM/gPIsLHfAAC45EAX5MXAEgmbgyIdfpIvIULtCExJIS03YFO80EGKCy9n0YNKCLmsRpMu9XZb9X0VVeBZlQEueVBL+u+f2hTCbXbF7Xag0wqCZfKBWKZfC4F4plAK1nkDC9u06XrxNUzygIXNxJd51nOtHVtmq98rQwQdUmELDP1WiBrMRmR+e227uHu/t2w1PQ+qBze/fu7u7+/v7h4f7+7uvd7bf7u28P9799ffzj8fGP+69/3P/2z8ff/3z47Z8Pv//58Nuf377++dvXP799/efD3W+N+m212qh8L0U160eKAF1mC8N8OyewmM8X87kiaDAIYtdcrlAoFAuFPChwDIcDsWjE59d8ASUcVUMRUQ+QkgZR3BVBX1DMFSfaJMmpyC7N65FVSFZcguTQdDgSYxQfTPEWnL3A6HM3dkRyV4LsJPgrC7J34vzkQA5I5hKlzmDy1E2eWuA9C7zrwA8d+JGbPMG5S1qwkswlQp3h3JWsQj4f6vOhXj+qeN2i7GQFGyvY2mSoeBQVlhWPLLtFCRIlSJRdL/JZvZDzFXK+fE4vZn2ljL+U8ZcygWIaLPyFlJ5LahlDScekRESMh1gjSEf9VFgnAhrmk2GJdlCec8fll8Pd5Y0P47PT/X19XSdnF62b+2qlmDJ8ukSwmOvJCbSRbjsFQwyBtBULluAZnKdxgcI4Cu2kKRNa5gLs8JpvmUgTaJynALoAX+Eii0ss0SlgmLjSRFYTWcBaCk/7NEGVGV0VdFX0e+WgT/NpgiIxmsJrCq/JfMDnDYXC4XAkkUiBYTOZbD6XL+YLpWKpUm+0KtV6qVzthMQzJPzo4z0jLhNgz27SaSbMOt3O9uJJuf73fNW8Nvep2i1H7x/v2o3kHjqO96AT1tevXx8fvz48fHu4/w3Y48Nvjw+/3z9+e/z2x7c//vztn//641//88ef//PHH//65x//+v23f359/O325qFarZVKRdAnIZ/P5XKg1W42n8uB0Qm5XDaXzeey7UnE+XyhUGgPpAP5FqAjfKGQz+ezqVQiFouEwkG/X/MHtHBEC4QF2YtRrAUhT2H8BMFPSPqCYi5Z5kqQHYxgw6lznDoXZIfi9Wh+hJMdMHGCkKcu5MCDH9OClRAsduzgCt51k8c4c4FT5zh9TotWjLv0UKce6hShzgjmghVsouTkeRsn2ETF5dU8fh0J+vFAkNB1xKvBsgqJslOQnILklGS3KLpE0SUITo61M6yN4SwvShl/ORMoZQKljL+cDZYyoVImWMoEi+lAIeXPJ725hJKNyxlDSkeFdEzMxMR0TEzHxFRUiMd4I8LFQkJAxQT8wnn+6cvazNzkQNfbn3eOTmqt63I2lghLCk+wmINw23DIhrscBOQk3E4Gh01HTnyiIwCbThQBV81ElOn+mawF3mr/QwoRGFigPQIDt41GzQ0uACozp0kTWZ8ihH2qJDCqwoNpomDgjU9XZYlXZF57Kp0MBv2xWCQWi6XTmWwmn83ms7lCoVgulirFUqXRvO583E0Z4986eP9/Mz1J8z7m4plM0vkWiPE6T1brzZqZDNW6AbgClHX/8PX27vHu9v7u7vH+/vHh4evd3eP9/dfHx28PD18fH7+BoXvmpKKn+eUmFO8fHh7u7u5vb2+brUatVgET9HK5TDabyqQTmXQykwb9ruPpVKJznc0kM6l0JpVNpzOFYrFYLmbz7fR2kMQERmzlcrlCIQ/GpYajfr9fDfi0WDTgCwicBGOUxQkfXDo+WZ1fEPwYJU5x8ozkrtzUqc2z50IOGMEqa25OsnsDKCc7SPaKZC9R8ozmrZxkJ9lLjD4nmEuatzKCjRXtogbxsoPmLQxvlWWnorhUBdI1j1fzqAqkgdQkHxoKkgE/oWmIosK84GQ5O8PaKNpCkBYMv8SJKwQ9hzwnkPsYRY5flLOBSi5YzgaeLAQQlUvoqahihPhokA75iKCOB3Ui5CMiAcoIc8mYmIpL2ZSaS3tzSV/GkEMKTHvOTnfXVhcn+vvebh8e1VrXpUzUCIoyh7OYk/TYCbcdc9pwlwOHHCQC/RhBAdiYR4ArAC2wACdN4AEzsccSCE/BHAnzFMxTMEd6OBLhaUJkSJGlJI4SGRIUcakiqyuCEfL7VElVeJ+ugHHXkbAvEvYFA16vJqmKAM4H/N5QKBiNhmOxmGEkwNcqCLFM3aITWp1s0+nLmS873bwfDaALgMQETCdif4QTYEvTF30mmXSGWO1RD3cPd3cPAFT39210PTx8NU/e3T2A7EGQk1GvN2v1RrVaLZWKoMVIOp1OJhOGEQUWi0Wi0XA0GgZzVsH0upj5MhKORcOJeCwRjyXi0WTCyGbT1Wq1VK7kC+3MQKAEAmil05lsNgu8wZgRDoV9Pl2JRvxeH8cIboyyWN17R1frp9ZNJ3qAkmcYeYYzFx7q1AnvQ+ghxV4pXo8oOyUV8ocIWXOzgo3mLKxgE2SnIDtZwcaJdkF2ygrk9cJ+P+b1wqrqVlW3V0MCfiIYIP0+TPcimupRVUhVIEWBJBHiWAfDWCnaguHnCHrqgY9d0IHdse9wHjqcBzb7ns2+Z7FsOx17Lyq5oGkAY6WMP2MosQAXUHGZdzO0nSQsBH5FERaasvGsUwYNz0JcOq4UUnopGypn/YkgrdB229mXL5uLYyO9m192Ks0mwJXEYgzqINw2ArIBXGEuOw47TRHCXHRSk4kl08AZE04mm5nvMjjM4O3NXwb3cCTMURhPEwJDSSwtcYzEMarIe2UxqGuJaCjs90YCvnDIF40EopFgLBoyYuFoJBDwe/0+bzDgCwZ8wYAeDgeA5huPxxOJZDqdyz75gYVi2VQFTTw8A8Cz9X8yE5MAGKVyFdiPdGSuTSnyGfY697tq9WanE/g0LK8NJMBRJsBAitPNzV2rddNoNOv1OmirW2pLDrk86DWSSqRSiUTCMGKRaCQUiQQjkWAo6A8GfCGfHtS1oK4FvFrAq4X9etjvC+haUNeCujfgVQO6HAlp6ZRRqVTqtWapVM9k8qlUGowDz2Ry6XQmlcqkUulcLlcoFBIJIxj0hwJ6JOLzBQROhEnW7qHObOj+lWfHiR2S/BXFWyjeQrKXgLt40e7VPJrmUVRI0dyBEKHpsKS4FBVSNY/mhVWvR9Hcmubxe5GgDwvoqE+DddntVdyainhVRFVgWYQE3slxNpK+wMlzDDt3e04g94kLOnJChy7oyATSxdW2xbp3Zdk9v/xyev5p/3Dt6HijzVfVfKicDVZygVLGlzHkqJ/SBDeDXUKuw4vL7dOzTydnH0/PPp5ffL6y7jqhY5K0qTIaC/IZQy2kA5VsIBViVcbhutrf3loaH+1bXFvPlcrFTNQIiAKDUh4rDllwyIa77ATkxCAHgUCAeUyV4hlaOhcMBj9lS3Sc/OuVFOamUDcBu0jEBdLYJZaUeUYWeFnkVVnyqrJPU32aGgr4kvFYJBQ0IuGEETVikUQ8lkwYyYQRjYSCAV/A5wv6/bFIJBaNRMKhaDgcjYZjsUgikUil0qlUJpPN5wol4AcCaIGnHMRa4BEHHPKjFNEJpB/tP3l9nWq+ibrOy8wLTNIDG9CAr4D7BwzM/noEbt4TwACogOAJtm4r5Uq5VCgWQHvGbC6bzqWTmaSRisdS8VjSiMRjYSMaNCKBWDgQCwfCQT3k9wZ1NeCVfaqkSbwm8boi6ooIEp3BWnl5FaEAACAASURBVBVpkSNUiTNikXqt3qi3isVKNpNLJFKpVCabzadS2WQyk0ik0+kMqM/3+bx+nxqLBXx+gZcQVoRI3oJQp278GGcueNnBSw5BcgiSg2UtHHulypBX9fh1NOjH/DrqVT2REBXwYbrqCfjQgA/1exGfBvs02Kd6dBnSJJcqOGTexjNWhrIxlI3ALhH4FHGfut1HTve+zbHrch/ZHAcW277Vtn9xuW217Vmsu6dnH09OP+7tre7uru7trW7vrHz8tLC+MbO+OfuinA1W86FKDlggn1RjAVrlXSR8ajvb2ttdXt+aXVmdWFoZW14dX1uf2vg0t723YrHuUYRNl4l4SMwk9ELKG/dTEml1Xux+2VyYnhwcn52PxBPlTNQIiiKLUbANh6yE24477TjkxN1OgJNnuALaN3irvcA9DA7TOEx15Ph1XAN3ZtaCMxyJiQyp8Iwmcl5Z1DTF61V1r+rzaX6fNxT0J+IxMME6bkTjRtSIReJGNBYNR8LBUNAXCvpDgWAoEAwHQ0Y0Fo8ZsWjUMCLxeCyZTLa/WXOF7JNuAcjKfNCBQwjE92d+4DO2efbyP63BnU2H0zzZ+XvNdaekAXI7Wtft8SjmlNf24v7R9ADvH77e3t63Wjf1erPduqxUKeTzuWwahEbg/08s5Aete4K6GtTVoK4EdNnvlXya6FNFXRV0RfDJgk8R/KroUwRQ8wZiWvlpF1FkSJZANZEL6IrulUvFXKt1XSyWU6lMPJ4ErJVO5ZOJbDKVAdCKRELAD/QHREFGedkjKhDLWVneKssuTYFUBdK9sNcLK5JTEZ264vYp7oAGh3Q0oMFeyaWJzrAf86seTXIFNBjUj/g1WBIdLGuhqQscP8GwYww9cbuO3K4jD3Tsch44bHtW247VsXN+9fnCsn1+uX18+vH4ZOvgcH3/YG1nd2Xr49zm1uyHD5PLyxMfPkwuL48vL48vL08sLI0DPzAAjoWUlggxftnDERcex/7Z4erm5vTc4vDETN/YZM/oRM/YZO/YdO/MwtDn7SW740hg3REfm44pGUMOaQiNnp8ffdpcnZ+dnRibnvb6/aVcIhaQJAYhPVbCbcEhK+ay4S4H4XaSKGSKe6YOAWoW2whB3RQC0YibRj0MeGnmzqJuUKBFIC7c4yBgJ427WRLhKExkKYVnNZHzyoIqcrLACRzLs7QkcLLAexU5FPR7NUX3qgG/Hgz4QkF/OBSIhELhYDAcDEYj4Ug4HA1HYtFYNBKJhiOJeNwwYoYRi8eNVCqZSqUz6QzwAwvFMqAs8EybHAUk9c6n/N8S0Y9M9eNJEzadKOo8Cc6bCsoT9oAr2Gq2bm9uH+4fvj08/vbw+Nv9w1fQW+7h8ZsZaN3c3LaarUa9WavWK5VKsVjI5bLpVCqViBnRUCTkD/m9Pq+iq5IqcgrPSBwtsqTIkAJDCGCbhMY4CmNJhCXbUi3IkpGf9jmA+iqxJEeiDAYrPBvQJIEmOAZXJTYRN4qFUi5fSAJoZXLpVDYZTyWTqWQylc/l0+lUKKiHQno4omo+WvLimhfVFEiVIa/iDniRkI4GfZjPC2sypIlOwD+q6BI5G0dbGPKSJs4Z4kLlnQJt4chLibGqvFMVnRxvJchzGDmC3PtO567bfehy7tmsOzbrju1q+/L808nJ+tHJ2u7+8pftxc9fltY3ZtfWpjY2ZtbWp1ZWxpeWR5eWRhcWR5aWx5aWxpaWxxeXxhYWx2bmRgGu/NV8oJT1pmNs2IvIrBX3HNgtX06PVr98Wdj8OLe2Nv1hdXpxaWJ+fmx8qn94ondpffrkcpthXGGdSQQFw8/IvN1h3/30aXlufnJqemxyZoJiqFIhG/FJCu0m3Fc4dIW5rlDnFe60mfGVGU2BtVmbSKFuFvOwqIdB3AziZhE3A0PA6zOLPjC3A4VtFA5ROMRSsMhhMk9JHM1ROEOgFAbTOMwQGEcSHEUKDK2KQtina4qsaYpP177jKhiMhMKxSLRt0Vg0Go3FYoZhGIYBxoeaw61TqVQmnc5ksuBR7pQuOsMhE1pg7/hHN+//jzHzPoD3OnFlroELaqLrr4TWrFRbtfpN6/r+7v7bw+Pv33778/HrHw8P3x6/fnv4+nj/+PXu/uvN7V2r1arXqrUqaEOay2ZSyUTUiAXDIT3sV/2KoImsWT8KTHzaY+RIlH1ywts1qR2ldKD2x6x/A0jjSFThaV3mwefY3pzkGJ/uTSYT6XQmFk/GE6l0Kp2KJ5JGPBlP5NKZXDYTjQUDQS0c9QbDoi/A+vykT4N11aPJkCZDqgRJgkPgrDR5QRJnBH6KIcew5+gJJ1/stm2b9Qtk2+UIC42e0+i5QFk5ysKxFpI487gPXY4929WO9erL5cXmyfHq4f6H/d2VnS+LH7dm1jfGP3wYXV4ZXVoanZ8fmZ8fWVnpZKfxxeXRxeWxxeWx+cWxqZmhsfGBgeGeF+VsoJoPVHOBXFKK+HFNcFDYCWTfuTzbPDpYPT5YPTpcOTpYOdhb2d1e+vxxfvnD5Mzi6PrnhXPLDk07AxoR0kivBKOek8ODtcWlicnJkemZsfmFaYvtKp9LRfyqxqKkx4I6Lwi3lfDYCciOQXYMsgNEPYumAK5ozMNi8F9whXyPr8CnRWMehkTYp54WskBxFEYgHhyGCMRD4whDYDxNqaLo92qxUCifTidi0VgkFAr6/T5vwK+HQ4FwKBAKBiOhSCwSNaIxYABU8XgcTOkFfYIAqNoDeXPtfWFTuuh84gFxmftaz3DVKUX8W2XvGU2BlyaETJIEC2Ad3iC4Z7Naa9Xq163r+8evf3z99s/Hr388PP52//j4+O3r7f3t9e1t6/oWSHyVcrGYB63R47FIKBzUfbqsypzM0zyFd+Yom9+AnRkwQMU1L8M9TrOszjyikB2cF2jcpwiA0yjUTaJuGvOwFM7QpCxLoVA4ZiSMeDKVSCaMuBE1UolkOpnKZjLJZCwY9AaCSiAkql5KkmGBd/CcjSIvcewMgY8gaN/u3LXZt232Hatt22L9cnX5yXL1+fJi6+x04/xs8/x0w3r5yWXbZYgrmrjEPCcYfIIiRy7X3uXFx6PD1d3tpb3d5e0vs1ub0xvrk6sfJlaWxlZWxpY/jKx8GF/5MLGyMr6yMgFseXl8aWlscXF0cWF0dm5oZm5wamZgdLx3YLDrfc+rN12/tPmqmPbGw4wmOkn0xGXfPj/ZONxbOTxYPz/duDj9cH6yenb84fTww/72wvr61NrW3P7xpgM65jmXLsIy66Kxq8uzzxsbc1PTw+MTA/PzY2vrS2cXx4lExIj4VAGnYCviOCfcFsJtJyA7DjlQyE6h7k653Pxs2q4g4CgYAtCi4O/lieCLkKcwkaMUkZV5WmAICvOgbheBwAyBMwQusoxfU4xIJJfJ1irVm9b1dbN1d3N7c92qVIqxaDgY8AEVOBqOxCIxoBXHo0Y8ZnSC6mlGUxI0jvzetrpQMhmjkz06lQYQa/2oMTyT+J45eJ13M/XGZ0DqtM4/o1wBt20AaF3fPPz2+79+/+Nf3779/u233x+/fbt/fGjdNGv1GqgpLORz2XQyZUTikVA06PdrsiazEk+yFEJhbhKBSBQy5Vbzk+rcYzSdjs5CAfNjwj1OFLIjLpvbfkUiEEeiZq3dX9CFIzSJcyyr63okGgXRrhGNJQBlZbKZTDIY0n1+RffxDOeBkQsPdORy7Dvsu3brzuX5x9PzraOzjdOLrbPLjyfnm6eXH89ONy/PP52dbB7srRzuf9jfXT7cWzk5XDs93vBAxzbLzvnp1unZxt7+8vbO0ubWzOra5PrG9OraxNLy6OLi6Pz8yOzs8MzM4MzswOzc4Pzc0NLSGCCo+fnhmZmBmZmB2dnB6en+iam+yen+sYm+waH3vX1vu7pfvXr784tKLlDO+nMJJaRjHHXpsO2cHK5uf57//Gl+d2/15GT9/HT1/HTt7HTt6HBl+/Pcp0/zewfrV7Z9nLTIAqQwDhq7sFl2P20tzs2NTUwNTc0OrX6Y2N5ZOzzeVb2iEfN7JYJB7YjjHHNdEW4bAdkxlx2B7KDqHiSYdwKsXduLeTgMZtHv3mC76cWT4CGxpCKwIkMSiBuHIRL1UBjCEITEcUFdT0RjuVS6XCxVKjXQO+Lm+vbu9v7h/u7+7jqXTYMNFiMWiceMhBFv4ypmJIx4IpFIJJOJRML0/QC0QA+MTCabyeby+eJ3B+wvT/ZfOKdWbz5z5DrdxWcOXgG0qjRJ6Yf1f0JX/kmcLJXB39AoVxq1+vXN7ePvf/zff/75P3/+6//+/s8/rm+vK7VyoZQrFHOFQj6bTacSMSMciPi1oK5qEi+wBEejJObCYBuBuEz1CJiJnM7N+k6nw7y4k+VozIN7nED+hWyXiMuGuR3gGgAtGvcQMESgHhJHWYb2er3hYCgUCAJoJY14Np3JZtPhcFD3KarGERRktR1cXW2fn388O9s6O/94eLh2cLi6s7u0t7+yf7i6s7u0u7e8s72082Xxy6eFjbWp9dXJrY2ZrY2ZzfXpj5szO1+WHNb9y/PPewcr27uLW5/m1jdn1tZnlj9MLK+Mzy+OzswOT0wOjI72Dgy86+9/3df3amDg1eho19R038LCyMLCyMzMwPR0/+zs4Ozs4Mzs0NzC2NT08OjYwOBQb99Ad+9AF8CVLxUVvTKEeY6ODz9sbUytLI+urk1+/rK4t7+yf7h8eLR6cLi6vbP88fPC3t7qlXUXwS85wSVxDg679Dj29ndWFucnJqdGpufHVzfn9neXT0+/bO99dCOOeDzoU2ked8H2M9R5gUNW3GVDXXYEsiMuG+Ky0ZiHJVHgTpjtlhgc5nCEx2AeR0x0gQ+PIxCBxkHBIoUhmAeiUJghMJ4mJI4NePWUEc8kkrlUupjN1av16+tbkNx9c3N3f/94f3fXbNTyuUwiETNikUQ8mjDiSSMej8biMSMZTyQTyWQi0RlQAViZE+az2Uw2lzf3hQvFcrFcfeaPFUuVYrkK/LdaowUUQpPZOimu8B8A8/1MqVIoVQrFcv6vKAJngNwPLih8h3e9VGlUaq1m6+7rtz9/+/1f948PpWo5nU0lM/Fk2khnEpl0Mm5EYiF/UFdUgREZ4snHdqJuKw5bKRSiUA/x1IHH/EYzfcJnO4cdrbI85mXgpEDjmsgSsAtx2sCHjrhs4FuVwWEG91Com4AhHHHjOMJzjFfVAj5/KBiKRqLxmJFKJrPZbDQa0bwSx+MY4bRY90/Pto6O1/cPPxwcrn7eXtjamt5an9xcn9xcn1xfHd9YndhYmwKI2lid3Fid/LQ193Frdn1tanN9emN9amtj5uLiy+7hyvrW1If1yeUP44vLY3MLI9OzQ+OT/SOjvf0D3T29b9+9e/n69U9v3vzU3f1LX9+vY+NdS8tjm5vza6vTIMpaWRlfXBqfXxifmR2dmBwaGu7r6+9+3/fmRTnnK2W0RIRTeDvk2N3eXZid6x8Zezcx0zuzOLywPPZhbeLD+uTqxtT61syX3eXzy20YuRB5SBU8ImXHoePz463VDzOT06PjU8NLqzN7B+tXlzsO6+HJ4eejgy/BoKZrgkjBmOsKdV5iLgvmtOAuG+q04ZCDcDtJj5MnUIHCzZSLdkYFgXCEhydgGoVI2EkhLo5EeBoVWUJgCBqHcRjCUQ9D4ZLAeVUl5PcnjXgmlUkn06lkOpvJlQpF0My82bpptW5ub+/v7h9vb24r5VIuk4kbsXgsZsSiRiyWiMeBJRPJVDKVTKSSyTTQo8CGFVAr0uYMoGw+lyvknvpLljrEg04VofRUB1GrNcrlagH0+3+iuM7BoUXw8sfJax03LBRKQClpb0kX/jJX+/tAqmK5WKiUipVKuVarNeu1VrlczeZSyWQsHo+0m2MnIkY4EPZrfk0C3XuePDcn5rYTsINEXSTsItwO0uOiYBfpcZEel6lDmODpdP+e7dGb7wosoUosjcMMATMETKJQZ9wFwgGewmgMJmCIQNw0jsgC51PVoM8XCYYSMSOVSKYzacOI6j6FpBAXZD06/rS3s7TzZWH78/yXT7MfN6c2PoyvLY2uLA4vLwyuLA6urYxsrE1tbMxsrE+vr01vbsxsbsyurc18+DC1sDg2NzcyPT0wOzu0vb2ytTU/Pz8yNz8yNTM4OT04PtE3Mto7PNIzONjd2/e2q+vXt29/6u7+R3//q+HhNxOTPcsro58+L2x9nF9amZhfGJ+ZGx2fGh6dGBoeG+gb7Onqffv63a+v3/7yopzzFjNKIsIovB1y7u0crMwtDg6PvR2a6Bqa6B6e6B6d7Bmb6pmc7VtcH9s9XrW7jljWqYuIl3NzmMV+uf1pc3FqenRgpHd4fGD5w9T+wZrVum+/2r84/LT5YZ6mMb9fUVicRpyw/QJzWXDIijotuMtOQA4SctAwxKEenkDNkl4gE7GEhyU8NAZRqIvGIJbwCCwKXH8cgQjYTRMIz1GaJgYDuhGLZlLpXDafzRbAtn0uV6hU66VSpVZvNs2uQ3cPN62bUqGYTqbiMSMeM4xozDCMRCIRT8Q7vL50KpUBx6fMmmw6nUulMiDjJgumwecK4LEuP6kLnbFQuVRpV+8Vy8ViGWwNtctji+XOCYh/GRBqjpP6D3MQQfZ3Pl8s5IuFv875NdelQrlcqJSLlUKumE3lsulMMhGNRYPhkB7wqZFIIBb2B72yTxFkjgI6kMlIJOImYAiHXaTbSUIOyuOiPC7S7SQ9TqA9mOh6hqVOR9GMlgWGUCSWpVBQa8dQCEuiDA4D8RAQF2AtMwrgKUziaK8sBr1aJBBMRGOpOEjviAWCXoJEHE7Ll8+rmxvTHzdnP27Orq9NfVgeW5wfnpsZnJnun5vtX5gfWFocXFoaNSOipaWxhYXR+fnxycmh4eH3g4NdfX1vBge7JkZ7dj+vbm7Mz8wOz8wNz8yNzMyMTE0NTU4Ojo72DA52DQy87en9tbv7576+l0ND70ZGuicm3y8tj66uT8/MjY6MDwyPDgyO9A0M9/QPve/pf9fd+7ar53VX96sXlbxeymqpGKdLLsRzdHS6vrY5ObMwOD7TOzrdOzrTNzrTO7kwuLQx8flg+dy+jZGXmoL4JFRhXLj77HB3ZWF+ZGi4Z3Ckb2pmdHVt5uhw4/z88/HBxufNpdmp0f3DnUg0oAkUT3hQ5xXqvCI8NtLtoNwuyuMiIAfpdrKohyMQvmN3GHCX6abzFCaxhMSTLIXisIuA3SyJK6Kge5VoOJiMx9PJVD6bKxZKxVI5ny8CigDf9/VGCxSig0SeZqOZy2RSiWTb64sngD7RGU0BLJmgymRy5jGdbs/aesrILubyxeITUfxFxwNBVKkCavgAtMwpNSWTgp5gk2+3LiybQw3NwfLm9FGTo0wsgbn05iKXKxTyxWK+WMgVcplcJpVJJVLJeCIWC8WiQb9P1VRRB/26ZV4VGJ7CACra+4GwCyCHQFwUDJFuZ9sgJ+F24m5H+90OaJkBVWdCDAiSJZZURRaUrvIMzlIoS7dzQVkCIREI8BX4pWY7Oo7ERJZUJc6vKSGfzwhHEoaRSsbjiVgo7EMxt8N5tbm1srA4Mb84PrswNjk9NDLWOzDU3T/YNTDcNTjSNTzaNTrRMznVPzM9ODc3PDc3PDs7NDMzOD09PDLS09f3pq/vTU/Pq4GBd1PjfcsL46en258+r8wvji2tTC7MT8zOjk5ODo2O9o6O9g4MdHW9++WXn//r5cu/dXe97O5+2d/3emK8Z2FxfHpmbHC4d3Cod3D4/eBw18DQu+HRnpGx3rHxvrHxvhelrFZIK/EwrYlOxHN0dLq28XFq4cPI7PLQ7MrIwvrEyueZT/vLxxcfHe4DkrGoGhLUcZ+ICITNfrm7sT49OdE3NNwzNTu6vrl8uL9lu9g5Pd76vDW/PDcxMtjXPzQoyGJA4RQWxyErZDnFIQuLQjTspmGIdDsJyMEgbp5AuY7CKrBDQqFuGoPb9VQsSRMw5nGSqIejCJnng7puGJF0MpnLZPPZfDFfKhUrxVK7Wr7yNGKxZg4wvb2/ub1v1pvFXD6dTCXjiVQimUokU8lkMtUWJ4CSDvBjwgkQYKeB0gbwQAPL5grZXMFMGmxrGO0pbFXTQBn/s5Ghz2aK/jjg8NlIX/OliSVg4K/K5wq5TCadTKUSiXQyGY8Z4VAwFPT6fapXk2SJE3haEVmvyCo8DXBFoW4UspubTgTswmFnm6bcTvAZ4ZADg9rNszqh1RludbqFIkN4JY4lEZbGzGoggf1e3A1ya8CtgJkV3DyDKyLjU6WgrkWDwXi0PfsvGNIRFLJYzza2PozPjI1MDg+M9HX3d/3y9pd/vPz7L69+evX253c9L/sG3w2N9UxM9s/ODM3Pj87Pj83Pjy4ujs/Ojk5MDAwOdg30vwXomhrvW5wbXV+bPTjcWlyeGBl9Pz7ePzraOzz8fmioe3j4fV/f2zevf/7HT//np7//77dvfnn79teerl9GB7tmpofn5sfHx4fGxgenZwZn5wfnF4YXl0aXV8ZX16Y2N2ZepA0+HqYDqocjzu22z7sHC+sfJxZXh+Y/DC9tTmzuLBycbthc+wR5KQnOgI5GQ2RIx2TagTlPj/bWl5bGpqYGpqZHFpdnP31evzzZuTr+eLD3YXN1Zmp8sL+/979/fXl6eZEK6ypHiBRCuG2I44Jw20m3k/K4aBiiYYjHYA5HzMIqkNnE4AiNIyAjSWRJGoMxj4tEPSyJK4IQ1H1Jw8ik0/lMLp/NF3LFUqFaKlZNUFUqNVDkB3D1vW3yzW2lVM6mMwBU6WQqnUql0qmnOTHpTCbz3d/L5k1oPZFVHrzM59uFQ7kn1srkCtkOM+nlGVRArNXZ1OFHZ+9H3w/crRPMnUzVRlS+mMsVMplsKpkA6Y4JIxaNhEJBX8Cv6V5ZU0VJZHmO4p9aFZiNFlHIDjutHocFdloBxnDIAXx1AnLgLjvusmOQHXU7MI8DOISdYkanekGhbpEhVIFhCYQlUVAPDkAlcqTIEkLHzrKZOgPYkoBdNO5hSFhgCU3mA14l7PPGwkHQBc3nVwkSsVjP1jaW+wd73/e+e/Pu5S8v//63f/zXP37+r19++e83b/7RP/B2dOz99Mzg/Pzo0tLkysr08vLUwsLY/Pwo4Kvu7l9fvvzv16///urV3/p7Xo4Nd8/ODE3PDC1/mBod6+ntfd3f/7a393V3969dXb+8f/8SLN69+wd4a3Soa25qYGVxfH1tZnV1en1j7uPWzPan2b2dxcO9laOD1ZOj9fPjjRcBDZZ5O4OfuW3bJ0fLW58nV9aGZpf65leHVz9N7x2tWm27FGXxa2giSGfCbCJE+VUPj1nsZ9sf1+dmZocnJ/vnFyZWPsx/+bR+sru1t7mwtjI6Pz04PND95s2bv71+e3h+ljWCAYVTWZzFIMRxCeIr8F3IIG4eRxig9T3ltrMEQmOISFMKzyocyxE4hcAUBvM0KfNcUPclY0bKSGZS6Xw2X8gVirlyqVCtVhqNRguAqlqt159yT9utJ2/v7+4f7+/ua+VqNp0BTmAqkUyn0mCsdzqdSqVSmUwaYOk/WedDDApG2ot8EVBWzqSvvzpp5qJcrgKQfA+WOry7H6did7LWM44ClsnkAeBTqUwikYwbsWQilojHopFQOBQI+HWfrmiqqMi8LHEcSzIkyj7FsZ0JE2CjCbJeuKwXHtsVYrdgTlCCYMchB+52YB4H5nZ2Mtsz1gIbJ5rIAm+Qo1BQvQpMYL+Xcj9r8GhmbJAoRGIQR6OyQOuqGPAqkZAvHo9FIiF/QGNYwmo7X11b6B/o6ul9867r119f/u3nn//Pm1d/f//2H71dv4wOvZufGViYHZidGZqeHpmcHBwb6xsa6u7vf9vT86qr65eXL//7p5/+16vXf3///mXf+19Hht5NTvbPzA4Pj3bPL4wND79/3/1rX9+b/v63gwPvhoa6Rke7x8d7JyZ6p6b65+aG11YmPm/O7O0sHR6sHR2tn51/tFx8tFs+O+07bueex7UPu/YR1/4LmjhxOrdPz9Z29pbWtqYWV0dmFvqnZvvmFobWNmePTj+5PaeiCEVDVC4u5uNy3E8pjBV2HBzurs7PDY+MvB+fGJifH99Ymz/a2Tjf29zbWFhZHJ8Yfd/f8/rlm19f9fXbYCSfjod8isJTPIUQbivqvMQhG+G2E247jbgY1EU/ybIgS5DGPAJNKQKv8JxAUxSGMgTO0rTE8z6vbkSiqXginUybQ18K+VK5XG3UW2Wzo1+t0QBNxerNZuumLbI/fL2/u69Wq9lMJpVMpf/6k0ql023iMrWKbKcraOINUNl3usi0K0fAMdcBpGdmIqFcrubzRfNunbc1zWTIH+2vF+fS6UwymQJ7A/F4Im5EE/FY3IhGwsFAwBfwef1e1atIisiLHMOQOI0hBAyhkANzO/EnoY+AXUBL8DgskO0Sspy7Ls+cF6fQ1TlsvUIcFhSyoG4L7rHhHhsO2wjYbkLLzJXhKQwIjG0d4omvAFlJPCXxlMzTskDLPCVxlMiR5v4KCLQwyE547CzhEVlSFTm/JoeCflCQEgjoPM847Ja19eXhsb7+we73PW9ev/n51at/vH399/fv/tb3/uex4XfLCyPTk73Dwz2DQ729/V09ve+637952/Wyq/v1u66Xb9/98ubNP3revxwe6hoZfDc+8n52emhlcWJmanBk+N3m+vTSwvDMZM/S/NDS/PDqyujG+tjnj9NfPs18/jh9sLd0cbpuu/jotu/Arn3UfUigJyR2QRNXDHHJk1c8ZRFoq8TYXlxcrH/8PLXwYXhivn9kumd4sntovHtk4v349MDS6szh8ScYuVA12IjS2aSUjkoBGaHgk4uTzc316bHx9719rweHuicmB9dXZ/e3V0/21r5szC0vToyP9Lzv/vVN1+v+ySlG0Rq1UiIa9KmCwKAs7sRcl5jL9C5jTwAAIABJREFUikNWwm1jMReNOEjY2YkrjkQljlElUWIZhsBZkhAYRuQFXdMjoXDCiKeTqWw6k83mzQ5kjUbLbPQDytHNvpBAZH94eHy4f7y/v69UKqAyD3h9mUwGKOjABwT1P51CRSd9mc90LlcwF2a41RYJ/4qozvjHdNuy2XypVAE3eYbYThh3Rnqd4iRYPymW7fTFRCLRThOJG8mEYcQi4VDA7/P6dS2gabosq6IgcSxHUQyOkYgbhZyw0+a2WyDbldt+5XFYTHPbrzy2S4/lEro6d16cOs5PHOcnTssxZD9DXJeYx2LiynQFQQaMKjCdGU8c9dQXyASVQMsio4iMIjKyQEsCzdPt3AuAUhSy45CVwdwchUkcrStiMKAbRigWDQb8mizxGOr++HFtcKS3d6Crf6D73buXr1/+/Ob1T2/f/r2r6+ee3peDg2/f9/za1f2y+/3rrvevut+/7up+9a7rZXfP657et319b/v734yNdM9ND67Mj6wujn5an937vPR5c25rberz5vTV2cejvZXDnaXTw7WLk3XL+YbD8slh/QTZtxFoH/McUOgJR14I1KVAX0msVeKcsuBWRUgTIK/k9koeTXS/+LwzP780NDTe9X7wZffgy/eDr3qG3vaNdveNdo/NjnzaWXVBJ7LsjoapbEKM+WietLmsu/vbK8uLo6Nj7weG3g6MdE3ODC6tTCwvTy0tjs7PDk1MDPb3ve3q+qWnr2t+fd0bidxe14u5ZFCXFZ4USDeDOkGvCxpxMihEum0U4jI3FjkSlTlK5jlF4Hma4ihS4lhVFHyaNxqOxGNGG1SZbC5XKBRKIJTqVAjMTnqgr/L19e3d3cP9/cPDw9fr62swQs78Mfkqk0k/nfn3fqCJn04lwySuNmzyxdxf458fAQaYKp3OFovlXK5ghm2dwqMJIeDdPaNQcAZYIpE0JU3DMOJxI5WMp5LxWDQcCvp9Pq/PqwK+UkVB5jmBoTmKYAmUQmHM7fQ4rJDtyn55Zrs4sZ4f2y5O7JentstT5+UZdHnmujqHrs6hq3PX5Zn98thxdQpZzz2OS8Rlwdw2M9DCPU6QU2uq7U98hQExsI0ogQaIUiUWmCIyCkeBiPopvdCBuSwk7KQxWGAIrywE/N5oJBAO+XSv7NUkQaA/fd7o6nn97v3rru5Xr179/ed//O9fX/7t1eufXr766eWrn968++Xtu1+6un7p6fm1v//N4OC7oaGu4eHu0bGemZnhhfmR5aXRzbXpnc+Lx9uLZ3srttNNx8Un2+mm/fyT43Ibsu5xhJWEzzHohIRPaeyEwc946lLmbApvV3i7Jjq9ksunuHXFrSuQT/HoMqxIkCy4BM7J0XaatL34tL2wvDYxuzg0PT8wNTswPt07Otk7ONHbO9rdO97zYWve7jgQBGckRBghyifCHufJ0cH6+tr0wvzI3NzI7NzIzPzQytrUyur09OzQyEj30PD/o+w9ghvbsi2xjFB0/65f1fW7O/QniuihQj1VSCMNpYEmmkjRav1f9V69eunIJJPee+894QiQIEB4D1xc2Atc7+AIAiC8pWcmM/OZKvVcgwPeRDKzq0OIEzcOAQRzkotr77XX3ntgdGxwcKBrdLR3dn5SdqxMF/If3t3e31ykTyNRBiNDMBGAwl5nALIisB31uQKQNeyDQDMVGvAweIgnUY4iKQwj0TCNYxGGTkT49FkKZESlQhGMbqlUao3GpSBUCOO+WpdSgwPiwIeHT5eXl8XH+i5oUgXQagHaF9Tx5C7g6sn5ZtrzN94XUARY6wk9tuKqWCzn88UnJTXwDjiPNJX77GnMZR/byR5xxXNRluFpiiUJCkOJMIIjfjTgRbzuAOzyOO0uq9Fu0ln0J0bNseFEqVMdGo4PTWqlRaOyaFQ23YnDoLWbtA6z3mHWOy0GwG9AHvS7HeBPoeBeDwvZcuiLOBAgqhVXHI0JA4mxoLcpNrptfsgWgJ14KBChiUSMP03wsSgT4al4nIvwlEql6O7r7Hj76k3Hi46OHzs6/tzd/Wpg4G1ff0f/QOcwEBim+5cWhtdXJ7Y3Z/Z25kV7ixLRikK+qVbu6k/2rXqp0yz3OQ4RSIV5NZhXg/u0hF9PIlYqZKPDtiTvj5BunnBGaVeccccZd4KFTznPKe9N8J44Byd4D2jl4ikng9uwkMXvNTidJxar0mCUPzuQrx4crBwerh0q1hQHq1Lx8r5ocXN7dmF1fH5tQqLYdLpOaAZKxH1R1o36jAb9wd7+8ura9NrazNbWwu7usky6fqTYlohW19dm52dHJyYG+wd7+/vfTk8Nb2wua02GQrXy4d3Np4fbSiET5wgq7MEDEB5wg4mCmB9CYFvYB4HGARpDeAqLMjhHkUQ4zBB4lGVOo5FM8jR3fl7MF4r5QqlQBD4iMByrNacCT2FJDBjzL+Dq7u5dtVoDoPoMo3L50U0rXD7LgK3B3jdR9M385796BBSVSpVG41KYmvJE4m/lJQFg+XwxlyvkmqaQYjabBS0tn1krkzpLJkBjfDwWiUW4GMdGGJqnKUBZNBamUIQIBdCAN+iB/G4n7LAAaFkNGpNWpVUptEdy7eHBiUKmPpBoFDK9UmHSqKwGrcOsd1gMkM0E2Uwep9XjtII/hUDTa3UP4kEvEfYTaAAEgY+7ajGewTka42kMDJPjHruziJAfUF8AssIOiw+y44ifp4l4jEvE2WiUYhksEiFPE5zeoO7t7+7qae/pa+/rbxsaejM2+nZmsm92qn9xbnhteWJnc166v3gkWzlRbuvVeyadxGY6sFsUkF3pc6mD7hPUpyWCBjpsZjErh9s43MYT9ijpjNHuOAMnWM9ZxJ8/w88TSJL3pqL+JO89i/jOIr5T3hPn4DgHRxkoykARysXgViJkCvr1DqdKazg4PN4TSdafHcqXtccbhpMtg2bbqNkxqLc1qs2Dg+Wd/TmJYs1gVvgDZpZ18yxEoRaXWXEg3VxamZqdG1lamtzdXT6QbZ4c7Z4odiS7S2tLU3NTI0MD3Z3dHUPDfSsrc3K5yOl2lOvVD+9uPz3cvbtpnCf5CIWQQTcRhEMee8jjIALusMeBeJwhPwz02ShDxhiCowiWJGMcexqLZpKnhfNMMV8oF8vlYqlcLFXLlYt64/r6FtRPW/kKKBatG3XBub9/X69fFIulchmQFaAmAK1KuVwBE1EqladRXyvzfBMkAgU9obivZQbh0ye6SK3WKJerQj0azE75Mo8qFoqfMZbPF3PZfC5XyGaBJ7jpuwcYAzJg8jR+Go8l4tF4NAL4KsLQEYZmSZIhMAYPUyiCI/6Q3xP0QF6XHUDLaTHYjFqTVmVUK/XKQ+3hgfpAopTsH0tFxwcSjVJh0qptRp3LanLbLZDNBMgKWGlbvbZAtCDCTXm9JQLEeZbgGZxjcMBXEQYHjY9kOBD2u4OwM+i2eR2WAOzEEB9H4bEoG4kQsRjFcRjPY8kk64IsM7MTE1PDc3OjS0tjG5tTe1sz4u1Z6e78oWT1RLFpUO1b9WKX5cDnOg7CJyGfDgsY8KCJQExU2EyHzRxmiRC2COWK0lCchROc55T3nkV86YjvjPelIr4U70tFfIUkmokFT1k4yXmSnCfBwDHWHWUhAKoY647QLha34iGj36ux25UnWonscGtXtPLsSL6sVW2YtDs2/Z7VuG82inTaHeXRxqFiQ2eQwZCGIpwcBVEhm8+l0Sl3N1enxycGh0b7p2bHdraXjuXbOrVYKd/e3pidmxkaHe1+2/mqo+vN+MSQSLRmMCj9CFy7rL5/uH94/+7njw+NYvaMRxnUjfldqM8Z8jhxvycMQ1jAS4QDJIrwNBXj+SjHsTQd5fnTWDyTSuezuWK+UH4Mw0rFcrVav7q6EcYRCxHgZyWwuZK3uf/z7u5do3H5pZL2RDAA529h5pvC3ddq4dfnyUetAZ6gkdTrF+VypbXRS3gCM32xWWUrFvOFQi6fz+ZBCa5UKJWLoBCcP8+cZ1JgqvnZ2enpaTyRiMfjsSjAFYAWSxEMgbMETuMYGQ6hwQDi9fhglxdyuB1WyGZ2mo12vdaiUZnUR3qlQoDWoWj3SLx3LBPrlQqrVu0waEFaBbjF73YIwuDnTq1wgHwkq2b4xxAcS4LZjBxLsAx44gwZJtEg4ncHYGcQcvgcliDkwANeHg9HaJxjsESM5ugQz4ROY2QYcUjEK6L9Rbl0RaXY0B5vG092zLo9u0nqssphx1HArUa8GixoANICg9s40sGQDo5yRmlXjIbiFHRKu894T5L3JDk4yXuSvCfBQAkaijNQgoFOOTjJwQnWnT0Lp+OBOAcnOE+chWOsWwBVlIF4yskRDjJsRrwat/3QrBepjzakspVnMtnK0dGGWrWl1+6Y9PsG/Z5Gs32i2jbqJW63lkAdHO2mMGfQYzRppaLt+bmZocGh7sGRvsnpkc31WaVs41i+LdlfXluenJzo7+lpa2//sae/a2lp5kQtdTkNBBm6vKm/e7h7eHj46eOH99cX2QQTIf0EoCzYGfa4MS9MhoJkOMiSWIznEvFEIhaP8pFELH6ezjSb24qlSqUq1Hmurm5qtYaAKCBatJaDb27uWvOry8trQTx4Ij98haJac5LZV59+jbfWp1A+bq0pt0KuObzhEWNCviS8U6nUCo/+eVBPK5VKQutXoVDIF5pYala0H08hl89nc7nz7COoUqDVIhGLJ2LxeDQW47kYx4IUi6NIhiAYAmcInEDDaDAQ8vsCPjjggbyQAwYKodnoMGitWpX55NioOtIdydUHkmOp6Ei8dyjaVUr2lZJ9u14TgJ0uqxG0LX4NLSLkJ8JBAkdaMyueJTmO4hiS40ieoziW5DmSYwmGQkksGA56grAz4LLDVlPAZcd9MIeGGBThGTzC4lgIjrDhRJQgcdhhPbKZ5E7rodd57HcdB2F12K/DQ0YKtQAUAWkBnGbkxsFRDo6x7hgDRUlXlHRGSEeMcsYoZ5x28biNQS0MauFwW4R0RClngoFiDJTgPWcxv/CrogzUFC0YKEK7IrSLIewUakEDer9b5bYrbEaxUSt6trAyvrE1sydalB6sKRRrh0fravW2yShxQyo8bI+yXp5yo4jVblHKZeuryxMzM8PT08Ozc6NLSxPivWW5ZG13e35lcWxqcmBoqOtNx/Ou7rbxqWGReANyaFEEisaYq5vG+/d3j3tt7+rl89MIzoQ9RNCNeiHc76GCfiqM0HiYp8lkLJpKnoH/E+fpTDFfqBRL1XKlClqe6hfNdR71i3r94smGstYZ5YLODqR2oLwJSnelUqtWvyEtPNHNvxkKCtHg11T2TeISQruvFb8vRb9yoVAsFIBB8TNfCa1fTTE9m22Ws/OFfDYPJtvkzrPZDKjxnD2SVfI0nohHY7FILBaJCnEgR5EAWjSO0TgG5FYUCSB+r98DeSGHx2mD7VbYaobMBodBa9WqzSfHhuPHgPARWhqFzKpVqw9lZp3aaTEAmx9oYQSdi02fJ6gFE6FHrQIFfMWyJJh5ynNUhKc4lmBpjMSCGOINwk6/ywaZDQGXHfPBZNBHhvwRlmDIEB72nMbIZJyiSU84aA75jVjASKMWDrdxhIOnnFEGijeR8wUMwOgYjnYxhJ1GLVjQgAb0OAJAaGVwKxEyhv3asF+LB/QkYmRQC0fYo5QzSrsEdhKYqvVH4Z/gSAeFWoiQCQ0Ywl7Ds5HJ3snZ/pn5waWVsdWNiZ39uUPlhtUqDwWMPOOOsjCD2T2QRn28v7k5Pzc3vrg4tbGxsLM1J95dPDrYkuwtry5PTIz3DQx0vnnzoq39ef9Q98ratF53gAYdLOk/PY1cXjXev799+PDw8ePHh3fv7u8us5lonA6TIQ/mdxMBLxNGGCwcZcmzeCR9mgA282zmvFIqA0QB4x2Q1EGdStAqgK/icatSMw4ER9iscXV1A3TwbwKm8qVv9W8oe38jDvzbuGotgrVmVq2QKxbLoBLViiuBvkAOlcvlgE0EQAu0YzZnB6TS6bOUACrwhykejcUi0RgfifNfSBcsSTAETmEoiYaJcAhDgkjAG/BAPrfT53Z6XXaPzeK2GJ1GnV2vses1Vq0asNaJXKqU7B+J9wzHh0fivUPpvvpQZtKqALSANih0ghMhP4kGn8SBLI2zzOdZwhGe5jmSZXCWQikcwRBf0OMKuOyQ2eBzWFGvm/B7aTQYYUkC9bEUkk6yiSjBUB4Wd/KUK0K5YrQrwUBxoHozEE85WcJOhs1k2EyhFhAHsoSdwW0MZiVRSyigD3g1XrfKB6sDvpOA78TvVXvhYw+s9MHHiEcd9mtxxMBgVpaw0ZiFxm2AoJqIfbwIkiAgwwTvETAcIaFnU3P9swuDC4tDKyvD6xsTO6JFpXrX4VASqDXGQCxuD/n0ZoNMvL8yOzc2Oj60tDwnFm0cStePZetHsvWdzdmFhbHx8f6e3vZXbX/u6GqbnB6VHmy4IV2U8Sd4LJWMXV7W3j3cvH94//Dw8e7u/v79baNWSEfJCBkiES8dCkQJLEqTMY6OsXT6NJE/zwIlvVau1KtNK2u9WgPFX0EABE9hPw04rbP/AbSA1bW1Mvu51tRSX/ovOSSETx/dd59BBX58QkTfrCZ/nWs9qe0+YrLcGgcK99xjn2U2mwWt6U0n/uMfINC4DqAFQHUaTwhBYDwSjT/GgYCyAK4AqPAQgiNIKOhH/J6g1+2HXT7I4XPYPFYzKFu5THq7XtMaEKpk4iPR7qF4TyHZO5KJVAqpUXPstBg8TmvTtgs7wz64uTmpBVQ8jXEMwbIkx5IRno5GaOBaBHzFkGE87A96XH6nDTIb/A5bCHZRQT9PoCyFhgJQhEWz6UiMxxgSjlJQlIZilCtGOqKElSfsHOmgMSsWNCBejQ869jiPPM6jgFslJFpk2IwhxqBf5/OcuN3HdofCYpWAYzaLrTapwy73QEdBnwZFDBRuoXALiZqxoBEPGhncFqFdAEIx1h3jPqMLUBZQCAGuojT0bG1jYmtrand3en9vRiRZPFTtWuzKEGLhaVeEdhFBo8tyqDhYX1mZGhsfnJwZ391d06gkVoPcppMeStdWFsfHx/r6+ztetf35dfuLoZH+ja0Vs/mQQB3pBJpKUOeZ06vri/cPYJHm+/t372/vb9/fX+WSkdMIGSHDDIrwBBZjqChLMQQeYZls5rzySFONWv3y4vKifnHRuLi9vW+OjGyJ+r5epQEUC+F+c3MHgsCvSelJrfZvs9aT3Kw1B3vikwA4+RpjrQQl1KCAXN5ipPgMJGGuhuClOM+eZ8/Pc+dZ8AQ0BZ4tckWTrGKR6OP5gq8Etb2Vr0IBX9AH+2GXH3YF3K4A5PQ7bR67GbIYXGaDw6i16k4sGlUrtJTSfYVk70i6fyjdV8pEevWR02xw283AmR70QmjQS2IITYQZMszSGMfgPEPwLMlzFDigzgsoi2NwhgxjiNcH2b12M2wzeR0WxOOkw0GOQAk0EPQ64xEyneQ4JkxiEIPbqLAZ9ekQjzoEq1CfFgsaUb8e8Wq8LqXNKNapt06O1vXqbbNuz20/RHxaNGhAA/qgT+v3adzwsc0mM5vFRpNIa9g5PF5VqtfNZhHsOgr6NVjYiKOmUFDnhVUe97EPVocDehqzgrGEMdYtCBhPgsNmTEg5n+3tz4rE82LJwr5oTnG0brQcBgJmjobjnIcn7H6XWn20u7Y2OzUzNjE9urwyIxetmdRip1lp1SsOxGvz00P9PW1t7T/+6cX3b7ra5+anjo/EYa/5lAvkMkzqjM3l0jc3t+/evbu5ufm8S/PutlYtpJJcMk5GGDTOUXGeZUkiFuGjkej5ea762IorkNLjXtqmkv4krQLvPOErYZut0LwkMNUTCLXmS8L9m19uNSIJfPVEnGglK0BKrfUoocIL5tAINV/gSAJBX67lJTAVeJ2fnwsz2DKZTDrzGVQAUWCiKMBVPBpLxBOJWOwJrliSAPkViYbxEIIhwXDAF/J7mrjyQn7Y5YWayjuoa9mMWpvuxKJRmdRK3ZFco5CpZOJjqQhoGErJvkomNp0cWwwnHsgW9LuRoCeIwBgWpCmMIlGawliG5FiS48gIR3EsGeFBfkVHeIbnKI7GaSIUDsJel8VjN7qserfD6PfYCcxPEkEi5Pe7HanTyFmCpykMCTqCPq0P1tithzqdWKna1ar2rFqJw3jgssgdZqles30kXxHtzoh2Z2TiBdXRhsUk9bqOQz4t6teG/JqgV+V1Kbz2I5ddoTeJlJpNlXbbbJK47YeIX4cgBp/vxAUdmRxSg1NigxRu+Djo05KIlcXsHGGPUK4YA4FZuRFQyGoRM6IM9AyASixZkMoWTzR7blhHEq4o7+MpCPVqrXqJaGdxemZkeGxgenZsfX3uYG/lRLGtkm9J9pZXlybGR7rfvvnx+Yvv2jpeDY8N7O1vOGyaKOnNJYlSns+k+XwuA9Zj3tzcgKWA9/f3t7fXF41KLpdIJ9lknMmcRhkC52kqEY1G+UguVxAyKME/AcADRAtAXEIVWGAtIfZrxVWjcdnaBdgaAQpQ+Vr6E8LF1u+0fllAV+lLO9/XSdR/yYLUiqjHgm/hUZvIfjb7AaZ6rPxmWl7pTCadTqdbmAqc1jgwEU/Eo9EE9zkO/Jqv8BCCBv3hgBfxgSlx7oAH8kEO0DnitpudFoPDrHcatXa9BkDLcHwI0q1jqehQtNsUCaUio+bYYTF43fag340gnnDYT5EoQ+MskNc5qkWuoHmO4jma52iOJVkKo3AkHIA9TjNsM0BWvctm8ME2LORBw14/7Az53ZlUPB5jCDzkhowOq9xslB0rt0Wi5fWN6eXlsa3NaZl4+Vi+dnK4fqJYU0gXAa72tqf2tqeP5KtmvdjtOEJ8WhTRYyEDjujxgCHgObE65AaLxGSV2J0KCFJ6fRq3R2W2H+hM+zrzvt62b7JLLTapy3kY9OpDAUM4oEMRI43bONrFgcCPdUdpFyhnAZfTsz3xwp54YV+yqFBuWqyHYcTCs54456XCNo9dqVJsrixNjo0PjE0OLS3PiPdXNco9g1oi21tZXhgbH+kZ7O9oa/v+1esfBof7VtcXtVo5GrBnYlj5nK0Uo+cZvpA/B2swb29vhR219/d3jYtKpZo9P49lUlGeIuI8F2XpZDyeSaVrtcYTEaJVnBBgI7CTIFQIiRYAHvhI6LNozZT+q0LFN+PDJzq7wFeAsp7kb61i4JPT6pwQzBO5HLg0SelrjvoMJ+GVSqVSqRQAVTIJdFTAV63Qij3mV618xRA4jWMtoWAgHPACaAFcAQVCsLc7LQaXWQ+UDKtWbVIr9UqFRiED+vuheA+g6/hAbNGpXTajF3aEgp5wyE/gIYbGBVBxLAnuHAvuFM/RLEMwJErhSMjvhh0mr8ME242Q3eiDbeGgOxiAIIc5whKpZDQSpVEsYDKrVMrtQ8Xmzu7C8srE5FTf0OjbwbHOmdn+9ZUx0daMfHf+YH9BIVtVHKxKRQtS0aJMvKSQrWjVOzbLgdejDocMOGoiQibEr4MhJQyrfH6t16+BPCoXfGx1KU4Mu0e6LY1pz2QVGawig1lktsnsjiObQ+F0Hno8qkBAR+I2/jEIjAgXwFfrW9PrW1M7+/PKkz0XpCZRa4z1RkgIC5gsOqloZ2F2dmRianhucWpnZ0V9uGs3KW0m5YFkc2l+fHS0t7envb39h67utqmZsYODPQ+ki7P+whldy0eqpXgmxRWL2aurq5ubG2GP+rt37+7f3V9c1i8uK/lCkufIQvb83e1NJpko5nJXF5etWrlwWimolZQEd4WgAX4Buavb1vkqrW1OrXHd10JFqyL/JBlrJTeBglopETAk+Garnv4ta18hlytks8AqUXgS8gmgaoZ86XQqlRIAdXZ2ljo7S6VS6bMzIQIUDgBVPBqLR2PxSCTOszGOBUwFdAsaxwC0SDQMnLho0BcOeEN+TxNXjyMoAGVBVhNkMUCmpr0dKISf9XfJfpO1xPsahcxu1EJ2c9AHhREfSYQZGheYimNJgb44lmQZgmNpjiUZEsXRQNDrdNuNsM0A241uhzHgdaAI7IFtAR8UjzKxGMvxVDDkUalle3sL29sLyyuT45P9fYMdHT2vOnpe9Pa/nhjvXl4c3VmfEu3Mi/cWJPuLUtGSXLp6IF45kKzIZauHilW9bs9hk3s96nDQiCMmILjjYXMwqPf4NbBXbXUpNMa9E+Oe2S41W8U6457BItaaRUrdjly9rjOJ7K5Dt0eFBPU4am5WzChn5FGUjzLQs+n5gbmlkc3dObVe6vXpecIRZ2A6bPc4To4P1pfnRweHuyenR9c2lsSiDZViS6MUySWbW+vzM9PDgwNvOztfvX37cmS0d2tnzWxWU2FnNh6qnvMX5XitHE+nuFIxd319Axan39/fNynr/fvr26v6ZSV5FimXcne319VSqZBJXdRq10JL4qP8IIgQrQBrBc83ESiEiLX6RbVWr9Ya1Vq9WmtiQ8i1vlIvapXKF50dpVKlXK49oawncl+hUAK/E/w2sCRXYK1HRD1VLIRLNlvI5wvZ7Oc4EGAJXL5gqlQKXFIAYwBmqRRgqtN4QsCVoAQKOvuT+pXAV0Q4RIRDeCiIIX4ArUfKcgmUBQJC2Gpym42QSe8y6YXSllF1pFcqmvq7aPdYtHco2tUpFQ6z3gPZQkEvgYdoCuM4kudpnqO4Zi2Y4jkKZFwsQzE0ThNoOODxexyww+Q0aWC70eOyBLxOr9sKucwcS8ZjbCTKMDzh8bv2ROsry5OrqzMLi5PjU0P9Q92dPa9ftf/w4uUfXrd/3zfwenyie2FucH15fGttandzVryzKJesKQ7WZdIVmXRZfrB8qFjWaratNlkAVpNBIxu2MoSdwK1o2IQE9bBHZXMorA45BCsdTqnFJtWY9qSq1a2D+W35nFy3qbOITTapw6kIeDVhnw4L6HHESGNWjnQ0cTV2UHtYAAAgAElEQVQ13z+/OiI6WLXYj3HMGWPcPOFAYJ1BLdrZmBsb6+sf7F5amTmQ76iPRZqjnQPx2vrK1OzU0PBQ99u3bW3tLwYGuxYWp1THB36vJc4Fimmyno81SolKMZE644qF3O3tze3tbaPRuL29BfnVu3fvbu5uztKnjYvq/bvbcqmUzWRuLq+q5Uo+l7+5uRV2uQP7rIClr/mqlcqEy/X1bVPMuLyu1y5qtUat2gDPr4X1FmgJiKqCA+xOlUpLC2NLgNcqVLSSHhhZ0fr9x+QKKBPFQqE5RC2Xy+dy4ClcnpKVQFNfRoDpFOCrs1Tq7Kw1uUrE4olYLB6LxaPRWDQSi0RikUgiwsd5ThADhTiQRMNEOEyEQ0QYAXPtAWUhPjjohQIwgJajCS27xW0zQRajy2xwmvR2g0ZQMrRHctWB+Fiyf7S/eyTeOxLvGdRHkNUQ8EI4ilAEyrNUhKMjTSWQjPAUsFmwDMHSBE2EiXAA8UE+t9XjNME2PWwzwE6TBzLZrZoQAiWTkUiUisZZmsVdsH1xeXZ8vH92dmx6dmxyenRkbKCr+82rVz/88MM//fGP//GHH/+fto4/9/e1TYx2zU0PLM0Pry2P727PifaXZLI1hXz9QLZyIFtRKFYVh2vakx2X9TDo0eCohaYcDGYjwuZQQB8O6ENBQzCg9XnVTuhQrd/ZP1xcEU1uy2alymWlZlOj39WbRFa73OFUwO7jkF+HBQ1kyMzgNo5wPFtYG1nbnT7W7nu9epb28JQH9xttepFkb3F6dmRobHBqdnx7Z0GrEblsSodRcazYXluZHB3pefv29fPnP7S3vx4ZG9jbW7Ob1RQGpc/wfJ5plBO1YrKUTybPosVi/vbu+urqql6vg2jw7u7u/fv3lUqlUql8+vSpXq/ncrnHnc2Nm9v7SqUm+I8Ew8TfJq4nDPZZMLy4alQbjdpFvdJo1C4alQswO6nS0v0usFa1WiuX69VqFezGrVYr1WqlWi1Xq5VyudYKEoGmBHR93VHfCsJSc11aQRDP85/n6eby+Vw2mwVPgayE2E8I/NLpdDqTaa47OUulHoF0dpoUcJVMnJ7G4/EoH49F4rFINMJFIixDk8C1xBA4oCzhx0fKCuOhAIb4McQPsqxwwBvywWDmmd/t9AEfBggIbSan1eiwGOxGncOgtelOBEMGkDEArlQysU2n9jptWNBH42GwCyvG0jxLchzxCCqcoTGWQGk0hCM+r8vihcwelwG2ad02HWTXu+waGNJF+HAiyUaiZDTGUDRmsZjGJ4Z7+zoHBruHhnsnJocHh3q6uto63rxsb3v+/MfvfvzzH9te/djZ+bK3t31kpGdiomd6pn9hcXhjbXJ/a14mWlFI11WKHYV0XSxalsnWlMptrXbfZlMgAQMTtnC4ncVsdNhChy04YkSCegg+1pn2ZarVvcOFo5ONQ+XqoWpdrd9RG/eU+u0j/ZbRJvX7tKhfjwUNeMhEhEzPRLLlI/WO1aHEUAdPeWjUCduVyoO15aWx0fG+8cnhxaWpfdHyiXrPqJNolbuincW56cGuty9/+OGfnz//U3dP5+z8xNHhPuKzJaPh/DlTKvL1UrxeSpYKyVQqWq4Ub26vLy8u6/U6CAUBtCqVyrt37+7u7gqFwuXlZa1Wr9UaP//86/v3H8rlKjDLvnv30Iougbtayerr8E9QOy4vry8al43aRb3WqFXqjdpFvXpR+6oK/KVQUQdMVa1WqtXWS701ZRJwJXBX5Uv3U6sb4/HLn2tTTzT0J5XfVtEP0BSQJ0D4l06lgLDeylFCfnUaTyRisUQsChY78BxD4CjLUICsSDSMIUGQWZFoOBzwB70exOcN+X14KICHAiG/J+T3oAFvyO8RcBX0QAHYJbAWgBZkMznNn3MtISDUHh6oZGLF/s6ReE97eOA0GwIeiAgHWRKLMGSMozmGYBlcABVDYwwRplAEDXi8LqvHaXJaTyCbDrLrIIfebjkJh1yxGBlPsNEYHY2xFI2daI77+t+2tT/vfPu6q7u9u7fjbVdbV9frrrevurtfd3S86Ox80dX1uqenrbe3vb+/fWTk7cREz+zswOL80Ory2Nb6tGhvUSpeOZCuyWXrMsnqgWRFIV9Vq7acNkXQc0KGzYLDkCUdaMjk82msdrlav6s27qoNu0rtllK/Ldes7yrmdxXz0uMVjWHXDSkRrybo0wT9Oq9f80xvlDogVSBo4iiYI6CQ12A4EW9vzk5M9I+O9S0sTOzuLCqPtsxGqVa1K9qam5seGuhtf/n8j3/84//d1v58aLhva2fRZlNxpC+XpMp5vlKKNUqJWvG0mEuk07FqtXx9c9VoNOr1OmAqEArWarXb29uPHz9eX1+fn5/X6xc///zrw8PHQqF0c3MHtnECNzpA15OwsFX9E+4AS4KWCPiqDviq2qjXGo1qo/6tEXxfSfBVQKfCpZWvvtno8aRk/K1YsZTPF77olm95tQrrQvgHaOqL8C+TSZ+dCX4lcIAAeBpPfPZYxCKJeJRlKJah8rnzUjFfzJ6DE+PYkN8X8vvwEMLTFNhWSuO4H4ZCfo/AVyG/J/wIreakTrg5/QLkWpDd7LIaQZe+TXcCoAVEwhO5FGgYh6Jdo+YYdtowxM8QKEfhUZbiWZJlcAAqmkIpMkxhCBrw+CC7z2V12w0umxayayG7zmHVuJwmhkWjUSqe4CNROhKlUSwoV4h7+zpft/346vWfX7z808tXP7S1P+/oePH27Yve3rbe3rbBwc7x8b6Jid7xsZ7R0e7R0e6xsZ6pyb752aHlxdG1lfH11cnN9en9nQWZeEUuXT9SbBwp1o+PNoy6fZdNHvRq0KABQ4wUaqEJG4lZw4jB59O4PSoIPrY65UaHTGsTH2jW18STm7IZ+cm6Wrdttkgg56HLeWhzyPVWyTMkaMRwO8u4o7SbDJqdZoVUvDozOzwy1jc9O7qzvXhytOuwHgV9OotBtrc5NzXe39fd/vLFdz/++Meurva5+QmVWhRGrGeRcCnNNErxWil2UU7UiqeFbPw8e9q4qN3cXjcajYuLi9vb23q9Xq/Xa7VapVIpFosPDw+fPn26ubn5+PETANXt7T0AVesRiAvgqrX+2yqyX13dXF3eNJnq4urq8uby4howVaN2UavV69V6rXpR/VJ5/1K9ALxULZdBLxZoJykLA48eq8BlQFZNra/UzK8qLT2Lrar6oxJY+MKR9EhZAEhPVfV0K54+h4KpZCr1GPgBdD3RAAGuGJpkGapYyOVz5wSGgh0rUZYpnGfymXQmeZpLp7Kps2QsehqNZFNniQgX8EBo0IeHmoI7GvCiAW/Y7xGgFfQ07X8ep9XtsLjtZo/NLAzAAOgSoAUCQvWhzG42BDwQhYVYEovQJOArgCuKDON4EEP8AdjpcVp9kNVl1UF2ncOmtltPrOaTUMhLMzjP0/EEz/EUy5GBICyRbo+M9nX3vGlrf/7j8+9++PM/P3/x3cuX33V0/Lm39/XISNfYWM/s7PDCwsjCwsji4tjc3MjMzPDk5ODkRN/s7NDS4vjqytTq6tTayuTO+rRkd0khW1MdbRp1IqtJZrfIIOeRx62CHIdulzLg1eAhE4FasLAJC5uwkNEX0Lq9KqtLodRu7isW5CfratOexrBrMokdDrnFfqAz7auMu88iHByNehNRX5RwBp3HmsOttdWpwdG+4fH+pdUZqWhVr9p3249c1gPV4ebu5uzUWH/P27ZXL/7U0flifHxgX7zhgjQR1ltM0fVspFGM1UqxRjlRK55m05FcLnl5Wb+6ubq4uLi8vCwUCjc3Nz///POnT59Af26j0Xj//v2nTx9/+unnUqkKQAXGvAiIEijr3buHb8aBn4nrBuzwbdnd1riqVeqNaqNRbdSr9UalUa9d1L6cyFduGefyyFeV5hT2aqXcfH2hsD9xV5SKj54mYZRSi2upRQAU8qv8E8r6ulSVBrof0NOFOlUqdXZ2lk6enSWbaZUAJ8BX8WgsEYuTBEZTRLlUyJ6nSRKnKUKYbEGiYZ6mYhzLEHjI7wt6PSG/D0OC2VTyNMr5YZcALQCqkA8Whks/7t1pQsvjsPjsFo/VDFs+ExdgLVAyVsnEx3KpSadxO6x4KAAoi6ExmkYZGiOJEIYF0bA/5Pd4nDavywY7zC6rzmXX2i3HZpPSBZkYjiBJjOe5WCzCMATN4LDHLpZuLa/MTk2P9Q92d3S+evHyT89f/OnFyz+8fvWHrq7nExO94+M9Y2PdCwvDyytjq6uTYHLgzMzo1PTg1NTA1PTA7Ozw/Pzo0uLYxtLY9urE3sbUoWTZpNm3maQOu9wNKZ0Ohdkk1ut2TQaRyyYPwGoiZGIwG4vbcdQS8GthWGWzy/Umkd4s0lvEWuO+ySQ2msVK9aZcvSZXrz1LnSJnp8FExEMETBateHd7bmJysLu3c2Ckd2l1em9v8fBgXX28IxMvb61NL82PjQz3vGl/0d7+YmSkb31jTm84IDBH5hQtn7ONYqJRStRL8YtStHjOnMaIXPa0cdW4uLpsNBqZTOb6+vrXX3/9+PHjzz///Msvv4Cuj3K5/O7d/S+//Hp3975arQP8AFy1EldrrvV1aRi8AwTA66tbwFRXFzeXF9f12kWjflEHWVb1iznm3xQGAV+1HiGue0RUpVQqP85FAxNnyuVypVQsl0rlEhg/UyyDYZ9A+gMDqlu0is+UBe6Ar87PzzPpTPpxbWSmKfqlmuWq5NnZ2ZkQ/glBYDwaAzJglI/EozGOYRmaKhXzuWyGInGOpTmW5mkKNAszBI6HEDDiSihhIT5vOODPJBOJCOeFnIjPA+wXaLBJXEAhRLxQAHYFYJff7fS67F6nzWO3eBwW2G52mg1Os97RUjUGANMq5UaNymk1Bn1uCg/RRJilMI7GaCJEoAE87EMR2O+2eRwWr9Pithlgu8Fl1VotKpNZRdNhjqcIAotE+WiUo1kCJRCbXX+o2D462JDtrmwsT89ODfX1vnnz5uXr19+/fPmHjo4f+/vf9PW/6e5pGxh4Mz7eMzc3vLg4vrg4sbQ0ubAwMTU1ODraMzLcNTLSPTHRNz8zsLY0trU2tbs5o5Cu6dS7TosUchw67YcGnfjoaFOhWNec7JoMEqdNjng0ZNBIhc0YYkS8Gh+s8sIqN6S0O+Q224HZKtXodmXKFalqRaXZenaewlOJIEc6vE6V4mB9dmG4t6+j823b0HDvwsrEzv6C4nBTfrCxsTozPzM2OTbU2/vmVdufe/u6Fhemlcp9r0+f4IOlDFsrROvFeKOUrBfjjSKXigYYwnN+fnp5fdW4vk6n041G46effrq5ualWq5eXl7/88sunT5+A+F6tVh8ePvz1r//55uauUqkB0QK0a4EjyBhCrtVaF24S1+3dzfXd9eXNzeXN9cXNVeP6unF9dXnTeFxEUK9fVL9UAv9LpkFQsAIrFAStQuhKLBRAk3zhs+m8WCyXSuUCkNKLxTwYPlbIf2VI/5qgwL1p+cucZx+bPs5T6cxZKp1MgWwqnUydnSbTyaZfqZWpAFmBlhCWZliaKZfyuWyGpgiOpSM8y7WUrVqldsFvAaCFBgOZ5Gkiwvvc7pDfjyEBNOhFgz6QdIX8nhYZA/JBDq/LDuZbuB0Wl83oshpdFoPTqAMjB0GbiUWnthhO7Ba9B7JhYT9BhGg8zOBhKhzAEQ+OwAGP1es0BSALbDPANgNk0bksOoPxOIi4+QhFMRhJYtEIx0cZmiV8QY/RqDRoRJBJZlfvncjWJFvzS3MjE2P9Q4Odvd2v3r598bbrVVd3e1fPm+7utu7utr6+N0NDXePjfTMzI/Pz4zMzI6Ojvf39HT297f39b0ZHOudnB9dXJzfWprY2ZiX7i2rFmla1Y9CKtScilXLvULF1rNwB2ZfFKHFZ5X63CvRuYUEDGjCgAb3fc+JxqxxOuUa/e3C8qjjZMBlFz3IpIs7BoYDBoJVsrk8PDnV297QNj/TOzI6sb87u7y/JxCvbm7MzkwODfZ29Xe1tbT92vn09OTm8v7fmsmsYCs4miUqOrxdjjVKsXow3StFyGqfCdjdkODtLXFxenOfyjUbj4eEBqO0fPny4vLy8u7v79ddf6/X69fX1/f19tVr78OHTX//6n+/v39dqDYGvWgPC1v5fQX//TFY3d7c3d7fXdzdXt9eXN5eNq2vAV48z0OtfyRXfNA22KoRfVp8E71+lVCoLZJXP5wuFfKVULhWKpUKxXCyVCsViLl8QJugWvsFUgpj++Q4uAq4AXz2iqHkerRWt7cBC+McxLEszxXw+e56hKYJlKJ5jWJbmGIojCZYiWZJoLV6BA0rDNI4FvZ5wwH9+lkxE+IAHDge8AFEY4gd8JcgYYIqTsBMEoAuymVwWA2w1gRG5XrvFbTE6TXq7We+ymdxOSzAAY2iAQINY0EeE/CEf5IdtsNPgdVlcVr3TogNPq0Ht87n4CEUzGEmhBBmORNhIhCZpDIIdBoMSdqgJvz7kUrotBybNnkqxsbc9s7E2uTQ/PDnePTzUOTDY0dv3prvnTWdXW1v787b2F13db3p6O8Bc6IGBzr7e9v7+joGBN6NDHTNTfcuLo6vL4ytLY2urk6trk5sbMxLRsly2qpAsnxxt6FRbCunygXRZebSlkG9oVDt2i9wHa0IBIxaykJgdD5mDXo3HrbLZ5Sar1OqQu51Hz9KxEIlaXPZjhWxjfna0t+/N4PDbufnhzY0Z8f6yaGdhY2ViZrKvt/v1i+fff//9P/35+fe9/Z2LS5NatQRHHOkYXsnytSao+EYpUivQmagPsimVSkksEc0V8qVy6cOHD3d3d8Vi8f3793d3d/V6/ePHjz/99BO4V6uV6+ubq6vrT59+Bjrehw+fAK4+fPj0JNd6gq6WmPD29ub+9vru+vLm6uK6eS6vW7fdfHuBAGjyqtSrlc8x4Tc7rJ7wlQCYAphn+HhKhaKwTgF0UgmRngCqVoNSJpNpetQzmSY7PTZTPcFVq2m91ayUiMVZmmEoupgvnKczGBpmGSoa4XiO4TmGYyiAKMHEJPiYKAwVLIJEOBTwwCG/L5M8PY1G/LAr5IcBtMAe9FAz3YJDPhgQV/BLT4bPZQvBzUUkQcjhs1vcVpPLZoLsZrfT4ve6EMSLhfxhvwcLegOwA3aavJAJdprsZq3Tpnfa9DazBoYsPEczDEnTBEmGcSIUjbE8R+FEyOG0GPVKxGOgESMR0KBeddCt9DgUJs2OSrGmEC+LtmfXV8bnZgYmxrsGh9929bZ3dL168/b1q7bnr14/f/XqTy9e/PHly+86Op4PDHSOjvZMT/YuLYysLo8vLYwszA7OzY1Mz41OzwzPzQ6tL4+LtmeOJEvqg+Uj2crx0ZZcvrm3tyzaX1TK13WafatJDjlUAa8eD5lxxIj4tF5YDcPHMKzye06eRUi3332iUe9vrM2OjQ0OjfTNzA1vbk4pZKvqw23p7tLK7MjESE931+vvvv+nf/7Df3r+6s8Dw937+8uw8yTO+EtnbK0Qr5cS9WK0UebrJTafQriQ8fhgY31jBSOpRuOikM9fXl4CMzsQAx8eHn799deffvrpl19++fnnn+/u7ur1i2q1USpVgHTxJBR8og2CgTBCRasZDd7e3Vzf3V41+er68ubq4urq8gYMQ38y5bz1Uq00n9XKFz3FrQ73VssSsE2USsXW0K5UKJYLpdZpE/nm5sdcK5aeuNSBhn4uCBXpdOZRQBcA1tpa31qqSgqO9VicZzmOYQGo0HAYMFUTVCzNMTRIrrhHygKIEvgKQAtDggBa4YAfzJb1w66Qv5lrhQPesN8jHMTrDvmaa6+EsYFYwAMWWYBdJAGX3eu0elw22GV1Oy1e2BFCvGiwuevAB9m8kMXt0DusOqdNb7doHVad3aJlaZTjOJZlGYYmSYwgwtEoyzNkKOy3WPRWkxrzmSnERCF6MqgnAlrMe4K4lR6bwqrb16u21Ip1qWhhZ2NycXFoYqJ7cPBNf/+b7q629rYXr15+//z5H54//8OLF3/sfPtybLR3aWF0b2dhZ2tudXlicW5oZnpgYnJwbKxvbKxnYrx3fm54c3Vyb3Naur+kkG0oDjak4lWJaEkqWZaKl+TSVZVy26CTwA5l2KfFggYCMaEBfTigDwcNz1CfwaITi3YXpqeGR0YH5xand/aWjo42HOYDj019It/ZWJycHO3p6nz9/Z/+8MOPf+p42z6/NKnTySjUnktg9UykUTxtlE4bxWijzJXzRJxz+CyStcXRwZEhp8eXLxSr5RIQLf7yl798+PDhw4cPf/nLX0BFGOiBf/nLX/761/+3XK7e3Nz99NMvAn5asSRMVvqarx7FwPvb67vbq7s7EApeXF83ri8vrsFeHGExR+u+qaZcUa2DJYiVal3o+i9XaqVytdwy57l5HhulisUCcEiAvCify+WzuVwmmzt/PNnmrrqvC8HgdZ7NZlqbqQB5pdIAV82uqmQqlTxLP86BeXRUnJ7GE6eJ00Q8kUyccgzH0kwhl8+k0gSGcywb4dmmXMExHEuzNMkQOBEOASwJ0zlb+Qo0YqHBABEOAZEwfRpLRFgv5EB8MIb40OBn5T3sg0M+GKxNAEt3hEWbmA/GvG7U6wboCkAOL2TzwXYPZPN5nMGgJ+SH/W6nD7LDDjOoVjlteodd77DpLaaTMALzHMFzEZblWZYlCBQnQ9EoyxCo3w+bTTqXTYf7zIRXTwQNNGKiERMbMjFBI+HXhWCV13HoNEstun3t8dahdGlva3JtcXhuondiqGukt3Ogv6O7u+3liz++evV9d/frkeHuxbnhna253a257c2ZjdXJpYWR2an+sdHugYG3vX0dvQNdwyO9c7NDa6uTO5szou1Z2d78gWRZJlsRixZE+wti8aJEsnR8uGY3iv3QMerVEgEDHTaTYcszu1lxIF2fXxgdGOkemxxcXZ2T7C/rjne89mPIcnQk3Vhbmhwf6Xrz5scXL7/v7H49Ot4jlqx4YX2MD+QzdL0QuyjFLirxejlRK/DFZJBHtIaDlbH+N7ML8zjL397fXV7WCoV8Lpe7v7//5Zdffv3117u7u3K5fH9/f3FxkcvlGo1Go3FxeXnz6dPPgKaAKgjmabZqg62a+1No3d7d3jw6Bm/urq5uLi+a7VsCZbWuHv0cE1ZqtfLjXPVyrVKuViu1SrlaLlUqpWqlVC2XKqViuQgKVsVyvlTOFYvZfL5QqRSq1Xy1dl6qpLP5XDabz2dy+VQ2l8lnAeayuWxOgFnuvLltNduEVBNIQP1LPw6o+KL59+wseZZMJpOnibNE/CwRT50lkmeJRDIeP4vHzuJRjiY4hikVSplUGkcxjmFjkUiUY3mGjnIshaMoEhQgBEgJDQYEJbCVr4TeYSEgTJ8mEhHeD7sRn+exkcQD9ichXjeG+CkUoTCERBE8FCDCQQzxoV8I9DBY/eiHXT630++Bgj530OsG1g3IZnSYNZBda7eo7dYTk0nl8dhICmEYlOUYhmFomsBwhKLRSJRBQwEYsltNGq9LH/YYEUiDebREwEgFTXTQxIQsNGKmgkbcpw+5T/xOpdsitxkkGtXOoWxVtDO3tjQ6P903PdE7PNDR8/Zlb3dbb0/b0FDP5MTQzPTI3OzIysrk5sbs+tr00uL41GT/4GBnV9erNx3P33S86Ot7MzU1MD83vLQwvLE2ub89J9ldlO4vHUjXJOLl3Z05yf7c0cGKXr1jM8lgu9LvPsEChmeqo+21tdmRsb7Bse7ZxbGN9VnJ7qJWsak72pTtLWysTC3MjIyN9HR0vnjb9Wp0vG9za9pklFEElD4jSnm+Xo5fliMX5Vi9GKtmmXPOHbaKZSujO6uzEpkYo5mbu+uPn95fXDRAafj+/v7XX399eHioVqvv379/eHi4vb29urq6vr799Onnjx9/EgRAId5rjQYFRLU+QSh4e3t/ewsWXt3ePHbsg57iVsr6Rs9IuVYrVWvleq1cq1Xq1VKtVq5VS9VKsVItVSulWqVYLRcqpUK5WCwXS5VsvpgvVXOFugMK7ktV0iO9y0+mstVMtpjNZ7O5dC6bLpxn8+fZ5kbwxykU2cx5/jybP2/OpThPZ7LpTObLbEoI/5pRX/IsmUyenp4mEqeJ+OlpPJmKx1OxWDIWPYtHWZqkKbxcLGYz5zRJ8iwX4SI8w0ZZJsayNI5hSPAsFi2cZ4STTZ3FODbggfEQIkiC4IAUC7Q5UhgKLE6pRDwRifjcUMjvA65c4UmiCIWHSRQhwkESRQgUASZD8AWhmwvxwQGP2w9DAQ+EeN0Bj9vrskE2k82ocVq0kF3ntGscVrXVcoITAYoOcTzJMCRNkySFoliQpMIcT3o8kNNhdli1Abch6NYFXGrEpQrDGsyrw/0GMmCkETONmMmAkQg00eVzqZ22Q6tRZtDsK+Wrkr257dWp+an+ydHu6fH+yfH+keGenu6O7q72gYHO8fHe+YWRlZXJlZXp2bmR8fG+vr62trbvX7367tXrP/X3t09M9E1O9U3PDCzMD22tT+/vzEv3lmWiFdn+8oFkSbI/J5cuHclXT1TbBu2+w3rwTLS7MD09NDTcPTHVP784vrE2K5esGVR7R5LV9eXxyfE+sMGgp+f16GjPyur0iVoUClpOY6HCOVsvxOrF2EUpelGK1gtc4TTEBXTWw0Xr0brqYHN5adZit+Ty5w8P7969e1csFmu1WrVavbu7++tf//rhwwdgZQLNI2B4+ocPzSPkUWCPPXhH4CuAtye2ppvb+9ube4Gybm7ubh6NF+C0pljgDiTBWqVeK9eaoCrXKqWqcKmWa9VyrVyqlACu8s0iL44zkxOL/8N/+B//4d/8d//w7/79f/8f/qflDVnkrJTKVs7P8/lMpphO5zPZ7HkWRHtgFJlwso9vguFkgvrXalACIV/qNJk+PUudnp7F46eJaDIRTcUiZ5HIWZNP0DsAACAASURBVCzGsyzDcMVSOZs5p0mKZzlwOIaJMAxIpQrnmUL2HFgrhJPPpFOJeMjvI9GwAKpW9QJ05pNoGASEmeRpjGMDHreguQNfEo2HSRShsBDdiq5wEKBLMPK29p6AfmSv0wbZTA6zzm03QHady663m0/QsIekEIbFOZ6kaYokcZwIhdEARWMUjTqdVofD6HWbgrDB71L7ncdBlwqB1CH3CerR4j494TdQQRONmKmgiQwYiYAB9RuCsNbnUrttR06T3KTZPzncOthb2t2cXV+ZXJgdGh7o7Ox82d7+Y1fXq+7uVwMDb8bGeqemhqanh6emhoaHu9++fdn2+odXL77raP9hdKRrarJ3arJ3YrJnZn5wcXFkc3Vyf2NWur0olywrZCsK2YpUtHAgXpRJluSK1WcLC6NDQ91DQ91jE72TU32L86OSvcUj6drO+szc3MjAUFdXV3tHx8uBgTezs0MHB5swpOEYOJciqnmuUYw2itFGKXpZilYzWJpxBszigFnkNYn2VkemJ3qdLmsylXj/4eHh4eH9+/dXV1fAcQdyqvv7+3K5DByDDw8fBbISNECAHIGyvpYEn5SzWvtEhP6rxuP+7C+WXrcKg+Va6wFwqpSq5WIFnFKhXCqWi/lSMV8qFcqxSPw//p//129+8y9/97vf/v4ffv/bf/2v/+43f//7f/z3c+vSVK6RSZdymWwhfZYHWMqcg5lkX88nE+I94fLE+Hd2mkyfJjOJZCpxmozHY9FIJMLFo5HTaCzCcizDlkqV9HmOpmigW0Q4Hlx4hqZxLJ9JA4LKps5y6ZSALmBiSsaiIb/vSRAogEqAlh92A2hRGBr0ugFgaDwMcEVhIeFCogjA1ddHQBdomvS7HW67xeM0ww6jy6512vQBr4NjMIJAOJ7iIzTDUBRJYDgSCvtZjsBwxG43ud2WUNAegPU+57HPqQy4joNuNeI+CcGasFcb9mhQrw73G4iAkQgYiaCRREx40Bj26YLwic91DNsPXWa5RSvRHG3L9pdWFkfHR7p6ul91dv7Y0fG8s/NFT8/rgf7Ogf6usdGBsdH+gf6urrev33a87Op40d35fGy4a3a6f3a6f3Sie3SyZ3Kqb25mcGV+dGdlWry7IBMvKWSrhwdrcunK/s7c5vbUs9HR3oH+7snJocXFsdnZoYW54bWlsYXp/uGhN739He2dr358/v2bNy9GR7s31qeNejmB2s4SSDlH1wv8RSlyUYzUi7F6ji0mfKzvGDpZRx0Hqv2JpYm2zeVRq0VTqZUePn549+7dTz/9BLBUr9er1er9/T0w4wIb7sPDh48ffwJk9SShas2yBAHjm1lWa/t9qxMXHKEtqtqyFhF0W9VKTXQJTNWEU6FcKpSLhXKxUCrkSoXzQrVQmRmf/ne/+92//f2/+rf/8Pe/+93f/ebv/8Vvf/ebZ//i7/7n/+V/xal4JlvJZHLZ83TuPCMM0AQioTCnFjCVMJxMCAJbpb+mAJg4TcZjiXjiNJk+TWWjyWziLHuaPCcpNp1O53NZliEjHBflIjzLRTieY1ie5Ug0fBqNtIIqn0nnM+kn0KJxDORaAlkJCdjj0IsAHkI8LmciwkdZxg+7iHCQIdAnpxVmAF2AxBgCbcUbsEeBcfA+yO6DrG6H0e3QO216AvVTZIimMZ6neZ5mGJIkcRRDwmiA5cgg4nU4jcGgC0UcfrfW71L5Xcc+17EfUgXcKsSjQTwnQfgE8ZyEvJqQV4v6dXjQSDSPgUSMmF8f8miCkNprVzqMMp1qVy5e2VidnJkeGBrq6O5+1dn5srPj1dvO191d7b09nb09nW/aXzz/8fu3HS+H+jpGBjtnpwZXl8aX5kcmJvvGJvsmJvomJvqmJvrnZ4ZXFkY2VydFOwtyydqBeFW8uyDanXs2NNQzMz2+ubkklWxIxWuS/ZWttanJ0bdvO3981f7jd3/+7p//+J/edr2emRk6lG/5PMYE78unsWqBqRfZiyJ3WeQbxWgljcdCer9h62RvTLLatz3/RrTaL92ZYang5dVFuVorlUq1Wu3Dhw+//PJLo9G4vr4GJiYAKoCrDx8+AWi1Oi0EYfD/F189OjDuBWi1hoL12mdJsFqpA7lCgFOlKVd8xlWpUCrkS/lsoZQtZpOZ/+N/+99/+9/8y3/8N//297/57W//1W9/+5vf//bvf/93f//bf/hv//Hg6CRbqJ9lspnceT6fL+Y+y+4Crgr/H2nvFRxZet151ihWNGKToihRlESnIWWHK2lXuxsxsbHmZSZ2hxw2m2I3q20ZoOBNOqQ3QFp47733JpHem+tveu+Q3gCoJjmUaDSa3ad9+DJvZaE5MQ9b8UXGTSCB7gf84n/O/5zvnESSCgsf6FVzBFiv/Pp8/oAvGIo4IGJ1+3R0dnN56+Ti2gKjZCZz4yVQEnH5yDpUVBzotttAvAegatarRCQcCwVjoWAiEg54SJvJSF3FB/YGECtgYFAeRtDr8WCo1ajDICc4OOxC3Q7wDB4oxgBR1FvAGOKyA+Fy2cx2k96sUxs1F/rrU+3VoVF36bKbIJcNxyGSxDAMRRDI7XY6nBaH04LhbqPpWq+/cDoNZuOpUbNr1mxbdTtm/a5Ju23W7Vj0uybttkm3bdbtmLTb4Itm/a7dsOcyHbgtRxA41mOX6dCu3zNptrUX6xdHyzsbU/NzSpVKIBIxWazevt6O7q62zo4XXZ0vOtpbWp5/+PTJB90dLQO0LjGfPqIQzk3JZydlKoVAKuVKJCyhkMEX0AVCukREl0mYKhlnYkQ0Oymdn5YvzcgfsTh0uUI8O6PcWJ082JnfWZmYGR+UCOi93S3PWz748Y9/9NGTDxgDvWOTg6fHy7j7KhZ0puNYPkUW02QpQ5YzRC4G485Tl25DezC5MyuaEHUtjdBWxpjnu1NhH+QPBRKZHLD+arXaL3/5y3K5XC6Xwdacu7uX9/cv7+9ffvzxT0Ao+EmuwPmNXP3GAvFrV7Oq9VpWuViplKulQrmQK4IDpAlYf81c3aRvspkbsLgEVKUyqXQqlUokk6lkMhrwvfnv/s/f/cx/9+Uv/cHnPvu5Nz73+Tfe+N3PvfHFz37ujU9/5rM8wWAimQ1FotFEJJVM1JeCJ5JUHEgNUn/AFdCu5jpV/YaiP4wR4ZnZle99961vfPWbX/n9r3ztj776t3/zP/CEQ+F4GsUJAkO8OErWd4WgHgzFIAh1u5KRMBCo5ggQnFgoGA0G4uFQJOC3m00UV9QBXIFjNRoQlzMWCgJNo4rLOOzGIBcCuRDYjcJuFIEQBEJhN+Z2gX4OFHLhEITCLhhywG477HZAbrvbaYXcNofdZDJqjHq15vpMfXliMFxbLHoYcXg8GOnBcbzBlcPictsw3K03qG02g9Ol02t39eoN0/W2RbdrNe7ZjPtWw55Fv2vW7Rg128brHb16Q3e1fn2xenW+bLhcs6g3bbo9p+kQsp26LaeQ9RiyngDtMl1vac5WT/dmtlZG5yalwwq+SEBnMLp6e9s7OluePfvgectHbe2tne3PaT0tQh5tVCWenVXOziomx4fGRsQjKqFCxh2UsEQCmkjQLxbQBsVM6SBLIeOMqAQTw8JHLDZNrhBNT8rWlsd3N2ZWZuTDUg6H1dXR/uT9999+//13urraxUPc9c1pq+koTBpSUfgmSTa48hSTGOG48EEXHueRXb2iO5jdnRlaGqbtL4oPVodNmiPC6ylW76rVajabBXqVy+Xu71++fPkTaogFqPACfwLwA4wKijGqlkUFgeCnmqvDzVyBgPD29r5aqVWK1dvKLWjCKBcrhVyxkC28sihuCg+Sq5t09iadyYKVqMlUJgk6KxKJZDIeT2TTCU5/xxc/81u//8Xf/dxnP/M7n/3sZz/zO2+88YXPvfH5T336M5JBeTSWDocjsWQklUikEslMMv1asTieAFwByYpFoiD2i74+qwxMqvB7vT5fUDUy9bWv/ennPvO5r3zpS9/4yh9+5fe++MZnf+db3/7Lnf0TwuNzu5xeAiNRhGx01oJ2igeBH8AJiFU0GACSFfb77GZTsx8IrmZZjQbQ02Qx6IH0eXHMabVQY2cIBMYgCHW7YcgNQy4EgTAURlEIQyC80SpV70hEIAR2IrATQZwo4kJgJwI73C6rxawz6NVazcW1+kyvV9scJpyASRIlSZwgMEqvINgBwQ6TWQtBVpPp/OpyXX+9YdZsm7W7FsOu1bBnNexZ9Xtm/Y5Ft2tQb+mu1q/OVo4P5va2J/e2Jg52pq6OlwzqLbth32k6cluOYdspZD1xmY8cxgOrbsdwuX51vHSwPbO2NDY9IVPK+QIBg07v6O5u7epq7ep80d3ZMkBrF3D7ZYMchZyvUPDHRiRT47Kpcdn4yKBKxh8SscQChpBHE/JoIj5dyKOJBYwhCfORUDSgUohmpuQ769M7a1MzYxIxr5/W2/r82Xvv/PitltaPOGza7OyI+mqbRHSJoO0mgebS3nyKLKTJfBL3o9oIrg8h6vPt4cVR5tGKSne4uLckOViRak+WLfqTUCR4UyikUqn7+/uf//znhUKhUqn85Cc/ub//+MFoCrCttFms/v/q1e09pVeNDoxqMV/KZwv5BlqfPNlMFohVOplKJcDCjvokilgskUmltOfH3/n2Nz//mU994bOf/p1P//ZnP/2pz7/x+U996lN/93f/o15nicXS4Ug0Fg8nX9erZtVKxhPAeaf0irpJRc1+8ft8QX/g4ODgb/7mb7/4u7/7J1/5w29/82t//7f/5tvf+MYff/krv/+lP+jt7Y9Goi6XE0dgsCiEmmEGOewPNKqZLgqtoNcD5AgkWqBm5bJZwVViq9EAOezJaCTgIe1mEwa5wS+nWqIwyI3AbgR2owiEozCGwRgKEzCEI3X2SAQhUBhD3dScMxyDYMjhclrsNqNOe2k0XBsN1yaT1uW2kR6U9KAEgaEoDMNul8vRMAOdTpfF6TKfn+9cnq8ZNJtge4hZvwOUyqLftRh2rfpdo3pTc7F+fLiwtTmxsKCYnBmcnJasLKuO9+b05+s2zY7DcOAyH4G8C7KeuC3HDtOBWbervdg4O1zeXZ9enh+enBiSSdlcdg+T3smgdQ7QO8X8funggIhPZzG72JxesYilkAtGhiWjo4OjIxKVUjQ4yOZx+5iMjv6+1v6+Vga9gzvQ80gu548Ni5fmhreWJxen5MrBgQF6e/uLjx4//ofH773d2f1CKuXt7y66LBcRny0ddWVT+E2KLKQ9+SQe8piTQXvSY7zaGx+TtIsZ7y+N8bRHy6dboycbI6aLddh+7fPioUjk9rb2s5/9DJSwPv744/v7l3d3r7iikqUHvsUDzB54Fb9xBgZ1J/+2dle7vQdtuFRnE0CrkCvmbvLgFWgUOE2SVW/zSydTqWQqnUhm4rFEPBFPpGKRWDoaZvV0fvrRozd++1994bOfeuPTv/2p33r0xS98YWJ8Kpm4iYQTkXAkFgvV48DXV+kAsaKGqsci0Ugo9GBaLaAr4PN7CLKro+Orf/xHf/edv/43f/Htb33jq3/713/+3//VX/7rr3/jD3/vi9//7v8dDgY9Xq/TbvPiGN7gikBgl80aCfiphOq/xhWJIjaTEeRUDos56PVEgwHwrUjAHwn4k9FI0OsBlS5KhZofwO1JDIVxFMExFEfrLfNAOQkUxlEIw9yNaewogcMo4oIhu8Nusph1FoveYtY5nGYEdZJe1OPFCAKDYTcEuVwuh81uRlAXhrsh2G4yXR8fb1yrtwyaTbNm26Ldsep3Lfpdi76uWhb9rkm9pTlf39+bW14ZHZ2QDCo5YjlLOcxdmped7s7qT1fNmm2rbtdpOqToclmPnJZju+HIot3Tn2+e7i3sbk4tzyunxyWjSr5icEAmYSplbLl0gDPQRad30midDEYXh9PPFzDEYvaQlC+TCyQSDodLo9E6OjqePm95r7X1g872p49GR0UzU7LVhdGFcZlMyGAz2nu7nj179t5777/T0vYctALq1fsB1JwOubMJOJsmc2lvMePNJbCw15KJuCxnS7OybgXvqaD/3bWZwauDpZ1l+fnuhFWzTbj1TrupVCr+7Gc/y2QyuVyuYVS85jRQd+ybdelBM/sn61fNhazm61j13wzoqtzWyrXb6l2tfFsr31ZL1UqpWiqU802hYO4mD/z0endFOkttagOd6ZlE/CYeTcaSiUQmGo6lYjHUZn7x/tt//rU//MKn/tXnf/u3vvNnf8odYPp9wXgkHQ0lo+FYPBZOJxOZVCqTakyyTdTTqgfLCsLBMHWTKuB71aju83h9Xp9scPCvvv2tv/+bv/nOX/zlt77+jb/69rf/4tt//q1vfPOrf/Clf/d//K8EhsTiCafdDsI/6i8ecthB8QpQBHCiMisqDgROut1scljMkYA/GgyE/b6w3we4SkYjIZ/XbbcBVlG3qym5qt83wVAYxxAMhXEMxXCEaISjHhQFoSmGuHEUIgnE68E8JOohEQx1Q26b02G224x2m9HpMMOIA8PdIA4EXLlcDofDZndYMBzCCcjuMJ9fHJ6cbmo12wbNpkW7Y9XtWhqZlUW/a9bvWnQ7RvXm1enq7u7czLxqSMVni2lMXjdX0DM8zN1YUZ3sTevOV03qTYt2x6bfcxj2XWCDo+3EZTl2m47dhiOrZld7sXZxuHi0PbOzNr42p1qckU+MiaSDLB67h8XsYdB76YyeflonndE9wO4fYPcPsGkD7H4Gs6e3r72949kHH77z+PEP3338D4+21qd2Nmd31memh8Uidg+9t7Wt9YP3P3j76fMPe/q7lSODB4dLiOM66XNmo3A+heUzZDZFxoOuRNDpRTSmy9XdOdG0tEvQ/46M23K8OXmwNrEyLVIfzFjVW1bdMeK2xROx7E02m81Wq9W7u7uXL1/e37+sVu+aSWhesP3gOiMlU80O+39Trxpx4F0V6FWlVq3UKsDAaEhWPltoVKtA7FevVgGxAiedTGUSiZt4LBlPJuLpRDyViERvYpF0kDRcHA9yWcIBhlWvSUTC8WgiGk7EwslYJJaIR1PJZLqRXAG9aq4RNzKrULTRWhH0+YN+fzgQBF3qXoIM+gN7m1t/8fVvfuMrf/RnX//Tr/3hn3zzq9/8+p987Zt/8sdf/4MvdT77KBzwhcNRl91OIBA1ZQnYBk6rxYtjVEIFWIoGA4CfeDgELjg6rRa72RT2+4BAgYdEJJyKRYNej9NqqeuS20VxS2VZlF5RjYg4hnpQhMQQEkMJFCZQBEcgHIM8JOr1YGBqNIq4YMjmdlldTovbZUVgJ4a7CRIhSIQgEBxHIcjlctptNovDacUJCEGdGu350dHW5eWuQbdn0m5bdbtW3S6Aqu7+6XZMmi3dxdrJ4eL6xuTo5JBAymYL6Qx2F4vdIZWxpmcky0uy/a3xy6OF67Nlzfmq4WrDpNmy6PcdxkOX6RA2HyGmI9h85DTu23S7hqsNzenq5eHi4c7M+srI9OSgUsYViwa4HDqL2UujdfX1ddDo3XRGD43e3U/r6upqffLkvSdP33/3vbfffucHb731vUeas23j9cHR3uLUuEjE66F3tz758PF777/zor2Fx2etLo2ZtfsBwpgKu3NJPJ8ickkk7LPkbzzpqNul39Ltj65PDYxK2kW0D5bH+GcbUytjovUp4eXOhPF0NUTYvSQcCgXy+XytVgPTpF++fHl3d1+rvVZookwI6grjg1rwf42o3+iwv3pbvatWbqvV22qlPv2i0pCspmrVDTgNnFLNUNWpiCdBZ22jhSIKtrOmEslUIpGMx2ORaCIWj0VisWgsFokk4/F0Mp1KvDrJeIqKA8Enw8EgFZVFAv6Qzwv+rAMe0kfgPgIPeD36y/P/5Tt//eXPf+7rX/7yV770pa/8/pe/9ge/95XPf/p/+s5f7m1t3GRuCNLrtNmozAcc0PtnN5tIFKHEijqRgJ+K/UDrOlCqSMAPPpBJxEFO9eBqCZVcgdZ4vKFXJIFR7fNNB8ExFEMhAoe9HsznxcEsThRxIbADbEKo510ESpI4SWI4jqIo7HY7nS67xWqwOywI6rTZDadnO6fHKxr1llG3a9HtWHU7Ft2OuYkrk3Zbp16/OFva359ZXFapxoT8QQab38Mc6BjgdImHmDIld0jOnpgUzS/KV1ZVG+sjO9uTBwcz56cLOvWGVbfrNh7CxhPUdIqajyHjkdN4YNHtGK43ry9XT4/n9rYnV5ZU0+NDKhlPxKMNMLrofW093S+6u1709Lb397V3tj1550c/eOut//j2O2/98B/e/NHbbz7SX+1dn29vrEyo5GwOs7277cn777/zvPVJH61rZGTo7HgVd6ljAUcmhuSSeDHjifpsN3H0p7epYorALEf78+I5Zb+S3zos6DjdGD9eHZ+SstamxGeb417HZTIIYbAtFo9UG/9qtdrd3e3t7W21egeWWYGR64AT8PDJTnaq96IZv+Z7Iq/SqqbSMJh4Ua3eVqq1SrXefkHZ7pRvkc2ATd11tNLJdDqZpq5R1c3xJsvhgadXX+7WUCGAXCIWSydTyXgGdGmkk5lUIt0cB9aLwo1kJuz3Aa7Cfl/Q6wFjNH0E4UVgPr3/K1944wu//Vu//zuf/vLnPvPNL3/x3/9v/3ZxesKDoalkyu2GEZeLuq3YPBgQoOW0WkgU8ZME+LWo2wVu3QOlAjIFBA0kYwAqh8X8IJVqjgAbNgkCgkACR5s76KmDoQiKuD0kCvQKLDoANgY1RxrHIJxASRLHcZQgMARxO50Ou8NqsRocTovLbdUbro5Ptk6Pl3WabZN+z6zdMWu3LdptU6NaZdJuG643ry/XTk4WNrcmpmalQ0rOgLCvn91B53RwRH1i2QBPQmfxe4SD9CHFgEzFkas4chVnbEK0tKTY351Wn6+ar7ed+gPIdAybjyHzsct85DAd2Iz7Fv2u/npDc7F2frS0tzmzujAyNSoZEjF5Az0MWkdPT2tXd2tPV0t764fvv/ujt9763ps/+O6bb36Xzuh5dH60trEyMT4iEgn6ab0tLU9+/Oz5Bz19HSIJZ211ymI4DpLmVATKJfFsAsuniJsoGvM4YqQtjBo8jsuzjXElv00paJ+U0tT785rDpc1Z+ea8DDYehDGDy3QGOQyJeATYgGBV/e3tLRAratwf5bYDMJqjvv9mBEix9GCmdPOAzuYeXEqvQJZ1k85mMzfZzGu3EuuZVTL1oOj0wNOjxAeseGtmJhmPp5OpB3oFhK5pw2IY/EEDqEI+L1CtoNcDGPASmI/AEbtNyKT/73//d//zX33r337nz2ZHFG6bxYNAPpJIxhMOuwNtENV8BRh0rINgD/jmwEMHvUt2s4lSKvAKylypWJRSKqCBlMdIQUVtJCEQGMcQFIEe4FS//I8hCOzGsbpYAboaA9mhpn0iMI4jOI6CA0FOh8Nus1vMFr3VZrRY9Rrt+cHh+unJikG3Z9LvmbTbZs2WWbtt1G6bNFtGzZZRs6W9XLs8Xzk4nFteHR6eEAukLKagr5/TwRT08IYYfCmTKehlCXv5YppoiCmWDnDFdBqni8buFA72T01LtjYnzo4WdZfrZu22Tb/nNB26LEdOy5HLeuyyHNmN+xb9rkG9dX22frq/uLs+tTijHFHwJQI6Z6C7r7e1q/1p6/MPnnz47ttv/+AHb33v+9//D++9/86j44OV2Sn5oJjF49H7+9panr/X0dnC4TOnppWXZxsEpI0HnTcJLJfEwSmliEzIiZmPdIfz+uMl7eHi+uygQtA1Iu473piwqLfMV1t2/YHPfe3U7lo1B17MHo8Gc7kcaLMAI29rNTCZrEZt2r67u6fsh1fpVsPPuL//+GXDM2wWq+aGwGbL/sGShNeW+pRrlWKlXKxUy7VSoQxaKx7g1AzPg7fNth4FEkUXKPXGo7FUIplKpFKJVCKWbASByXg0HotEAIGRUDgWigCxolgCYhXw1Mc++0nCj+MBHPeisNOk150dXexuBAg84PPhCEzieDqZcjmcsNNJrbR6ABg4zatDMMgNFnVTSFPhXzoeo6BqlqnmwRjgALuPxJC6GdjgqjkgBN8iCdTnxfw+AqyQAxtQmzYeQCSB4GBYAI5iGOJ2uxwOm8VqMpq0RpPWZNaq1Sf7B2uX5+sG3a5Ru2tuaJQJpFXabb16Q3OxenK0sLUzNbugGFRyBkQ0uqCfxu4c4PcIBhmCQQZX1C8cZAzJWAolT64SCAYHelldL3qfd/Q+4Yn7xqfEa+ujB/szZ8cL6vMVg2bLot+1Gfed5iOX+chlPgT1Lpt+36jeujpZOdyaWV0YnhwVy4fYAl4fva+t48VHT5+89/jxj9764fd/8Nb3v/cf/69Hq8ujw0o+l9PPZPR197R1dbewODTVqHR3b9lpO4v4rOkoXEiTuSReSJOFNFlMISmfgbTsXG4q54cZO0uK8725rQXlyCBtdoSrPVlGrKceWGe+3rZcbKCWSxIyx8K+m5tsPl8ol8uVSqV2e1ut1iqVW3AzqnnLQTMYdYruP75/+RNwGh7gq/alT5aDP6lXIA6k9qaWqSv6pSqIBkGDBSDqlb3+etGJ6pBofqZ60psjQ6BFqUQS5FeJWCoZTyViqUTs1TrgeCxeH7rUyKwovQJKBdDye4gASQRwwothPoL0kV4f6fWQXpLwkATpcjgBnzaTCXRCAISad/BQy+NAmxKIDO1mExV/gvAvHg4BpQJGBZVHNT8AxgBRIA4kMZSK/YBAUQ8kgQHePCTm8+JeDw58dhRxoY39wq82YhEYhiE4hoDkym63ms0Go0lrtugMxuuT073dvZXrqy2Dbs+g3TFpt0yaLZNmy6jdNmm3jZot/dW6+nTp6GBuZWN8fHpQMMSkcXt6OD0sTrdIRJcreENDA0NS9tiYZHZKvDgvm5mRy5V8jpDRRW9/1v1hF6NVomBNzEgWl2UbG6qd7fHjw9mrTHmWwgAAIABJREFUs2W9esOi23EYD1zmI7f52GU+dJkOHcZ9q25Pd7l5fri0sz61OKscGxZKJWwuq7/9xbMPP3wX5Fdv/fB7j0ZVfBGf3tPd9qLtWUdnK32gTyLlr6xO6zQHHkyfjLiyCSzss0f8jnjQlQpDEULntR9Yz2b25gXjQx0y/oud5WH10fLh5uT8mHBrUekwHNoNR+brbdR6gtrOSUgfDuA3mXSxWCjk8+VyqVarVRq9sOA0wLir1W5rtdvb27tq9fbu9v7+7uX93cuX9x+/bOjV/f3H9/cvqfG3D9ptPxn+VSu3tYZY1a85lqrVBlTlYqWYL4G0ivIAH7TJNoNEhXzNUV/zHRDqK8l4AuhVMp5MxJLxaCIejcejsUQ0mojGEtFYNBSOhepmHZApkF+FfN6Ah6yrlocIejwBkvSTHg/hIQkvgXtJ0uvxeEiCwBEEgaBkLB72+816Hex0NE+tAO1IoOUPcIW4nC6b9YFRAXoy0vEYcP+o4m+zOj3Qq3ptCoEJFMFxlMKJaDw30+XzEkCsgF6B3guKq/pWERwBeoUgkMvlsNutJrPeYNKYzHqt7urgYHN/f1mn2TZqdwyabaNmy3i9abzeNGi2jNotg2ZLe7VxcbK4uzszv6xSjAjYInrvQFcvu5sv6FcpeFOTQ9PjkpmJweUF5dbq8O7WxOrK6MioUChh0FldrT3POujP+UM0xSh3dFI4OSOenR9cXJRtrA4f702rTxb1V+tWPSh5Hdb7DM1HTsOhRbOrv9o8O1za2Zicn1UqZAI+j97Z2frBBz9+883v/ofv/vtHgwIai9bzouXphx89ftH1gsZljY7JLk7WMOdVLODMxKB4yB6PIrEImgwjyYArjusQ3dbhimxxlKkStSoELUpx7/7GhFG9rT5ZOdicPNuft2r2MPsZ4b70wNd+3BQJIIl4OJ9N5/M3lVLprnpbrVSLxXKxUAIaUqvdgduNt7c1oF+1Wq1Wqd5WQXH37uXd/f3t/d3d/e3dy7u7h/t7Pjmr/dU2usrdbblWq7xWHa6U61CVCuVysVLMF+qtgPUei9eIemVdNAFG3VMErX1UfgW+RX0sVV9fH69fGInFU7F4KhZPRKKxUDgWCjUnVwAtQFRdr0gCvPURePMX/SQODEPU5YQc9kSkfp/KbbcBioBMgYv3oEEJ6JXNZPTi2IPwDyiV22571XzUVKF6wBKQrPrKH4QqXiHNaRVgjCQwD4l7PThwAoHPTjkWgKu6k9EIAiHY5XQ67HaL0aTRGzVao/ZSfXq4v3Z+vFrHqbGNW3+9oVev6zWb2uvNq8v1k+Oljc2J6ZkhiZzN4PX1MtoZrA7JIGNiTLQwK11ZkK8vyrZWFOtro4tLw1PTQ0OyAZ6wjz7Q0dnf2st8IZTRh0Y4gyq+SMYRSRkSGXN4hDs3O7i1Mny0N3N5vqxTb1j0u07TodtyDBmPYOORy3joMOybdTvX5yvbWxPHx0vbW7Nzs8OyIYFEyG1ve/5IwO7p7mz98MPHHz15t7OvnSPiLK9MWvRHQcKcDEPxgOMmDsfCcCyERH2OKGFE9LuW04XDZZlK0DYsbBsf6h6T0adU7OvTZdR+fn26bNbsoLYL0nXpRa4DuC7stYb9cCjoTSYiuWy6XCzeVmqVcgWMSWpaH1x34avVKni4q93eVmsUWndA0BqXgqnQ8cHmHirRqtQl6+62clttdF2A8I8a2NSgq5jP5h7oFcXSA66oKx7UobQL0AXyq0Y+9ioZS8YTqXgiGY3Fw5FYKBwNhmKhMFAqiiggViAOpA5ItF6JGEn4CYLabw+YScWiAC0q9mu+Zg+EC3LYbSYj5eY3GxVAqag6FdCrupneCP8o1SIbU2gIFCFe1yvqFRyvh/B5CeAEej0YhrqBWFGr5cj6Riy0LlZuh8Nus1pNJrPOaNJe669Ozw+Oj9bUZ+t69YbhetNwvVnnSr1huN7QqTfUl+vnZyt7uzPLK8OjE0L+IJPB66cxO9icLrmCPTUlmZkaXF0e3lofW19RzS/IRyaEIimDxu7oG2jvYbZ10V4wuF0iOWNQNSCScThiJo3b3TfQweb3DElZ4+PipUXV9tbE0cHsxemy7mrTqj9wGg/dxkOn8dBpOrQZ9zUXqw7L0fX56v7m1Pba5OKMQiZiKeWiR4ze9qcfvf/uu28/b/2wn9k1OiE/P9siIG084Ij4HZkYkgi5MkkinyazUTiO61zX69szos1pwcLIgILfNiWnL4zzV2Yke6vD2rMV3fkqbD0hnGofogmRhojXFPXbw344EvYn4uF0MlEuFW/BOoJiuZAvgs3clUqtVrsFrkZ9aerdHeCqVqnWKtW7GtihdVefZ/bJOtVv0qtq9bZWua2Va819TFQDLiVZxXyhmC8UcnmgV5RkNevVg/SJupVI6VWzlFERYzONsUg0EYkmItF4OBINhiKBUDQYohz217B5/QBpAg9eHANvwVJTwIDLZnXZrIlIOOTzgv50Krl6cBeYMtZBcxMo/lKWenNC9SAOpGxA8ADyK1C/oqwLSrUotLwe0u8jPSQCkivKYaeSK7C+EcNgDEMgyOV02u12q8ViMlv0BqPmXH16eLJzfLyiuVqniNJdbejVG/qrdb16XXO1fnWxenK8uLE+NjMvl6l4LEEfndvDGOjk8XpGRvjTM9LxCdHMrHRhQTk9PaQY4fEltC76sw7asw5Gazu9tZvexhH1SZQssYLFkzBpnN7W3taW7med9DYGp1ssYw+Pi2bnhlZXhrc2xw/35s5OVrSX61bdrsN04DAd6tUbsOPMpt+16XYt2p2r4+XDzanVOfmwnPeou73lxz/+0bvvvdPe3SqUcjY35+yW87DHHPFY0jEsFnLdxJFI0BX22kKoBtPvaPbG1yc4Ck7LnGpgeVw4MURfn5Ucro+qD+eMF2uo9Zh0XvhhbYgwRH3meMAaDzijASQeCyUTkXgsUizkb6u1SvnVwIlCoQRCv9vbKhCrupVRu72r1prQqt3dvbz9xGKeV8/VV5uFK5VaDawkLtcogQKdFuAB+OwgvyrkCsV8vlQoFvOFTCr9wPf7jVBR1+bBa7ON0RwHPix2vYIqCF4BVECyKBuQOs0UgePBUOqBWhOMwxC4KxUPh0I+L+iXpSaZgVdw6QM4FqBOBaCiir8P0iqq/kvlV41QECJR2IOhJArjjWaLT7qCFFc+L0ESMNUZCIhqXjeMoW4EcYMGdqfTZrNZAFda3dXh6f7e4drJ6bLuegNwpbta112tNx7Wri/Xzk6W9vdmVlZUY5MSwRCrn93Vy+pgc7vlUubklGRsUqRQceUqrlTJHZSzJTLWAK+rq/9ZF62lk/6ivb+ln9UplLKGhtliBYsrZvQPdLd2PW/tetpFe0Fjd/GHmLJhvmqMPz4pBnCurY7t70yfHc1fX6xqLtcg+6lNv2fT75uutw1Xm9enq9rzteuTlf2t2Ucvnj95773Hz188o3P6JudU6stdL2rwo9p0xB0PwukYFvHZsimykvVlQzb76dzODG9G2j0iaJdz2lYnB3cWhrfnper9aat6HbUcepxnIVQTJkxRrzkesCZC9mTIHQvhsWgwHgtFI8FsJlMrV8qlMjW/pVAogVDw9rZWq9UAWtVqldIr6oEqUoHptq8JVEOjXg2XBk5G5bba0CsAWLNelQplsMKnmM8Dycpnc9nMTbOr/kCvADnNEynCwdAD2EAc2Ox21FOyBlSRQCgSCIZ8foooKrP6r1EEVIL6CjUPEBjrBAKD5gmgWuDCL2VggOTKbbc5LGbq+jDVpf4bK7+v9VXAEIFABNKwKxAEdAASKPyq77ZJpjwkDo7PS5AEimOQ14PhGNTsWDS57S7QZet02h12m8ViMpsNJrPu8up052BzY2f+/GJZd70OiNJermkv17SX4GH16mz55Gh+Z3tyYV4qH+ayhP1djLYeZgdP0DuiYI+O8YfkTNEgnT9IZ4v6mfw+kZghkTA53F46s6Ozp6Wzt5XB65MoONIRzqCKLRgaYHL7+uht/Yx2FqeLJ+oXy1myUZ5shKMY5qhGeWMTwskpyfz80NqqcntzVHe1rj5dMlyt6y63MZfWj1twSGe43jVe7xrV24+ePn2/pfVJH71LqhLv7i9B9is/bkyGnImQKxPH4iH3TQJ/WYkVkljSZ4Z1W/NK+rCwXclrnxiiTctZ5zszh+sjpstVyLzvcZ+HsOsIqY95LQm/NRm0J4P2ZNCZCKHRsC/oJ0NBXzqZrJQr5VIll8tns7l8vlAoFMvlhldRq1UqFXDxsdogiuKqUq6Uy5VKuVqr3taqt7e121r17rZ2X6ve1aq31UqtrnPVu3rXUvX2N+oVJVkNtIoAqgdoUYJD2euUV9E8iyLoDzzALBIKxyLRRDQWC0eA+xeLRKOhcDQYDPv9kUAgEggEvd6g10vJFPUAKPqNh0QR6rvgT7zZUkfdLtBBC1QL3PgAyRUYEw1qxGG/LxWL+gjcYTE3V3sfVKsehII4DB4gAnGTKHiASBSuzydsdDM1cwXyKwJHCBz2kCgCOyG3HfQuUdYFgM3tdjgcVpvdbLWZTGa90aTXGzWnF4fbuytb23NXl2s69brual3XwAnQdX2+cn6ydLA3t742MTk9NChjM7k93YwXvaw28SB9ekwwOiYYlA3wRP1MTnffQAd9oEss7FfIOUIxq4/R1dr5tKuvlSuiDam4ijG+bJg7KGcLJAyuoJcv6hdK6GIZUz7MVY7xlWMC5ShfPsJVjvAUI1zVOH9kjL+xOb66Mry9Pn6wNW3Rn/hJh4+whnx2EtFpLzadxuNHz1ve6+1rE4iY80sTWt1hgDBGfLZk2B3127MJLBFyV7KBatafDDhw25npYm18qF/Mej4i7plWMI83xi73ZzSnC5DlgHCfB7DriFcf95viPmvCb0sFHOmQMxWwp8JQPOINeFGfF49Fo/lCoVQq5/O5GzAWvVCoVMqUTFUqFXCdpFIuA0uQOrVKtVoqV8EGnvq36lM4byu3tfJtpfETlWqtVKqUytVyqVotVppjvyacSuBtMV8o5vOFXB5Alc/mCrl87iYLLsxT4vMblYraQ0Xd+QVNtNFwJB6OxIKheDgCZCrsD4DcBsz9C3jIoJdsjgCpDMpTv/yLUM5b89vmUK05lWpuXIqFgiGfFwwnA64gDkM2k5FAYGBUOCzmVz0Tr8eB1G7vpswKbsijC4ddBOLGYRcBu0gUarTbvtZvQaHl9RA4Vu+rgCEHDDnA1UaAFogGIbfd6bLaHWarzWi26E1mncms0+ivjs/29vaWTw9XdJdbhqsNvXpDe7mmuVjVXKxqL9d0V+vqs+XTw4XtzemFxdHhUTFfxKCzOntZLxjcdoWSvTQrnZ1TTEzLpHIul9/H5fdJJEyppF8kovHErC5GV0v30z5Wu3CQLh/mqUaFylGBTMWVKjlSJUem4spUXPkwTzEiUI0Kh8dEqjHh8LhINSaUq3hDwzyRYmB+aXh0XDw7LV+YUeivD102NeLUEJDWjxkMVxu6861HXd2tHG7/6Jjk8HgNgrQRny0VgWIBezzoTEfhZNidDrvLKSKE6CDDwfHGmIT1fHVKpDtZsqo31QdzhrMVxHpMuC4CmCZMGuJ+SzJoSwbs4KSCznTQkQy5E1FfPOoPBrzhcOjmJlsslnK5PFiFCAZdAJkCr6ViqVwuV8rlarkC9ArgUq1Uq+UKOLVKpVap1ip3tUqtVrkFY9mrwPqr3lUrt2UAZuk1vWoO/6hTyBVKhQLlXgC0gGplUunmcjA1lqx5ghI176V5N2k0HIlHosBPjwSCYX8g5K/fwgAhH2X6AaKoZxDj/YZiUePtg3IttRCEOmAHTywUDHjqc/+Aw45B7kwiTnWpNxPV/JaK/R4AhsMQBjnrUCFuEnETCEQlV1QQ2MwVjiEEXncsENgJuAIH6BUCO90um8NpsdlN4AC01LqLw+Otg/2Vq9MN3cWG/mJNd7muuVi9Pl+5Ol1Sny1fn69cni4eH8xvbk7NzikVKgGL09NDb+thtvLF/ROT4tUlxdKCfHFeMT4qGFayR4d5k+NCpWxAKKRzBPRuRmdbz1MGp1MsZcqHecpRgXJMoBoTqsZEw+OikQnxyIQYgNT4unB4XKgaEypHBfJRvkjOGp4Qj08OqlQ8lYK7vTVj1B+bDacu+5XddHK4M2PRHz2i0TslkoHV1UmT8cRLmBMhVzoKx4POZNidjiG5GBKENYTtzKHdPdmcUAq6VqdElqsNt2Ffe7xoulgj7Gde6DqA6iKkMeoxxXyWuN+aDNhTQUcq6EgG7Am/Ley1RYJENh1LJqLRaCSVShUKxXy+vmI0n8+DrXPUv1KpVCqXyqVypfRKsmqVarVcqZTKlVK5XCw1vlU30B9cXqyWa9W6pf4qlXpdo0rFfLGBVhGIVbNkUYdCi+quoISrOfBrHk7WzBWAKhIIRgJByvcDXH3S9KNyJ8p/I18frU6t2KF2F1CNFFSnEux0gDlKYG4MmKzkI3DQUAvuU30y/KN+PyVcIHmjHgBXlGQRqJtEoQeOBQWVz0sSOIrAbg+JkQS4G+Jwu2wgFAT5FYDK5bQ6HHWu7A6zxWowGDUX6pO9/dXjw9Xr803dxZr+vB74qc+Wr06X1KdL6rPl85PFw4O59fWJ8akhiYzdx+ro7G+hsdqGpKz5OfnyknxpXro0L1ual60uKpbnZXNTEoWcwxfS6ezetr6Wzr5nXEGPRMaSD/MUI3zlqEA5KlCNCcEzgAoc8PX6B0aFynGhdIQ3NjM0Mi4alLLkSq5UwdnYnD4+Xj06WJ6dlp0crsCu60cMZs/EuPTibAOHNBGfLRNDUhEo6rcngs5kBCrEoDB0pT2aX5sSKwWda1MS8+UGZDzQny5brja8rssgookQxojHHPVYYl5L3GdL+Ot6FfNawoTRj2gx5zWBOtLJcC6bTiQS0Wg0l8sXCvmbm5tMJgO2NlbKFYquUqlUKpXKxVK5WAIhHyAKfIU61XK1GScwk71WqFSL1VqxWitVq4VKBYxob7AEdg1TOFF6Vcjl8tk6V7mbLPUADggImzfoPAgIPwkYmGVL6RWIA0M+b9BLvl7hrR/Kn6DSp+bTjFMzV801X+oBcTlJFAGkgf70dDyWikU9GOqyWSmcMMhNIA/R+o30Nh0nBjkaaLmAXr3WvvTKusBQBCIw1ENilAcIIkDAFYq4ILfd6bC4nFa73Wy1GcExW/Q6vfr84mBnZ/HkYEV3sWm4XDNcrOmu1jQXq1enS+Bcni6dHi/s7kwtLo8oR4U8Mb1noKOT0crmdY+MCFaXhpdXlEtLqoU5+cKcYnFBubw0vDCvGBkVCcSsHnrn886PemktAlHfkHxAPsyVD/MoohQjfMUIn8LpFVENzFQToqFh7tSicmxmaFAxIFNxB+UsiZQllbPFYvri4qj6al+j3XsklnC2t+YdlrMQaUyGnJkYkokhYa81HnRGA444aSDNe1fbE3NK1tqU2HS54TYemC7WnLpdP6SO4PoYaYx5rFGvLea1RT22qMca9VijpDmA6kjXFWo7c+j3tGcbes2Zl4CymWQmnY5GY6lUBsSBgCvQlVsqlYqlYqlcKoJ57cViqVAEulQtV0qFIpCparlSLpbAtyh/r1KqVcq1arF6W6jWStVasVotVKr5SrlQLhcr5WI9vyrkSsV8KZ8t5rPFQq4EYMtn84VcrpArFPOFfDYHFh+Ah9xNNp/NZlKpByb7A8P9FWCReogYj8bikWgSFKxC4UY06HuVSpG4jyT8oPJL4h4c8+AYiSHNXFH+xIP6Eup2I24X5Z6DDqZPdhuBxiVAGtgv3Oz1NQ6Mw3DjgbIrkNd9Qhi4IxjkxGEnDrtePaAIhiI4hhI41mSy4ygCoQjk8RBkgyvg/lH3RGDI4XJaHXazw262Wo1mix40sJvMumvNxcnp7s72wsXJhv5y03yxbrxc016tgyDw+mxZfbZ8frxwcDCzvjE2NSeTqngsfm8vp7OH1S4Q9U+ND87PyianRMOjQpmCJ1Pw5Cr++JR0fEqqUAl5YlZHX9vz9g8ZA23iwX6ZkiNVceXDr0ACYSHADHwRkPaKrnGRclwoG+UvrI8rxoWSYY5inC9VcYSDjPFJ6cHh2v7+2viU5NHMzLBGvU/A+njAno5BySiSjsLZBBLzWxN+i8dxYjia21uUTssZx5vjbsOh8WzNqd0NQNchVBMlDDGvKeqxRj22qMcSJowBTOOBLmHrscOwZ1RvXhwu7a5NzE0rZuentFp1MBjMpDOJeCQRi9zcpHPZbPbmJpvJ3mSyhVyhVARYlYqFQrFQKBWKgCVQvyoXS4VcnqILoFUulgFp1XK1UqpUSuVqqVItVSrFcrlYKhdKpUKxmC+W6g8FyvoDFDVyqlxzHFjIFQq5QiFXzGfrFx9TiXQilkjEkolYIh5NxGOJRDSeBMPWo7FEJJaIxhKRWDwcj4dj8XAsEYmnYslUPJlKJJKN0baRUCgaCER8vpDHE/R4/AThwzEfjvlw3E8QXgz1NXnozV15n7hZ6ETdDsRpR5x2zO0kEDeJwOQnCKR+ttF+4SAQNwa5cNiFw24cdjcypfrEMgxyAYuPRGEcdqNuB+p2Iq76hEDE5UDdDhwGEtcYt4TCOAaBm4sEjuA4jGOwF0c9OAK77AQK+UiMwGDKWG+uX7ldNofdbLeZrBaDxWw0GfRms95i0RuNGvX12eHxxsH+suZ8y3SxabpcN1yt6i7WNBer6vOVy7Pli9Ol06P5/Z3JpWXlyISEPzTQzerqZHbR2L1SGXtuRj49NaRQcTkiRvdAdzu9vZPZyREyhWI2W0DvH+hu6fyorfsJm989KGMqhjmKEa5yhKccFchHBIpRYTNFAKpXgeJYHa3hCZFqXCQf4S+ujyvGBFIVVzUuksgGltYmdw9WFMNCNq/r0eHhust+HfI60mF3OgYnY1gqCt1E3bmYy+c+g43bpxuj88MDU3K6+nhRe7Jiudz02i9DsDaC6yMeY9RringsIdzogzWE89Jp3Dddb6pPlw53plcXlJOjEpWcNzjIEQ0Jl1ZXLBZ7JBxJJaPxaCidSmQz6WwaTOrL5m5yoDgLYrxSHmBQKBWKwKiolMoUCeBjFHhUlAiyrzp1xSJgCRjojR8E1l+OMgDBAUqVz+Ya7IEZg6VivnSTzj689ptIp+LJTDyejicy8UQqlkjH4+lYMh1NJiOJRDiejCRS0SQ1jKmem0Wi8VAwFghE/L6wzxskyQBB1A9J+HHch2FerF7wbd5V1ZzwYJAbcdkxt51E3CTi9mKQB4VIBCZejxVfH5wEEwgERAZ1O0Agh0FOAnERiJuaqkmibg8Ge3GYRN0Y5KRG2FIHg5wY9Erf6v+T2KtLHwQOkzjswWAShTDI6cFgDwphsAtF3ZRdQYWCLqfVbjPZbSaLWW8yGox6ncVkMJt0ep364vxw72D59HBVd7ZpPNswXK7pL1a156ua89Xr85WLs+XTk4Wjg5ntjbGZWal8WMAS0F7Q2jv627l82uSEZG15ZHlBOTUxJBpi93F6XvS3vKC19rE6GcyuLnp7S/eTp23vdfU/5wr7huRs5QhHOcJVjQqUo0LZiEA2UgdJOcqnoKIUjLI3hsdFw+MiYCEuro6NTEhkKt6gnL22NTMxIxNIaMJB+iOT4YTEzLGAKxOF01EkFYXTUegm5k4HLR7H8eXu+PHa8Ook/2BVdb43ozlZxqynAeg6ghkihCmEG/2ozgOrIdupWbN3cbiyvzGztTw5P6NQKfkSMYvPZ3C4dA6XweExR0aHj49PYQhOJuOxWDgei6SSiZt0BsyUvUnf5G6yAJVKqVwsFKm/eAoYihMgXOAt+Hy5+Cr7otSM8vfA7wE/UsgVQCrVpFd56mONKlYROBz5bCGTukkl0plUJpVIg/nsmdRNJplJJ1LpRCqTTGeSmUwynUneZBI36XgmHc+k4ulUHHCYSsaTyXgyGUskovF4JBILhaLBYCQQCPv9IZ8PnKDXG/B4vATuwTAvjjX5b+4HQSAOw8CL86AQibhJBCIRNwFD+CdM8wZjLtQN5OjVwGeKpYYW2XHY5cFgoGCAOjB4naIR/CAOuzEIIhCYaMxdou781rkiEBKFCAQiUMiDwTjsQqFXORVoC6x7gHaz3WayWY0Ws96g1xr0GrNZbzJqNdfnR0fbe3sLlydr2tN13dmq7nxVc76iPVsFvsXF6dLx0dz+7uT62vDktGRQNtDH6mintfXQ2wYltIXpwc0lxebK8OrSyOS4RCZlCUR9XGEvk9vRQ3/2oufZRy/efdr2Xh+zXSChS5Vc5TBPOcJTjgkVYyLpiFA6zJcpuVIlB2iUYuRVEFhPrkaFwDAcHhePTEhUY0KZiruwMjY2NTS7ODwxIxtScBQjAqmS8whxacM+RyoCZ2JIJganY1Am5s6E7WFM7bheOVqTzymZ61PCw7Xhy4M5t+nI67oMwpoQqvdAWtSudhhPtFebe9szCzPyyVHJ9JhMOSTgc+kD7D7WQD+L3c/i0Ac4DC6PIZMNbm5uXV9rQ+FQMhmPRkLJBLiBm86k6lNmgWIAKigxAeQAWgAJFAMUMM3y1Qj5Xiv1Nn++2VIHr82fLxWKxXwJiFU2kwMsNUZM56i5aDdpMMEzd1Mf4ZS7SefB6006n0nn0skboG/xaDIeTcQj8XgkFo9EY6FINBSOBsONFsFg0Ovzkx4f4fHieLN18eCmBsi4fDjqxWAScROIm4BdBOzCYTcGQwTysG2iETeCnow6Ts2oNHNFQYXDrmaZooZCY5DzYWcGAuFNuVO9NQm48CgE/vdQ2AnDTkqsQHWYgspqARp1bdBfW8w6vf7q4uJwd3d5f29WfbqqOVm+Pgbu39L16bL6dPnydOnseOHwYGZzc2xuXj4yKuCL+mnszk5GO43ZrpQyV+aG1uaHludl87Py2amh6Qnx1IQ6qzV5AAAgAElEQVR4fEI0JGcOCDq7GG0fvnj3Wfv7vcw2vpgmVdbrVENKrlDG5svYvEEmV9TPFdH4EoZwiDmo4EqHebIRnnSEJx8TyEcF8lGBYlQoHxHKRgRDSp5UxRfLBgbl7JkF1ciEBEAlU/GGlNxHAcIcCzjSUSgdhVNRKB11ZaKuuMeAmnbVO6Prk9x5FWt1gn+xO2XT7iDWU9J5gdnPIMupRXNwdby+uz4zM6mQDnFEAoZIyBwUc/hcGpPezaB19fS09dO6uHymQMQalHBkMsni4tLB4bHT7U6lk7FoOBGLphLJZDyZSmTAaDEgWYAfSkaK+QIVCgJmKAl6wE+Ditd+lrIiPiFKeerrDTUrlIsgEC2DidMAJJBlgUU++WwB5F3Zm1L2ppjLlrI3xexN8SZTACeTzmdvSrlsKXdTvEnnU4mbZDyTiKXj0VQ8mohF4tFwLBqORULRcDASCoSD/pDf6/d5/F7S7yVIqsW23oPXpEKNbibYWxcrN4m4cciJf4KoJocDXHN0Phik/mCEOoANlKcosaLWhYCfwmHQ6v4q1AT5FciaCBSuX6pvcIVBTgJ2YbALgesjYoDVDiJAoFQWs95o0Oh1ajCgU6M5Ozvb29iYPdqbuTpZVB8vqo8XL0+WLk4Xr06Wrk4Wz48XjvZndrfHl5dVE1NDUgWHyensY7b1MtvZnJ7xYf7SrHRxZmh2WjoyNjg8LpmYHJybkc/PKkbHxWL5QB+762n7B209T3sZbWx+D09MEwzSBYMMroTBEvb3c3q6mB2dtJYuems340Uvq53J7+OIadxBGl/KECvZg8OcoRGuRMkVyTkC6QBHTB8Q9A8IaXwxjSfql8gGAFRSFU+i5D2K+mzpCJSKQKkIlIkhmag7FbT53GfG45ndOf6CirY0yjleHzGcLdt1u27TkV2/a7hcO9uf21oenRkblIlYTHpvX28Xnd7NZvdxOL0sVheH0cPq7+zvecFkdAoEDJmUq5DxFXLJ9PT05tauWquLxqKZVCIWjaSTKXCvNpNKU3oF+KFMuXw2VyoU72q3VOD3espUbO6TeFDeBfBkwUrT1wGjDsVkI+CstzsBil758nXzsFDIFfLZYjZbyjWd7E3xJlPM3pQy6UImXcykC5lUDpx0MtugK0mhFQlFwQkHI0F/KOAL+r0Bv8dHdWD4CJwq0b76U0ZgDwp70LpSkYiLgJ0EAuH1JiO4Hqe9Np4JAnYFlS+BRQRAqSjYKB2jVoF8IrlyUnPU8MaM6LongblxFMJxmMAgCirglKBQXaPAcTmtTocFcGU26UxGrV5/rdNemYwave7y6urw4GB9Y2Pm9Gju4mj+6mj+6njx4mTp/GTh4mjh4mjh9HBuf2dyc2N4bl46PCYSSuh9jNbu/md9jBc8Yb9SyVPIBuTSAfHgwACP2cftYgl7B6VsuZwrlXF4YloXva21+2kXrbWH/qKH9ryP+YLO6WQL+9hiWh+nu7W/9UnHBx+0/vjDF48/anv3WecHL/qeddCedbNa+rntLFEPT0oXyJm8ISZHwmAJ+3sHOrqZbd3MNhq7g8Xt5gh6+WK6cJAhkrIEUvajeMCRjkDpiCsVcd5EoFzIHSe1Lt3qybp8eYQzK2euT4tPtye1pyv6i/Wr4+W9renlheFhhYDPo/f3dba2PHn65P1nTz/o7Gih07rYA/3sgX5Gf0dfVwuL1snn0AQ8unSIo1IJh0eGRkaVC4tLR6cXBOHNZjJgcthNun4HPpu5aU6cmitIhVweGO7N8WFzaFf/cDabz93ksplclpoKnc3dNJvmr9V8G5gVQDZVLpar5Wq1XKtW7ivlu2KhWshXivlKIQ9krFIqV8vlWrV2V63dV6sva7WXtduPa7cfl8q35fJtqVAr5Cv5XLmBWeEmnc+k8+lULp3MplPZVCKTjKcouiiugHAFfMGgLxjwBYL+oM/j8xAeAiMIFAO0UImTB0FIGCIgiIQhAnITEETAbhxy4pCTRNw45CJgV8PBc+IQcP9cBOzCISfitKEuO9JQoWZsKPBgp406VBxIrQtB3YDARnUYmIooVD8g8UMhxGXHYBcoUkFuu9tlA0oFuHLYTVaL3mzSGg0ane7KpL8yG7XX2ovzy6PdveWd7bmz44Xzo7nzw/nL44WLk8WL44XLw7mLg7njventzfG11eHJaYlMyWVye7porT20FtbAC/EgQ6YUCER0rqCfzurs7m990f20o6+Vwe5lcHsZ3N5eVntr79P2/uc9rPZOemtL90dtvc/6mC9YvO4BQT+N093W3/Jh2/vvPH377Sc/+vGzt99rffxB2/sftr/3tOO9lu6PuhitDH7PgIjGEvQx+X197I4uZmsPu62X3d7L6qBxeliCfo6YyRbRmfx+Gq/3UTLkSoXdmYgzHXHehJ1pr5W0718fjq5PsaektBnFwMacbG91bH99cmt5dHFappJzeZzers5nT5689/jx22+99eY7b7/10YePW55/2NPdxqD30Pq76H3tjP6OAUa3iM+UirlyKV+u4A8OcYVC7sjo6NbOvsViT8YTuZssGNVCXdf9pOBQkgKMQUq1ivnCA/HJ3eSymQzgihovdpNJA7ECp1m4KGKL+SJoGqyUqqAlqlZ9Wa3cVyv3terL29rHd7c/uX/5k5/+7Oc//8df/NMvfv3LX/3zr379L7/45X/+p1/88z/+06//089/ef/xz+7vfnpX+7hauS+XbkvFWrFQpQBrRIn5TDoLBp4BuppjwlAgHAqEA/5QwBf0eQIewktgHhwlSQwH0SBwzDHITaIIAcEkDBMQjLshEoJxyIm67JjbgbsdmNuBN0I+KmvCICcOOTG3A3XawGvzQh1KtSgpg502sHyxGTmqKNwscQEP7sFgEnGTKEQ2+gbr4ga7IMjxgCinwwIm3VrMOqPh2qBX67WXFv2VXnt5qT47Ot3b21s+2J07PZg9PZg9O5w7P5w7O5o/P5y7OJg925893JnaXB9ZWJCNjAnEQ0wap7ub0d7LaBUIupVKtlLFl8oGBodYAmEfh9PFYrYPDHQNcHr6We1d9LYXfS2t3U+6GS9o3O5eVkdb77OO/uf9jFY2v4cnYXLFjH5Od2vv8486Pvyg7f33Wh4/fvbO209+9PjZ2x++ePyk/b0XvU97BzoY/F4mv5fO76VzuuicDraghyvs5Qj7eBKGUMoSSQd4YjqT293N7HiUjkCZKJSOuNIRVybsCCNqy9XCzpJgQtqpEraPy5nTo8KpEeGEkq8Qs0ScHlpv6/Mnjx+/8+YP3/rem29+9/tvfvdH//D9xz/+4eMf//CD9995+uS99rZnfB5DKGAJ+IxBCUcsYgv5TAGPxmb3slj9MtnQ2vqGWq0mCfwmk87d3GTSqZs0mIaZofIf0J5HMQB0jArVqM80R3f5bC6TSmUyyfqApXQylYwn4/FUPJlKJEGc2cwY9d8qFUqlQh2qu9r9Xe2+Vn1Zq318W/v4/u6nP3n585/99B9//o+//MUv//nX//z//Od/+X9/9ev/8qtf/8uvfv1ffvmrf/mnX/zzf/r5L3/6s3+6v/vpbe1jIHQUWkC+wGv2pghmFQKDsVm4AF1BfygRS0ZCUZ/H7/P4PYTXg3tIjCBRFEcQDIYRtxt2OgkYJiGgV3D9taFXACoShSgSqLYjzO0AYoW67FgjGnywtwrsgKOIao4AqY9REeP/x9ZbfbeWZeme5x/ph77d99a9XVVZVVmdmbcSKjkjIzLiMJrZli1ZzIyWZZnZMjODmJmZ2cxwDAcis976Ycn7OGP0GGvssfc+suJFv/jm/NZcc4JvdtstIZ8beIkg/HPcJ2x2q9F0T9S9TKkNerVep9Rq5CrllkK+IZety6RrKvm6TLq2vDI/Pjk4NdEzN9U1P9WxONMF6Fqa616e7V6Z7V6Y6pwaEw8NtbR3MDg8PJ7U1IiqaUTXNWNq2Gx0ZztV3EpqayW1iygdbdT2Nkq7kNjeQuByMEQyHIaqKasvqWooacbW4chwDKmpGVuHJsIIFDiNhWHySEwBmcTENWEbYKhaGLquuqmitLaouPptcfWb8vqi6qYyGLoGTYbj6SgcHYWlNhOoSBoD3cInCQXkllayoJXMFxK5AgKDjSZSG5swdY9SYXMqbE6FjamwIeZRWOQTi6P8Nk4TBVtGwVZQ8HUUQhMR24BH16PhtbCasrJ3r16/ePz86V+ePP7m8ZOvv3v89dMn37x88fj5s29fPP+utORNXW0FnY7ncCgUCoZIQqIxjRg0jIhtJOLgeFwzg0EeHOzb2lo3GXXhcCCfy+Rz6WwGNDFPZdOZhz99SGF+4FLs7+5BuRP4TKGhUiqVSsWTiVg6lchmUpn0l67o4OQv9P2QEu7kt/d29kFt7snR6enx2enJ+cnxxenJ5fnZ+8uLm6vL26ur29sPn29uPwGWbm4/3dx+uvvw/d2H729uP13ffLy4vDk5uTg6PANCd7B/crB/AqEFuNrO7W3ndh9OWAUDiwFg4WAklUjHowko1yqg5XC77U6X1e6y2p0Wm81ksZtMrgdcucwWp/leryxGlxWKA/XQr99hMYLwz2rQ2ow6h0lvf8AV5GFAUFmNOkjBoDgQsApk8GFhu8dhDfncEGw2o85m0rusJqtZbzRojHr1vUwVuNJpFSrlllKxKZetK+QbSsWmUr6xsbE8PTMmkfTMTHYtTnfOT3UsTHcuTHcuznQtzXYtzXQvzfTMTXaOj4r7+njCViqDhUGgqmqbyuuaq1C4eh4f3yGmdrXTB/u4A73cgT7uQB9X0s8b7uN2iOlMNg6GrCmuKaqHl2OJMAoDRWNhaCw0lYlicHBsPpEloNA4BCwVWY+saWiuQWBh9YjqyoayiroSJKEJgW9oxNSiyXAcDYmno/AMNJbajKc0M1hYsYjeKWa2dzLbOuiidpqwjcIV4GksFJLY9CgZMiVCpmTIEPVrXIblzamObh6WAC9prH7ZWPO6vra4pqaktqaksb4SVlNZWfK25O2rty9fPHvy7Xff/vnxk2+ePvv2+bNvX796CvSqob4KgajH4ZsJRCQG24TBNiHRMBwOTsEjGRQcm0ES8JkD/d0y2brLaQn43alkdGc7k8+l0qlkKgFiwiz49T9cgATAFXgDoII++aXvXyIWj0US8Wg6lcikk5l0Op1M/6AfIDAeH5j4BaU6Ozk/Ozk/P704O706O726vLi5fv/h/dXd9fXH65uPN7ef7j789fauEP7d3n2GuDo9uzo+Oof06vDg9GD/GFKte7r2oWF20AQTCLDt3E46mYFyraA/5PcGvG6fx+nx2N1um8tldTktDrvJZjeaAFROs9lpNjtMJieI0CxGkETZQXT3YIfKbjbYTXqrQWvRa2xGHVhWcPNgiik0v/RhZvXQObSbDQ6zEZKsh3oY9LpcNrPdZLAatIBDs1FrMGiApa7XqR5yBdw/uWy9cCNdW1ycHR0fmBjrWZrpXp5qX5zpWpzpAnQtznQuzXYvTHVPj3eMDIs6uzg8AYlIaWpoKq1uLKuFV2EIMC4Py+Ph+HxSezuzs5PT3s5qa6N3dnDa2hhsLpFEQ1Y3lpfWFiEwNWQ6gsnFgcMgbD6BxSOweAQ6l4CnIhF4WF1zdT2iGoasrYNXldcWI3CNRAamDlmJIjURGGgiEwPQQpPhGHITlYXhgpLCVipbQGbxSSw+kcbGUpgYLBX1KBE0JAKGZFDvd0gVK0P9QhKhsbT89bfvXnzz9uW3b988eVv0oqKiqL6uElZbVVdZXlFc9ObF86ePv33y+JsnT//y7Pl3L148fvPmeWnJm8qKYnhTXTOivhlZj0I3oDEwDAaGxTXRaTixkDXc2zbcLx4e7BwZ6dvYWA4FfbFoKBYNplOx7Xw6n/vScTabTmczmeyDHrS5TCaXKUSJgKJcJru7vZNJp7PpTC6bBWPgMqlUJp1MpxKZVDKTSqZTiXSycOAXjLGC0Mplszu5ws7Y0eHx6fEZIOri7PLi/Or87P3F+fXV5e37q7ury5ub649X7z9c33y6vf18c/v59u7729vPt7efb+8+X19/fH/94ez8/fHx+fHROaRX+3vH+3tH+3tHe7uH93Qd7Gzv7eR38w/mmOSz25lUFgxhAPtjyXgqGo4BG8PvDfhcXq/d47a73DaXy+p0mO0Ok8VhNrttNtd9iuWymCCxApHew83fguwYdYArq0FbWEad9R6kv/MJIZky6R1mw0OH0G422C0Gh9XotJrsFsNDHXNYjH63A3wn+BOTQWMsgKSE0NLrVGCiHFgq5ZZctr6xvjQ7MzExPjA71bc807U63b482w24mp/qmJ/uWJzump3onBgVD/QLRGIGi4vHEBrqGkuqG0sbkTUkWjOHg6UxUCQamkRFEihIPBlBoCJpLCKBikZgGhuQteX1xVWwUhy5kcpE3XNF4LaQ2Hwii0egsnF4SnMzHtaErmtG16PxTXBUHYGCojEJtU0VMFR1MwGGp6MIDDSOjsTTkGgSHEOGk1hoEhtN5qDJLByBgcVSkRgKEkVCoMnNSCL8USKgz4Z0Sa/CKJ8c6mLgm8vfPPvj13/4xTd/+t23f/7qu2+/fvHqcUVFEayhuqmhGlZbUVH27sWLx8+e/uX5s2+fPfnmyZNvnjx/8vrdq7KKosqqIlhjJRJZi8U2EIhNRGITnYrk84jdnZzZqW7V+vjG3ODkSGdXn2hAMuhwuhOJZDQSjocDuWRsO5sGlkMumwYhXCadhG6A+GznszvbuVw2A/3r3u42SKUy6WQ6lUynEplEHFRwQ1do5VLJXCqZvfczdnLbB3uHx4cnx8enpyfn0BTj++lb76+vb6+ubq6urq+v767ff7h+/+Hm5tPNzcfbm0+3t5/u7j7f3X4PBO387P3JcSEOBEEg4Gpv73B392Bvr9B8amd7D0wKz2Ryudx2Lredy+Shqo5sOgds/Xwmn0qkw8GIzxvwe3w+l9vjcLrtDqfV5rLZHRaL3WR22+weu8Ntt7tsdqfF5DDrHWaD/R6Ggkth0jvMBkCRRa8x69RmnbogWRBdBm0hOHzw5+DeZtLbzTqnxWA1aOwmnd2ss5l1NrPObtE7rAa7RW83621mPXhpNqgtRo3XZbWZdVaT1mxQm/Qqk15l0Cl1WoVOqzDoVcAG/LsIULEp3VpdWZmdnhyaHOuen+xemu5cme5YmulanO5cuA8I56c6ZyY6JEOtXZ1snoBEoaEbUbU18PL6phIstprNRNHoSAwe1oCsrm4sq4AVl9S/q2quQOHr4ajqmqaK8vqSsurXCGQliYagc7CgnIIjILL5UN8LHJWJJlDgWAIMT2rCkRoZHLxAREPj65G4OiS+HkWE4WgIHL0Zy2jGUhAYEpxAQ9I4OCIDiafB8Qwkht4MJ8LqMTW1qJoGbD0CX/8oFTSmAxq/aXVWIqTiql8/+/2vf/lv//mLf//tr37+x9//7ptv/vTy1eOy8qLamvImWE19TXlZyZt3b1+8ef3s2dO/PHn89fNn3z578fT125eV1aWwxko8oZFGRTLoaDYL18Ini0X0vh7B5Hj32rJEK5uRLo70tnPobBKdw9jY2AoFg+FQMOj3RALeZDyayaTyuQxE10O0QFFQPpfZ2c7lsmmAWTqVyGXTuzt5iL10Mp5NJKCTEdBKx2PZZCKfTuXTqWw6mc2ktnO53e3dQk51P8QEQAVm211evn///ubq6vr9+5vr6w/vr+7eX93dXH+8vfl0d/v57ubzh7vv724/A66AaQHiQKBXe3snB/tH+/uHu7sFqLa3d8HK53dyue1sbjuf24Z2n6FoEBiSJ0en+3sHmVQ25A/6XO6HaNnNFpvJ7LY73HaHy2Z3Wm1um8VtM7ltZoAERAjIqSx6DQTVDyQLcjIgosCb+2/QOcw6u0lnNWhsRq3dpLMatVaTFqBlu8fMYtSYDWqwLEaN32O3GDUGrcKoUxq0Cr1GrtUqtBq5Qa96aANCoeD62uLc7Oj4WO/EaOfcROfCZPvSVDtIrqA1N9kxMdo22M8XiWhMDg6Fra+oL6mAlTQ2l9OojSIhkcvBESjwJlR1Re3bt+XPXpc9rWgsbkRWNCDKa5oqiqvflte8xeDqqEwUk4dn8fD3QSAeQAWudDaWzsZSGKgWMV3cxaEwUGQ6kkCB4ylwLAVOoDfj6c0YGhxDgeOpSDqXwGujsoUkGhdDZKHxDCSS1FiPqqptrqpH1SLw9Y+SAX3UKVesDAnZqIqib3/9i3/5yb/9z5//7N9+9Yuf/e53v/7zn//w+Ok3RUWvqqtKYXWVDbUVVRXF5WXv3rx+9uL5d69ePnn75kVR8euqqhI0qoFKRrbwyd2dnP5u/mBvy0CvsK2VLmqhDw+KJ8e75yZ7piTtbUIanoTEk7CDA31Wi9HrcQZ87oDPFQ4FQsFAPBbJZlK5bDp/3zc9n83kwDDte+qymVQqGYcqYbOZ1O5OHrxMJWKZRDydiKXjXxaEViYRzyYT6WQinU7ks9m9nQJXZ2cX5xeXEE5XV9dgXV/fArRubr5w9QWt288f7r6/uf54dXl7cnwBgkCgV/t7x/u7x6Bz9d7ewQ+gApKVzeZ3dwuDFwo1h6ns7vbeydE5QPTs5PL05PJg7yARifrdHoCWy2Z3WKx2s8VlswPSXDb7vR9oAuUXEBtWgxbgBIgC7yH5AoABDkHG9QMg7SaQiWktejVAy2rUWE0FtMAN0CWLUfNweV1Wk16lU8v0GrlWIwdDGfU6pU6rUKukwLQAdG1triwsTE1O9I0Ot0+Ods6Mtc+Ot81PiuenOuYm2+enOuamOuYm26fH2kaHhT3dbJ6ARGGgYM2VpTVvKhqK0LjqFgG2p5PR2cFsFVGpdGQzqqqm/l11w7tGVAUCVdWEqqpuLH9b8aqqoRhHaKCzMSw+ARy2Z/HwTC4O4MTk4plcPNAuUQers5fP5OK5AnJBzdhYKgtNYqDw9GYMpQlDghFpzZwWUmsHs7WDwReRaVwcmY3BUZsR+IZGdG0jug5JhD2KeTU29fxINwsJK/nzH3/x4x/9j3//1//1s5/+669+9b9//4ff/PnrPzx5+nVR0cvKiuK66rKGmvKa6rLiolevXj55+eK7N6+fVVeWIBH1JEIzl0noFLMmJO2rC0Orc0MLk31jQ+JWPpWAa6JSMXweRdzGaBcz+DwSlYqm0wkiIW99fcnpsPi8Tr/fHQr5w6FAMOCLhIOJeBQoFSAqD6X5uQzYm0omYslEDNAFlGo7n02nEolYNBWPApYeogUULB2PZeKxbDqZy6a3c7mDvf3jw+PT47Pzs0to1CqkUZeX729u7m5u7i4vr25u7m6uP76/uru9+QSgur359OHu+48f/np78+khV4cHp/v7x3u7R3s7R/t7h18iwJ09QBcQq1xue2dnL5/fAb5FOpkB172dg+Pj86Ojs8PDs8PDs8Ojs4vzq9vLq91cPuj1QZLlsFhdNrvX6SqgZTUDx6JgBj5wKSCEIGkCCgYhd69Oui9bxvfJmN2ksxk1VoMGQGUzaoE0gQAPLLNBbdQpIbGymrQGrcKkV7kdZoNWoVVJdRq5Wi3TauTAXgdcqVVShXxDJl1bW12YmpKMjXSMDovGJW1To20z421zk+LZCfHsZDtAa3ZCPCERDg7yxe10NhePIzdWN5WV1r6tayohUxo62ki9nfTebnZPF0ckpDCZKBKpEU+oxxMbUJgaGKKipPrt24pX9fAKEgXO5GKZXByLh2fx8Cwejs7GMjg4sJhcPJ2NFXWwOnp44JHFI7D5RA6fyOYSWFw8hYUmMVA4GgJDgFHoyBYRta2D2d7NauugcYUUloBEYWHxVCSK0ITANjQTGh757fLVmS4uDf7m5Vc/++k///Tff/Qf//vHv/zlz37/x1//5duvnjz95sXL74qLX1eWF9XVlMFqK6qrSt6+ef7q5ZOS4tc11eUYNJzNILS10HvaOZMj4q1liVm9aJTPL070dIkYDAqqqakG3lSHxSFoDDSbi+fzyUIhs1MsGOrvmJ8dN5t0Xq/T5XV6vW4wYTcY8AUC3lDID+gCogTt84IgEOIKoAVu8rlM6l6pktFIKhZNRiMPucomE9lkIpNK5HLp3e3t/d39w/2j06PTi4srIFAg9oMiwOvr2+vr26ur6+v3tzfXH6/ff7i5/ghk6u7288cPf/344a9Ash5GgPt7J3u7x3s7xz+A6iFXu7v729u72Uwul8ln09lCmXwyc3BwfHRycXB4dnB4trd/srt3fHx0en1xcX58nE2mwv6Az+UGkuW02jwOZwGtQlW7CbiCQKkgRXoY70E4WQ2aL7mWUWczfgkCbUadRa8FSmU1aIBYWQ0as05l0CoMOqXxfgGcIMAsRk0hp9IqjDqly27Sa+QalVStkmrUMp1WoVHLNGqZSrmlUmzKpGsb68tzc5PDQz2SgdZJSev4cMvEaOvUmGh6XDQz0TY7IZ6dEM9Nts+MiSRD/K5uJr+FQGOikfj6qsbSstq3DYgyFhvZ20Ht7aB2d9L7ulj9Xcy+LlZ3B72jncrnYYkkWAO8/F3Fq9LaIiS+gUJHsrg4SK/YfDydjQFoMbl4KhMNlAo474ArFo8AuOLwiEwOjs7BkZhoPLmJSkfyWoitYkpnD7Ozh9nWxW5pZ7L4ZBIdjSUhkLhGOK7ukU423SuiNNa8/v1vf/Kzn/zTf/7ip7/59c+/+fqPT5/+5fnz7168fPLy9ZO3b5+Xlb2rra6ora2oqiypriptglXjMU1sOqGjjTvSL+7t5Pd28GYmumXroyb1vFE2OzXcxmNhKUQEAduERTcS8AgyFcXhEwcHRfMzg0szQ9PjPZKRHrliy+G0Op1Wt8seDQfDwUDQ7wPXaDiUTiUS8Wg8FoFAymaS6VQiEY8k4l9eAm89mYht57KZRAzM1Y0G/WBqRjwcSkYjBesimcikU/dB4OHR4cnp8RkACRAFBT2aK/AAACAASURBVIHg5fX17dX7e66uP9zcfLy7+/zh7vu7u88fP/z108e/fbj7/vbm09nJ1eHBycHBQxvwCEqrgGOxu7OXz+1kM/n9vYPt/G46nc1kctl0PpMCG1nZbDp/cnR2dHxxcHC6t3e8u3e8f3C6u3NwsLO3m9/JpTOZRCoaCvs94H9ELp/LDbjy2KweW6GayWEy2Aw6CKovrrpBZ9FpzDqNWau26DQWvfb+A1qLXmM3fYn6HuRgGoteDZZZpzJqFAatwqhXAooeqhYI/0x6FcipQFqlU8ucNqNeq1AqNgFREFcgAlxZnp2aGh4a6Bwbap2UCCclwsnR1snR1skx0cyYaGYMoNU+KWkd7OOKxVQWB4OjNFY1FpdUvymtft3YXMbloDpEpI42ilhMEwqIYgG5p5052M8fHhR2djDoLHQ9ovJd+avapgo8Gc5gYVk8PBQEsnh4BgcLgkCgVAAqgBOLRwBocfgkLp/IE5A5fCKLT6BxsFQmis7CsLhYNh/fKqaKOxmiTpZQzOS2UKksHIaEaELXNaBrHs2NtlGxDS+++/1//PT/+dXP/+33v/nlN1/97vXz70revSx99/Ldu5cvXz97+erp26JXlVVl9bBaDAbOpOPbhazR/tblqV7pwtDW4thAj1AoZPT1C8fGxPMznYsTXQNdPKGAKuST2/hkEQcvZBOFrczeAdHi/LBROqNfl8yNi9vaOOPTkxqd1mrQ+JzWVCwcD4fCfn8kGIr4g6GAP5mMpZLxaCQUj0WSiWg6FctmEulULB4LxaLBZKKAFuAqHoukErHtTDIVC4f9nrDfEwl4IwFfJFAYRgi4ymayufzOzs4+NC/8/Pzy+p4rSLKAgQHxdnNzd3v74eb27tOn7z98/PThw+ePH/76+dN/Ab26PL85Ojo5ODzaPyjkVLu7+7vbe7v53R2oeDe/m8vkQeVuLp3PpnLAQEknc+C6nds7KegeyNCOdncO93YPd/K7mVQuncom46loJB4JhsJ+f8DjhZIur93hsdnBjpbdaLTq9JAQ2U36gm+h1RjUSpNGbdFpLTpAzhchAmEeECjoBhAFfcakU5r1KsAVQAhoFLhajBoIKp1aplPLVPINrUpqs+jVKqn6XrVUyi25YlMqXV9bnZ+bGZka6x0dbp8Ybp0YEUxIhJMS4dRo65SkdVrSOj3aNjPWMTnWLhlq7elktwqIDBYaja8rqXpVVPqyouoVClPO52J4bCyThSHSkRhCIxrdgMM3sthEgZDB4ZOwVFRZfWlZ9Vskuo5Kaeaw8SwugcnFMThYJhd3f4OnsTCt7cyuPgFIsSCowGLxCJwW4sMWaGw+kcUjsngEjoDME1L4rVRuK40loNC4BDwDBSfA6tHVNYjKR2IerqroyS9/9qMf/8t//9UvfvynP/z62eOvS4teVZUXVZcXFZe8efnmxdt3LyorizFoGJdF7Ongzo71yFYmLKoll27FoV7QbE6ODYkEAgqHS2oRkLvaGa0CMoOOYTJwXe3shYnu5cmu0f7WrnZOd0/LxHi3an3KpV1UrI608Kl8IW9mfk6tlrvt5kQ0mIiGw35/yOcPB4JBvy8aCaWS8Rio84mGk4lIJh2HuIrHwvFYJBYNJxOxWDQcj0USsUgqFs6l4pGANxLwRoM+oFpgJSLhbDKRy+ZAegP6456cnF1cXEEhHyRWIDgEknV5+f76+vbu7uPNzd333//t8+e/fvr4/aePf/v08W+3N5/u/cBTMGVrd3d/d3d/Z3cP7FbdHy3ZAVCB08fAv0wnM5lUPpXIppO5dDK3t3MI2fR7u0d7u0fb+f2d7X1wnjoeTRSKnoLhsD8Q9PoAWn63B5w19thsbqvVaTLbDHqbUQ+lWCDwM2qVBrXCpFWZdWpzQYVUEDYWvfr/FydIrExapVlXiPFA+Ad8C8irAIkWkCmdWqZVSbUqqUaxqVJsWix6ULh0n1atb2wsLy9OTU8OTEi6xobE48PCiRHBxEjLxEjLpEQ4MSKcHG6ZkoimRttGh1sH+vjtbTQBj0ihNcMQ5cUVL0rLX9Y3FJPI9Vw2hs1AUqgIDKEegapqaCqrbSiGISphyOomTG0jpq60tqgGVoojNNLoaDYbz76XqfuFoTBQog5WezcXKBVgCcqvWLxCxMjiEYCLCM5rcQRkbguZ20LmCMAOGInJJVHYeBwViSQ2wrC1NYjyRzh42Z9/+x//+A//57/88//45S/+36/+9NunT74pKX5dXvautOTNu+LXxRVFiOZ6OhXT086en+hWro3btCtBmyzmUsVciqB53aqZW5rpEbfS2UxCC5cq4tOoFAyBiOJwqWMjHQb5nFU9tz430NvBaRXQ+noEy3PDmq2pjbk+IZ9CphA6OsWb0nWn3RzyuxKRQCwUCHo9Qa83FPAHA75EPJpMxKKRcDRS2ETOpOOxaDAaCUQjwWgkBIgC4CVikUQkmIgEM4loyOcO+dyRgC8a/DIQPh2PAb3a3d0HA7JOT8+hkA+SLIAWtMA/3dzc3d19/PDh0/ff/+3jx+8/f/qvTx//dnf7+f3V3cnRxcnx2dHRCeCqYADmdvP3VfVg8xcUVQCu7k8f51OJbCqRzWV2DvdPjv6+vDCf38/ndgGKoJgwEopGg+H7HtS+oNcX8PoCLpff6fA5HF673W212owGSKnMOnWBJZ3KrAOQqO9vVBBC4AreALrMOhV4LIiVRmHSKoEnAaACDjuUXJkNagAVFAdqVVK1YlMhW9eoZTarAUClkG9IN1fXVxcW5sYmR3vGhzsmhsUTw8LxYQFYgK6JIcHEsHBiRDQ8wO/tYre2kFksLIEMr20qLa16WVn1CoGooJBgZGIDhQRjMlEMBpJCgeOJMDiyqh5eVlLz5m31q/L6oqr6EgS6hkRrZrAwLA6WxcVBSsXgYCkMZEsbXdzFoTLRACdgD0JOBsCJxcOBABJYiMDPgK5MHp7FJbE4RDqbQGZi8TRUMwEGQ1U9Kn31zY//+R/+8X/+3z/5yb/++jc//+qr333zzR+ePP3mzZtnJSVvGmCVJFJzm4g1KemUroya1Ise82bIqYh5NHGvOupRBW1Sh25hc2losFfQwqO1cKitHAqFjCaS0Dw+QzLcqdiYcuiWzcrZ1dnBbjFXLGL39YmG+lv7O7k8NpHLoXZ2tq6tzVvNWrfDHPK74pFA0Ov2u5wBv9fv80QjoVQiFgkHgwFfOORLxMNAryJhfzjkDwX9sUgIQBWJhOLRUDIaiocDD9DyhP3+wnTqQCCTiGczuXxuZ3d3H8yzOzk5Oz+/hLyKH3J18f78/BJEg+/f33748OnDh08fP37+/vPfPn/6r48f/npz/fHi/Pr0+OLwoGCs7+7uA3Min9sGVRRgYyqXyYOCQHBNJdLpZDadLBw03s7t7e0cHhZqoE72945B9VMus51JZZOxZCqRjkfj0XAsGgzfd03zA9UCrTI8drvHZvXYbHajEVIqk1Zl0WtM2oLgQLQUHrXKhxkUFBAWWNIqoQ8bNQqgV5Z7q/3h5i/gCigVgAowplFuqRSbSsWmWiU1m7QK+cbmxvLW+uLKwuTc9PDESOf4UNvEkGhiuGViuAUQBdCaHG6ZHBaOD7cO9fE62xl8Lp7GwCBQ1dUNRZU1b+rrivDoWgqxEYOpxuNr2UxUm4DYLaZ1dTD4AiKO1FjTWPqq7FlRxfMGeDmW2EBloBhsNJODBjjR2VgGB0tlooRiuriTTWWgIFcQ2sWisTAMDo5VgK3gIoIrwIkjIAGxYguIHD6ZzSUxOUQaG09iYLBkBBJf/+j3v/zxP/y3/+Nff/SPv/rVz3/3+//8459+88c//eYv331VUvoGiWoS8MiSgZb1RYlBteSyyPwuVdijiXi1Ya824FK5bTKHad2impevjI0OiMVCZoeQ0dfOFnCJeFwTDo8UCBhjo93qzWmPYdEomxvqFjLpBAodR6LiKBQ8i0nu6WpZmB1WyZfMBrnZqHLZTbGwLxrw+d0On8fl83qCAR9ohhEM+gFXqWQ0Hg+HQr5QyBcKBSKRUCQSAlzFIqFEJBAPB2IhfzwcyCQikYAPzBcFw2kyIL/K7Wxv7+7tHYBpCQCth9YFiAPPzy/BZvHDPeK7u4+fPn//+dPfbm8+nZ+9Pzo829s92tk+3N7eA7tS6Uwum81nMrlMJptJZVPJDNArkAnGowmojD0eSyYT2Uwqn8/u5rO727k9iKu93SNwzWV3wBjVeDQBqgcjwXA0CDUk9Id8/pDHE3S5fA6H12Z3WSwOkwmqWgI7V2a92qhVmLRyo0Zm0spNWrlRIwe0FAI8rdKsU0HC9UO7Qi0361QWg8Zq0lrNX8I/kGUZdYWMC+AEhYIa5ZZGuaWUbyiVW3LZulKxYTSoNjeWF+cnZyeGpsZ6J0c6J4baJodaAVSTktZJiXBCIpwcEU4MCSZHWkcHBAO9nHYRlc3EEMnIqvqiovJnFdWvmuGldBKcSkZgcHUEUkMLHz/UxZro540P8Aa72TwOHoWrL654VVz2HI6sxJObKAwkjYWksZE0FprBxgClEorp4i42hYmmsTA0FgbgBMQKvGFw8UwegXEvcWw+AdyweKBQg8QRkFg8AotP4PLJHB6ZxSEy2QW0iFTEox/9r//2T//w33/5i//4459+++dv/vDtt1+9ePG4prqESEC0i7kL071a2aTLsul3KoIuVdCjCbrVAZfSZZFaDRt6zYpOvWhQLkqXx8cH2/q7+IM9wl4xV8AiUEnNRCKSySL29rXNTvevLQwszw72dAhoVBwO34xAwjDYZgGPPjc5oJMtWtVrVp1Mo9iwmtQhvzsa9gd8Lo/L6fO4/F5POOhPxqKRYCDgc8ejwVQ8koyFg35PKOANB33RUCAS8scioUjIHw354+EAWLGQPxEJZpMxkGLFw8FkNJxJxFKJZCad29vdO9g/PNg/ODw4Ojo+OTu7gLatLi/fX15cXZxfnp9dXpyDcsHLi4v3V5fXV5c3769uz8+vjg5P9/YOt/N7+fxuPreTy+5ks/lMOptOZ9OpbCadzaSzmUQmFUvuZHcyyUwsHEvGkslYMhqKxcKxeDgeDUVj4Vg8XLA2U/FMLp0/3D8+O706Pbk8Pbk8O73a3TnMZvKpeDIRS8Qj8UgwHAlGosFQLBiKhcJgOF3YHwh6PEG3J+B2+xwOp8VsN0HV6xqLXmPRq81alUmjMKplBpXUoNzSK7d0ik2tUmpQyQxquUEthwADAgUxZtIqAVRAxKwGjdWosYDqCr3KpFMZH9jukGNRUCr5hlqxqbw/DCKTrm1trigVW/OzY2PDXePDHVMj7dMjoukR4ZSkdXK0dQpYghLhxEjL5IhwYrh1uJ/f28UWCcksBhqNaSirfvOu/Fll7Rs8tpbHQLNpSBqlicFo7u6gS/p5/V0scSultYXMYKDRuPqK6jdlFS8QzZUEUiOFjiTTm3GURiypEUduwpObBCKquJNNYSAZbCydhQHXwgJ0sbFMDo5VcC+gLS880Cs2nwBqoIBecflkDp/E5hFZXCKTS6Bz8HQ29tE//cP/9ZMf/+sf//DbJ8++fvPuWW1NGQHXJBJQJyRi+fq4Vb/id8iCbmXIrQx7VAGn3G3dshvXjeplxdb02vLo2vK4Ujqnlc2tTvdNDraN9rXx2RQKHsFjEVsFND6f2tLKEIqYQhGrvYPXIeYKeGQOHUcno1p55InhDunKpFWzateu2vRbatmaWa8MBlzRaCAY8npddq/D5nM5gl5XIhxMRIJBrzvi96SioVQsHAv5IdMvGvQCliIBTzToS0SCEFrxcCCbjILHZDSUjkfSiUQmlQan/Y8ODk8Oj47us6yrq2sgU1fnV5dnV5dnV5fnV+enF2cnF6enV6cnV2enV0eHZ9v5/e18YTMKSFM6nU2nMulEJp3MZFNgVyqXiqW20/lMPJ0Ix2PBaCIcT0WS4CYejEUDkVggGg1Eov5w1B+O+iMRXygeSWQzu8dH59fvP1xd3e3tHmVS2XQcjE4FvZxCsVA4GgrHwxHQTDfsDwQ83oDH63e7fS4H6ILktBgcZr3VAKI7pUElMyllevmWXrZlUEgN8i2dfFOnlOoUW1rFllaxpVNKtYoto0YBKZXVoDFplXqVzKRVPvQwbAaNVV/IuIzaAk5QyRJkWqjkG0rZukq+oZCtA6K2NleXl+bmZifXVqZHR9rHh8VTI6LpoZbZEcGURAi4mhptnRhpmRhumRppGx1sGezjd7Uz+VwCg45uRtaUlL98V/6suv4tlQwXcgmtPGyniNzTyRjo43R20OgsNIbYiMTVgZP5ZdWvqmpeo9HVJDKcRG3GkxAobAMcU1fbVE6iIwUiGoXWzGRjmSwMk41lsDA0BorGQNGZaAYLw2RjWRxc4crBQv4hyLI4AuBhFFyNe4eQ8NBIZHDwj376b//8+9/8/PXLx7CGMhIRLhLSJMNta0sSo27Jbd30O+RBlyrgUgWcSq9NZtWtapVzStn08uLQxHjX2HjXzMygdHXSYVh1aJdUK5Llid7BLoGQR20XsbvaeQIelUhqRmMa8AQ4i4nrbGOO9QvnRtqmB0VzY13LM/2bKxK1fEarmjPrN/SaLaNOHvQ5wkFPOOQLeF1uu8XrtPlc9pDPnYyGokGfz2WPBn0gibp30r3RoC8S8MbDgUjAC17GQv5o0AddM4koYCwVC6ficXDmfzuXB3MVDg+OIPfi8uL9xcXV1cX7i7NLsM5Ozk+Pz0+PL06Ozo8OT/d2D/NZoFH5bCZX0Kh0JpVMg5Zm6WQmm84m48lcKpuOp2LByMMVDYQjgXDEHwr5gmF/KBoIRwPhiD8c8gbC3mDIF/L7wuFQbH/v6Pz0aju/l4onU7F4MhqLhsLQQDqgV2BSCUAr5PP73W6fywmOGDrMeodZX2BDLdcrZUaF1KiUmVRyo1JmUsrMGiXQIr1KplNKgWpBCRiIDPUqmUEtfxgTWgxfXA2jRmHQKIBLAUFVsAGVWyr5BkBLLl2Xbq1ubiyvrszPz01OTY6MjXQtLYxMj3WND7ZMDbdMDwsmR1omJMLJkRZIr8aHW4cH+L1dLKA/BGJjQ1NFacWr4orndbBiGq2Zx8a1Ckj9PbzBfkF3N5vLxeFAhXv9Wxi8rL6xpLz6FaypFE9oIFMRBFITGgdrQlZX1hWhcDAaE4PE1FCoCEAOQAgQxWBhILQKjywMnY1hcL7sfXEExHufkHhvbHzx5aE87dG3X/2msvQlHt0gbqWPDrWtLgxpFXN287rHIfU6pT6XwutUOq1Sq3HDoFnWKOY21iQLc32Dg0K+gNzSyujtFy3MDujlsz7zus+4KlsaGe1rbW2h8zlkIZ/KYRKQ8GpYQzmR0NwmpE+PdqrWx03yaf3GhHp9bG2+f26qc36hd21zVKNZkW0tKGXLHqcpHHCGg+5wwO1z2TwOi9th8Tqt0aA3FvL73Y6Qzx0PB6JBX9jvAY8hnzvs90SDPvASIg28AZhlkzEgWYlYDLQA2M7lD/b2T4+/pFggszo/v7w4u7w8v7o4uzw/vTg9OT85Oj06OAbDHfPZ7e3cNnQiOfVgpiM0Sy4ejWVS6UwimQhH4uHw/WjGALSA5QCyI2DrgeVze32egNft87i80VA0ncwkovFk9O+avEcCwdi9Xj2cVhzyef1ul8dhLRzaNWoterVRo9CpZAa13KSUG5Uyo1Kml28ZFFKjSq5TFeJAEAQaNQpwA4gCOmbSKiFLAwSHD+ND/b37ByJAQJRasQm4UsrW5Vur0s3VjfXltdWFpcXp6enhycnB4QGRZLB1dX5wakQ0PiCYGm6ZGH5gskuEkxKhZFAw0MvpENNYLAyZioA3VxSVvSgue1FR/QoOLyeSYHhcPYXUxOMSeHwii4MjkBqbmitgTaUIZCUaWwtrKq2te4fG1JDJTWQKAouHwZE1ZZWvG5oqUNiG6tp3KEwNhYpg3XP1RZ3Y2IdixWBh6Cw0jYOhszFQNAjtLIMbJhfH5OKZ3C8ePYgkHyFgFVwmerCHu7owrJXP2fQrHqvM51D4nAqPU+6wSk36dY1yQSGbVcpmZVvTS/N9k2Pi4YFWAY+MwyFYLIpktEu2MeU0rnnN69LFoXYBmUxqJhERNAqKhIc31ZchYBUsOn5koG19aUwlnVVJp9Vbk9qtKcX6+NiIaGhIOCRpG5/smZzsW5iXWE3KkM8e9jlCfmfI7/K6rC670e0w+z12wEnA4wTqFPZ7fC57wOMMel0hnxtoV9jvAZiBe0jTAFqJSCAeiSRicXAgcn937/jwCEx5PDu7OD09L5wTOb0AUJ2dnJ8enx0fnhzvHxzs7u3mt/PpTD6dzaZSmUQiFYsmo9FkNJqIhOPAOImGI+FgOpVIJRPJWDQZiYApb0GvJ+DxhHy+kM8b8nmDXjCf2/1gmIjL63S4HQ6P0+V1uj0Ol8fhDPkCD2ZnBcGKBkOxUCgeDgO6ktFYLBQK+fwhn8/vdt0PpzICqEwQM0qZQSHVy7cAV3qFVK/+u+QK4sqglkNhIaRdpr93Do0ahV4l06mkeo0ciJVasQkR9QWqjeWNtcXVlYWlpZnp6eHx8d7R0a6RAeFwL3dsQLA63z85LBofBNlUwQ+cGGmZkAiHBvg93czWVjKdgcQTYbUNRa+KnpSUv6yvL8ZgapGoqrr6osbG0iZ4OQxeVttQVFH3trbhHQZbTSI34on1zchyJLqSRG6i0ZEUajOO0NiIqEJhG/AkRFXNO1hTOQZTR6M1s1lYABKbi2dxcNAVumGysQw2ms7BMNh/Fw1+WVz8fVE8/qGdSGdjH7WLmNMTHYqNMZt+xWuR+a1yv13ltancVoVJv65RLirls2sro4vzg6vLEoVsVrE5MTfROdTDbxcyaUQMjUxo725dWB5Xbs3I18ZnxzqFPCKZhmIw8Rw2icMgMCgYLgPfxqf1dgr6e0WDQx0joz2zs4NbK6NrS5KeLi6XQ+TzKCIxs6evZWhIrJQv+1ymkNcW9NpDfkfAa/M4TS67weMw+d0OoEhBnzsW8ocDXp/LDtB6yBLADAD28H005M8kovFIYV59Np0BnQnBlMfT0/Pj47OzswvAFQTVydHp8eHx8d7+0d7+wc7uTjaXT2fS8XgyEo6FgrFQMB4KxoKBSCgQDgeCQX8iHolFw9FIKB4JxULBSMAPBoiA7mVg5iI0Qg6aIvfg3uG02pxWm9vu8DicQNAgoYveOxaxUASKA4HuBTxej8NmNxucVqPdpAM8GNRyvVpuUMkMcqlevqWTberlW0aFzKCU6e+DQL1KBkw/wBiACmRW4EsAbw/3iMHn9SoZKFrXqWWAK7ViUyFdA1BtrS9trC6srSwsL83NTI9JJD1DQ+LBobahPp6kjyfp440OCFbmB6ck7aOD/IkRwfiwYGyYPz7MHxviD/Rz29upXD6OxkBicHVlVS9flT4trXgFbyynkOEobG0joqIRXlkHK6uofve27Pmr0qdllS/h8BI8vhaHr8XiasiURhq9mUprJlMQSHQtgdyMIyGqat41IaqQqBo8roFJR3HYOOa9NEE4cXgEDo/A5uLZPDyLg6OzMTRg0HNxTB6OycOx+QQmD8fiA6IKu2G0e3eeykRTmWgaC/NobX5Iq5i1GVfc1k2PbctjkzrN6xbtikG1LF+fWV2SzMz2DkvEI6Mdc/ODKsWs07iiWR+dGGzpbWP2tHHEAqawhdHX39o/2Nrdw28TMXkcUmsLdbCXOzvRMT/VPTEoHu5uGejm93XzxSIml0vkCqjids5gv2ioX9QmpLMZWD6H1N3OkgwK56f7NYolj0PrdRv8bovPYw167UGP3W01uq1Gl80c9DqjQW/Y54743dGg1+9x+Fy2gNcR8DjCfnc44A4H3EGfM+B1hPyukN8V8rlCPk/Y7waMRYO+TDIej0SS0Vg2mdnL7x7sHhzsHRweHJ0cn5wcn5ydnp2dnJ4cn5wen54enx4fHh8dHB3tHxzu7h3s7O5v7wCuMolEMhoG2BRm2vt9fq87EQ2H/D6vyxnwegIel9dp8zhsXofN47D6nHa/y+F12LxOu89p97nsPqfdY7d67Fa3zeK0mlxWswsMa7OYnRazy2pxWS1epyPg8YS83qDXG/KBmqxgNBiMh8PJaCQWCob9/rDfH/R6vU6Hx2Fz2SwOi8lh1Nn0arNGaVTJDCqZUSWD4kCDQqraWNXKNtWyDbVsA0qugF4Z1HIQAT58CVmFQLjAS51SqlNKtQ9yKrViExBVUKrVhbXludXl2bnZsZmpoVFJ52C/cGhAMNzHHe7jjA7wJP3csaGWlbn+yZHW0QH++LBwbFAwNsiXDAp6e7itIiqTjaHQmpGYurKqV29LHldWv8bj6zlMNJXayKDC2VQ4ndxExNchmisqa1+/LXn8rvhxde3bZlQVkQSjUBFUOpJCQ2Jw9VQ6ikxFVlS9rql72wQvw+PrSeRGBgPFYmOYHByACrAEoIIWi4NjsLB0FprOwjABezw8m4tnAeq4eBYHRwexIhNDZ2FoLDSZgSLQkHhq8yOjcs6qX3KY15yWdYtp2aCb16rmdIo5+frE4vTA9Hj3wKCQwyeJOjgjox3rK6NOw7LXvKraGJsZaR/pFXaLmBwmgUbHUugYNo8o4FO62jhTIx0bS8MG5bRJPauRTq3PD82OtY8PtfZ1cdvbGDwemUJBMZmEVgFN3MroErOG+4TL073qzUmbYd1lVbrtaptVbreqvW5LwGMLehwBp81lMjjMerfNFPI6owFP1O+OBjxBn9PjtPg9dr/H7nPbgj5HyO/ye+1el9Xntgd8jpDPFfK6Qz7XgzQskE0mooFgOp7czewc5PcP743B44PD0+MTMMMODLODmuzu5bd3c9s72dx2JptNpjOJBPhZR4MBMIIx7PMmI5F4KBjyeoJet9fp8DltfpfNa7d4HZb7Nppm0OXP86VhbaGz38NDvnaT3mHWOy1GOZTZNgAAIABJREFUt83kddjANMeg1xPyecN+XyTgj4UC4D99P1jV43PZvU6b12kr9O4zaK1alVWrsmiUJpXcrFKYVHK9fEsr3dBKN1TrK8qNVZV0HYIKWBR6lUwt29DIN/X3edcPoIIixkKsqJRqVFuAKBD7KaRrss0V6cby5tri6tLs8sL03MzY5MTAzGT/6JB4uF8w3M8b6eeM9HMkA9yxIZ5kgDs6yFuZ65+StEn6+ZJ+/mi/YLCH097O5PGJNDoKT2yqbywvq3xVXvG8AVZMpzdzWEgOC9khJA60Uwc6mX2djDYhiUSsr6p58+LNt2+Ln8CaynD4ejIFTqEh8cRGBhvH5hJq64vqGoobGotQ6AoypZHBRLLYKCYb/RCqh3QB7SqkXiwsk4X5ImUcHJuD53AJ7HvDg85EATuRQkfiKQgkHgZD1zyyGZathiWjbl6jnN7ckKyujqyvjko3JjaXR6dGxFOSjt5uPg4PxxNRYjFvbmbYpF12WzYtupXFqT4xn8okIbFYeBOiDo1r4nJJI/3C9bnBjcXJjcUx2fqEUjpl0C5Y9ctm2czGbP9AO6eFQ+bz6AI+XdRC6+7gjA6L1xZGdPJ5u3HdZ5d57XKPQ+l2qKwmqVq9ZjGrvC6zz2X1u2wem9lpLqAVcNsjfnfY5wJceZwWn9vmcRQAC3gdADO/1x70uYJed8jnCnpdQa8r7PeE/d5YKJCIRGKhcDqe3E7n97YLU7bAdX93b39v92B/vzCSdXd3J5/Pp9PbmUw2mUzHY4lINBEpQBUNBgFXYDhi0OsFw06DXk/A7Qy4HQG30+e0AYrA4ShwUAp6fHiaEOw7Oe7bAPqcVp/T7nO5Ah5XwOOGuAJEgfuQz+tz2d12C/BOnVaTxaC1alXAogCxn0a6rt5cU22sKtdXFGvLQK+A4OhVMkCRTin9gYIZ1HIgUJBGQZoG/koj31QrtyCXQiFdA0RtrC6sr8yvLM4szE5MjQ+ODneOj3RKBkUj/fyRfq5kgDsywB0d5I0O8iQD3JF+zuiAYHm2b3KkFaDV28Foa6OzOTgyFYHC1JaUv3xX8qSq+hUGU8Nholl0BIfR3MLDtAnxnWJqbxezv4fT1kLCYuveljx78errmrp3SFQVidxEIDWyOHgGC1tT966q5k1l9ev6hndIVDmJDGMwkSw2msUuWOqQOj0MCEHe9TDpKjxycSwuDmKPwcJQ6UgyFUGkwLGkxmZcQz2yuqKh+JFeOa2Ujm+ujcxOdw8Ntfb0tYyPdW2uTWjks+sLA5Mjou42FpHQjMEgOFz61OSgSjYv35hZnh8e6msVsAkMcjMOB0dj4Ew2ta9XtDo3JF8eWZwcGuoR9fe0DA+KVlYlOvW8RTYrWxge6eaLeNQ2Iau/u3VitHN1SaJTLjgtWwGnMuCU+xwyv1PhcSitpk2zcVOjWVOqVm1Wjddl9jnNPqfF67A4LQabUeu0GAJue8jnCvqcPrcNdFxwWA1el9XrsgK0Al5HwGv3exwBtxN4GyDvAqoV9nsTkUgqFk/Hk6CJGhitcLh/cLC3t7+3Awb1bOezuWwqn03n06lMIg7giQR8IZ8n5POA7/S57LFQIOh1+1x2v9vhczm8TpvP5fC77D6nzee0eR1Wj93isVse3gPJAjoGHUaEhAuA57FbvE67716vQJ4GiAJQhf0+4K27HRanzeSym502o9mgserURqVMvbmm2Vp/uLTSDfBSr5BCXEFQqaTrP4gAH1oagKgfcnWfUwGZKuRUy3MrizPzM2OzU2MTo31Dfa2SwTbJQItkgDfaz5H0cyQPuJIMcEf6eJJ+wcpc35SkbbCb3d/FEonobDaWREHUN5a9LX5WUvYcBiumURB8DpbLRHJocCq5nkiuoVJhHFZzm5As5BHweFhx+cunz/9UUfWqGVmJw9dz+SSegAxrKq2qeVNV86am7h0cUYbBVpPIMDqjmcFEMlmohyxBZuDDlw/DwofKBrFHZ6JJVASWCEPi6huQ1TXwioqG0jflLx4tzvRMjLb39fD5XBKDiWfzad29wq3NaathTa+YWZzsGGhnCnkUgYDBb2H29giHh9p7egRtIiaLjiXiYAwKisvG02k4JpPS19u+tjC6uTg0M97d1kJnMQgcLqW9mzcsaZ8a6Zgcbh/qbRno4o8NtS/PD6sVc07rVsCpDLoVIZci6JIHXPKAW+G0bek1SyrlnFK1tLE1K5MvWswqt9PocZq8DovLanSYdTaj1mHWBzz2oM/p99jtFj2oWHPajEC77lXL5nPbgbfhddpcNrPHYfW5bUGfM+Rz+d2udDyWjsczqTToSXg/CXJndyeby6Zy2WQumwQV9KCcF2yRBb0uv9vhdVo9DovLbg753X63w2U3ux0Wj8PitpudVqPLZvLYC1M/IH4esuS0GD12y8Nzvg97awKuvIArlxMa7B30eoAYguVzuTwOq9tudjvMTpvB5TA5bQazQW3VqUwquU62CQI/zda6amNVvbmm3lzTyTaNSpleIdWqCmjplFKNfFO5tQYiwIe8/YAxiKsCivJNKPbbWl/aXFtcX5lfW55bXpienxmfnhiZnRodHeoeGRBJBlol/fzRAd5YP2d0gDs6yBsb4o8N8UcHeSP9HEk/f6SPJ+nnr84PjA4IutqoLS1kOgNFIsNr64vflTwvLX+BRFTw2Xghn9DKxfEZzQxyA5lUQyLUUMj1TEYzhdKIRNcUl7149uKryupXjU2lHC5eKKKjMLXw5qqaune19UXw5go0pgpPqKPS4AWo/j4OBJxA+8JAwR5CBXmGkDXPYGEotGYCuQmJq69HVJXWFr2tePWq/OXTd98+6u3iioUMLouMQTfBmurQRJSglTk11adVztn1SwbZxMKEuLeTLWyhcblkNhvP5pA4PAqTSSDi4RQCQiSgDXVz2gQ0Ig4l4LGX5kZla+Pry8MDfS00Kh6FRqAJSBafJm7n9vW1SobFS7P9aumU07zpcyr8TkXQrQi5FWG3IuSWB1xyr2PLbFiWbo4vLgxMzvTNzg9vbM2p1GsWi8rtMHgcZo/d7LGbHWa9Ra92WPRetzXgdXicFlAPClqaOG1Gr8vqc9u8LqvHYXFZzX/XrtVmdNlNXpfN47D53a5cKpmIxe9b6u7t5Ld3d7Z3trP5XCqXTWZSsXQqloiFw35PwOsKel0Bj9PvdvhcNrfTYrcaAl6n12V12owOq8FpM4Ibu0XvsOghVAAt0HKavzRLgj4DAkXQVwy8KUiWw+Z1FiaMQKEgGPsNBiO47VanzeC06502vcOqs5k1Rp0cpFU62SaQKUCUenNNK90wKmUGuRRwBfapVNJ1xeaqWrYBCi8exodQlHifhsmhN1qFVCUtxH4bqwsg9gNQzU2PTk+MTI0PT44ODfe3D/e2DPXwxgYEYwO88QHu2CBvdIg/PiwYG+IDvZL080b6+CN9vJE+3ux4R1cblcFEU2jNKExNVe274vIXldVviNiGFi5RxCd2iSi9bdSuVlK7EN8qwPN4GAYbhSHW1cNL3xQ9efX228rq11Rac4uQgsU3oLF1TYiKyurX5ZUvGxpLgVgBotgcDJuDAVBx+URIiH4Q9T3E6eHWFouDpTPRVDqSQG5EE2ANiKrSmncvS5599/q7x28eP3377aNeMbtNQBEJqCwmDoNpaEbV46l4YYdwbm7EqJwzqWZW5no7W+hUAgaDQaDwcCYT39PGGerkdbVQu0TM3i5hp5Ah5FBoJKyAR1+aHZatTawujQz0C2kUFA7TRCKiW1tYkkHx0tyQWjbnMK/7XbKgWxFwKX1ORcClDLiVfpcq4FIFXUq3dUOtmJmZ6e8dEDE7uaLhTqVeZrfpbSal06R023Qum95tM3rsZnAOwmE2+F12v8tuN+tN4FyDUeOyGt12k9dhcdmMdhM4W661m3SFn7jF4LAaQd9ju9nodzuyqWQ+k97JZve389vZzG4+t5PL5NLJbDKRScZT8Wg8HIwEPH6Xzee0eh0Wt83otJktFpPP47ZbrCa93mI0Wo1au1Ft1WvMGqVZo7Jq1Xad2qbX2A06q15r0eutRoPNoLUZtVaj1mLSWsw6s0lrNWntZr3DanBYDDazzm7WO41Gp8HoMhrdZrPbbHZZzG6b1Wu3BdyusNcb9nlDXrfXafW5bD63/V4eDW6byWk12E1aq0FjUMvMGplZIzOqpHrFhl6xoZdv6kAFk0IKdrF08i2dfMugkOrkm6qNVeXGila+oVNu6ZRbWsWmTrlpUEsNaqlOuaVXSQ1qqV4l1au29KotnXJTq9jUq7a0ig2ldFW+tSzdWNxYndtYnVtb/v/Yes/nOLPszJO70o5aUvuWWtHSSLOa6ekNbfRoR6PZUWxoNkaq7ioWq2hAEp6whEd67z18eu+9d2++Ni0SLn0mHF2BrKIBq1r7d+yHC2ahWxNx4sbFmwkGP+AXzznPOfe+4WTcHwm7ggF7wG/1uI0Ou8ZiUpm0YqdZAWTqSqycG0CsPuSBKqdlzWndMOvleo3UZt2Uy5hszsr80sTY5P2p2QdLK2NCPlkiokqF1DU5S73BN6rFDqPMaZQ7zUqtWiwQ0ReWJ4bGb49N3OXyV1VrHDZ7nstfZXGXybTZxeXxufnhldUJDm9JKqMBopQqllLFUq6xFSqWaoOjXOco1tiKNbZSxVWucfpi1c8Pv80SFWyZnCWVsYRiOodPoTGXl6jzsyszw1MP7wzeujXw8d3BW4MTd29EPCavfcfr2HJZ1w3bonUZWyhmi1VSnWnH41R7ndtmg1IqYFCWFxYWH5OZpM0tSTJsKyEhKGIN2NV24+a6jMdmrPD5TL1+KxKyJSOOoM9kNqypt8TqLbHVtJmIOCt4vH2InbaLp+3CaQewVDxuFY5bhV670O0Uj1uFk2a+tZ9FIY/VuqXYEM/zqYIdZeVo99XLZxfn3W6tXD/It44qraPd1tFe30br1A97jaN2bX+/XKgWif0SUdsrgxfYgKEb8NcGUsfGwW7/VYXNo/3m0d7RXqXbbHx18cWbVy/ffvnqq4sv3n756vXLi5fPnr14Arzss6cnvfNeq9foF3ilgxLRrVXr1cJeHt0v4Pt5Yq+IV0vYfonYK2BXs0J5fC+PV3G0imNVHK0S2EEBPywSe0V8r0wc7BYPqsXDaulwDwyzlg52i7W9cqNaqVVKjWqlubfb2K3Udsut2n63cXTcqp+0G8eter+G7LWP2o2DZn2veVit71eah9X6XuWgUtgtYPtFdK+AVPNwhchV81CFyFWwq+bVVXyQshIC5aF0IZcp47ndAlzJw5U8XCZyfYoqebi/AR+VcAhEHs1gcBKDk2gukU2F4xFfyG8P+W0hv9Xj0tmtWwadYmeDa1TznRYF8ABd/7q4siqdZpXDrLKYlHqtdGtDoFCwdBoZi7MyNjU4Mjkw8/ghnT4tldCFfBKDPre88miFNMlmL8jFpO01hn6Hv7nB5wpoU49H7g9+QmcvyJVsFnuBy1tkchaprHkq4zGVNrtKmqRQZ7i8ZeBYALRUa2zlOkuxxlSus7+NNZ5qnXtdvvozTVI5E8wTimVMnojK5JFJjMW51Zmxx+PD00MPHw3cfnDz9oOPH4x8Njbz4EY65oYSLihmQ5N2JGrxGFQKCZPBIjP5DL6EKZGzRSI6h0liUFeYTLJYITDZtpMp524ptl+MEWlX2m+ym9QCIZvCIMnXpCbTttupddk0DvO216mLBs15LNw4Qk5apbNO5axTOm0Xew280yBajUK7Wei2ised4nGrcNwunDTzrb0MmnZrtXI6nzxGWpDpdo5atXdvv/zNuy9fPT/t1Pfq+6X6fqlxUGkc7LaO9tq1/XZtv9s47DYO6/uVavEqS+mfHr+awr52JPb69cjgrtaD3Uq32fj67ZsvL168evH89auLL794ASyK5+enz87Onhx3T9p1wGrjYHevnG8dlA+L8C6W3SPggyK+XyAKOELguVIBrpbg/RJyUMb2S/m9Al4l0D0c2UUzJShZzkEVJFeGoTIMgRFY8L/dL+X3isR+mTisFGqV0lG5eFDM1yql+m65sbcLEsJes9apH3YbQKlqvXat0zxs1febtb3aXhm0gEH3aTeP7hWQD0qVqxLQLgFX0KtaCziE/aIL2IMVDK4QcDmfqxDwdaIASP0NgKqIQSUcKmJZAk5hcBKB4lA6Eo94Qn5HyG8PB20el95u3TYZVJvrvK01lkkrdJjlTovCYZaDzRVOFgV46DQrbEaFSS/TqsWb63yplC4S0+RK7uTj0ZHxe0vLY2LRqkrO4vFWllcnRibvDozfGpu5R6VOioRLYtEqi7u0SJu7P3p7aXVCLKUz2Yt8wSqXt0Shz84vjy0sjy+vPFpcGiNTprm8petcKVUsxdpVKNfZyg22ap2jXOP108K+SShXsiUyhlTBksgYIhmDL6PT+aQlxtzk0vjg9MM7o3duPbh5e/DTu4Of3h/5bGTy3sTc0A2nTRv0GrMxB5Z2YQl72LYlF1DJpLml1fllyhKFucrlUTeUAv2OXLst296SqHUKm2snmbbt78YblSQRdzrMaoGQvbS6wODS1Fql162L+q3ZuKeIRY+qmZM2cdYtnLYLp+3iSavQaxDNA2SvApXL0P4+2qwRvXbxtFU8bheOm/n2XrYA+QwG1RJjYWR5Xud2nTw5v3z35jeXb765/Or1xbOTdr15uNs4KNf3S42DcvOw0jzcbR9VO/W91lF1v0xcL7v7px764221aulor3xYLR9eu0J5v1I8rJafn59cvn718tmTVy+evnrx9OLZk+fnp8/PT5+fn5wft0/adQDVUbXUru3vVQp5HMUQDEYwfzAWjGTypb1iuYwTuTyRKqCJMpYB5Uq1gFcLaIWAyxhURnIVJFfKZUu5bDmXLUKZIpwtobkyliuhuQoGVzBkF0dB9/awlD8sFWrVcuNgt3lYbdf2O/WD4+YR6CV0moftxkGrvn+4dzV4XsK/bfXu5uEKDpWxLIgKfuVelNEcKLqAjZGH0ngmWUKgCgZXcLhEQCUcuq5LRSzb3xSxLJApsMehJJyO5jLRTDKUiPrCAWfAawv77T63wWndthjXd7aEG2sczRbXqpc4zHK7SQaiT9e3D40Km1Gu14h3toRrCo5EQuPwVlZpjxk8yuz8KIk0oZLTZWI6X0CiMeYer4yNzA4MT95eIY3zBcss9vwyZXpoenBifpTBXiRRZ3gCklBE5nAWqYzH88tjcwsji8vjS8vjTNaCUESSKxiAK6WKpVxjyVVMuYrZp+s6V/+TmSY5UypniqR0rphK5S7PUWaGph98Nnjrk/sff3LvV589+Hhg+NbQo9sTjx9Ozg/fUCpE29uKnR2Fwbhht24b1VKFmC7gUpi0FSadJBJyNGplzG8iMm44ZveY19ZV/M1tidurQRHfQTGORGyGHalEzOBwKVI5x2bdgjPug1KifYSctPJPeqXzbvG8WzzrFs67peNmvr4HF5BILOIIRd1QLlKt5jqNwnEr323ne02itwdV4KDJtL7EXJihU72J9POXX359+f7ry3ffXL75zbvXl19ePD1pd+p7zaNy/aBQ3y/W9gv1/WLjsNyqVRoH5d0CXkChAgoVsNxuEevbxP1j5we7xb1yYbdI7BaJailfLeWr5XylgDWO9l598fTl8/OL5+cXz86+eHr69Kz39Kz35LR72m32mketo70rqEoEgUA4BuMYzuII/voXv/zFL//vwfEljdEFYyhOZAt4tohARSRbQCECgQgcr1SqxXIlj+cKaLaIQmUM3kXhYi5TgNLFXKaYy5aAguHILg5XCaSaR6p5pErAB2XiqFqs75ebh7uto2qnvg/6cgAtcEffbgEroFAeyeaRbBHLlfBcGctW8OwHrjIlJNM3BgFORDZVgDJYOpHPpq+kDM+VCOiaKGX7LOWRdB5Jgx8LaCaPpNFsPJsIxUOeZMyfTgTDAafXZfa6LD6X0evQuqxb+h3x9hpnS8XS7fDtJilgqQ+SzSi1GaVWg8RqkFgNYptBbtFLdWrR5hpXKqYJBGQSbebR7ODY9BBXQBEJSCoZTSahi4QULmeZRJl+vDgyOz9Mo8/KJFSphLq0Mjm9NDW3Oj39eJDGWhCIKCIxua9Xs/NDC0tjFOoMl7cillCubMAPaPWJAoAp19gKFVex9lvjF33hAiWWWMbgi6h09tIiaWZk6sGn9z7+6Pb/+PXdf/r84a8fjn02Pnt/YvbB2OyDG2TKEomyvERaoHFpYgVfIqWvqXgWncq4LdcqReoNmVG/ngyZDvBgpxyvQi7dllwo5u5oZFb7RtCnD9jVZo1Uuy3SaxUelwbOeGq7yZMWctYhztrEWbtw3ik/6ZbPu4XTDlHfzxFwyGtXb2+KN3aUTrcBgSOH+3C3jvXaRK+VPzmA99CQ1by+yFxcEfDTRPGLV6+/fv/N15eX37y//Obt66/ffPn2yy++eNI7bh8CtGr7+aO9/NEeUdsnGoelo2qxgEF4Lg3+yPrzbyB2C1g5j5YIrEyg5TxWKeCVAr5bxCtFtJRHeu3a07PulxdPL56fPT/vPTntgMGo43atUz843C22a/uHu8USjpTQbDGXKMDp2zc//uPv/OEPf/Dj/+0P//THf/Yft9XaQgHJY1AJRYtojkAgFM55AuE5MkOhNqVzEJ5HMDSbBxYcAu2icBHK5DOpIpQp5bIVBNolctU8XMGhApwqY9mDMr5fIY528/X9UvOw0q5VO42DTvOwVds7qBbLBbRcQCp5lIAzBJzJwxkCzpQwqIxBZSxbRNJFJA02wJzIQ2k8m0TTcTQVx9IJLJ0AeWAJgUoYVMSzJQzq83MdJAJOgRWDErlUJB0LJMLeeMiTSYaSMb/PbXE7jB6nyecyeO1qs1au2eDtqNiaDa5FL3GYZd+mfBaF06ywm2RWg9RqkADA7Ea5SSvRqUXrSrZYSGGyFqbnhx6O3R5+NLCwNGE2KNWbfJmULhaSuawlHnuJx1pkUGfZzHmJkCzkrwoE1MdLMw9G7iyuTjDYi3whWSSmCEVkDm+ZypxbpUyTKNN0xhxfQJLK6DI5Xa5g9tGSqwBRLLkSCBdboeTIVb812fQ7ExhSGUMspnP5ZAptfmZ+9P7Q5x/f/eeP7/3z7cGPHz76bGz63vjs/ZHpgRtk0gKZPE+lLfKFdJWKr9PIQh49nvEVMt6wZX1TwVaoBCbzZirhPKrED/NenVrG4tCEYtbahlhv3NDpVVajIuzRIGnPXinZreMnzfxxK3/Syp+2i6CgOu+UnnZKp01irxgP+40bSiGTQWJxqapNudtvJfLxxmGu20Q6rXy3hh3lQx772gqPwtpQ4gf7L9+8+fr9+9+8e/eby3ffXF5evn335vWXLy+ePX1yctxtgIrrcJc4rGKHVbS+jzf3i/tFNJ9L4ZlkHsqWcaT8wTUuE0gJh4toru8pX2/XlAnkoFI4adePW7WLp6dnveZZt3naafSaR73mUeegetI4qu+WQN1fQHN5DPY7LX/7i//9x9/9gx//8Pvf//73/91f/lu7Ub2bz+bRDIHDOIoSCJpNJn710Uff+aPv/slf/Pu/++cB0aYxg2AInEaRFIakC3CmhEDFXKYAAkqDFlMFg3dxeC+PHZSIah7bLxKNarlRLXeP9tv1g2Ztb7dE7JZwcAVSGc8V4FQeThFQooikQQZYQjOAqyKSLsApDEqg2TiSjiGZGJZNIJkYnI7mUhE4HQUfoZk4BiXwXBLPJQk4BTZAqfJIGoMScDqaTYSSEV8y4kuEvBG/MxH2puKBoM/mdug8Lp3XbXDbd+xGpX5boNngbqtY+m2h06x0WuSAq6uayqx0mpR2o9xmkNsMcrtRYTfIjRrRziZPpWAKxRQSdWZk6t6DkVvTk/dp5GmVgum0bxl1ks011vYGR7PN39nkKkSrIvY8nTonErNpTNLte59OzwxRqDNs7jJPQOYJqXwRTSCmXk1CCEh8IVkkofUPWUllDImcKZUxZHKmXMFSqtgKJVsB8r3fnsT9nbaVTMGSyphiKUMopbP4q0uUqeHJe58P3vx04Ff3xz8dmbk7MnN/cOL+8NT9G3IJa03O1W6JvXZ12GtIxhxELnhQTLSqUD7ptOrka2sCjW7N67ekku6Qb2dDxRMJ6EoZ26BVOu07fq8eTrsPSslODTtu5k+uHPPiaat41imdd8tnndJ5p3zeLnUO4QLsd1u3FCIWjbK8QllkCVhbuk1/2JnPx+sH2W4DP27mG+Wo3aZY4JGF2u1yo/768vLry8vfvHv7zbt3X1++f//u8vVXX728ePHi+fn5We+s22wdVQ938/sVbL+CHO6itV28tkvsEjCSjKOpeAGBCigEag+QKYEssV+NgDmDEg6D9uhRtdQ62jtu1Z6f9Y5btW7jsFM/aB7sAqiASV1Gc3kEKhdwi179F3/6w+/90R98/wc/+P0/+KNf/fpjFM4WsEwRhwp5uIhCFThVTIUXRwd+9r1/89Mf/PF3vv+T7/30r5YZfDhfgJFMHkkW4as6pz9h1B+MAGkb2B8UiUa1XN8tdQ736vvlg938bhHdrxDlPFzCcxUcKsIpPBsHXJXQDICqAKcIKEFACSwbRzIx9MMKQAJQIZkYeJhLRXKpCJQMA94y8SCajeO5JEj5MvFgKupPRryxkCsV9cVCrqDHGgk4Qj6r26HzunR+j8HtVFtNSotOqt3kbatY6nWORSd1WpQOi9xlvfIDHWa5w6S0G5UAKptB7jAprQaZfke4scaRyRkiCY1Enx2evPtw+NbM5H0ee1Ehpa2r2H6v1mJSGnRSu2XdYlLq1SKVhLq2xucLWQ+G7gyPDSwtTzBZ81zeCpdP4vApHD6FJyQLRBSRhCaW0kUSmlBMBSeCJTKGWEoXyxgSKR2gpVCy5QqWXMFSqq6maa8feewfcwSrRMYUSGgs/iqVtbBEmx6bfXBn6NbtwY9DDS/9AAAgAElEQVRHZu5MLw+NPX5wf+zOwOjtGxaTKuLT5dOeWj5eQUI4EiyioWohXqtkDgoJKOYwaOSqNeG2Zm1Ho1rfEGzIWfpNkd+xnUs4ioj/qJLq1vGTVuG4me9zddK6MirOOqWzTvGsXTqu5+vVNJZx+ezbGqVQIqDT2WQSncQScTe1G/6Is0jEWodIt0G09hJe/xZJwdx0WI56vbeXl99cvv/N5btv3l9+/R7o1Vdfvrr44sWTJ2e9827ruFVr1/Zqe8W9MrpXQg5K6GGZOCoTFRxCU1E0EyfgLCAKg1JoNolBKQxKEXCmzxgoTgBdZQIBr6VpHlbPus36we5htdhrHjV2y0BGSmiuBGcLCFTJo3aD+i9++qPv/vEffvcHP/lf//AH/3TzTiKdxTCYwLJ5LJtHskU4VYUTu5nQ6qP7f/WjP/jZj7/73R/86Ed/9X+wZRswnC1AsSKcKeQyeCYJgsimsHQCTcXBHrgLuzhyVC7UKkUwR1u9aiXBRTQDp6N5OFVCM32ECnCqAKfyuSSejWOZGJqOoqkI/AEhDEogmRhAqC9ZIOB0FE5HoWQ4l4pkEyEoGQZfSMcC8ZAnEw+mY4F42JWKeRMRdyRgD3jMQa856DEGPIaAR++2b9vNa1aj3KyV6Lb46nWOfltgNyocZoXTqnBalH29spsUNoPcqpdZ9TK7UWE3Ksw6mWZbqFKwBEIyk7O0sDoxNHF3cPSzhblhqZCikNLkMrpCwTaZ1zY2BesbfINRZTIqXY4dtUYxPTfxYOjO9OwwmTLD463w+CQme4nKWCRR56j0OTpjjs1dFlzNtlOBZIEZWbGULpHSAVoAKrmCpfhtlj6AxACrRMaUSOl8EZXBWVmmzs6tTk4ujD6cuHdn+LMH47cfzT+YXHw4Onv/3sjt24M3b+TR4GEl2TmAzmpIvZwo4KEiGirjkQoeLcLhXMJl1SskIoZQzJLIOOsbQrtBCUWsR6Vk5yB3XEdOm9gJwOkDVICufhJ42i6eNAvdI7xeTZdQPxS1huxq045MLuXQmSQSncwRc7a0G9GIo1RI1g6Q9mEyEtWyt/iWsK97/uTy8vL/+/rrf/n68puv3399efnuzds3X3351ZcXLy+ePXtyetZt9Vq1buOwdVQ9qBB7RXS/gOwVkIMSclBCikgSSgSRTBLPpQFUuVQMTseRTALNJkFNclWZfFv0w5U8Ciqx/XK+Uz9o1/aPdosg/SujuSIYX0CgEg7H/M6/+es//953fu9PfvzDH/zoT/7Nd3947+FwDoEJDCKQJIIiOIYTuUwZy0V97r/5+V//7Eff+fOf/dl3fvTT//if/kvA781DcSKbAqYcnkn2VQvPJPpcgWOItUoRDKRXCayCQwUkWYATcDKIZ6MlNFVEUgU4nc8lCSiBZ+Mg0HQUTUeRD2sfISgZBsxAyXA2EQIUgY+yiRCQpv4eSoYTIU8i7AUZYDzsSkRckYAt6LUEvZZowBb1mwIurdu64TAr7SaFzSg3ayS6Lb5mg2vSiO0Ghd0kB0QBqBxmud0otxlkNoPMqpcBwHQ74q0NvlhE5fBWlsnTQ4/uDozeGh6/TaXMKKR0iZAkFK5SaLMrpEmJjMHiLDFYiwajSm9QMjmr4zMjD4buLCyO0xlzPP4qm7NMpj2eX5qYnR+bXxxdWnlEokxzeCv96yuux1VCKKUDyepD1Y9+26qvckIxhcldWaY8nloYHZoauDd+++7Y5/fH7w5PDTyav/9o/v7w1L3PH356895HN1pHaPsIbR/BvTrSrsEHlUQBDeBwAIUC6bgrHjB6zRvaLcn2hsioU4a82jwUaO0jp838SQM/aWInTey4SRw384CrPlT9OGkVjhv57hHeOYJbe+lmJbGPRKCg1WVYU0g4dBaZTF/lClkavTIUt5dKyeZeLJ0wbNg2Ygh0/uzF+3fv/+Xy63/5+t03X1++f3f59vWb11+9+urLL16+fPr82dnz05PTdrNTP2geVuv75aPd/EEJq2DZEpraJdL7xSwGxTLxCJSMApwAV3guDQJo13X5AqVXCYfBHrjblTxaRnPANwNzq+DTg3xujUv+m7/44Z9///f/7Iff/cH3v/d//ef/HIvFCBwuokkchQkEzcNZNJMcGx7+0Y9+8id/+qOf/eynf/Znf/rv/urfGnWaIpoD8GDpBJKMoak4nIhCsTCSjGHpJJFNAVt8P4+DoaQqgZaxHJ6J4pkInAhgqXAJThZziUIumc+lAFdYJo6mo0gqAicjAC00FUXSMUBUJh4EFAGoMokQeJKOB1OxAEj2MvFgLhVNRf3ZRCgV9SfC3kTYGw24IwFXyGcOeI1hvzkatMVC9pDPHHDuuCxrDqPcYZK7zHK7UWrSSPTbAt2WwKyVWvUym1F23VW3GaU2g8yql1v1UptebtXLTFrxzqZAqWALhGQGe3FybuTO0KcDo7emHg/xuasqGVMupfH4K6uU2dFHA/cHby0sT1AZi2IZk0SZmVueujv0+cOR24vLj5isBR5/lQkGl+bHJmYGJ6buT07fX1weZ3GWQDZ4nag+V0CvlCqOEtgScpZMwZYpvgVM+kG1RBIaT0CiMBdnlycHJwZuPbj563u/+nTo04cT98dmH4zPDYw9vnd/7LOb9359895HN9qHePsIa9WxVgPpNNBOHT6qpotEBIV8yag96tUHbdsBpybmNxOQv15JdI+w42ax1wBZX/6kRRxfU6peg+ij9W1y2CwcN/LHDfy0iZ03sN4BUiNiSNjsMKzJJWwafYVCXeQIqdvGtXjStVsIoLDDG7Xlq6UXFxfvL9//5vL9N5fv3wPT4qvXX716+erlFy8vnn/x/MmLs/PzXue4VWse7oG7kQ/K+G4+l4fjaCZUySd3CxCaTWTiwWwiDKdiuWQsm4gA7QKBQSnAGAFnQE7Yr8T2y3lwyK++XwEOdRnNFXKZEpwtYXCFQPYJqJZP+3RK/srUxMDNn//lT0cH72ForoDDJSxbxqBdNFuBkyUoceuj//cPf/9/+clPfvCnP/nej/7o9/7x738ZcNtRKI2lE3gmiSRjcDyai0ey0SCciOKZJJaOl5DsLo7s5dG9PFbGcnt5tIRkc4lILuaHE34iG8lD0WIuXoBi+Vwin0uAPJCA4h8ywAiSCucSoVwiBCWCff0BWpSO+kFql4kFUlF/MuxNRryJkCcV9WVigVTElwx7Y0FXNOCK+B0hjy3osQU91qDXFA3Y4mFHLGgLuvUe+7bLrHKa5G6L0mNVeqxKu1Fq0or1OwKDWmjRSWxGucMkBz0rAJXVIOmLlVUvM+ukum3BuoojkzFEEjqdvTg+M3Rn6NbDsc+WVibkEsa6ir25zpHL6AzO8sLyxODI57MLY6oN0cLSxNTM0PDEg1v3PxmZGFhZnWRzFrm8FRZ7kUyZmV8ce7wwOrc4Or84CvSqnwT2A2AmkzOBdXHlWyjZVzfjKlkyBVOuYClUbLCXyZkSKZ0vJFHZi49Xp4Ym7382ePPjgV99PvzZ4OT9ifmhiYXB0dl7A6O3bt3/+POHH9/oHOLtI6RbQ9s1uFNHek2s20Cbh9DRbqpaiJaxUBkN7+fjjSrUq+GnzUKvQQB4eo0rio4/KBXg6jpavQbRr7h6DfCwcNzM946QWj4Gha0OnUohZjIoC6vkJY6IozdvxlKONOSNJ50HR5WXX168u3z3/vL9+3ffXL79Bry0+9XFq1dfXLz84uLixYsvnj55enpy0mm264dH+5VqmSgTcBGDClgazUVxOLqbT1fwFJaJQPFALhbOxSPZeDibiEDJKJJJ9PWqzxUQLjyXPtwtVos4nI4j2eRuHqvvlspYrn/UoghnS0C4oHQZzVUJtAwnom59NuIpwqkiDJUwtEygFQIuIak9PO3SqoY/+cdf/uWPf/bHv/d3v/hL844qj2SQdAJLJ4BGAZlC03EkFSnAqRKaqeBQNQ+DcaSDEoZlYumID4oHQfqHZ6NYJpLPxYlcnIBiBBQDD0EQUBTLhJFUCE4Gc4kAFPdD8WAuEcrGAtlYIBP1p8JesM/GAumILxF0R332uN+eCDrjfnvUZ4t4rWGPBWyiPls84EgEncmwIxVyRn22kMvgta67zXKX5Wpswm1TOS1Kq0Fi1Ah021yTVmgzSvs9q6vOlRF0riR2vdRuUFgMMqNOtr0pUKgYIilJKKYwOUtTj8fuD9+ZeHSHy5rfULF3Nvk6tWh7jaOSMrjMebmEJhfTaeQZhZyzsDR9d/DTO0OfTs8PUyizXO4yk71AZzym0GZo9FkWe4HBWqAz52mMOS5/FXDVV63+lWZyBQtIFqBLrmAplAyliqlUMRVKhlzBAGOECiVToWTI5HSRmMTiLq1QpidmHw4+un136JP7Y58NTd59NDc4tTjyaG7w4aPbtwc/vjt880b7CG8dou0jpFNHu3W020B7Tey4hfeaWLeJduvocYM4aeaPG8Rxgziu431sjpsEwOa4SfyOWPVTwQ9fyPfjpJk/aRfOmvnTQ/Qwn8iEbRatUiKgkshLKzSSUMY12naCcVcSjjTatYtXF2/fvb28vHz/7v3l2/f9l3a//OLi4sXFxYsXF8+ePj8/Oz/udJu1xtHe/m6hhOcwKIlBCRSKolAEh6JFJFFCU3g2lokGMpFgJhZORYPpWCiXivVVq+9nAO0CU3bg6ASSTUKJSAXNtQ+qVQIFTh3IBq96rFfVUbKCpAq5JPDl8FwKNJTyUIJIh0rZSDEd9Bm3tEpByKGHE8FMPJRLxeBENBePQLFwNhrKxSNoKo6mo1gmVsayFRzaJXJgIimXCKXC3lwihKajBBQHUKHpMJ6N5nNxAophmUgfNrCCLyCpEFhziQAUD2RjvmzMl454U2F3OuJNhT2JoCsRdCZDbrCJB53xgCPmtydDrkTQCSIZcqXC7mTIFQ3Ygl5L1G9PBG0h147b/G3h5LIq7SaZSSs07PCNGgGA6vrs0rXpCqndILMbFBaDXK+R7Gzy5Qo6V7DC5i0vkSZHJh88HLkzN/tAIlhVyZmb61y9TmY2Ks06udex7XPuqNf5W0q2SEARSTlDj+49HL+7RJpiMhfY3FUyc3GRNPV4cXyRNL1Km6My5hisBQZrAZjsQjEV0PVb9wQqWLIP2aBMzpQrPsw3KVn9HteHJ0y5giGT0/kiMp29tESeml4YGZ68+2D884ePbo9MD0zMDz2aGxyavHtn6JOB0Vs3agdY6xBvH6KdGtato70mBiQLcNVr4scNotcgenW8W8O6Naz3Aa2+WAGN6jWI7jXqAFq/o2Yfvp8/aRCnNbSzD+/l48mQxayRCYUsMo20Sl3hy/g7ZrUn5t+rHby4+OLtu3eX7y4v37x79+bt29evr24Xe/HixbPnL54+e/Hk/NnZ6Vmv3W3W6ofV/d3Cbh4jkAySiedSkWwyCCUCcDKIpiMElEDTkXTEmwh5E5FAPORLhP2ZeLjvZACukEyiWsSLWA4UXUDE8Fw6Fwtj6XitUtzLY3koDUxwYDOAFcsksXQSSyewbBTLRtBsCMnG0UwCTUeRRBCN+9GEP5+JFKAokgxBsUAmFsrEw7l4JBsNZaOhdDiQjYZy8TCajsLJcD6XBAN+BJRIR3zJkAdOhkHkEkFAC5wMoukwlon8DldoOgye97kCkUsEc4kAnAxCcT8U92djvnTEkwq7U2F3OuLJxnyZqBcglI540hEP2AOi4gFHxGsN+SyJiJfIJbFsOOLVuy3Kb7u9FoXVIDGo+QY132aU9sf/rneuHGa53Sy3GaQ2vdRmkJv0UvW2YF3FlogobO7yKm12ZGpgYOiz4dE7FNKEXEJVyllKOUsspgmEFINO4bRv69Rih3nNqBbyeSuPHo8sU2YXVqZWKbNc3iqTs0pmLj9enhqZfDg2NfRodmRh+dH/VKyuJmjBpZwfrAupjA64+sAS6+ogybXhd7AXy+hcIZnGXlwkT008HhyZHhiauDs0eXdkemB46t7DR7fvDt+8N/Lpjd0KdLiHNA6wziHeraHdBgqyweMW3m1ivSYB8r1ODWsfoe0jgB8OQOqXVd063q3j4KPjawbGdf+9/yu9Rv6kRZw0sF4Nax8i1XwsHbYYNQqxgEUhLy9TVjkSgdpmwIuFJ8+ev3795t27d+/evnn75vWbr16/ungJbup7/vTZsydPn5+fPT09Oem0Oo2j2kFlr5Iv4Qiey6DZJJSMpKP+ZNiXCHriAVc64s0lArm4PxHyRgOeaMAT8bujAU8yEgB0AbT2ykQRy/UxI3IZLJcmcpkinAUM7OII8BjAGHjfxEPSCTiTgDMJBIphUBjPhtBMDElFsUwUTUeRZBhJhuBEKJcIgponGwsC/UyHA+lwIBn0ZSLBXCKSS4TgZBg0oJIhT9BlSYY8IHNLhjyJoCcV9mRjPjQdQtNhwElfnQBIcDLYlynwHE6G4GQATvqhuA+K+7IxbybqSUfcYE1H3JmoOx1xA4pSYXdfphJBZ9RnC3ssEa81EXJB6VCJyFWLGAbFwh69w6zsKxIQK90216gRAJD6StUftrCbZDaTzKoXW7Rii05q1Iq3N/kKGV0soLA4SzPLYwPjnw8Mfzo1/YDDnJdJqGIRhccnL61M05grLB6FTJsXSxnr6zyVgkmlz90bvj04clsiY7M4Kwz2IkdIobBX5lamxmcGRybvj0zcn5x5sLw6weGtCESU682ra50oRp8r4ArK5Myr01kqpmqNrVSx5MoryQI5oVzBkMgZAgmNwV1eos5ML44CjRp8dOfB+O27wzcHRm+BuJHNBov55OFurnOA9epEt4F2Gmi3gfZa2HED7bbwTpNoN/B2HWvVsVYd69Swvl71N50aBgJwBQJYF32ivtUrkA02iZMmflxHWwfQXj6SCpjMW3IBm766urJCJfFVomgi2eudfvXV67dv37x989XbN1++/vIrwNXzp8+enj99enb+7Oz0/Lh33G60agdH++VqOV/GcQKGkEwiEw/HQ754wBP1ukJue8BhDLlM8YAtGfElQr6Q1xn0OIIeR8jrjAY8qWgwEw9X8mgBheB0/Nv8MJNEsgkse9VfApZdEc4mg75k0JeLR5BkDFjkGJzK5eIwFIMzETQTxrNRAkpgmSiWTWBQEs0mkEwCySTgdAxKRqB4GIoFMhEf+HcSAW8y6MtEQlA8DMWDaDoKxYMRrz3md6bC3lTYm474srFAKuxNBN3JkCsT9QJ4+isA7Lo6Aa6QVAhAlUv4oLgXinuzMU8m6r4e6YgrHXGlwq5k6Ft1igccUZ8t5DaHPZaY3w7F/QU4UchDpSJSKWAYFAt6DHaTwm6UWg0Sk1ao3+FpNlnqTVY/Cbw+ZfutGWiUWnVii1Zs1cv0GtHWBlcqpkgEFDZ7eWJx+Nbwx/dHPl1cGJUIViQiMp9PWiXNrlIWJuYm/vunv/ps8M7k/ASFuUSlz0/Pj94c+Hh47O7KyvTGhogvpjI5SxzeCouzRGPMrVKmFpfHF5fHydQZDm8FzFtcR6sfcjlLBuQLeBgyhlzOUCiYSiVLpWIrlSyF4ooohRKoGV0sowskNCZvZYU2O7s8NjE/PDx1b3DizoPxzz9/+GuQFg5N3r1hdWhjMTeGRPcq2cY+3K0h3TrSa2K9Jt5tYp0m3mng7TrermHtOtaqo32xAhoFNn2orhsVfdW6XnoBU/64mT9u4r0G1mug3RrS3M/sosGEW6dZF/I41FXKMoVFN9hce0fNl69evX3z1ZvXr968eXX1zu7nz549efLk/Oz89PTJSe+s2+42a43DvcNqaa+U3y3gRQxGs8lsIpKMBKI+d9BlDzitHpvBZdG6rVqP3RT0OMI+V9Dj8DmtHrvZ57T63TYkm4RS0VQsCKViSCYBp+NwOp5LxXKpGJyKIclYLh4BAdCK+z0hlz3qdUW9rnQoAGfiKJJEoASciaGZOJKKwqkokormUlE4HYeS0XQsnIqFkpFAPORPhv3JkDce8CRABD2psC8Z9MZ8rkTQDYhKBN1Ao0AAqOIBVyLoSoXdUNx/HSeQ3eUSAfAEpIhIKpRL+LMxH5ApKO7NxrzXJQusH1TLlQq7Yn5bzG8Pe8wBpyngMsUCdigZxKBYEc+UCKiQh0sFtFLCUTjhdmo1O+KdLf7mGntNQV+T0dZl9O01pkHN/3bw7xpa3w7a6iRWndSqk+p3hFtrPImQIuJTmKyliYXh28OfjE7cYdPnVFK6XELj81YlMhZHQL03fPujO598dPvXDx89nJwfn5odeTBy5+bdX49N3F9cfERnzG/siAViCpe3JBST+UKSQETiCVZY3CU2b5nNW+HyV7mCVZ6Q3K+vrieE0iszHbSqGDIFXa5kKFRM5RpLoWJc6ZWKKVPQZQqGTEEXSal8EYXJW1mmzkwvjTyaHxx//HB0+v7gxN07g5/cH/1sbObBxPzQDaFMoDNt+4JWCA6Xisl6NdM6hLsNvFvH2zWsU8d6dbz7IYBY/Q5I/crquihdx6mfBx43870mKMbwXgvttfBuEz1uYZ0G2t7LVHLeoGtre4PH5dJWSWTR+g5Uqjx78fz1Vxevv3r51esvv3x1cfHF8xfPnz59cnp+dnJ+enzea5+0G+AE+0GlCA4gFdAsnI5n4uFkJBDxu/1um9dhcVqMdpPOoteYtNsm7bbNqHVZjR672WU1Om3GRDQQ8Do9Tks44E5EA8lIAChYOhZKRYPJSCAV8ieDPrDG/Z50OFCEs5lIMOp1RTzOsMsecjtiQW8yHACJZToWTsdC4NcTYX8i7I+HfLGgF0TE7w77XFG/OxF0R32OsMcWdFv8DlPQbYn6HPGAKxnyxAMuAFI84Ir5nWCN+pzxgDMd8fQpAiD196BwAsUS2IB6KRP1gmoK1E79yioZcsUDTsCS36nz2TUeq9Zr10d9jnTcj0BRFE7gSDqfB+8IxosFvFTCs9mowbgpljB5AjKbs8ygz3EZizI+WbPGNWmFFr24zxVIBftj7FaDxG6QO01Km16u3xGvydlCHonFWZlfnnw4fmdg8JPpqfsyPkW9IdxUcvVa+fa2iE5/TCJNPn48NDs7NL84Pv145NHk4J2Bm3cGbk7ODC2Tp6jMORZvaUcjEYppIOsDAsURrLL5KyzeMou3zOavcIUkkBCCWguMCIrlDIkCXMLOECtZEgVDqqTKVDS5ii5X0RVrdLmKIVexZCqGVEGXKukyJUMko/FEZDp3cYk2Nb08MrEwOLUw+mh2eHhiYGD484Ghz8amB2eWxm7QWWS5UrCjkbs8unjShaLhSjldP0Bah2jnEOvUsM41XeqvgKvreWD3t7923c+47gp+EDrsuIn1rsVxDW1V0wXY63erN9ZELCaVyRf6YvF2r3Px8tmrr168+vLi1csvLr54/vzpk/Ozk9OT3ulx96zTPG7VW0f7tb3KfrkAEjk8l4aS0VQ0GA/5wj5XwG1320x2k85qUBs1Wwb1pm57Xbu1ptlU6Xc2jJqtcMDtdVmtJq3donfajG6H2e+xh/yuWNgXD/tjYV8s7IsFr6qysNcFqIgHvRiUiod88aA3HvJFAx6ggV6HxWkxuKxGh1nvMOudFoPbZnJZjf863HaT12bwWPUBpxngFPM7oz4HiIjX3t9c38f89kzU2/cewAbsr6MFQAL2A3DJY3572GPxOww+u95r0/ns+pDb7LXpHMZtm37TrFE5jBtBlzEecEDxIJqKIpkoBiVwJFUk4GIBLRauXrxdLmKpVHhzQ0Ymz80vjM7ODj2eeUhdmVCKKGaN+MPpDwkAqW8G9klzmZVOk9Kik6m3BAopQ8AnUekLY9MP7w7eHBy5tbw0rhQzlHKGy7Ed8uuNOpl+R7StYq/LyEopRcgn0WjzkzOjt+7+emjk9tziKIk2w+avsHnLPAFpRyMVSWhs7jJPQOLxSWzeCsCJKyRxBKtc4VU2CEIiZYhldJGMLpTSRDI6uLNWKmfIlDSZki5X0eUqhmKNAabdZUqGTEGXKRlyJUMiZ/DFFI5glcKaW6JOzZHGZxfHZhbHH80OPhy9/WDk8/GZh4vkqRssNoUnoIulzM1tqcG04fKbEmlvIZ/cL2cbVbh9+K0o9WnpXlOw39GrvnvxrzHr/26nhncb2HELuzL0G1ingR438F4NqVeTedjndai3VEIOj20wmyvVytNn56++fPHy5fOXFy8uvnj+/NmT87OTk+PuSa9z0m50G0fgrovdAl7CkTySRTKJqyQw4Al5nX6XzW0zOcx6i/5brjSbKvWGclMpdVoMevXG1rpcu7Nu1G0bddtmg9pq0jqsBo/T4nPbgj5nOOAO+10hnyvkcwW9jpDPGQm4Qz5XNOhBsomw3x32u+IhXzISiId8Eb876HEE3Haf0wrous6S02IApLltJo/N5LMbAVQRrz3ssYU9tusggQ14HvHaQ25ryG2N+R2AKwBPX5fAj79j7gGoQm5z0GUKuc0+u95j1botGpt+02naseo29Ftys2bNZVYHXcZE0JFLBMCsBpKMotkEgaQLeK5EoKUiUSoS4PXb5RKRTIRFQs7Y6MOh4duDg7emJwcY5Cn1GttukF0/YdXPA68dapQ5zUqbUWHQiDfXuQoZUyymLpKmB8fvPhj6dGJygEF7LOStrm1wjCb55gbHqJXYjAqnSek2SVwmmWZLwOWujjx6cHvgk5nHD1fJUwzWApu7zBeSeQIST0BSa2V9tDi8FY5glSciCyRUgYTKF1MEoqsQiqkiCV0ooYKPhFIaEC6pgilV0MFZLBCya/urULIkUoZQTOXwV2mchRX6zBJ5coUyPbc0NjZ5b3Ti7uTswyXK1A0ej8rl0QRChlDE5IuYG2qlxa4Nhe05KFgppmp70O+kfL06AZTqukz1sel/87qT8dslGdatEb063mui3QbWa2LHTbzXwnpN/LiJd2q5ejVeyHkD9h2VXLC+oUxnM51e5/mLpxcXTy++eAYsi/Ozk+Pj7vy3p90AACAASURBVHG3fdyqd+qHtb3KXilfJtACmiPgzO+IlddhcVmNNqPWpN3W72wApVJvKDaVUrtJp9lUycQ8uYQvFXHlEv66QryzqdzZXtNqNvXaLaNBbTHpbFaDy27yuqw+t83vsQe8jqDPGQl6wFVecDYRCrgCHnvY5wr7XCGvM+xzRfxugJbHbgZ6BVhyWY0u2xVgLovB7zABbEJua38D9gAk8CTosvgdpoDTHPM7QVKXiXrTEW9/D9QpGbqy8mJ+e8RrDbnNAafRY9Xa9JsAJIdx22na6W/shi2XWR1ymxNB54d00QcnwmDwNw9nilguj+UKGFwu5culQrGAlYpouUTEoiEWk37v3u07dz+5c+fXM1P3+ax5s0bkvOYB9h2L661hh0lmNylMBpl2R6hSsCRSulBEWaDMPBi9PTh4a+7xEJe9tLbOk6+xl0kTJMo0i7UgFJKVcoZ2k23WSzfXeSTy7N37tx4Of764PERnzLK5SxzuMl9AEgjJIP0DaHH5qzwhmSsk8cWU6yEQksH5EaGYKhBR+GKKUEoDIZYzJHKGREaXKpgyBai1WDIlU6ZkXDGmZMpVTJmCKb2aFaRyBKsMziKdtcBkL1Hoj5dWJxaWx+eXxlYo0zfEfBqPS+XyaGwOmc2j8wRsiZS/o1HaXZpExlMqxBp7UPsIvYKqSXQbeKeGdQFXv11W/Y6UXSfqGmB4r050G1i3gXTqCDAeew2028x3m8RxE+nVMq1KvJB2OU07a2tyl9dd3ts9Oz9++eLJi+dPnj978uT89Oz0+LjX6XVavcZR62gfiFURRwg4g2S/Faug19GHyqJX63c2NJsqzaZqZ12xpZI5zHrNpkopEcjEPLGAIxawhTwmh0lh0lYZdJJQwFYqxOtrsu0tlVazYdBumQxqs0FtNescVoPTbnI7LV6XzeO0+Dz2dCLi/WCBeGxmt9XksZmdFqPDoneY9Xaz3mbS2k06EA6z3mk2OC0Gj83kd5iCTrPfaQo4TQGnOeA0+R0mv8MUcJj8DpPPbgThtRn8DlPM70xHfOmIFzR2U2F3Jur5trl0JUomt0VjN2z57PqozxZ0mRzGbYt23abfNGwrtBtS3abMqtvwWLVemy7oMoU95ojXGvVZoz57OuLNxUNYOk5k0yUkV8LgAprLo7kijpWLhVKxWCxi5RJeKuJBv3d1ZfXmJ598/PE/3bnz64X5EZWM7jQpPB/uiO43i683jgFaVqNcpxFub3KlUqpITGWxF2dJkw/H7z4av0demdraEsoVrMcL40Ojdx+O3RmdGXw0Pzq7PMFmL0mkDL6QOvN49LM7H49P3lsljTCYM2zOPIu9yOWt8vgknoDE5a8C1RJL6WzeMk9E5gpJHCEJACYQUQRCilBEFYqpIjFNKKLwxRSgV1cJoZQuvT6VK2dJ5QwpyAA/nNiXyRnSD0MbAjGVJyLzhGSegMTlrbC5y3TmPIU2S6U/viERc4R8poDP5HJpbBaVRaew2TSegClRCAx2bTThyROxg/1sq4b06kSvXuzViV4dv2oT99ffzgP7gPVxAu0v8OOVlNWx9hEK7rg9buK9FtFtYL0G0q3n2ofZo3IcS7ocxg2jQZ3Opmv1o/PzY/CejidnJ2fHvZNOu9dq9upHzYPqQalQwdEiksOhNJyMZaKhRNAX9rr8DqvbCuwKtVGz9SH9U2yppE6LXrOpVEp4SglfJmRL+SwJnyng0OjkpYnRwU9ufvTRr/7H4NDAwuJjJovGE7BFMr5iTbq+odjZWddqNnXaLb1+y2DYNhp39Poti1kbDrotJrVBt2XUbxv12yb9tlm7bdHuWHVqm15t06ttBo3NpLaZ1HazxmnVuWx6j8PosuhdFoPbZnRbjS6LwW3th9FtNTgteqdZ67boAk5z1O9MhjzJsDcVdiVDzmTIFfM7wh57yGXz2Axm7YbLogu6LT6HyazdMGwrXGa1x6p1mnbMmjWTWmXcUWrWJcYdJdAor03ntel9dmPAaQp7rPGAMxXxZhIBOBXBs6k8nC1hSAlHijhcxOECDpfyWLlAlAt4uZQnCMzpdCwvzd+9ffPhvU9nJh7wWIsGtdBllbutCve1i5ZcVqXLqnLb1lxWldu65rQoHWaF2SDX7IjX17gCIZnDW11cfjQ8eW9w7PbU5H2ZhKFa462Qp5fJ07NzI/NzowsL43MLY7Nzo4srE0ukqQXS1PCjewMPP52dG14lj9OZs3TmHIO1wOGucHgrHN4Kl78KjPVttUQgojA5S2zeCou7zOGv8IQknojMF1EEYqpQShNKaEIJFSgVgApsxDK6SEoTSWliGV0sY0gUDLGcLpHTpQqmTMmSKplSxYfx9qvajCaS0kEIxFQOf5XFW6Gxl2/wBWyphC8V8wRcBp9N59ApNOoKibzE5NJlG3KdWROMuBA8sreXbh7C3Vq+V8/36li3hnWOULBez/euO4fXW8l9rjo1rH2EtI+wTo1oH+HdOnHcJPpDHqAr3a7BjYPsIRHKRaxW07bH68DzWLN5dHrSOT3pggucj9uNbuOoe3TQrFb2C0QZzeWhDJZKQLFIKhSI+Twhl8NrNTtNeqtBAzJA3fa6ekO5oRDZTRrtllIh5iolPJmQLRMwJDy6kEVhkhdnJ4Y//+Sf//7v//YXv/j3/+ff/Pwf/tvf3fzko8HBe5Mz40ur83QGmctjCUVcuUK0ti5b35Bv76g02g21Zl2v3/b7nHrdlla7adDvGAw7Jt22Wbdj0asterXVoLEZNRbjtsWwaTVtW03bFuOWxbht0W9bDWqbUW03aewmjc2othnVdqPGYdY6zDqnReex6UNuMzAeQFspEbDF/daQ2+R3Gn1Os89psxp21JsKq2HHYdZZ9Nu6LaVmXaLdkKrXxNoNqUmtsuk3rboNq27DadpxWzQus9pt0XishoDTHPHa4wF3KuRNx3yZpD+XjmC5NIFkijhcyiP9F4UUCbicRyoFvFIs5hBYo9PMzU4M3/90cuhz0sKYSky1G+Vum9JtU4ALzD7cva5wWVXgOlunWeU0q5zmNYNWtr0pUsjZAiGVSl+YnB68P/zp0MhnXPbK9rqQujpNJk9TqFNc1rxSSNmSMTfkDLGAxGIvLpGnppZG749+Nj55b2npEYkyTWPO05kLLM4Sh7/C4a2wucsALUDX1o6YLyQz2YvgIy5/lSsk8cRkvoQilNL6ldX1PQCs/1wopV29ekfOAAXY1apg9g0PkYwmkjNFMoZQSudLaFwhmS0gUTkrN7g8Bp/Pkop5CilfxGdx2VQ2k8JgkNk8OpvPUKxJDQa1z2/L5QJ7u6naXrZTQ7s1/AqYI7R9iFw3NvqMta+On6CtQ+T6plPDOzW0dYi2j/BOjeg1iG4DB4UWgKpTR1pHudZRrlFJ7qKhaNBmtxuisUCphDfrh71u87jT7LXqneZR+2i/fVCt75b2C3gRzmLpRC4eSYeDcb8n7Hb47Ra3SW/Ta03abYN6U7u1trMOaiqNZlOhEHMVYq5MyBbzGCIOnc+iMCjzC9MjA7f++b//t1/+1//087//25///S//w3/55X/4r3/783/4u7/5x3/4u4/+6f/5/PNfDQ7emZoeWVyeJZOXaQwyh8sQCDkSqUAiFShVMqvdtLm9trGp3FFv7KjXd9Tras2GRrup0W5qdVs67bpOs67Xbeg06zrNul67btKozBqVWbNm1qhAtmY3bDkMW07jtsus9tq0AYch6ND77dqAXRd06AIOnc+qdpu37cYNq2nTatnRGzY21yTrcqFmU2FQr+t31raU4nUZb0cl0m5I9VtyQBSor+yGLZt+02VWe216v8Mc8doTQXcy5ElFvOmoL5sMwOkoGEEGYtVHC0Q5j5WKxUQyIZKIBu7eGvj8V9Ojd1iUWe2W0GVVuWxKj10FbrH99tpN61ofKpdlzW5U6NSSzXW+XMaUSBgkyuPR8Xuf3fvnFfLUmpwj45IF9CUebV7CW9xWMkxqoc0oMxkkOzsCqez/J+s8n6LatrVv3Xt2MCDmrIiIqIAiEgQk5wydCJ1zznHlzgloMt1kFQUldRPMErrJuj3n3P/o/bCwN+e8VaNWzbXoj/zqGeOZY46pU2j5dD6FRK3j8lvkcpZCxVGquRqdAMdJZxBp9UKcnyhjng4EhBXRj3o8G/xlYxxWXL/WR0mDMBWEqkBUGWXpPzTNrI6+gqgCQlUgqgIQJYAojZDcAEjVRukxANQBgA40afHC3YwYEVAHABqTSW0wKgFQjyBgR6dzbKw/GHzx+ctMZGNhN7K0G17ajSzvbS3vbf2d3eFKFdWlvfDSXnhpdzP0iyj8B7hkreBcfd9aOdheOdj+W6n2t0K74cXd8OLO+tzm57cfQy+nXw5OjvXNvnv16ePyVmRtfye8v7O5G1nf2fy2s/458vXD2oelD8HZ5bnphemX716Nv5kYfjk8OD7YO9zXNeDz9nS4caicFiTQ3+11mM2QHocKMWlgo9qkV6hkPA6D3FxT8jzjYUZyfFZKfHbqnWePE549Tsh5nJDz+G52aiIOW0Z6Uk5OalFRdnVVWVNjTUtLM43WwuHQ+UKOQMSVK6V2l1Vv1OgMGgAxQKgRxkyYFcJssNWBOhyY04E5nWan0+xyWbxuS6cL83ksPR22vi7HQLdrsMc91OsZ7HEN9XoC/R1DvZ4uN+Z1wl1uzOtEPHbI5zF3ubEOJ9rpMXs9mMuNWmwmGFCjJq0VMTrMoMMMuqxQlxPt9VrxDDD69Pe4A72e0YHOCX/3i+G+V6ODuLk/83Jkbmpi7s3E3MzEwttXywvvPiwtfFoJ4RdvR682/fxh6euHlQ+rq6NjYwKRoLAgp7GmWMAioCbJYLd5dMgxOmgf89tH/f8xdnN0EIfKOtxvGx10DHZjHW7QatGiiAqCVQoVn0CqYnJJeoMIMcncqM6D6fu86HCvZagb7ekAXE6dxaJAEJlaI2Lz2wjUulZWE1/YqlCyVRqeRsfX6oW4Rmn1Qo1OgL9GE0KDSeLpQCBEqdULDSYJbg/iFBkhGb6OLqJ0/RIiVRQh2Kz+L1mLogUcmopKE6wwwQojJDeAcp1JfgwEdTBkwBATBhstKGC3gHYLYEYMMKQxGZUarUynVyMo6PbYhkd6ZhfGP3+a3lib244s7USWdraWd7dw4fqPlC+a+P0XV78Cl7LV/cjqwdbK/tby/tZSFKq9SHA3vLizubC9MR/5Nrvx4c2H4OT0y4Gx4Z6pqbGl0Ny3L6v4jNjNrx82Pi2vfwx9Xp5bXZgOvZuaezMxPTk8NTY44e8ZHejy93j6Ol3dXieuVIH+7i633QwZrIjRDOkxUIcCWlCvVMgFTDq5tqogL+PB0+S4rJS4rNS47Edxz9Lic9Lisx/HZT+6nfM4MSctMefJvWdP7uWk38t+mvQsMzk3KyU/J604P6OiJKe2uqSpoZpErKO2EbUaGYdNZbHa+XyWQMiWSvkyuVCpkmi0CqNRA8EGzAxarYjDYXa5LB1ee1eXq9vn6epydXjtXo/N67V3dbl8PrfXa7dYILMVtjsw1AzCiBEzgzAKgJBJb1DLFSKZXKBUCDUKEaBTYKDOaQY7nGaf29rtsfR4LDhaA12OQZ8TL6tGBzrHh3yTgR6cq9fjfpyr2Vfjs2/GZ6fH52dehuZmVoPzH0KL75cXPq4G8butPr0PfX4f+vpxNbS46OvpptLbS4vzWwjVSnGbx6YbGbCPDTnHhlzjfueo3zbmd4z57aODtpEh68igLdB3KFYjA/b+LsRlN8CgHIYUOp2Iw2vjCagSGV0qaXdgaiui7HABfX3Wvh6Lyw2AsFyp4UhldKGwnUYj1hMqq5qLyfR6npCiUnNwinQGES5HuF7hX3C9iv7J24nCqEpnEB2WWLDcCMsM0TUkw/e4ol+idP3tZ/za6ToqWUdU61CsTLDCBMtNkNIIKo+BkB6BjShsNMMmDDGisNaC6qyYAQHVsEkJmJR6g1KrVSII6OlwDI345mZHPn18s742HwkHt7eWtreWdsOhvc2l3c3Q7mZoP7J81Kg4kv6t4Atc0PbCy3vhlb3wyn5keX/rb6L+A6r1hfDXt5FPr9dWXy7NjY0GfN0+19CQ7+305Ero3ef3i19WF7+uzn9ZmfsYers8N7U4M/n25TC+9Tk60Bno9Qx02Xu89g6XDYeqw2k1Q0YrYjJDejOkR0waQKeQi7ntbcTSktynaYnpqbczUm5lpd7MfByXlRaf/eROTnpCztO7uRmJeZmJBVn3C7PuF2fcL8t6WPospST3UWnu47LnaWXP00rzHpflPy0ryKwsflZRlFVfmS9gtdTXlFWUF9VUl9XVVjQ11jQ31RKIDWRKc2sbiUZvYzDbWRw6m8fiCNhcAYcv4olkQrFcJJIJRTKhSCoUiPl8EY8t4NJ5nFYmjdjW0kghVjc1FFdVPS8pzcrNLSktprZSlGIRqFc5zGCH09zhNHe6LD63FYcKTyzxPBBXKtwGHB/yTfh7Xo4M4g1T05PD716Ozb4en5uemJ95GZydXl6YXQ3Ory7Nf1hd/Lga/LAa/Pg++On90qeVpTdTrxAMbSI0VVeVsmlEUMcb8KFjQ84xv2vc7xkPuMf8jsO7QoZsh5Mt+u2BPtvooGO4z9rtAWxmDWSSmYxSLrdFLGWJpSw6vREyic2o0mgU6gCRFhLrAJlEw2eI2ttYBA6vlcdpo1JJNQ1llY1FrcwGgYSi0XKj8OAC9V+vuHzpDCL86e1EEVSlAyR41meE5LiHYTp8lR2Nw03k/wTsqL0RJQ235vHi6hddChBRmiDVMRg2IrARgY0wqIchAwTqTEY1CGow1IAiWsikgoxq0KgxmTQwond5zEPDvpnZifcf322sBbfDSzvhpa3N4HY4tBMO7YZDuJkRra+O0oVHNEXEOdwLL+1Hlg62lvcjh0qFc7W1Prf1bTby5d3mxzdrq1MfFidej/m67IgDMw70eaZeDc+/fbE0+2pl7vX7+Terc69D717OvRmfnvRPjfSPD/pG+jqGfM6BDnu32+yxwaMDXV1OzI4YHKjRChksoAExqbVKkYDbTiRUFeQ/SUu9/STlVtaj+Jy0hLz0hPyMuwUZiUVZ90qePSjNeViW+7As70HF8+TqgtS6wkd1RY/ri9MbSjLrSzIaSjMbS7MaSjMbSjPrSzPqip/WFmdUFDypLctmU5srS3KK8tJLCzLLCrPKi7Irip5VFD4rL8yuKHxWUfSsoiinrCSnpAiP3JLC3KLCnMLi7MKi7PyCrNy8jNy8jKzs9CcZaalpyfeT7yUkxsfduXk97vrl61euXLv64MGD+ro6iVAEG9QODPDY0Q6H2eu0dLqtvV5bf6djqNvt7/EO+twDXYd6hXM14e+eDPS8GO7HU8HpyeF3L0ffvZ6Ym3555MTn3EpobnXp7/EEn1dCc7NvvZ2dLC63oqqsoaZUxKbYMfnoIF5NOSYCrolh55jfMR5wjgdcY37nyKBzuM823Gce7reODDqG+mxdHtBuVpsxtVLNlyoFHAGd3FInl7bZzAoQECvUHDqfQmY2t7FJZHpTc1tNO7NJrmBo9QKuiNbQXE5uqeEJKHIVU28U6gx/11SHtgReRP2qtfBzjThgeqPY24liZrUJlECIHIRlICwDIBmIKABYYYLkJkgOwgoTJDeCUnyL2QTKTJAMgOUgrABgOQArQEQBIUq87jqSKKpAsxrA1CZECaAqE6I0IUoTrDyGIiYENsKQAQL1IKAHAT1g0hkNKgBQY2aDFTOaQR0K6iBAbTAoUczo9JoH/L7pt+Pv379d/zK/tR6MhIORcHA7vLQbXtoPLx0cSflw4YpSFDUzjpL26zWEE4WL1dbabOTLu63Pbzc+TH9bnfq4OPZ2sjvQZet0gD3d1oDf+3Kib3pycPqF/93UyNz0+LvpsZmpkdeTQ69GB0YHfYFe72C3q9dr63JhY4O+bo/FgRpdZsCOGMygFtDI5AIGva2pvrrg+bOUzMdx2U/i8zMTi7KSSrMfVuSkVOY+rM5PrSt8XF+U1lj6tLkso7n8aXNFBrEyi1T9jFT9jFydQ6rMJVXlkKpyiZU5xIocQkU2oTyTUJHVWJbdUP6suiSzqeK5kE6qL82tLMioLX5WW/KspiS7ujizqiizouBp+fMnJc/TCvPS8nMeP89+nJv5ODs9NePJg7S0u6mpd1JSEu7fv51492bCnRu346/duHn56rXzFy7Gnr8Qc+58zNkzp2JjT50/f+5xWhqlhaJWiFBQ57IiHjvmdVo73bYej62vw9Hf6Rzq9gz63ANdLtyuGB3oxFPBCX/3ZKDv5cgA3uHx9uXo26mJ2TeHXIXmZlaDsyvB2dXQr/EEK4sri3PDAb9cpSyvrszNy66tyJfxKD6PYcxvwy81HR8+VKpxvwtPC0cGXCN91uF+83C/JdBv6+uxeJxGK6bCUJXVAYoVwuqGsjZqk0HLxRCZQskWyBhkJrGWUttArmoiV5Jaa1hcokrDVuu5TEFLQ3MZm0WUy+haA88AiA0m6VGKjroXGp0Ah0qt5eNVFt6B4evGLBY1CElhRA5BUhCW4bvDAHjYh2ECZdEFvgYhBf562FgIK0BUCSB/Z4YQpgQwlQlVGRGlCVMbUZUBVhhgxTEMBVDEBEMGENCZjFrApANMWhDUgqAaQbR2K+iwQGbEgIBa0KTW6WQwanB6Lf2DHVOvA+9Xp9e+zkfCoa1waHsztLMZ3NsM7f/Spf/KBnGuol+icbCF/xVP/3Co5iJrs5Gvs5Evbzc/vvm28urDwtjcq96Xw+6JgHti1DM27A4M2nq70a4uc0+vPTDcMTbmGxntGgl0DQ/4/H2dgz3e3k5np8sy6u/p7rDZUKMVMaCAxqCRKKRsHpNMaSirKsoszk4pzkouz0mpyX9cW5DWWPyUUJJJLM8mVmaTq3MoNbnkmtyW2ryWuuct9fn4s62hoK2hoK2hsKW+oLWhsKW+gFJXQKnLp9TmUWryiDXPCdXPm6qfN1UX1Jc9a658LmYQmyvzaooy60qzq0qyyosySgvSi5+nFeSk5mQ+zEx/8DTtflrqvZQHCfcT4xMTbty5czUu7tKtW5euXDl34Xzs+fOnz549de7sqdjYEydP/n7y5G+n/vxH7PHfY07+eerUiQuXL2bl5bS3U9QKiRk2OW2o12Hucll9LguO1kCXa6DLNdDlHPQ58B6LkX48G+ye8Pe9HBk4rLImh9++Gj96FO1wtE5o/vAe7tDc61cTTqeVTCEVFj4vK8mntdRCeoG/D8P9CVymJoadE8PO8SHn6KBjdNA53O8c6beP9FsDfdbBPpuvE7Vb9aBJ6nZDFjvYSicRKXVsDgUCZQajRCCittCbCdSmZmojmVrf0l5Haattpzdw+GQWj9zUUt1MqhQK29Vqjs4o0JtEOFe4RuGVVdS0iKIVdQtxNQMhaXeP2WLVAKAEgmUAJI0idAgYJAcRJT7NEw+8STfarQtCcgBR4E79oaWB/dIrVIU/jYhSDymOIb/yQAjUAyYtYNKBgA6G9ShqQFEdiuoddsRuARFQi4BaGNCYAA2EGhwutH/QM/12dPXDzNra3FY4uL0ZPEztfunSUbQObYzI0hGcVv6TuuBOeGF7Y35rfQ6P7bW5ra/vNj/PrH948zE4Hnrnn3/bPz/d9+51z+Soy9dpNIF8uYat0vFBRGF3GN0eyO2CvA7YY4ecFpMZ1vZ3O10WI6QTA1qRVs6R8alcGoFGqibWFNSXZtcXP20qfkouz26pzKHWPKfVFdDrC+j1BbTGInpzMb25mEEoYRJLmYQSBrGURiqjk8vppHI6uZxBqaCTymmkchqpnEosoxJK2wml7c0lbY3FlPpiUl0Roa64qaawsfp5bWlWfUUuj9ZUU5JZnPuoMD8tNyc1K+N++pPERym3HybdvJdwI+H21bgbl69fOX/14tkrF89evBhz7tyJc2dPnYk9EXPqz1Mnf4859fuZ08djTx8/ferPmFN/nDv5x6WYk2djjp848fs/fv/fC1cu5j3PpdHadVqVBQVdNrTDgXY4MJ/L0uu193c6B7pc/Z1OvNzy97jxLazRgS68h+PFcP/U2ND0RGD65djbqcm56Ve4Xh0OJgjOLgdnF+dnXk9N+Lo9Ko2MRmtpoxAZbQS1lN7p1B29d2c84Djkyu8aGbAP99uH+x2Bfru/3+bvt/d1W70eGATkDgeAmfVMbjuxrZHcUieV0O1Wvckkk0iZpJbauubyBmIliVLV0lpDZzTxhW0cLqWV1lDTXEJlNCsUbINBqDcJ9UbRf8nUUd8iGlFB0xvFJlAGgBIQknZ2IZhZZQLEICzDoTIC0ihIUZbwaZ7ReRhRwABEAWLKaKEFokoAOyQKDz0kV5mkxyBQD4H6wxILMkKgAYYMCGLEMKPZbMAwg9licjoQpx0xwwbUpAVBvd6kQcwmuwseCHjezY9//PgmvL6wHQ7thJdwvTpqV/wHYOFDA+NolYU/dw71an5rfW5rY25rfW5rbTb89d3G55n1T9Nf3099XJpYCY0tzQXmX/dNBBxOu0qhpjH5BBafKJFRtRoOaBRCegGkFZjUPIOS47HoIJ1QKWjVCFplbAK/vZZNrqQTSulNxYymEmZzCYtQzCEWc0glHEIpn1zOo1TwWiu5bZXc1ipeaxW/rVrQXsNvq+a1VvHaa7jUOi7t72C317DbqpmtVYyWSjqlgkoqayeUtzeXtTSWEuqKmqoLayvyykqyiwsy83IeP895TGyuzHhy/35SXFJS3J071+LiLt+8efH69QtXrpw5f+5U7OkTp2NOnDr556mTf5yO+T0m5vfY08fPxJ6MPX3yzOkTZ2L+PHv6+LnYE+diT5w9ffzCmROXzsWciz1x8vhvf/z2P3/88Y+rN67nFxUyGFSjTmXDAI8V7nRgXU5zVLV6vfYej6Wvw3bUGBwb7B4f6sEbf6fGhl5PyoP7qwAAIABJREFUDE+/HH/3+sXc9KuFt6+Ds9NLczOhuZn52TevXo37erwqnZzJaePzGBx6C49GNKrZfT4AnxjzS7IO6Robcg732/y9tkCv3T9g9w84Bvvt3T6L2axzuSCHE2RyWshtzc2kOgaTCBpFHrvRbTM6LFqthisUtjKZjbT2Ghq1jsMliaV0gYhKbqutbipm81r0eiEESnVGQXQjOGqvRwUKpwtXqmjRhZdMICwzAWITIO7sQlBMaTCJonqFZ31R7YJR1eGZYvRwyEyUNAhVwpgaRJUmWI7bG0ZEaYAVekiOZ4Aak0SiERwDAC0I6lHEZMYAMwZiKIAiRgw1Wswmq8VotgCY2WSxAG4n5rJCVtiAYQCIGDV6OYzp3D5LYKx7MTj59fO7yPrC7mZodyO4d8RY/w/Atv5Dr6K7W7uboZ2N4Pb6ws7mPI7W9sZ8ZG02/O3d5te365+nv316/fn9y9B8YHamf/HdUGhm6NWIu8OtQzGJzshVqugGPceCSB2o3A5JLHo+ouH4bBqLga8VtRrErXoBUcsjqNiNSnaDkt2gYjSqGU0Ker2cUS9n1slYdQpWo5LTrOA0yThNEm6zhNskYzcruEQ5hyBhNooZDRJ2s5RLlnBIYjZRyGoWMJq41HpWWzWjtQqHqqW5mNxYTKwraqouqC7NKSvMLMhNe/o0JeXR/YfJdxMSb929F1dYlBsXd/3ixXOXLp27ePHspYvnLl48e+H86TOxJ07H/Hnq5B8n/vz9xPHfThz/x4k//3HyxG8xp/48Extz7syps6ePn4n58/yZk+fPnjoXe+Js7PEL506eP3Mi5sRvp/74x6k//3Ey5vT1W3FFRYVsFs2oU9gQg8cKd9jRX2hZu90WnwuL2u7+Hneg1zvS3zU22D022D3h7305MvBqzP/6V1f+oYExM/X29eTkeKC3r9ME6dqYlHpCVQu5nkZu5FGbMUA40AMF+s3RJsAoYCMD9l/Doq2Bfrt/0DnQ53C7wI5OrNNn0eqldE5rHaGa1NIgkTJsFrXbqunvREYH7P0+uNOlN8Nik56rU7P1WoFawxdJmOS2+iZKpVTOQmAlhqn0JqHBJDYYJUf99KN+IG5a4HtWePwqnKQgJDUBEhCSdvpQFFNFz2sdGhWgzAQdcoWfesQnTh+OyP3V4gSiSgMo1RpFar1AB0j0oExtFMs0PJmGr9AJ5Fo+W8I4BoIqGNZZLIDVClssJgumM6M6i1lvNRstZiNmBsxmyGIGrRbA60Q8dgCFdSCo1RsUBkBjc5o7e7xjL4ZDodcbn9/trs/vrIe2N5Z2jxgSB5Hl/cjy7lZod2tpJxLaiQR3IqGdSGg3HNyNBHfDi9u4VxF1LNbnImuz4bXZyNd34c8zax9ff1ianJ0ZGBtxTo475mZ6VuYGV94OzE165ybc78bso93G4U7dqwHk9RA22QeO95rejdvHekw9dqnPKulABB6A4zJxrHoWpmGiagaqYqFKFqxgQHI6KKeDcjogp5tkNKOcrpcxtBK6WkJTS+lqKV0lpsqFbVJ+i0LQpuC3yXmtYhZRyCDwqI30lppWSgWpubSpvrCuOreyPKukKOt5bkbus/SM9NRHqUkPkuLvxN+4devKjeuXrl+7eOnS2ZvXL+XmZNy4evHShdhb1y/funH55rVLFy/Exp4+fjrmz9Mxf8ac+iPm5O+xp/44ffL3k3/+74k//ifmxG/nzpzEc8IzsSfOnDkZG3M89tTv508fv3j25PnY42dP/XH6+D/Ox5w+d+rsjWu38vLyacx2jV5qBY0eC+y1ox12uNMBdTqgbpel12vv9dp6vbZBn2uo2zPU7fH3eEf6DoXrRaB3amzgzUTgzYuRNy/HX78cm5jw+wM+n89ht5mMBgmbRSqvKCopzqMQquTCtk6bNtCLBvqwoy22UagCffgEdou/z+ofsPk6oIE+W2cXiqAqPahkCmiNxDIqrV5nECEWLQwrXC6gqxvr7jH3dWN9XZDPq+tyGzpdMAppxBJ2O7WBz2kCjAKnXeu06wCTWG8UGowS3JDAdenwYMgvlyLae/EfzBxJ+UBI3tGFoWYNbmkc/gA43MICEMWh44eqYLxpEDtsAsT3gnWARKbm8qQMkYqjMghlGh5LTG/ntXJEVIGU1salHHNajU6L0WkFnBbQbjFZrAabDbDZQIsZwDAAQwHMDFotoN1ictlAnxdz2AAY1kKgxmBSw5jJ5bH5ejtevQp8WJ4Kf3m3sx7a2VyOeuh74aW98PJeZGl3K7gXCe1FQruR4E4kuBcJ7YUXd8OLu5sLOxvzOxvzOxsLOxvz2+tzW2uzkW+zkW+z219nNz/NfF5+sTQ3/Gqywz9gfjHmXF0MfFud3Fid3Fye3FyeWF8a/rY49Hl+4NNc/4eZnqXXnV8Wh0KvO18HzK8D2EQfOOozDnt1gx5tr0Pts6k6rEqvWeHG5C5U5oSlDkhiB0U2QGgxCTGjADHwQS3PqOYa1AKNgqMQM2RCmoTfLuG381lkNp1Ab2toI9WQmsoba4uqKvJKijKf5z5+lvUwI/1e2uP7Dx8k3rsXfzfhVvzt63G3rt68cfn6tYtXL5+7cvnc9WsXr1w6e/vmlaL8Z/cTbyfcvp4Yf+Pm9UsXL8Ti2Jw/F3P+XMzZMycvnou5cPbUudgTsaf+iD31x4VzMRcuxJ49czL29PFfyvb7mZjj58/GXDwfe+7MqTOnT1w8G3vhzNmYk7EXL155mpVJobZoVDIUMlgx0GmFPFbIY4U6nWaf2+pzW7s9tt4OR1+ns7/L1dfpHOrx+ns7/b0dgf6ukaGesUD/aGAgMDTg83XYXWbYbAJArU4n1WpFPG5rZUVhQV5GK6ka1AkGOqHhXizQ90uvBqzDg5bRIftwv93fa8HRCvRZA/22vm50xO/q8ZlNgNQESOU6cSuDRCBV8AUUCFaodUKJjKVUC7SAFECUFqu+ywt3dgJeD+ByQhCgFIuoYmEbBgg8Dq3XbfC6TSii0BuFhiM9gUfbAv+rATea4+FpHo5ZdN3RhSGYGlct/JfRDWLg/+vKPQxMBaJKjVEslDPbWES6oFWiZElUHDKTWEOqJlEb6FxSC6v52MSAe7TXNdhp7XWhXU7E4YAcDshmh81mEEUABDGYzXq7FXDZQKcNdDvhDg9ms5ggSIsgBr1BZQS1VjvS0+N6Oz3yeXUm8m1xZyO0sxHc2QhG07zdzdBeZHF3c3EvHNyPBPciwf1wcH8zuLcZ3NtY2F3HY353fWFnff4w1uZ21ubCX95+ez/1Pji+NBtYnhv+vDwR/vJm+9vM9teZ3S8z25/ehD+82FydWF8e+xIcfj87EP7w4uP80OJU5+JU59ykZ3rUPuW3vRy0TA6YR3pRvw/u7wB6vcYej97n1nU5NV6bym1VODGZFZGYIRFsEhh1PI2ao5RxxQIam0Fm0AjU1gYysbahobKqsri8vKCkOC//eVZuztOszMdpjx8kP7z7ICn+3t24xLtxCXdu3k24dS/xdvLDxIcP7t5NuHXr5pVrVy9cuXzu0sUzly+euXLpbPytq+Ul+Q+TEu7EXYu7eeXypbOXLp7BicLj0rmYq5fOXrt87uK5mPNnTl6/cv7m9UsXz5/GMYs58dvJ47+dPPHHqVN/njt3+uzZmDNnTl08H3P54plzZ2NPnTp17vzF1MePm4gNAhFXp1UikMGOgi4L4rRAbhvisaNeJ+bz2Lq9dp/H5vPYejocfT73QLent9vb3e31+Txer8tiNSuUCiqzvY3RyuYz2FwajUFpaWmsqSyoKc/jMYlOTDXUjQz3YtH6amTQOjJgGRm0DffbcKKG+20j/bbBXsv4aOfQgBOCFQaTRCJj0jltTeSalrZahZwJQnK+sL2VSiS0NJJoTVQuRarkAIAcgJV6QKHSiKVytlLOsCLSfh/U34N2eEz4aDQTIDnqSURNv//a0YrKVBStKFf4GoDknT4zgqnxHxvBw33howcio524R711tUHEk9DItEYitYEjbBXIGCQGobyxrJ5U2cZobGMRjn1cGF+aDsy96H8z0jU+5O3vd3b7rF436rRDditoNRtsFp3DZnTaAacdtNtBtxPqcMEWTG8yKrVamUotRlCjw4kGhrsX5l98+zi7vb64sxHEn3jsbgb3w4t7m4v74eBBJLQfCe2HgwebiwebwYNw6GAzuL+xuLexeLAZxGN/Y3F/Y3E/HNzdXNhem9v5Nre/vvh9M7i/ubC7PrezPruzNrvz9e32l+nwx9cb71+urUx+WhyJfHr9JTS+8m5wdXZo+e1g8E3v7IvOt+MdM+Odr8e8k8Pu4X7boA/r64J7OsAuj9Hj0DmtKisqR0CxSS/QqDgSCY3DpbRTm0jkhqammtrassrKopKSvJycpxmZaelPH+GR+ujhw+SkBw8SExLi7ty5eSf+ZkJCXOLd2zhR6U9SnmWnpz9JSboXf/PG5atXzkfj5vVLN65eeHAvvqq8KPl+QvytqzeuX7pw/nQsbvfF/Bkb8+e52BNXLp65ffNK3I3LN69djL91Ne7G5UvnT5+J+TP21B8n/vif47/9z4k//nHq+G+nT/0RG3P8XOzJqxdO3bhy+vrl2GuXY69dPn/75vW0Jw9rakuZjFa5VADo1RhosCAGC2q0Yia7BXTZEY8Tw8PtQN0O1OPE3E7MaUetFhiEDGKJoLGpPq8gp7yypLquoqT0eVlZflVlYW15XmtzhU7B7nYD/h4scISr0UHbMK5av7gK9Fn9vZaX413DAa/ZrEFQlc4oYXLI9YTqRkI1i0WAAAmGqmUKNo1BqWmqLK7Kr6gvojEJMjlLJGG1MikkGoHOpSiVLJdN5e/D/P3WHh/s9QAelwlC5FFb4qhMRV3BaHEVNSTwY8LRBW7u4a+H57UMIgD6u60pKlmHZ42jmSGmgjCVHpRKVJx2Fqm5rY7KamYJ2ihMUhWhopZQ1kKtZwoox/Y25ra+vtv48ObL0ovV+bH5maHpFz0Tw95An2Oo29bbiXV6IK8LdDlBuwOyOSCb2eB1Qi4HYDLKdTqpWiPR6WV2F+bpcoxODKyEpsJfZnc3Q9sbwa21he31xcOminDwIBI6iIS+by0dbC19j4S+h0M/Ikt/bS3/iCx9D4e+h0N/bS3/tbX8V+TwyyGBm8HvG8Ef64vf1xb21uZ31ua2v85ufX0X/jwT/jSz8Wn62+qrj6GJ8JeZLysvVxdGPyyMrs4Nr8wGQm+H5qZ6377wTU90vRh2B/psPR2I1wE47QaLRQvDSoNBrFZxpVIGj9dGoxNI5LrahvLisvzsvMys7IyMzPT0p2mPHiXff5CUcPd2YuLt1EcPnqSnpD66n3T/TuK927fjb9y4eTn+zs2429fvJNxMuhd/L/F2SvK9zIzHOc+ePk1PuZd4O+7W1fjb1/G4E3/jTty1+4m3k+8nPE1Lrqspv38v/vKls1cun714IfbihdgL509fPH/64rnTVy+dvRt/I+luXOKdW0l34+KuXz53+kTM8d9iT/4Rc/y3mD//99yp3y+fPXHl7MnrF0/fvnr+/u0rjxKvpSVdeXL/anZqfM7jpNynScV5aXWV+a2kWjarRShkqeQCrUps0MoAgxIBdRisxzdOIEBj0isMOrlJLzNqxBoFXypm0Wnkurry8vKCmurS0qKcZ5kppYWZVHKtmEXWS1kei3ao2+zvMft70JFB65EuW+vIoC3Qb8Nv3xnqMU9Pdr+Y8LncIGbWImaN3iRjsinl1cW1DeViEdVu0VgwDQgqlCoejUGorCsoq85lMpuUUgaf29ZAqimuK6loLqdzSAa9oLcTGPU7+3rQDg/g9YAWm07/Cxs8oztaXB3K1y9pwvemoizhgVsREKIEIYUJlP3dQwjJ/qtREDhyXB/CVBCqhM0qAFVpAZlAzqZyKQwOkSVsbeO21JKqa5pKmymVNC7x2MHWwn5kcX9zcXd9fndtbvvz2833U58XJ1ZmAsGpwZnJnskRb6Df0ddj83WaPR7YaTM6LHqPEzQjWr1OCoFqo0kFInqzHen0Od6+Cax/mtleX9jbDO1EvcHN4P7m4vdw6MfW0s/t5b+2l3GEfm6v/Nxe+efO6s/tlR+R0I+tpb+2l//aXv6xtXQQDu6HD9PFg/XF7+uL39cX97/N736Z3fnybuvzTOTT9MaH1+sf33xZebn19d3X1VfvF8c+BCdW58eDbwNzUwPTE90Tfleg19rXiXjseiuqhgG5USfSqoVyOU8kpHPYrXQasbWlvrmpuqa6rKys4Pnz7NTHD+/dT0i8G590/+7Dh0nJyfeTku4m3U94nHY/OzstM+tRcsrd2/HXbt++Gn/7anz8tXv34hLvxd1NvJV473ZCws37SXcePbqf8fRR+pOUlIeJKcmJKcmJ95PuJCbeTrhz897duEfJ9zLTU9NS76elJlWUFSYkxN24fiXu1rUb1y/dunk17uaVm1fP37h6PjH+RlLCzaS7t5Lvxcdfu3jt/Ombl87evnbh7q0rD+IvP7p7Lf3+rYyHt7NTE3KfJBVnplQ8f1xTmFpf/KixNJ1QntVUmtlYmlVX/qy2MreupoDQVNFCaaBTiRxWK59Hk4jZMhlPKmaL+HQBl8phtTCZFD6bLGSRhGwSm9ZMIVQ11JWRmiqZ1GZqa31VeU5VaTaH1mSQM22gtM8L+nvMuF6NDNrG/Y5xvNF2yD4yaB/us/p7zP1dyNSE7/Wkr8sLOZ0mEFZAqFpjkDK4rdUN5eSWeq2GZ7doIEBuNMrwS0DoLEIzqZzLIUJGEWgQ0zmUwtrinPK8VibBaBQNdiMTI57BPrPXbfK6TW43gE9fwvO6aPc6vsbDCEhNgBSE5BCCjzdTRrmKTurEz+SbQJkRlB6iZRIfPT8StTH+PkWCqUBMaUKVBlih0Iu4EjpH2MYVU2n8tvqW2uqm0rrm0hZa7bH9reBeJLi/GTwIB79vBr9vLB6sLx6sL+59m9v6NLO5+vrz4sTq20Bwqv/tWOfLQcdwn7PfZ+vpwHo6zQ6zDgUVIKjTGxQ2q6mnyzLzenD989v9jUVciHBF+mtr+cdW6K/tpZ87y//cXfm5u/zP3UOccLp+RJa/R4IHWwsHkYXvW4sHkYX98Pz+xuL++uLe2sLe2sLet/m9b/N7397tfX23+/Xt9ufprU+vNz9Mff0wtbU2+2n5xcJb/9yboemX/ZPjvUMD7u4ui9cN2yx6yKTQKgVSEUMsoIkFdLGALhexJXwmn9XOplFoLYQ2UkNLUzWxrpxQW1pfWVhZnFOWn1Wcm1GUk1747ElB9pPcp6lPUu5lZDzKyclIfXT/btLtW3eu3024mZaclJZ6P+3Rg9Tk+8kP7ycm3bmTeOvhw8TklHuP0x6mp6c+TU9+9iwtJ+dJSsq9hIRbcbevxd+5mXQ/4UlackZ6Ssr9+NSHiaVlZXFxcZcunr9x7VLC7evJiXEpiTdSE2+mJ995mpyQk/6gMPNRblpSQUZycXZKWV5qTXF6Y1kGoTyLVPWMXJVDqcltrXveWl9Aqcsn1z5vqStorS9sayhqq8kj1+Q21+Y21eQSqp6TagoIDSWE+hJyYzmluYpCrG4h1bQ0V7Y1VbY1VjTXFDY3l9GpjQIWQcIhc6iNtRUF5WVFdEqDgEOm0hpLSrOzMx+Qmyq0MqrbohzqRgK92HCfeaTPMtpvHxt0jA85x4ecw4N2f7810GsZ9KEvxzpfTfp6e9BOL2DGVEaTRKUVCuXc5nZibVM5m03EYJkZlekNYr6ExWCRJFKGUsVjMIkMJtEEyLweQKUVVjVWlVYWifgtLkwxOugY97uG+209XrDTZfB5IZtFZzJKDHgGeNT6A6QmQGoEZUZAbALEICSBYBmKKVBMASGHUP1dcf06fIVrlNeHwWa1ziQ+ekYripYJloOowoQqjYhKD8m1gFShE/AkNCqHTOVSqFwKob2+llhRT64kUWuP7URCu5vBw32njb+roINIaD8S/L4Z/LG+eLC2sPP53cbK1JeF8ZXZ0YXXQ69Hu96Mdr3we3rdULcX6+7A/L2OuTeDn1de7K7P/4gs4VqEy9E/d1Z/7izjXP3cWf65s/Rze/loBri/GTzYXPgRXvi+Mf8jvPgjvHiwMX+wPn+wNr+/NnewNr//bW7ny7vw17ebX2Y2Pk9//TD1ITQRnA2srrx6M9U/EvAODbi6uywdbthuNQBGqVbNVym4ChlLLKSJ+XQRnyYRMuQStkrOU0i5UiFbImCJ+AwRnyEWMMU8mojbLuK285gUFpXAbG9uI9UQG8qa64qbaovrKvOLnz8tzs8uLnj29ElyUtLtxHtxKcl3szJSMzMepabeT7gbF38n7sbNK7firt5NjEu6fyclNelx2sOszMeFhTkF+dmPH9+/m3Dzzp0bd+7EJd1LeJSSlJGWkp6adO/OjfhbV/Jznibcupxw81Lmo3vFzx6V56VVF2Y0lOU0VeRR6orbm8pphHImuYrbXsun1QkYdRJmo5jeKKDW8dpquC3V3JZqDqWCSSylNxUzCCUsYhmbVM4ilNKai1uaisgNRZS6opa6YnJ9EbG2kFBTQKorotQXN9cU1FbkNVUVkOtKq0tzysue0akNOjkL0gr0cja5qaK4MJfSWNnaVFFdkVdenFWU85hcX2JUMns8xpF+y0i/ZXTAOjZgGxtwjA3i4QwM2ob6rIM+dGq86/Vk91C/tbcH9biNMKIwAlIOv41Mba4h1BAotTIZw25R280Kq1mpVnOkolZAx7NZNAo5q629XiShA6BUKGEWVRY1Eqp1Kk6PxzQRcI8OOUcG7AM+rNsDdHlAjwtEYIVOL9TqBEdPXuEeIADJAVAKQlIIlsGIHEEVCPp37gdA8kMOf/WwA4gCX3h9GGLRGEBp9GzV30chEQWAKIywwogoo1zxpfR2NonCaG5hEhpbaqqayhooVa2spmN4v+zuZmh3c2k3fHhYI9pavre5+CO89KvyWToIhw7W5ve+vA2vTn0LTqwvvViZHlx8PfB+bnR9depgY/6vyOI/t0I4NlE5+rmzgnP1K0I/tn4RtbG4t76wu76wvzb/fX3hYH3hx2bwx8biwfr8/vr83trczrd3W19mwp/ebHx4/WF1KhScmJsdnnrVOxxwTU50d3SZUUwLo1oToNbp5TqtRKsSquQ8rUqoUwt1apFawVcr+Co5TyHlyCVsiZAhFbEkQrZYwMShkorYMjFLImSIBDQxnybkUQXcNh6LzGUROUwCm97c3lJDaCwl11cSassqinLystOyM1Ke56YXFGSlP02+d+/2zbirN+KuJiTcupd4+8HDu0n37ySn3Et+lJT+NDW/4FlubuaTJw9SkhNSH95JfZj0JPVhdnpqXubjnCfJT1PupqfEFT1L5bQ1NJbnkqsL2eRqXmu1mN6o4JDUPIpW2KoVtanFLSohRS1u0UhatbJWjaRdJWyTc8lSDlHKIUk5JCmrSUSv57fXcFuruK1VbEoFi1ROay5tbSwh1RU11xQSa4tINQWNlblN1XltTcVMYjm1qbSm7Fl1aTalsby24nnh8/Q2Si2oFdphhRWSy4Q0QnMVldzQ0lBRU/KsqbKAVFvEbqlDjQJ/D3p44dWQbXzQPj7oHBt0jA46RgcdgQFbnw95Ndox86In0G/1D9h6fLDNpsUsWiMoY7AplXUlVQ1lNCYBACQuu87r0g/2ov0+qMup9VgUXocWMollUoZMxhLLWOT2pqLy5zQ6ETFJhnvNE3433s47OugY8KE+L+R1Q1aLznCkOfDvysokMYEy8AhRKKZEMWX05qvD3A84nCsYranw/omObjNq1Roh2dFj+fjaBMsNsNwAK3SgTAtIDyVLymjnkInUhlpiRVVTaS2xgkCtPRZeD+5EVnY2l3c3lnc2Q3vhxd3Nw9gLBw8ioe+R0PfI0o+t5b+2l39sL/9re/n/tkL/2gr+KxL891bon+HFn5uL/95a+r+dpX/vLP1zO/hzO/hz+xCqQ2di65CoH1uh75Hg90hwP7y4v7F46ASuL+x8m99Zm99fX9hbX9hbm9/5Ohf5/Hbt08zXD28+Lr1aXhhfmPG/nuweDnT09Nq9HYjVZvB1W0FIqVALdAap3qDUG5Q6g8pgUBq0Eo1SoFUJ1Uq+QsZRyXlRqGRillTElIrZEglHLGQJeHQhnyESMqUiplhAF/FpYgFdyKPyOa1cNonFILCZBA6LyGYSWPRmIbOVSyW1EmsJjRWNdaX1NcV11YUF+RlP0u4nJcXfS4pPf5KcnZn2+PGD5OTEBymJdx/EP0hOSn/6KCPzccbTlJys1MK89NKCrOrSvMaqIkJNMammmFJfQiOXcdtrlTyKB1aBcrZJwjDJGSYFA1KxIDUbUrMhDduopusVNL2CblAyjCqmUcXRK9gaKUMjpaslNKWoXc5vlXLIPGojq7WWTq6ik6oY5EoasaK9qbyxMr+8OLOxprClvqy6NLuuMofdXqPmkdQcMqWhpPh5Wl1NPqGxPC/rcXVZnlrGdKIqj1UDmyQsJpHYXNVKqqOT6yWsFgmLIuNSXBblSL9luM88Nmib8Dsm/c5Jv2vC7xobdIwM2Pt7sMlR76vRjkCfdXTIMdhn6fSaMLMasxqMgIInolfXFVfWFgn4LRZMCcMKzKx1uwGvB+jyAJ1uo88L+jqR7k7UYtYIpJyqhvKq2mKxiOrAVMO9ZjwPHBtyjvtdw33W7g7Y64bdLgCC5UeN9ehIJgCSw8ghUfhVBphZHb3UFJ9SFt2twunCocIXXh+G2XQAooDN6uiAQcisBlGlEVYYECXeu2RCVQZYoTCI2BI6idbYQKmuJVRUN5fVkMqPfXg//fXz7Ma3hfB6cGcjeLAZ3F9fwP/pv28Gv0eWfuys/LWz8nN39a+dlb92V3/uLP9rZ/nfe6v/2l351+7Kv3dX/r29/O+tpX9tLf3cXvqxHfq+FcIrK9zx+xF90sQkAAAgAElEQVRZ/h45hArnan9zYW9jYW99YW99YXdtfvvru63PMxufZtY+zXz78ObT8svlhdH56YGpV/1jY939/U6vB8EwLQQpIUAJAyrAIPd1WG1mIwyqEEQDQSqTSanTyTQaqVYj1ShFKrlAJReoZHyljK+W8zVHJEshYctkXKmMK5awhUKmSMySSDhSMVsqZsklbLmUIxOzxAK6gNfOZbVwWS1cdiubReEwKTwmhcMgM2kEBo1IZ5BYVAKdXEeqL68pfV6Ul1mYl1VRUlBSmJuSfO/GrSu3Em5cv3PtWtz1uIS4tCcp+fmZtZX5lOZyOqVayCIqBK0acbtRRgOUTFDLhg18WMuzGCUDbtRmksM6AaQVQDohYhCjBglqFCJGAaTjAVo+oBGY1AK9kqtWMJVSmkJCFQtaOMwmWks9vbWR0dZEqC+rKX9OrC+jt9RwqQ389uaWhrLi/PSG2mJmC6G05FlJWZZY0Iqp+VatQMolFec/zsy831hfVl9ZWl6YLeRQnKiiy6lzWNRcDim/OLuispDZ1qQS0jQSGqTnD3RBowNWHKqJgGPC75j0uyf8rvEhZ6DP+mrC92rSF+i1jg7YA/22Xh/idGhhVAlhOo1OzOW31zaUEig1eg3bZlaodCKulMMQ0Plyrlwj0hqkCKJ22Y0D3ZjbrmeJmIWV+SRKrUHL97mMgR5sZMA+OewZG3KOD7nGhpy9XZjXDbldgMWqM/3yKvAMMHrLAYTIcb3CMJwr1VG9OuyyRRRHN6zwUgrXrs4eC2bT4QMGAUQBmVWIRYNYNCCmNqJKE6rEu2wBTK2DlQIFp5VFam6rI7Q3NLbWVhLLjs3Pjn5cefPt8+zm2uLOenB/feFgY/H7ZuhHOPRXZOmv7eW/cK52Vv7aWflrd+WvnZW/tt//3Hn/19YqHj8jSz+3ln7urPzYXj7YWvq+tfR9M/Qdx3Iz+CMc/BEJ/hUJ/ogED8KLe5sL22uzm59n1j+++fb+zaflVysLE8F3IzPT/hev+kZGOnr6HA4HBEEatUEpVUlFUp5AxBSJ6AoZx6CRwUZ1f7fb68AwUG9GdBAg02uFOo1ArxHpNSKdRqJRidVKoVopVCkEChlfKeeplHy1SqBU8OUyrlzKkUo4UjFXIuZIxByZlCeX8aUSlkzGViq4SgVXIedIpUyxiCEU0IVCulBA4/OoAlzEWBQOk8xikBhMEodB4tNIXBqJ0drURqwjNVaSm2rqKktystJSU+89fvLgydPkB8mJT9JTCwufVVcWtlHqRLw2nYKJGHg2WOxEpU5IZAeFVkhsBsRmkwQxSOywetBntyBqxChFARlqkqBGCWIQgnqhQScyqHk6OUsuZkpEVKm4TSRoEXLJPEYzsb6oID+7oqKISKitKH+env6wtrZUwm8xytmwki/nUStLc8pKnlPITZnPHj3NfsjnUcxGiROSIXoelVKRn5faVF9Cb20mNJaxGU0IILaaFTAoEYpaC0tynuc/a26saiFUidlEt0WJQzUZcB4Jz2TAPTpgfzPhm37VOzxgGxu0jw05/AO2rg7QalGaQKlcLeCIGCRqc01DMZPVjMFSi1mlMcraOO3ljTUVjdXVxLpGSmMbgyyVs1FUpTeK6lsaS6oKuFyKFZEPdiP+PmxkwDY57J4IuMaGHGN+Z2DA7utEvB7A4wERTG2CpEfPI+I96TCqQDAFgilRTImaVahZiTf4gYgSjBqDiOLohtXRhBCvtTCr1gTKQEQBYyrUosHHTZtQlQ6Ua0GZDpIbEKUOVkg0PJa4ncols0TtVB6lrrX22NLc6JfV1+Gv81vfFrbXF3bW5/Y2Fw/wW0W2l39sL33fCn3fCv3YXsLXB9srB1vvv2+t/ois/gy//xlePQiHDiKh75Glwx2qyNLBemj/2/z+2vzB+vzB+tzB+tzO2uzW13drH998XJ1aWpx8N+N//ap/YszXP+DxdtisdhRE9DqjQqYU80V8GpNZ19BcWl1b29Tc2t7KY9M0Ug6sFSOApsfnspoBwKiEAQ0MaCBAadJLjToJ/tSqhUoVX60WKFV8hYKnVPAVSr5SLVBqhCqNUKESyBRcqZQnk/CVCpFaKdGopEqFSCHjqORcjZKvUfJUcq5SxlFI2XIpSyZmSoR0Eb9dyKOK+AwBlybg0oRcGp9N5bHbeKxWNp3EaG9mUgksGpFJbW4j1zVUF9WUPyc1VjTXlVaU5lZX5NfXFDfVlba1NHCYZIWMAegFKCC2IVInJndhMicss8NyCyi3wiozrLZb9L3dVgSUQ0YRqOMBarZOThMJqSweTcRvE7KbyeQaEqWayyXKJDS1lKkS0OiEquKinLKyfEpzdVXJs+QH8WVl+QohzawXOkAZohNSmipystNKSvMK8p+W5D8VskgWQOa2qF2YwqBkUpqKCU3FHCahva2eQKoSiOhiKYvNbqG01FZX5JeX5BcU5JQW50g45CEvMDFkHx+yT/gdL4ZdL4ddL4ZdEwH36KBj+kXP9GT3yIB9wu8aH7KNDdkH+60etwlBlQAs5wipjW3N1aR6YmudStbqsGlsDmNHJ4qiGqmUxWJRyK31Tc1VTY1Vbe0EnojBEFKLa0saCJUaFavHa8T3xyaGnS9G3ZOjrvGAfdxvHx92+gctvi6wqwtyuY0QIjNBh4b7L6jwoX9KxKKCzQoYU0CoHEQURlh2xIf4bz/96BiZQ9Xyma1WHQjJUUyDmDWoVYta9EZYrdSLhQq2UMWVmSQKg1CkZvPkdIGCIVKxGMKWemrDsa1vh7u32+uL2+sLu5sLuCX4tyv4X+tI8HskdBAO/giHfm6Efm6GvodD+5HgQTiIbzrtbS7uri9sfZ3b+Ph27f30l6U3H4KvFucnpl/7J8Z6+vvdLjdqthhAWK3RSkRSLovHoDKoZCqF0EJsIDRWVVUUFuTnZGaVlhS0tTYrpDzYpDJDagxQdrgtCKg16RUwoAGNKsikAgxyk0EGGOSAQW7QSbUakVotVqqECoVAoRCoVEKlUqhQCRVKoVzBl8l5EilHLOWJZQK5UqxUS5UaqUwpUikEWpVQpxHrNWKtWqRRCvC8USnjysQskYAu5NNEfIaQzxDxGUI+XchnCHk0PqeNy2ph0ohMKpHR3kxvb2bRSUwakUElMKiEVnJdK7mO2tpYU1lQUZpLaKwgNVdR2wlcLlWp4IKAxIzKnFalx6pxmzVOTO3ANBikNGgFBp0AMIgNGq5eyVJL2gUsQl19WXlNeVtrA6Otrqwiv6KqWCxiAgaZGVTaYSWsE0i4lDZCOY1Y0VxT8PTJ/cKiHA6bAhlETlThRGQKYVt1aVbF86ekmmIWuU7JpVr0cieqt6BqwCBhM4nVVQUVFXllxXm1laWtxAZifXVdZWl9dXk7oYrVUtdOqma211tB6fiAddLvmPA7JgPOyYDrxbDrxbB7bMj59lXf9Iue0UHHRMA97neODdlHhxx93ZjNrkMtasSsESu4tcTaoqqidjoBNgmcZoXHph3utw73WQZ8YKdT64SVFr0EVPD0cp5UzKa0NBdVFtBYRASSjA5aJoedL0ZdL8c8r8a9L0c9+BGvF2Oe8RFXXw/m64J8PtRm18OIwgTKgCOX8SBmJWJWoGYlgikRsxJC/3sMU3R8xX+Yfr9IOzTWEUV3j9XmMMKoCrPpYIsaRDV6SClWcqkcCoVJoApamSIqnd9K47VwJAy2mEakNVYQKo7tRUK7m8G9cHB3M7i7ubi3sbC78Tda+2H8CHBwPxza2wzu4dtc4cWDcPB7OPh9c/Fgc3F3Y3FnPRj5Nh/+Mrvx6e3X1TeroZeh+YmZKf/ESM9Qj6fLa7M5EAgxaHQKuVIsEHE5AhaDTaO0k6vra0oqSovLSksqK8traiqqKivKShqqK2ikZrmABhskNliNAHKjVuJxIBisN+rkOFSAQWnSK4xGhdGoMJmU/4+s92pyHMuyNfOnjNk83L63u7oqM0OHR7jWdGqtCZKgFiBBaIAAqLXW0qlcu4eHTC2rMnt6xubOPM38nHlAZFRaj9ky2Cbp7k/+ce29cHAOhoUQJBCJeqGILxhyBwKgz+/0eO0er10oQJfV7jABdqPNYbKCFitosbmsDg/g8ABer83vBwIBRzjsCoXAYNAZDDqDQUcg4AgE7B6PFQRNTqfJ6TSBoBkEzaDLDDqNoF3vsGltZhVgVtnMKqtJaTUqBK6sJqVRJzXpZUadVCBKJt4VHW7K5RKVWq7Vy50uQwz1xNlwmoeziVg+jaa5KALZnTYlYFV4XXos6iRgJwk7fE7t87WHnz9+YDSpnDbVs7WHn3/xV7NeHfQ5wn6AxrxpLpKNh1jYDnu0Lqt8Z+vJk2cPVFpJLOZOcVCWC7OEx2YUqyQ7Zp3EblZajUqfxxYKgm632W7Xa3VSkWjn6dO/ffG3fzncemZRH9v1EkAncQF6KgomUDcTddAxZ7NITnuZP6BKT7rpaS8z6aYv5o3zWV3Yj2nczX7MFVqpcpFm4hCbgCkm4guCUtXJkWQPdBlSXITG/QwV4ZhIKhkrFchKiWyU6HaZaVfj5SITQfwHsqMD0ZbXZ8yno6f9zHSQnQpQDXOTfkbQ6TA3HWR7rWSlSJbyZKFAxtnInw8RpuMQzQpohSk2RMWDVDxIMMH///Zm/2UrmE/6mAHSIZoJV2oJPo0S8XCM9kcQbwh2O30WnVVxoj7Yl++I1ccyrVhplGutarVZcSjbf3Hw4rN//Hzz28+3v/188/svt7/9fPP7Dze//YHW7z/d/sfPwnOHd7//fP+78Czwz69++/Hu79/f/vL9zY/fXX371fm7N+f3d8vLi/Fi1hkNa81GtlDgk0mComMRyBcIuDxepw206M06uVImkYllcplMIRPJTkQS0e7+7tHx8fHx8dHx0eHRvuj4wKhVBD12KhbgyDCF+vCYF4U92RQVp6JYLCg8s0xiEI6EcDSM4RCGQygajiGhKOwPQR5fwOXy2J0uG+A0W+0mwG4C7CarzWAy6wxGjV6v0ugVar1CrZOrdQqdUaU3acwWrc2ms1p1drsRdFncbpvLZQFBC+iyeH12r9fu8QJujw10WUDQ7HJZQJfF6TSCTr0d0AE2jc2mAWwaANACNo3FrDKbFDqdxPCHfek1YpNepteIVfJDpeLk8HD75GRfo5WYbapA2E4RAZ6N5NJoNoWgEQAwS2wWORSwJeLhYhotpREMsr988fDR80cOm87n0G1uPv38b39RiI/1Gpn0ZM9qUmCIN8VChSRcSER4yq/Xnjx59oVIvB8IADQRiJNBAvd7PGaJ4vDgeHP34MX+0bpSI5LID3Z3X+7urklOdrTqE4V0b2vjS7ViO47ai1yAitlDQQsOu2nEHUec5TQ8aaemvdyfJ6tRO3k5r10umqNOZtLLjYRgsJMZdLLNWiKdxigGwulQBPEBTtOxeE+hPEJgTzaFUnQUQkJOj9UTsEcxP0aFESLA8pFCmUwVCWvQ+uxwQ6k9hqNAs0zOBpnTYW48zJ8Oc5+4mg6y035m0suMu9lmJV7I4oUckUpjQsr3J78SuAoxXJjhwgwHUWz4z6uTPvV+xB8r1qk/7WtLsRDDR6k4RDJhho/GUzGY9AVR0Be2O30WK6jXWhQn6sNd6daxYl+qOVYaJSqT7ER1uC/Z2jx8+dnff7r6x083v/1y+49frv/x0/VvP9z8/tPtH2jd/P7T3T9+ePWP72///t3N37+7+eWb6++/vvrq3fnrV/Pr6/Fi1ekNy+V6IZFJUCwZw+AgFHB5QcBptzlsJptRZ9JojSqFVnokPdrd39rYXN/YWD/aPzzY39/b3z0+PhQdHWgUMoXkRHy4pVMeuew6NOpJcQhLQTDsj0b9KBrEiTBFQjgaoPAIjoRIFCIwiEBCBAZheBRGQmHIFwx5PF6H3WE2WvR6o8ZsNZgseqNZZwVMdofFYjUYTFqtXqVSy1RKqVYtM+iUJqPGatEDNqPVZjCatRqtXKOVm8xaq81gtuj0BpXRpLE7zKDL5nIDbo8VdFtAlwV0WUC31eW2ut1mJ2h0OA12u84GaAG71m7X2Wwai0VpMimMJrnZKP/oYyaFXiO2GBVWo1Qu3j452hAdbytVYoNR5XBokZg7wUXyGaSQinJ0AI44IyGApQKVHNEoUknKLxdt7ey8DLlNiM8oF+88/PLfT452LUbN4f7W3u66xaQNQy6CCGYSsTQXddjVT5/97eXLJyaj0g0abVat1qARy6X7h7ubm2t7O2uykx2j6linPN7ffXGw89xpUWGQEwnYJOLdE/E2T3ibOYxE3WarRqmROuy6OO5tFLBpNz0dZKf97LSXmfTSk276al67mFUFqCa93LibnXSz416u38lWyyzHx6h4xB9xmOxatU4uke4DVjVHR7IJrJgnMykEjYFQCEARdwz2WJ020GfHCB9CeBR6ycbBpt2uZinfoMnN+unZMDce5KeD7GyUOx1mp4PsdJidDXKn/ezpID9op8tFMp/BCgU6zsOfHp5n4hGGC1FskGKDcT7McGEqHvx0D+rTIlqCCRF08NPOm2T8Y+hHcxGGj8aTMaGguQjGhmDaH8RAX9juDgA2l0Fjlp+oD0WaQ7nhWG0Wq0xilUks0RycqPYk6uPPfvvx+vefBHe6+f2nm99+vP7Hj9d//+H6l++vfvn++odvLr79sPzwbvbmfnpzPby46J3OOp1OtVhKJ9NxjIQDkA/0uix2m8Fi0hh0EoVULJPIZGKNRmm2GCxWg96glkiPt3bWX758+vTpw6dPHu5ubb5Ye/Z87cnLl883N9dOjvfVConNrI6GnHEywsVjJB5GYn4UhVAUQtEwhoYw1E9gfhz1ozEvivgRNIhiYRgJBiEv6AEsdqPJqtMYlGqdXKWVq7Vyo0VnsRmsdpPLDfg8dpfTAjpMgFVvMqqtJo3XZY2EXNGwJxr2wJAXjnpDIdAFmgCb1uk0eNwWwKY36BVGg9Ji1tqsBgAw2hwmh9PsclncLovXbfF6zB6v2eUygqDB4dABgNZm0wKAzmbVWixqq1Vjs2ntgM5m1ZiNSrNJabNo7DatWS81asVmg1wuORCLdmXSI61OAgAaKOzg4lA+R1SKdClHYLCTgMFiFm/VuEaO9AOave0ndpsyHLDoteLHj/+6vf3c7bKaTOq9vc1j0Z5ULjaYVP6gLRiyGQ2y9ZePnj//UnS4J5ccHR9ubW1tPH78dO3pl5KjbY9VS0VcadKfIoOgWa0QbXkcumjYHvCZVKrj48NNFAKrGYpB/Ea1eH3jmcmi4ZlIr8ZPO5nFID8bZGf97LSXmQ0KF7PauJuZdLPjblbgatzNTPr5bitdzJNxNhLnYY/PJFWL9sX7Gp04AjnSiViCjbZq8VGbHzT4TiXeKcdrKYxF/SjkikCgy2vZP9o8ke5BAVMxA0966elHd8qdDvKnw/zH6zA/HeROB9nZsHA6KPRb6WqRrpbYXJ6Kc9F/HiLMhmk2TMfDDAsxLPTp8UQBKpqFaDZCxCGcCZNshEnAFBeluSjDR2g+yvDReAKOJ2A2GWOSMSYZoxIwxkIwGYBQD0wEArDL5NRIDSKFWawDFDqrTKY7lOuOpNpDiXpfrjn5THiU49fvb379/uaX769//Obym/erD++Wb14vbm+nF2f96bTe7haKlWQqF6c4DMYgf9DrAB0Wm1Wr10vl8hOJSCw9EYmPxRLRiUSkUEptZk3Q54DDfo8DUEnF2+sv15492t56ubuzvrWxdny0d3Cws7O78Xzt8eMnX4qlRw7QFouFWBYjiCgEeWOxAI5DOArhsRCOhAgkiCM+AvURuB/DAggaiMD+AOR1+Z1Wu1FrUKh1cq1BaTBrjBatyawxW7RWm8EGGFxuIAp5aSzEEBCFBrGoFw67YMhNoME4FWVpmCEhhoywTIRlIIoIoDE3GvPgqA+G3FDQ4XPbHDa92aAy6FUavcpg0tpsBgdgcDtNPo/Z57N4PCa32+h06h0OHQDobDa91aqz2XQOh9HhMDqcJofTBAAGi0VjNqutVq0DMAAWrU4t0WukZoNSdLglkRyYTCoA0AaDAEVDuSzRKDIJOoRG7JlkrFHjutVkioI0ygO58sAKaBUK0dqzL16ufWk1q5x2vUyyd3SwvrP54li0azDLjGapWnGoEO0c7j4+3n0J6ORhUO2zKi0qsexkUy3dQ0KOeo7s1Zl+NU5BLqPq0O3U2Z36Q/G2SnUIWpQMFqhkaBYN+gGdVLQDWDRpFhm18rN2/mxQXA5zq1FhPsjPh8VpLzftFya9vNAECtvZDjqZRo1PpRA+EeN4OAq7ZFrx8501lVZEUwGehUjSz/NwKgHns3itQHdryUEjPW2y3SpLsYjGol3ffW4wSkjE0arSk35mMshO+pnTQXY2LJ4OCqeD4mxYnPRyw0560s+cDgqzQeF0UOw1Uo0KX68mc3mK5eF/nh388UawcAJIhPpjn1qKhRguQnERnI1gcYjgohQPkxxM8dF4IsokYJqPMHw0zsNMAqZTMToJUzxMsDGECkcwfxjxeCNOm9+sAZQKi1Rjlir1okPpllx7pNSLpOoDifr4s2++vvr6q4v3789e389ubyYXZ8PptNXtlau1bDoXZ+IEjqFQOOzxeOx2p9FoVqrlIvHhkejg8Pjg8Ojw8Ojw8OjgWHQkkZ7I5BK5UqY3ar1uWxTy+b2gQnpyuL9zcnxwdLh7cnJwIjo4OtqVyURy+YlYfLi7u3F8vOty2SgKZVkciQUiES8M+6NRH4aFCTSKIxCOhkgcIvEwhgZjsWAk4g8GPaAbsAEmi9VotWhtVq0LNPt99lDIFQo4A17A77GFA2As4kNjAZaGCxm6lIvn01QuRaZ5LMlhmSSZSZIcE4tTUY6J8WyMi0dZJsIykTgNxZkIRYRIPIjF/NGwxwNaLCatWimXyyVqjVylU+itOgA0u1xmj8fq8VpB0ORw6B0Og9NpstsNdrv+I1cOo5B2OBxGm01ntWqtZg1g0drMGotRZdTJNSqxXi9Tq0UGg8xu17rcRhzz5TN4NoUSqIelg5kknEvhHAvbHbr9gxcH++vH++tH28+Uoi2rVmxSiYzKI5Pq2KaTOCwKv0cHhy04ZGdjLof5WCHawEK2Vj7az0dKdNDr1B3trWnkh0k60m/wwxZXzaBwwAoFAKfDuLn9Uq8WZehwNUvnkwQO+0N+UK85sZsVpQw1aKQWg+L5sLgc5VejwnyYnw0Ls0Fh0suPu7lxNzvqZNpVtlvnOo1EuUhzXITjYyQdDkdBhU66J9qyAiqegxgqgOO+YMTpClhBr9kXAjAilEqT1SpTbSYgEtqV7O8ebQT85mwSEragmQ6ywkA1H5VOB4XZsLgYl6f9/KiTHnVTk15uPizOR5XTfrFdT9YqXKOWzGRxwaAYLvLxQG4u+scR3RGGjwp9Hc1FSBYiWAhnwgQbIbkowUYoPhpPwAwfZbhInIfZRIxJRAWoKB4m2GgE8/sjbtDvsLhMeodeYVaK9RKJ7lik3Ns4eHas2FWbpQqj+Ehz9Nls3ukPK41WrljmU2mKohEEDUPRgCfgsrkAK2Axmw1qjVIul0ikJ2LxsVxxolJLNVq5QiGRSsW7uzt7eztbWxvb25tHRweHh/symdhq1YKgxWTUSCRHSoVErVaITg529zY3t15s76yfiA/lCrFcdqTVygJ+JxvHaBpBkBCGhTEsjKIhFA0RRATHIwQepSiEphAUCfv9oNNpswEms0VvMGpsgMnjcUSCIBx2IxEvjUMcjfB0LEFHeSqSZGJZHssnyWKGLuWYYpbOp8l8mszwaIrHsikqncD5OMIxMT6OJLgYz8EJLsazcIKLpRJogouxDEQRIRIL4bFgJOR12616jVKuEB9Ljw+VIrlWbjRq7Q6zy21zua2g2wS6zG631e22Cpmhy2URiAJBs8Cbw2F0WPVWk9pm1jhsesCitZrUNpvaaJTr9TKDQWa2KD1uM4L4kkmMIUIk6iVhMByyu3wWi0UhE+9Ijzf1yiO/XUNBDiIEkCE7j3oL8Wg9Q2TZMIO5C8nIuM6N65zfZ3jy5AujSVkqYtMuP20lyxnMapCvv3js91jaNXbaSw3bPEv4bCaFUa88OjowakQ5DipnCARyARZdgqeLaZJGXJ0qtxgWV6Pi2ai4GhdWo8JiWJgPi7NBYdoXlJ/0coNWatTOtKpsLoPG42GKgaKo3+6x7p9si6TbUMSe4iGGClB0yBcGzaBJpBZtHG0cKY+sHksYd2GJqC3ofL77Qqo8JFF3tx4XIgohBpwN87NhcT4qLcbl5aQyG5Ym/dyknzkdFhbj8mxYmg3Lg062UeXajWSznkhnUJaHWD4a52CWh+M8zPIwm4AFZj5NUBQL4fGPItgIHoeIOETzUToB04konYjSCZhJwiQfoRJRPA5hDAShPh/k8oZddp9NY1XLjHKpUaYwSSXao83jl9sn63KjRAsoj3Siz/gESZDRGBqKwv5w2ONx2wHAZDTppHLJ3tH+iVQklYtkCpFCKdJopQaD3OEw+v2g02FVyE+ODve2tzbWX65trL/Y290+2N/d3dk6OtrXaKVGk9pgUGm0CpnsZGtr/cGjz5+tPf78y39/9PiLtZdPDw+3nYAeR0IsgxBoGIH9BA7RdIyiYIKICMJwiKRiOBGDIn6H06rWyKXyE6VaajCqQZcVgrwYGqJwiMRCcSqaThC5DFPKs81KsllNtuvpZiVZKcSLWaqYoQoZqpAh82kyl8KzKTKfYXJpOpuiMkkyyWEJDkknsWyaEJTLkJkUlk6iqQTCMtE4FY2TESLqD3kBB2BUa+WH4r3dg+39g32pTKw3qG12I+ixuj02rxfwegGXyyIIBM2fLEvgygkYPvmV3apzOYxmi8JqVYKgQauVaDQSANCDLksYcrHxKMeESRgM+U1uUOd36qJeEw2DGRZqlahpOzVuJSft1LSTnnUzp+10KRVLUFPU/WQAACAASURBVIFBI7Ea5Je9NEMHN7Y21ne3iXik281Oe/nTbgZHAmsvnup0sno5Pumlx71sPo3ZTAqxaEd0tKtRHhIxF4n5nDY1jgQySSrPw808dnlavZxVzyal80n5fFo6m5RW49JiVJoNi9N+cdrPT/v5cTc77edng0KrGk/xEY6LQrDbBpqUJvW+aMtkkrB0gGMCXDzMsJFgxAOAlhPF8cPnXz588WBfuqcySo2gUaSTP9l6ajTLUlxw3EvPRvnZKD8fF+bjwnxcFLhaTioCWstpZTktLaeV5aSyGFfmo+psWOq1ks0a222nGg0uk0W4BMwnES4RE8TycPxPaDHCoiQBJzZCsBEiHiG5CJWI0imYSkQJDsI5iOAjBAeRfIRko3g8AqG+UMwdwf0Rwu+C7Da/SQdqFGap1HBypDrYkW6daI/0Tq3ULPsMRSMQ5A+FvH6/y+txuB0Wp91sB0xajUIkOtrZ39/c2T0WHSuVCoVcajZoXKDF73daLTrJyeHe7ubB/vbe7tb25ob45PjocP/ocF+hkJotGrvDpNMrD492N7ZevFxfe/r80cbWixfrz56tPV7fXNMblAQa5OMxJOqNRTwkGiSJSDyOMgxCkTBBREgyiuNQNBYAXTaNViEWH8sVMrVBabUbgmEQI4I0FY7TEMshcRbmeDSVJjNZulRiW810p5PttLP1WqJYpEt5ulKI18p8s5qsl/lynikXuFKeL+W5Up7LZ5hsisqmyXyWKuaZYp4u5ulSIV7IU8U8XSow2TSRSmBpDk1QIQJ2R4N2D2iyGBXik6ONzZ21ly83t9flSjHgNApcud02j9smuNYny3I4jACgt9sNTsDgsOkdNr3dqrOa1FaTyglqvV6T2SzX6aQAoNfq5CarzuW2BgNAkotW8mQ9T7aLzLDMzuqJeSc1H2UW49xilFuO8/Nhdj7MzIfZ+SBXzmAJJtJrpFfD4uUwO6yQDqN6be0J6Da0m4lZLz9u8DgS3NjeVCgl2RRSK5G5JM5SUMBr1qqPFdI9terI67XgqK9W5jv1dIKJcphr1c+cjwurcf5qXj0bly5PK+fT0nJUnA+Ls2HhE1eTXva0Xxh10rUixbHBZAoJQk65XrYrPTpRHIWDllwKTrKBbAYhqKDXazMZlFLpwfbO2vr2033RllR+dCITPd/dfLm37nTpStnYdJAVoJqN8otJcTktzUelT2gtJ5XVaeVsVjk7rZ6d1s5O66tpfTmpzkelQSfdqnO9Trpej6fSqEBUIoUmkgifRNhk7GObx0cZLkLzUZKDBbRINkrxMJ2M0ekYlYJxHkLiQZjxx+gAwYYpPsokYgQLozQUI/0xyofEA3DcH6Y8tqBBYhCLNKJjzfGefP9AeaCwKJQW5WdIDEJiUAwOw9FQNBKIhH1QyBPwOhwWnUkj29tef/jgy+2tTbFYcnBwKJZI9RqVxaRVq2Wik32p5EAlP5HLxceiA4lUdCI+UqpkRpPObNarVbKTk4O9vfW9vZfHJ7uHov0T8eH+wdbB/hZg1eMoxNAIFPbAET+GhjEUIsgYxWAUHaUZiKIiGAYFwn6DxXB4vHd4uG02qII+RyjkgWMhmoJpMsKQUIrH8jkmn2XSKSKbpooFrlZOdJrJUa8w7OXbjWS3mR600oNWatjJDju5Vj1VLXG1SqJS4islvlLiinkmn6WyWTqXZXI5Jpel8/l4qcTVynyjkmhUE+U8k03hmQSW4hCOjuCwDwo4vKDJZtQoZZKdnY3HTx++3FqXa1QGi97mMDldDp/P7fU43G6Ly2V1OC12u8luN9kAI2A3CbXTaXE6LYDNYDKpzWaly2Vyucw2mw4A9AajCrAbLBatw2GAwq4Uj7dq6Wm/dD4uXQ5zF+P8clo4mxaX48JyXFyM8kJxMS31a2yKCRczeLeZPR2ULjq5DOZXHm/YjCelHFav8FwcdzgtWzvrKq0kAoPBsN3tsYIOHWhTuy2qgE0D+4wU6ppPm+9fn096xTTtn7YSZ+Pi3WXn6qy5HBcup9XzWeV8VhVM43RQmvYLs2FhMSws+4VZv9htpnIZNMlH0mkUI0Nas/L53kuF5pilfNk0ls1g/W6m2+DrBbzIh1nEEXapQavM5dSAdq1CKXq88eRYfhAO2dplevrHzd/5uLCYFBaT0nxUEvpAQatp9WxWOzutnc/q57PGxbxxdlo9n1UXk9Kgnew2uUE3VavEE8kYn4hxKYRLY1wa41IIl4xxKYRNxj5mEkmYSsAkHxWaPToJsxmUSSNUMorFQzDli9F+NB7GuQidROgkQqdQKhkjExGMDcN0AGFD/phTaVMcqo72FfsHyoN9xb5YL1bblJ85HVanwwLYjGazzmLRW21Gr8dOoCGOiKB+u14h2t1+KRIdyuVSkfjkSCwRi44V0hO5UiKRH1stOqfNoFTJ9w739w73dva2TyQiuxMIBX0AYFbIJcfHeyLR3uHh3u7+3tb25uHBttmoIZAwQ8ZCIW8E8qMIhKERAocpEqVohKQgnAzGkKDHB6r02s297a2dDYtZR+FQIo6QRAzHIiQGMUQ0nSCqxUS9ki4XEoVMvJTnqqVUq5YedXKLUWU5ri4ntbPTxnJcWYyK82FpMij2WrlWI92spxu1VLOerleT5SJbzNO5XDyTodNpKpOhs1mmkI/XynynkWk30vUyXynEc2kikyCSLErjEBbzR4JO0K4365VS6dHO3taTtedP19d3DvclCpnBbHa5QZ8P9Hptbg/gcFrtDrPdYQbsJqFwOC0OpwVwmAG72e4w2Ww6s1ljtxs8HpvQNPp8dp1OBgD6QMAZDLl4DmvVU7Nh4XpevjwtnZ1WLma1i9Pq2bRyNi2fTStn08rlpHQ+KtTyBE+HUjySzVLlHJ/hScCi0ahPoIgnAvvtgEmrlpqNCrdL53SqHXa122WIhACeDFYS2KDIDqv0alT87sPVzfkkn0C6JXLZy7467/z64/W3Xy8Xw8L1rHY+q57NaqtJdTmpzIblUSc77WcWw/zZsLwYlptVLsFH0ymETyAx1K81KXbF+4BdnU1GGBpKpolmK9PvZKf93Gk/M21zgxrdKOClLE7iIanq+MnWY7VJQmDuUZOf9rPDbnLQTsxG+fm4OB8XhfZPuK6mgk3VVtPqxbxxuWheLpoXi/rVqnG1aiwnxYGwu3U3W6uyqTTGpVA2jTFplP2DKy6FsAmYTcXiGSSeRphUTICKScXYDMpmUDaNsBlUoA7nIgQfpdNoPIPFMxibxdksTqcQnI0gTAgm/WDYrrKpFGa5wiwXaY9lJqnGrvzMbjPabUbAarDbjHa7xea02u0mBPJ0q+lmlnJaNPv7u3u729vbm3t7O/v7+0eHB3KZRKGUqrUK0GVzAMaTE9Hm1ubztbXNrS3Q5eJ4rlTJ5wsZkiZMZvPa2ssHD548fPBMLJLEYKhYyGRSdNDvhMJ+JBbCUIjAYYpEGDJG4WE45vf6QYPVJJLLNnY3dw+2jSYtRSOFAs/HY9GILxL1Elg4yaGVAtuoJBvVdLnIFXJMucjVK6luK7cYVc7nrctF+3LRvl71Lhet89PaYlye9Eu9dq7TynZbuU4r12nlWo1MtcxXSlypyGezTCKBJ5OEoEKOatSS7Wa2WU9XSmwxz2RTFB9HGDJC4WEU9gW8NrtVp9XIxOKj3b3ttZcvHj558vDp852DI51B73RZPX6LxweALsAJWh0Os+BXDqcFdNnsDrPVZhDsy+Ew2u0Gk0kFAHqfz+5220wmld1u8PsdDofR6wWiEQ/Pwp1GajEpXy3rl4va5aJ+tahfzmuX89rVon4xq16dVq5n1eW4VMnhNOqFIUcQ8oQiPsBp1htUFqveZtZ6rWoCctayRDkdKySgZoHoldlxM7UaFq8m1ctpZTnMX5xWv3938ep83CjS7RL55qL7Hz/e/vztxfWycTGrXp5WL+bV81l1Oa4sJ5XluDbtF+bDwnJcXo6rk16xmCVZJpzgYYIO+8PgkXRv52gzHLbnUjBJBEgmipAQRsf4NF0ocs0aP+5mJv1cs5YIwv4X++sbhy8BpybJ+scdbjrIjrqpXpOb9DPzSWE+Lnxs/6bV1bR6PqtfzBuCLhfN61X7etW+WjWvzhrXZ62rVWN1Wh51U+N+btjPl0sMn0S4FMIkYvFEjE3CbDLGJWNsMsZnUDaDClwxqVg8jQjishibQbksxmdxNoPRKYRMwHQKYdIo8wddTBolEzDGQhgLQWTAA4OuiMPk1suMYqnhRGtXfQYFXJGQOxr2olE/goRREiaICENA015p3i04Lbrna8+fP3/69MkjAa2d7e3jo6PDk0ONQe32OCxmnUQs2lhf39vb9XjcOI4FgwGv3wXYrU6X0+V22wCnXm92AmAuk5udTibjXq9fK5ZS0UggBocEsyIJhCKiMOS1281iqXh9b/fJ1tbO4Y7ZqkOxSK6QYDk8FAJDIReKhRIcWirE65VEs5qqV5O1SkJQq5kZD0oXs8bdee/uon930bs9792cda+XrYt5cz6p9jv5bjsn0NJqZJr1tPCLhQKbTlOJBM6yCE1HaSqS5JFSgW3WM/VqqphnygU2n41zTIzEwyQWItAgEvX63BaDVqZSSk5ERzs7289fvPjbg4d/e/Bkc3dXY1DZPSa3D3C57aDL5gStDqfFCVqdoBV02RxOiw0wCqR9XBgFmoUBzOezu1wWt9vq9QJCluj32yEIZFm43cwsTmtXZ83LRe1qWb9a1K8W9etl42pRv5xXr+f1m0XjbFrpVNgEHYhFgZDPEHTrYK+RjjjzTLhXpM/6+Ztp5WZavj0t3UzLV+PS5bh0MS7OuplpNzMf5oat1N2q9+Hm9HbVe3XR/e3Hm1+/v7ya1a5mtZtV43JRP59Vzmc14V98Oakvx9XVpDIflU9HlU4zk+RjCQ4mCJ/LZzXaDTtHmxLFHo57EyzExSGKhgCXWaqRyfUKX9CV4JFKiWnUEtkspQV0z3aeaw1iGLLVi+hsmBaW/wnpxWJSXE5Ky/E/bepi3hBYul61b846N2edm7Pu7UXn9qJ9e9G+OW9dnzUXk+Kwkx71c912OpcnuFQsnoCZBBzno8LdXi6FcGk0nooxqdifnUrgis/hiTyRyBNcDo9nMCoZIxMwlYwxaZROIVQyJtRMGiX4aIwJI3EIiUd8MGhx641Ojc1r/IzCwgwZ5RgkyeHpJJlK4tk0Wa8kLhe9Ti0lPjn425cPtne2hUBCpZRIT0Sik5PDk2O5VmGzW8xm3YnoQHxyGIECJIE4nTa57ESjku9svnzwxd80SjkKR6OhAIFChVyS40gYDiZS9HDYrteKKAIJfSCOwTActAKmQ9Hxk7UXXzx+vLa9ZTCrETSQzjAshwdDrlDYhWEhlkMKObpeTTQqiUYl0agnW410u5lpNdL9XnE5a95f9t6/mny4n76/n7y+Gby67N2d927PexeL9mRQ6XZyrUa6VklUy3ytkigX2UKOzqQpnsfi8RjDwCQJkSTEMHAqRZbLyXI5WSzyxSKfyzHxeIwkIRwPYViQwINRCLSaVHqNTKOSHe7vvnz5/NnL518+fvpvf/vy+damwqAGPYDH63CCVqfzI1eCXwloCT2hwJUgwbt8PrvXC9hsumAQ9PudAKDzB+yBkJOKw612djWvXa8a18vGzap5s2renrVuVs3rRf1m0bhZNu5WzdtF/XJanveSozo1qTOLFnc1zL46Ld8sqrfL+s28ej2rXM8rV7PK1ax6Pi0vhoX7i+7X97NXF/1pL9cpMhej6rev5//48e6XH64uZpWrSeV+2bpe1C8WtbN59fy0tppWl5PqclpfTerLcXU2rvR6hXyeJvFAPk1Eo06VUXagON4TbVutijgdIjBfIYs1KixJBtU6yd7hhsEkp8hANo0mkyiKh8SqE5niEIMcJR6a9TLLSXE+Kc7HBSGxWJ2Wz2ZVASrBqQSPuj3v3l30Xl1+/AK9u+zeXnRuzz9ydbVqzMeFfjvR72banVQmT7CJfy6hYFOIcBUMSjArwaPYDMrn8D+JiGdxOoV8EpWMffIuJo1SyRjBRahEjE7GEDoUxjz+qCMAuz/Lp+lilinl2Gox0SjznSo3aGfnk+awV3OB5r/8+7998fCRRCoxmwxmo1YhOd7f213f3Hy5vblztH8iE8kVYrVazDCxXDYOhVwOQA9YdS6rRXlyvL/xAjCovQ4zaNUQqJdn4SjsicK+QNjDcuRw0G42yjE4FINDSCxsdwH7J6Ln61tfPn7+4MkTqUICRTw8jyVSBIqFwhEvHUcSCSKVInIZslyM1yqJZi3ZaqQFrnqd/Py0eXXWfX8//u7D4rsPi2/fzz+8nrx/NX57M3p1ObhcdmaT+rBfajeztUqiUuJKhXguS+UyZDpNcRzKMDDDwDQdZRg4Ho/xPJbLxfN5tlDg8nk2lSJpOkoQYQTxw7CXIMIY6rPbtHqNzGbWq6Ti9fVna+tPXmxtfPHo2X/76xfPtrcNFr3HY3e5gT9NVmaXG3B77AJdoMvqcBhdLovHYxNsyuWy2Gw6j8cWDrs9HpvVqvV4bG6P1eY0eYNgnIMHvezlonZ71ro7b3+63i6bd8vW3Vnr1ar5atl4tWy8WjXvVs27ZeNu2bhbNa8XtctV9XJRu1rVr1b161XjclW/WDVOR8X397N/fP/ql2/ufv3h1ZvbSbccr6ext1fD339988sP1+ezyuW0er9qXS8b58v6meBX48piXJ4LQ+yoOh6WK7UEHY9gqK+QoxkmbAB0DzeerO+/CAUtXDyMY75CGm5XyHaNSSaiUNBKYp5Ojes0kvF41B8CdQZZ2GdtptBZPXE2LM/H1T8RVTmfVy8WdeFplPNZ/XLRvFq2rlftu4ve6+vh6+vh/dXg7qJ3d9G5u+zcXLRvzlvCoHU5r00H2X43PRrmW510OofFE7AwXH2MLpKx+B8doGBWfyaKy2J8FuPzBJv92Ph9bAiTMaEb/CddSSSeQmke/lNqD3/WqqW7rWy/nRn2c9N+YdYvTfrVSjnrcDr++uDhv/3lr/s72wa9ymHXG3SKzfVnXzx68PmDB48fPdjeWBMd7Vit+nIlu5g0OwWykYKLXIxGAigS0uvkRoMyBvuhsBvHwskEjaFhBAkhSBiJhaGIN5Whh6N2qZLzhbxmwHwiOVl7+fLp2rMHjx6ub76w2k0ICjFxjCDhKBwkKSSdYTMZOpUi02kqn4tXq6lGPd2spdu1dLueHvUL58v2zWX//nb89fvVtx9W335YfvN+/tXb+dv76f3t6Pqiu5rXp6NSv5tv1tOVciKbi6dSdDJFJxIkwyA0HfskhkHicTSZpDIZJpOJp9NMPI5iWBhFgjDsj8UCJBXF8LDLZTWbtU6nVadVbm6tPVt7uL27ubmz/dcHD//y+YMdkcgEmD1eu89jAx0Wp9PmcgNuN+ByAy434PE63B476LK6PXaXG3A4LU7Q4nLbnE4LYDd5fc5gyAPYTeGQxwPaTAa12w0EQ+5kkh6Oipfnzdur7t1l59V5+/6i/eqifXf+Ubdnrbuzf9YfDW3ZvF42PunmrHlz1p6Py1+9nv3+8/1Xr2fns8bb+9l3X12eTav9GnsxLv/0dv6fv7z55bvry3nj/LRye9a6WtYuFjXBOuaj0nxUOZvWl+PKsF/KFVgo5qVZOJsn4hwEeEwb+y+OJFsU5U2wUCFN9JvJaTc96STGrfiwxpy2k+fj0mJUqhWZOBWiUHcpi407mdmwOB9XF5Pan0ap2scJ6qx5uaxfrRoXi7pQ3F507q9799e9u8vOq6vuq6vu3WXn5rwtmNXlsn69alwu66ej/LifOR0VOk0+k0P4TIxPI2waiWfQTwPVn7lK5Akui30asRJ5gsviH1vEDCqkhZ9efvojQgNJJ2E6CbMZJJ6BP1tOKqtpfTGpTUfldjuXKyZhJCwSH//lr3/9y79/sbG1fyKVW6wmJ2jWaKSi4z2ZeNegPvbatHjIlWHgm/PRj9/fv78d//Bq9MOrUb+WzKUZf8BhsWhCIZfdbggGQZYjkBgUjQTQGPSx98PCMOLnEmSzU6N5Zk909PjZ0yfPnj568ujJs0fHJ4eg245iEYKMBUOeGBJOJBk+QfE8nkwS6TSVz7O1WqZeyzRrqXYj021mh73iYla/WHWvLvr3t5N3b2Yf3s2//rD4+v3i3evT13fj26v+2aIxm5RGg1K7lSuVuFSa4hMEx5M0g5BElCAiOA7hOERRME3HSDLKMEgiQfI8wTAxBPFDkBtFgwQB0TTMcgjNxKCI1+W2OUGrRqvY2nr59OnDre2Nnd3tFxvrf/3yy3979HhfInY4reGgOxgAPV672+NwuQHBrHx+0OcHBbocTqvFqrcBRidoEzD7hJbTYbZbDV4XYLXonU5rJBpIZ4jJuHR10Xl11b2/6Ly+7Ly+7N5fdl9ddD5JePlf6Ppz63g5r3/7bvn7z/dfv5kvp9XVtDIZFt7dn76+Gsz7+a9uBvfLxndvFv/565tfv7u+XjYv59Xbs+blsn4+r52d1mbD0mJcPTttrKbVfq8Y51BfyJlI4ywP4wxkALTPtp5IVYco7o1EnSyL1uvpQb84HZUWk/JyWllNqqtJdTGuTHq5bp0fNPlxNz1sp6b93HxUXIxLn1KK81n9atm6Pe/cX38ip3W1alwua1erhjBQXZ81Ba7+PF9dnzVvLtq3F+2rVWM2yk/7mcWk0O6msgU8mUESGZTL4nwW53L4R2CyGJfDE3lCcCpBfA5PFkg+h8XTyCcf+2Rrn8YwLvfxhz/RyOWRz04n9XannC9lCYayuJ1b0pO/PH7wP/7yb0+fPj7e39WolDbAEgg4cNSLQHYa8Vb48LRG34wrb8/6//Pv7/7f//vHX7+//Ps3q//4/mI1KZWKcQQLa9SScNgNw36vF6BpGEPDUNiLxMIoAuFYFEMjGAZhOOT22H0BdwxHAND5cnPj4eNHDx8/fLnxQqGSgW47xWAYHvEHXAQZ43iaiWMcj2UyVC4XLxS4cjlZKvLVcrJZS7eb2V4nPxlV5tP62bJzdTG4uRq+fjX58H7+1fv5+9ez929m97ej82VrPq0M+4VmLVXM08kEFmcRhkUoGibJqLB+CkGCOA4RRARFQzgOCe9jWBhF/RgWjMdjfAJLJHBhHoNhn9cLOOwmpVK8tbn++NHD58+fbm693N7deLm59pcvH3z+6KlMKff4wFDY4ws4PF6Hy213glbBrz7J5QZsgNFi1TtBq9tjF9CyAUafH4xAfi9os1n0apVUb1C5PfYI7C6WmNlp4/aq//q6L5wI8fqq//qq9/qqd3/Zvb/s/pm0P9Ml6GJW+e798j9+ef3DV+eLcfn2vHsxb8xGxfvr4dub4d2qdb9qvznr3Cza371b/u9/f/P+bnQ5r766aAt2cT6rn53WzmfNs9PG2bzR7eQRLBCAXHwCDcMuMOxSW9QbB+sKvdThNmqMCsBjD8IBjInxWbpYS9db+W6vNB7VpuPabFwZ97Kjbmbaz427qfkgtxwXVuPip0hdiChuL7pvbvuvb/qf+BEc6fYPcm7OW0J9d9m5u/wYYAgvX111hVlrNsqfTkvdfiZfJJJpJJUj0gUqnScSWYxLx/gMksxhqQIhoCUokSeSBVJgSdCnT5MF8hN4QsIhFHwO5/M4l8c+C6FRk9N5qFA92Tr467O1z1883djbUmlkIGAIgiYq4qokkWE9fj5KvV6Uvrvt/vbV6e/frH56d/Z//f7N//M/f/r1u8sfv1r8bz/f3F10qiWW5XGTVS+MDSBopukYQUQCfmc0EkRiYQyN4FgUx6IYFonCfpNZu7H1UiyThqIxh8v1/MXalw+/3DvYUaplvoCb5SgUi4TCXpyAaQajaCSRJHK5eDbLCJNPNssU81ytkqrXUt12vt8rDgfl6aQxn7VWy8711eD+fvLmfvr+9emHt/M3d+OLVWs2KY16+VY9VS2xuQyZSgpxRYwgIggShGE/DPsxLIz80e9Fo75o1EdRcCKBJZNENktns0wqRXAcQuABKAz6fXYXaFYqRHs7G5vrL54/e7y+8Xxz+8X27vrTtbV//dsXzzfXdRajy+d0ee1en8PjdYCuj6YkSHi+ywla7Q6zwJXwErCbbIARCnsDHqdKIdaoZXaH2WjSeLwAigUa9fTZsv3mdnx/1RO4enPdf3Pdf3szeHszeHPd/y8OJqAlWNnVov7+1fi3n179+v3N/dVgMS6fz+rvX02+up/88GH5n7/e//3b6/c3o8tZ8/y0fn/Zv1423lz3blaNy2X9Yi4kB62Leeti3lzO6uUy5w85Y2gwkUCdbqPSqFLoZCqdxOYwOFxmlUEu08ikWqnSpNQ7DEDAHoj5UQrmUmSuyNZqyWo10agnB73isJeb9POraeVsWhaawNW0erloXq86dxfd1zeD1zf91zf9++uewNLVqnFz/tGgPjmVAJVQ/FlCQjgd52enpV4vXSyRmRyWLRDZAp7Koaksmsoi6RyaymOfWOKyWLJApoofa6HZSxUp4VOBpY84Ff5Zf2SyQHy2c3y4d3RwJDpQqaUOhyESciRoqFFghg1+Nci/O+/88nb6H98u/uOH5d+/Xf781ertq/H5xfDd16+//v7D9e383dvZ7z/ff/V21apn0ikGdAEarTIGBxwOYywWSCTISMQbjfpjcEiI/lAEInAYRSGH03Ik2n/89NHnDx5IleogBJmtlrX1F4fHB3qjxuMDCTJGUggUDcCxEIpFCBJOpalcLp5OC5bF5gtssZgsV9K1WqbXK3W7xVY71+9XxuP6ZFpfLFtn592ry/7b++mbV5Or885qXp9NyqfD0qiX77WytTKfy1IJHonHERyHEDQUiwX+WPILfbIvgohk0nSpxBWL8XyeKeSZbJZKJlGGCuOoj8RDSMQHWLRGnVwlPz462N7cWHv2/NHL9bXtnY0Hzx79y+efIrnMwgAAIABJREFUP97cVOi0NrvV43X4/KDLDYB/EOV0/RMngTe3xy4kh3aHGXCYHXYTFPD4vU6DXqVWS/UGlQ0w+YMukoS6nfztZf/NzeDNTf/t9UAg6t3tUCgE7/rz9f6yK9yJul7Wz04r719Nf//5/h8/3r2+Hn7zbvnDV8vbVeP+svPbj3f/528f/o+/f/jlm5vz0/rNqv36qnd33rpZNa5WjfN57XxWv1y0Lufty0VrOi7xiVgg7CQZOJlAMSygMapOTrZdTg1FhlA8ACO+KOLxhQDApdfblAqDWKGTKA0yrUVlchq9kCdKRggWS2SZbJ6pVLhRv7A6rQt5+tlp7WrZujnr3l323twO3t4N39wOBNcS2r8/O9XNeev2onV70b67bN9ctG4v2n9uDu+vezcX7cW0eDrKzael0SBbrTL5PJ4tYIIyeSRbQDMFPJH/yEaiQCYL5Cc7EjpDoRZs6hNjfxabQfk8QSVjnxFRXy4Ot3LkrJ24GRffrVrf3fZ/ejv98e3pL98ufv7m/Nv3529eTS+vBrNFt9EpUymq0KlXh0OYobOVzLuvLn749m4ybuRyPAyHFUqp1wP6fI5o1JfP8SgSCoZcGBYmcJgkYAKPEkSMJGKBgFuuFD9/8fSLB198/uDBX798KJJIPT6f0w3KlDK1Vgk4raGIP4ZCwZA3GPbCsRDDYMkkmUwSqRSVy8VLpWStlqlWs9VqttUq9PvlXrfY7RR63eJoWJ1O66enjcWidXnefXUzvL3qX561L8/aF6vW2ay+nFTHvUKzmijm6UKW4nkcxyEMC2FYmKJgYe0vjkeEmuPwbDZeLLK5HF0oxMtlvlxJVMpcKU/nMkQuQ2aSRJyMIlGvy6GTSvY31p89fvzg6dOn6xvPnq8//R9ffvG//Pd//eLpmlKjc3scgaBbCAk/WpbL5nBaQNAm5BmeP6ByOi1CHA86raDdHIX8dsAkk4kAu8kBAmarIRAEEzw6HVXurwfv74bvbod/XEfv70Zvbwdvrvuvr3qCg7257r+5Hlyvmm9vhz99ffbtu/ndRefstPb+1VTYL+jnb69uVo1xO3G9rF8tmu9ux//4/u67d2d35923N6PXV737y86dkF8vm1fL1vWyfbXoXCza/X6epEMQ7OaTuLCWMhAGbVYFBjt4JoThfpoO8lyIY8M0EySZAIy5AhG7w2PU29QynfRELZHqlRqr3gJaXAFnCPazCbzfK56d1s5mtYu5MFx1X132Xt/0396N3t2N3twO7q/7r656N+ety2X95rx9d9G5OW9dn7Vuz9s3523hRtZ/8av7696b28Grq85iUjgd5ZenlemoWK/FCyUiW8SzBTxXxHNFPFci0yUqWSCSBSJVIJIfXYhIFshkgUjkcT6H8X+MVSnhzY+DFsZlsXgG5fMEyUczFfaz7296P7+e/vTm9Od3i58+nH14c/rhde/2qjub9Xqnrdawka+V0DgVJTEuFYdhP0YSyWwBRmJO0FYs8u/fnt3fjOvVRJzFlGpZCPK1WtVKObdcTGanw0a9lElxcDSIYxGajhJEiKERJAYZjfrt3a1HTx4+fvro0ZOHDx8/+Mvnn+8cHAUgKAxH5RqlwWoEfS4ABKx2iz/ghmMhHIcZBkmlqHyez2TixWKyXsu16/lmLdesp7vtXL9bGPZLo35xPq2t5s3VvHmx6txc9F9d9u6vBm9vx29vx7fn3bN5czapjvqFbivdrCVq5XguQ/JxhCIhnIiQVAwnYAyPolgEJ2CKRmkGTybpbIbK55lqNdloZBrNVLORrtdSpSJdLJLFApVOYgQe8nisMtnhxubzh08fPHr+aO3l07UXT548e/Tf//Lv/+u//OvG3iHgsPsDbn/A6fMBfp/T7wVdoM3tArwexyc57GY7YPK47V6Pw+0CXKDNbjOCTmvA77JZDRq1TK1RqbUqu90MQZ5Cllmctt7e9D/cDT/cDd/dDd/fjd6/Gr29/fjVLnzHv7kdXi1b3384E05P/8+/v/3tp1d3F72z09q7u8mv3998/+FsMSzO+7nv3sw+3I5ul82bRePVWfvDzfDNVf/tTf/VZefmsnN70b5aNW9W7etl+3rROZ+3KvVUDPdBUTCdIdJpIh6PRqOgP2Al6BCMe8OoG2eCbDzEsqF4PMiyIZYNMfEAHQ8QpA/B/r+2zrO5bTxb8/0ddl/srdqp3Z6eHXc7SbKsLFHZSZJlSbZypkQxgQTATIA5gjmTYKZEipkEMyXZlmS3Zbu7Z3bm3qm7d/fT7AvYnq6trTqFAt8S9fs/z3nOIcEAOPs0+ubewdrW9sLS+vPh2WfTiy9kMkEqbssmHdmkq5D2lLI+Ihcgn2CjHK+XopV8iMgFS5kASV0pEyim/eSMmLyScy0iFyDyXzJDkqt6OULkA+ljezJmySadx1GL26M2WRGjWWK0IkYbarQhRqvEaJXozWKDRWwwi3Rmsd6C6CxSstSYSGMUa/RirVFsMEswm9RolWjMYrVZrDKJNRYE1Qr0NkUyF/7u8jx11jiulMKlfCCW8GEumydss7lNIpnsgMsWoryjo53ltSUm+8huN5zEPC6bTqeWqmV8TCc5iTgu6ukYbsaMKJtzxBdCTqfFYtHhAXcqGcMD7oDfFQn7fV4nIuVLpZBMBsvlIjaLPjc3MzQyODg8MDpOGRweGBjq63r48Nade7MvXogQqUAq2jnYXd/ZeLm+vLa5ymDRYB7AF3BVKonRqDSZNCRXbpfJ5zb53JjXbQgGzNGw/SThTh270ylfJuXLpQOFLF7MklDFGuVYJR/Kp7wkV7GwNRI0B/1Gl11pwWRGHapUCFGUL0V4EilPLIF5fI5IDCOoUCYXK5RizCRzuw1ut8Hp1NnsasykMJmUeoNEbxTr9RIUhWGYdUTfW1yam5geGxobHBgdHBkdpIwODY0MdfX0/PHHn253dC+9WqYzaRwuncOlsVgH9CMqg05ls2gA+4jNonEAOptFO6Bu0w53GXTqEW3viLbHoFMPD3Z2d9YPqNscgL65sby6+mr/YGd1dYnB2BML2XarunjqaxORFhFtEpFmKdIoR77iFKqXw/VyKJdyv21nfrtpvm6elrP45Vn21w+Ni0YqFbOnE85KPvS6eXpePW4UQkTad1FNnFfi7XK0XY42CqF6IVjJBcpfk4BSxl849eWSnkIqcBJzao1SvpgJwocGI6JU8nl8OsQ7EojZIoR7yNiiMjZZMA0SsXgSQIiCYgVPquRLFTCihBAFJEU5EikbQQBUDkplLLbgcOrV3J2+B/SjzeOwKZdyZZNO0s5VCsFqIVwrRuqlaK0YqRbCRC5IUkROh0m0vl1JiSN94DeuqsUg+Z1Ui8H8qTsVt2ZSzuNjh9enNVsRo0WC2aRGuxSzSTGb1GAR680ivUmoM4t1VsRgQ/VWRGuWaM0SnUmqM0r1JqnRIjU7ELMDMdgQjVmstSByvRBzqFKFSOTE+50/6MAsGpUW1RrkDC7AgPl2r0WuEK+trdHZRx6nDhUwWEebFpPy+jXx7rxwEsRSYVOzGH5dSXx6U2oVogG3Xq0SSRCB3Wnxeh12qz55EgmHfH6fEw+48YA7Ggn4vHaxmIuisEQC7+5sTE6Oj4wOT05PTE5PDFOGKGMjfQP9nd3dvf19K+srGr1agoqeLz6ff/lifWuNwaKBEJt8K6TRqLRYtCaT2mLR2u0Gt8Pg95hDuDUedSaPvemUP3vqz576c+lAMRcq5cPlXKiSD1UK4Uo+VMmHSplA7tSfOnbHI7ZoyBILW4N+o9upMxnkKqUIQfliCUzqFY/PEUt4coVEJhfLFWK7U4fjVqdLazbLtTpUqUKUKolCJdQbUa0O4Qs4NDp1fXP16exTysTo4Njw4OjQyNjw8OjwwMhw79Dgj3fvff+nW72DwxvbG1yIyQXpbPYhk3kIsI8A9hEHoINcJpfD4HIY34SLQaeymIdsFo1+tE/d39rZXmMyDngwsLGxPD//bH3tJY22w+XSFApBPGytFSOtSrxJRJrlSKMUbhCRBhEhuSpmvJfn6b9+OrtopMjjvFVJ/PJz/f2bYqMcyyU9MRzLHLuuzzJ//VC/qCbq+SDJVbMYbhRC9WKIyPq/cJX2FjO+wqkvn/bl0gHcj6FKmC9mAtx9gxFVKnm0ow0291CuEomk0PrW0tKr2cX1hcXt5bWDzW3mHpVDYwoAQMyBEVAoh8UoV4IACMpG5FyZki1WsF/R1ilPKDB3JxWzkIkf2T5VCnitGCGLHASTXBXTfiIXJFcuyCIxI/Wqkv+CE1kkVN/6tELac3psP026UidOHDfY7DLMLDbbEJMDMdkRo1VisIj1ZqHeItFbUaNdZrChOotUZ5XqzYjehBjMCGZFLE6ZxSnD7DKjDVUZRWan6rQQjaX8SoPoOyabfUSnAxxAIOBTqVSdVpZPedxGiZLPysQc7WLoJGAMuvXnjcy//+3du/PcVePk09v858vir9fEh9f5dNTutGs1WpneqLU5rFazPoq7TxJhv88ZxD2hoDeIe3C/OxL2GY1ygYAlFHJXlhfHxihjE6OPnjyaejQ5Ok6ZejTZP9Df1983MTk+OTWuVMsMmGZm/tnswtz+4S6decjjc5QqRK2Wmkxqq1VnsWhNJo0JU9nMap/bFA7ajuPu1InvNOnLpnz5NF7IBkmuiHyYPOqaRLxVSVQLoUIGz576k3FnImpPRO2hgMnt1JkxpVYjlSI8kQQiTaBQBKEykVKFSBGBSMozObShsN3tUGNGuUyF8iUiDgQIJLBaL0cUkgP6weLy8vSzpw8HBu496Lrf3dn5sKu7v+dBX093X+8gZaS3v//Wj7d/uHX38cwsG2TBAgDgHnG4TBInkMuEQBbJFZtF+6ZgJHVMxgHtcHd/b3Nnew2G2Ew69dXS8yPaHp2+u7e3JhJzzSZZJuWvVxJNItYioq1yqElEm5Vog4jkUq5WNfa3X89eN0+LaX+tGCln8fdvip/eVT+/r31+X3v/pngad/icqnoh9PePzbeNZD0fPCNirVKErHohXM3jRM5fyvrKaV8h5cmlPPlsIJX02mwKCcoVSFgM1rbJLMeMKBc6AOBDtU4iU/FB3hGDubNFXVvcWJxfm59dnptdnlvcXFrbX9uibdE4VCZEA4UMvoQtkXFQBZsrOpjbfDH38olRDWaO7eQM6osPzOPkQ/w9V2SRx+Xvb76SFiQK/y9OJFH1crhBROrlcCnjPT22Z5LOdMoZi2But8Jik1ocMosDJVXLZJdiNsRolxlsMhItvRXRmxGDWWYwIyabzOxAzQ7U7JAbLYjOKEllQ8lMUIchSoPwOxHMFsMMs0aS8Fv8Nl0sYC6f2ogT+1kx8eF14cPF6c9n6at2/h9/+/m3TxdvW9mPl9Wbt9UPl5UP17UqkcD9Rr0eVSgRr9/jdNrsFkM2GQnibq/HHsQ94aA3iLvxgBsPuNwek0gEgCDj+ezTkZGh0XHK9OOpyemJ8cmxianx/v7eqamJ589nnj6b1htUOp3iyeyTl+vLmzvru/tbXJAlFIEaDWKxaG02vdms0elkOp3MYlR4ncZgwBKPOpPHntSxN3vqz2XwfAYv5kLlQqRWjrWrxxeN5JtW+ryerORD2ZTvJOFKRO3xiC0etob8RrdDS+qVRAKJxbBIBAlFkEAIIqhQo5UrlFJIwJEbkVDU4ffq9DqEw4c3qNTF1eU9+j4khpgga2Hl1eD41E8PHv5w++7/uH3n9r17HV1d9x923+nq/On+3f7BgRHKSEdH5w+37vUOUbao2wDEYHFobA4dBlk8GPgmVlyAThpCLofBAegs5iGpWizmIe1w74C6fUTbk4ogLvtwfXVhZ2d1Y2uZzqKKpRyPx0AUo61KolWONEuhRjnSqkZrpVClECDy/mYlWkwHSKiuL/K/fmic15NEDn/TTr9/U2xXj48j1lo+2C5Hazn8opo4I2LtcrRdiraKkUYhXMkFiJyfyAdKaW8+6U4n3fk8Hks4lBpYIuOKEIDF2dXqJA67Vq7ioVpIqePL1ZBCDas0PJkSkqAcvojB5u7tH66sb82/XH0+u/h0ZvHp/Or8/ObiK+oawGco1TAb3p9efLJNXQ95tNkTRzHrI/0bkQ+Uc4FyBq/kQtX8F9/xDTOStP8fdaFvekUSReJEElUvh8lzp5oP5JPObNKRS7uO42afT211K0x2BLNJMRtiskmNVqnBjhq+6pXWIjGYUaNFZrSgmFVmsiMWp8ziUOgwscOjzZVidpdOb0IMNvS7StpLJF31jO/DWfLdefbyIn/9+vTmbf7jZfXDVeXjVfHj2+Lbdvbf//7hw1Xj+qJ0c9V4/7b2/rJ2dVmJRB02uxriseRKxOm2YZguFvYn40G3y+rzOnDcEwx6cdwTxD3BoAcPOmVy3v7+xvg4ZXBoYGR0ZOrR1MjoyPjkGGVsZHhk8OWrxSdPp7d3Nrw+J8BlPpl5vLq5srD0fG39FZ1JFUtgjVZmMChMJrVBL1erpTotYjYqHTad12MMh+wnx15Sr3KngVIuVClG60SiWUudN9Ln9fRZLdkk4qVM4DThSESs8bA1GrKGcIvPY7Db1DqtFEVhkYQrkkI8IRcSABCfLRJDmElrMmkEYgjRSMJRZyRo0ajFW9S9yZnnQ+OTT+fnF1dXZhbmB0ZGf+x48Mc7d293Peju6+sZ6B0eGRweo3T39d7tuNfZ1TlCGX7Q3fWnH+/dutsx+eQR9WgfhJlcmAlDbD6PA0Es0gpyOHQAoIMgEwRZbPbRwcHOEW2PAxzBEIvLZbDZNPrRHgwy5YjggLpJ/thka3tVIADUKmEi6mxWEq1KpEWE66VwMe0tZf1EHi+kvfmUu1WJl7OBq4vcbzeNdjWRT3nKWTx77Lmopy8aKSKHn1fj55UvdUbEzol4qxxtlsL1YqiSx6v5YKUQLGcDxbS3mPUX80GvzyBGAYkc5EtYTO6eQiWwO3UilINoIbmOJ1dDKg2kVHKUKlCphtVqWK2GVEquQsYWiWhsYGdr5+XS6vzTpWdPl2YOmDtKrWiXvj3+7BHMY2Wi1sKphyjgJAPVYrCc8+dPya2LUCUfrBZCtWK4UY42yrFGOUYmUrVilLwh0armQ9Xf6RVJVJOINCvRJhFplCOtSqxViTaJSL0UKmW8maQjnbSnU85w1ORwK0xWCWaVYDYxZkMwm8xoQw1WVGeRas0SgwXBrDLMihqtiMmOWpwyi0Ouw8ReHEvnw5hVoTehWrP0u/cX2c9vSx/flN5fEz+/Iz68K91cl8g3o366LN1cln5+W7o6z/2vv7//7ebs6rz0y7vmzVvi5l2lQsTcboNSJd492HJ4rDYH5nCY0qk47nd5fU5fwI0HvcGQLxj2BUN+HPeFwj4E5c/PP+vp6e3u6RmmDPcPDnT39IyMUoYpI4+ePFp8ufD8xZxGp8bMxrn52fmF2dW1lwuLc2vrL7kgXa4QKVWIWoMajAqDHtWrJZgexTCVyaxyOA3hkOP4xHcS95zGXbmkr1qINkqJVuWkXTtt1TP1SrJaildLsUIGz5x4EhEbHjC73Bhm1WkwlVKLSOVCWMjh8FiQiAPwWEzoiAnSeELA4TC47AYE4UlQsctlCActSqVwZXV5aGzy7sPBjp7BjocD9x/03L7f9dP9+5093UOjw+NToxOTlMmJ4bGxkbGx0eHhwYfdXUNDAz093bdu3/nTj3e6evpfrq6CPIAnAECIxeNzIJgNcOlckMkFmRDMhvkcLshksg4PDneYTCqHQ4MgBgQxAOAQ4ByyWYdSCV8sgrc2V/b3NpmMAw6LJhVx7RZVMRdq1WLNSoTIBcn079cPjevzPJH7sqxQK4XatXgu5aoUg+VsKH8SuKhl39TTtXzgvBp7XTv+JlZnRKxViTaIULUUrBRC1UKYyIWKWbyc9Vdz/lzKi2EyIQIJUBAWsxngAU/CMTu0gIB5BNMZ8BFHxBSgXLECQtUCmVqo0omUGr5SBapUoFrNVau5KMqSSll8mM5h7YOCA74cnltdfjw3g2nExbi1nPVVvxq2WilE5APk+tI3TurlUJ0INStkVxmvl2K1YrRe+mewUSmEK0XSAX5Rp2Yl2iIibdIqE9E2EW1X4+1avFWNNSvRaiGYTTpzSVcu6UxEzR6P0myTmOxikx3BLKjJippsMqMN1VtRzIaYHajZiZrsCOkDLQ6FwSx1evW5UsziUGsMEq1Z8t27N+mfL/PvLwtX18Xrd8UP11+4It9y8PGqfHNFvG1nf7s5+9//9vHqvPThbeXTVe3nq1I0YnU69Sz24YulWafHarLoozH85Dji9ToCuCeAe/CgNxwJhMJ+POgNBn140HN4uDM41Nfd/bD7Yc/g8ODQyPDUo6n5hRezc7PzC/Or6ysAl63RqVfXV8cmxtY3VtfWV+ZfzGxurfCFICr/J1eYUWHUIphRptfLjUaFzabDcVs84YlHnMm4K33izaUDlWK0VUu1a8ftWqJRPa4SiUIhGk94fQGH0aKTqeV8VMIS8KgcgApw9lmstd3djb0dGoNGZ9ForIN92rZQzPX7LB6XXquWyBQShZLvdGjUKvHm5lpP/9AffvjxD3/88w8/3rl9r/Puvc4H3Q/6+ntHR4enp8efPZ18NEkZGRkcGx8dG6MMjwwNDvb39ffc6+z88W5H58O+R89maKxDWMjhCTgQD4B5AIfL4HAZEMyGYDYXZLKBIwbzgA0cAQCNxaICwCEI0iGIweOxYJjN5TAUcgkHoB9Qt2GIfUDdEgk5WrUwjJsr5Ui1GHr3uvA/P5+9f1P8+W3pr5/a1xe5QtrTIKLkOLVWCpUyvnzK97aVe9vMEmm8UQy+qR9/E6t2OdquxJpEpFEO1UqhaoGMfIKFU185Gyjn8EjQIpPzJDIeTwLwJAAA05jggVInYcFHr/ZX59ZfLOwsr9K2t9gHhxCdK2AIUFAih6RyUKaAETWMaHjkf18qVQKlki9VgAfsvdFH4ytrL3GPoZx0kVx9a4pIN0hmg9VisFoM1UrBejncIKJNIkaqFilc5LVWjNQKkW961SAizUq0VY21KtF2JUbWWSV2Vo23a1+qVY3VyuFC2pNNOrMpV/LEEYpiTq/C5pBZ7QqTDbXYFWaHArPLTQ6Z1SW3uhRmxxe0LA4FZkXNdkWmEIkk3BqDRG9Bvru5zH28LHy4LHy4Kv18Xbp5T3x8V/5EcnVV/nhZvrkiPlwS1xfF//jXm99uzq/a+d8+NNv1pNupNWGq5eWl9Y1lg1Fls2On6UQAd/v8Tn/A7f+qVwHc4w+4gyGfEdNNTIw+eNDV1fWAQqHs7e+wWAw+H+bxIBgGhSIBFwIBLrD4ammYMjIzN7u+uTH7fGZm7tnG5ioAMgRiSCLlK1VSk1ltNiktmBIzoOTKucWi9vnM4bAjGnEex1yRoC0StBWykYt24ayRPG/EW41kvhDFox6lXs4R8NeoB3Or61PziwNPnj0cf9Q7MdMz/qSzn0KZePT8xcLy8vLm7trW7qpcIQiH7G6Hxucy2Ox6Hp+u0Yg0Wunu7sa9jo7/9F/+6/d//qnrYV93T9+9+x0PujqGB3ufPZ5cmp9dW15cfDEzNTU+TBkaoQyNjlOGKUP9g309vT1373V2PewbGKG8XF/m8AGBCIR5AI/PASEWF2TCPADg0OkMKhs4Ajh0FnDE4Xx5NwoEMWCYKRAAIiEIsI8gkKVUSHe217Y2VyCICXAOZShkxpBE1HH5Ov+3X84vz7JkOHZzRfx206iXQ5UC3qxEm0S0kPbkkq7Ls9y7i3w+6cqfOC9bydf1YzJh/4IWEW9VonUiXC0Gv86LcPLXGdnTgM2mEohYEgTki5l8MZMvYXHgA4GUxRPRAXD3kLGxvvdyafPFwuaLxY2Fle2lrYM1KmP7iENl844AMQtWwCIVD9HwZRoBqoIhCbC49mJ0fIALUI/D1nLaU875K4Vg7evuErm+9C0r/9ovhZqVSIOINkrRJhFvlOONcqxJxL84w2K09kWv/slVu/oVqmr8vJY4ryVa1RgJFVnNSrSc82dSruypO5v1Hp/YQmGj26OxOuRWh9xsl5ls6Jeeyin7HVdym0tlMCOBsDVXiludGo1J/N2714U37Uy7cXrRzL57U/rwvvxPsbosfbwq31xXPr2rXp0X/vLx4j/+9ebqrPD5upJNel1OrUAAzs3OMpk0iYQXDHmjMdzptvqDbpKrYMiHB71ftctDpe7fv99x987d3t6+o6NDPg8UCnmIVARDHAgEYB6PwWQ/fvJ0aHhkYnLq6bOZZ3NzE9NTzxfmX7yc3z3cYXLoIMRSqqR6vdxsUlkxpVGP6HQyg0FmMildLkMwaItGXeGgze/FwkFbqRBr1jNnrWyzkcxmwy63SSDhr+1sTjyb7R4Zvd8/9NODnu/vdvzh1t3vb3f9cLvr1t3Oru6+iYmpxcWFtY3lA9q2xaIO45YobiqkAyG/VSxmqzUipUq4tbZ069af//O//OHO/a6hYUr3w567d++OUgY3Vhdoh9ss5gGTRdvb33qxND8yQekb6hsaHRoaG6ZMUIaHB7q6uroe9Hb3DYw+njpgHwpFEI/P4fE5XJDJ4TL4Ai7pAMmPdOYBCDFhmAmCdBCkk1zxeQAEspiMAxkq4nIYmxvLPD7AZFNFYkCh4J0m/X/55fXbdqaUCZzVTqqF8Of3tV8/NKrFYL30JRDLn7quL3I3V5V80pWMms6r0TfNk7eNk9e1k4tqgqTrrBJrEpFamdwbCpazeCmLlzP+QgYPRxxypVAgAoRiNl/EEIqZqAKSK2ERAugNQkzHxQywVsOVy1lC0QHA3dmnrW3uLq1svljeWni5+WJlf3mHsX3ApdJhGiBkcsVsKpf2bOHJ8ssnRjUvGbEUTt3kvixJ1LcZ1O9MYKRZidTL4QYRbpZjzTIpUzEy8m0ScZKuRjnSIML1cuQbV2e1OClZZ9X4WTXrjBsWAAAGDUlEQVR+Xk/8Xq/atXirFm9WY5VSKJ/x5tKefMabSXtiMWsgoHe6lVY7ilmlJrvU6pLb3AqrS04m8iabzGyXWxxKi0OVKUTDcZfSIPwumHS7Eg57zB46xUuV46vX2U/viU/viM/XxOfr8qfrysfryuf3tfdvyr/83Po///h0fV64OssGvXqnXUfd397d3ueyGbvba+GwPxD02F1md8Dp87sCuAcP+fCgFw96o7GgVq8cGRm5e6ers7NnZ3cXBAGxCFYpURQR8WCAy2Ewmcyx8ame3v6JyenxialHj58OUkamnj6eeTE/+WR6Y2+TSt8HOHQpKkBlfBOmMBnkOo1Yq0WNRoXJpHQ69f6AORCw+DxGPGBJp/AKkawSyTKRiidDGr3ikH6w9OrVo0fPegaGu/oGegaG7z94eOdex517HQ+6HwwPDY6NUqamJp/Pza2tr2xur4Egw+0yRMM2ooC3q4mTqAszophZicp4Gyvzd37887/84ft7HV1DQ0OdnR39/f3b2ytCIZPHZwLg0QF9b21rZWF5cerp9IP+7o6HnT1DfZQJyvj4SF9v7/2O7s6Hvb2U4eWdVRBiQTCbJ+ByQCbAYQiEIASzyaaLCzLZAB3msfl8Fo/H4nBoPB6Lz2eDIJPLYZIDZUQqoO5v7eyughCdwdpBUdhu0xClBJEPndVO6qVou3b8t1/Ory9ylQLeqkbr5XA25cwmHVfnOSIXjPg0taLv6uzkbePkbSP5tpF8XTu+qMTPifgZEW+Ww/VysFYK1YphUq9KaX82HXB6jKCALZRwBEImX0gXSdk6g8SAITqDRI9JVVqBDpPoMZHBIDQY+Rgm0ukFShUklgIg/+iQub2192p9a3F5c3Fp6+Xi9sr85vLEi2fzr+bkYlYqiKXjlnzG8w2kbzckXV8nUeEGEW5WwvVKpFmONUqxJhGvl+KNcrxJJMhqlONNIkoK2hexqsXPqok22VyRaH0l6qweb9fjZ/VEqxZvVGPNWrxRiZAzrkzKlU67UylnOGbyBjQOt9zilNnccptbYXHKTHYEs0lMVtRklZntCswqzxSi0WO3Ui/4bk9E5+kFMosU9RgsCXezdfzxXeXjO+LmfeXzO+KX6+qn97XP7+vXF8V/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imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg84rYpJ-VmPKm82JiTprEGLlLZJyIm7wcx1SX79avq1D1Zs1b1kED7hslbZBJJJkrjcTBS_0ALAqNa29D2M_WofRnAiV2x7Vqvye4E4f7l-FFgLdL2HuFBe0ZNpGRFMEs3kTZ3_6g0hGk/s1600/you+ni.GIF" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg84rYpJ-VmPKm82JiTprEGLlLZJyIm7wcx1SX79avq1D1Zs1b1kED7hslbZBJJJkrjcTBS_0ALAqNa29D2M_WofRnAiV2x7Vqvye4E4f7l-FFgLdL2HuFBe0ZNpGRFMEs3kTZ3_6g0hGk/s320/you+ni.GIF" width="320" /></a></div>
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<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;"><span style="font-family: "verdana" , sans-serif;">Bueno <span style="font-family: "verdana" , sans-serif;">¡Adiós y espero que os haya gustado!</span></span> </span></span></span></span></span></span></span></span></span></span> </span></span></span></span></span></span></span><b><span style="font-family: "verdana" , sans-serif;"> </span></b></span></span></span></span></span></span></span></span></span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhauWdmHfWndJlf5haMtRPoCpthrmtKS5SW0u_GS5V1FbvNU0WMHK18CE-dpVzCCCCWhkXTu7N57FFBy8bpM2RtJgx_S6yJK6gYyM1WfjNekhqqee3Lgh182PXJUyDl9TNWUwU1ye-5JA/s1600/YO.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhauWdmHfWndJlf5haMtRPoCpthrmtKS5SW0u_GS5V1FbvNU0WMHK18CE-dpVzCCCCWhkXTu7N57FFBy8bpM2RtJgx_S6yJK6gYyM1WfjNekhqqee3Lgh182PXJUyDl9TNWUwU1ye-5JA/s1600/YO.jpg" /></a></div>
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> </span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> </span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"><span style="color: black;"><span style="font-size: small;"> </span></span></span></span></span></span><br />
<span style="color: magenta;"><span style="background-color: white;"><span style="font-family: "verdana" , sans-serif;"></span><b><span style="font-family: "verdana" , sans-serif;"></span><i><span style="font-family: "verdana" , sans-serif;"><span style="font-size: x-large;"> </span></span></i></b></span></span>Luhttp://www.blogger.com/profile/13001431098187134123noreply@blogger.com1tag:blogger.com,1999:blog-5667425655742363077.post-30061758338825497132016-11-03T14:40:00.000-07:002016-11-03T04:14:09.181-07:00El porqué de los vales gratuitos..<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;">Hola,soy Olga Millán y vengo a plantearos un enigma económico relacionado con el porqué de los vales que algunas tiendas entregan gratuitamente,es decir,que nos regalan.</span></div>
<div style="text-align: justify;">
<span style="font-family: "times" , "times new roman" , serif;">Mi duda surge ya que si se regala un vale de 15€ en una tienda,la dependienta estaría perdiendo ese dinero,debido a que tú te llevas un producto gratuito y ella no sacaría ningún beneficio.</span></div>
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<span style="font-family: "times" , "times new roman" , serif;"> Pues bien: </span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju6kKDTyk-2QnIhEJOYtMC-GKKOnbezJ-AhkNTwTb-co5FMjNf7e2NZ548JaDMP757S64d3FHo19_YT-cT6r0DOee9-UQJLvr1M_AvjnexRDOFchIp0DsRNoU7VTbZ5UVUh_4qfbviP18/s1600/cupones-de-descuento.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEju6kKDTyk-2QnIhEJOYtMC-GKKOnbezJ-AhkNTwTb-co5FMjNf7e2NZ548JaDMP757S64d3FHo19_YT-cT6r0DOee9-UQJLvr1M_AvjnexRDOFchIp0DsRNoU7VTbZ5UVUh_4qfbviP18/s200/cupones-de-descuento.jpg" width="200" /></a></div>
<span style="font-family: "times" , "times new roman" , serif; font-size: large;"> *¿Por qué las tiendas regalan vales gratuitos?*</span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;"><br /></span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhImNU5V3HeScX9jQd5vk5u7hg68KWkkG6G90VBPog77cTv6a4m83E3fFyXMxzl7AiJqoTEQw9t1EOT5cCarK3gn8XN4jH5xx5ZN5VLPP6nmZZjMihidKBuYZBw4Q4w0kxzZlFLvIycjQU/s1600/depositphotos_21862749-Couple-paying-for-merchandise.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhImNU5V3HeScX9jQd5vk5u7hg68KWkkG6G90VBPog77cTv6a4m83E3fFyXMxzl7AiJqoTEQw9t1EOT5cCarK3gn8XN4jH5xx5ZN5VLPP6nmZZjMihidKBuYZBw4Q4w0kxzZlFLvIycjQU/s320/depositphotos_21862749-Couple-paying-for-merchandise.jpg" width="320" /></a></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;"><br /></span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">Espero ver vuestras respuestas en los comentarios. </span></div>
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;">¡ADIÓS!</span><br />
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<span style="font-family: "times" , "times new roman" , serif; font-size: large;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzrirRjnbcDe_wncLAyuuH-GzBh088Cxx9NIM3UglN8psRkISNjtjPMedeoWab-W_uC5OZv8dMEyWvW5s0ibUxk2PIpUzNSYufBv7Z3uMQ4ldg-uj30fg3dFluHIAVgdsxC8gnbC5ewOk/s1600/olga+economia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzrirRjnbcDe_wncLAyuuH-GzBh088Cxx9NIM3UglN8psRkISNjtjPMedeoWab-W_uC5OZv8dMEyWvW5s0ibUxk2PIpUzNSYufBv7Z3uMQ4ldg-uj30fg3dFluHIAVgdsxC8gnbC5ewOk/s1600/olga+economia.jpg" /></a></span></div>
<h3 style="clear: both; text-align: center;">
Bueno,pues pasado un tiempo aquí os traigo mi respuesta a este enigma.</h3>
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El motivo por el cuál algunas tiendas regalan vales gratuitos no es otro que porque les conviene,es decir,suelen dar vales de unos 10,15€ y normalmente casi tofos los productos valen más,es decir, compran productos de 20,25€ y le acaban sacando beneficio,además ya que están en la tienda siempre se llevan algo más.</div>
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Por no mencionar,que se hacen publicidad.</div>
<h3>
Espero que lo hayáis entendido,me han encantado vuestras respuestas.</h3>
Anonymoushttp://www.blogger.com/profile/00543814836905822304noreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-3381234139704445952016-11-03T14:20:00.000-07:002016-11-03T04:15:29.087-07:00<div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;">
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<span style="background-color: white; font-size: x-large;">La Moda...Mola.</span><br />
<span style="font-size: large;">Hablemos de moda...jeje. En los últimos años como podemos</span><br />
<span style="font-size: large;">comprobar se ha comenzado a llevar una nueva tendencia llamada</span><br />
<span style="font-size: large;">Vintage la cual se hace referir a la moda entre los años 1920 y </span><br />
<span style="font-size: large;">1960 aproximadamente. Un ejemplo de ellos son los jeans de tiro</span><br />
<span style="font-size: large;">alto, los turbantes, los relojes Casio, los coches escarabajos...</span><br />
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<a href="https://tse1.mm.bing.net/th?&id=OIP.M7ac81b85f60618649a6b4b95b4ac0a6co0&w=231&h=227&c=0&pid=1.9&rs=0&p=0&r=0" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="393" role="presentation" src="https://tse1.mm.bing.net/th?&id=OIP.M7ac81b85f60618649a6b4b95b4ac0a6co0&w=231&h=227&c=0&pid=1.9&rs=0&p=0&r=0" width="400" /></a></div>
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<span style="font-size: large;">La pregunta es;¿Por qué lo Vintage gusta tanto al consumidor?</span><br />
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<a href="http://tse1.mm.bing.net/th?&id=OIP.M410933d11eebebc458812a8ec7d1c55ao0&w=300&h=160&c=0&pid=1.9&rs=0&p=0&r=0" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://tse1.mm.bing.net/th?&id=OIP.M410933d11eebebc458812a8ec7d1c55ao0&w=300&h=160&c=0&pid=1.9&rs=0&p=0&r=0" role="presentation" /></a></div>
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La respuesta más sencilla, teniendo en cuenta el exacto período en el que nos encontramos y la situación a la que están sometidos los consumidores, en una crisis económica, puede hacer pensar que lo que están buscando, al final, refugiándose en productos de tiempos pasados es buscar la seguridad de los tiempos mejores, recreándose una nostalgia que recuerda momentos. Asimismo Sophia Amoruso comenzó a vender ropa de segunda mano que comenzó a llamarse ropa vintage y tuvo un gran éxito por lo que fundó una tienda online llamada eBay, convirtiéndose en un negocio de mas de </div>
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100 millones de dólares. </div>
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Anonymoushttp://www.blogger.com/profile/02232605942497993748noreply@blogger.com0tag:blogger.com,1999:blog-5667425655742363077.post-12140882306179052552016-11-03T14:16:00.000-07:002016-11-03T04:16:19.254-07:00¿DESCUENTOS? ¿POR QUÉ?<h2>
¡HOLA ECONOMISTAS!</h2>
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<span style="font-size: large;"><b>Soy Sandra Arce Pablos y vengo a plantearos el primer enigma, un enigma que cualquiera de nosotros se ha planteado alguna vez.</b></span></div>
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<span style="font-size: large;"><b>¿Por qué en algunos productos, se hacen descuentos de un tanto por %, si se supone que así las empresas pierden dinero?</b></span></div>
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<span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgucw8e-rVT1r-X2wb8PptOo1mGmm8aJYBCFaqtVn8IS_SCtq8uKIjj-ZpszV5vIbEH8xj5fU1tV9ldxYPht1IknCofO1o0zMjITYA9xSaxBfObYZEiN1SEoU3Qv7fo8RDYW6cP8v28FctB/s1600/la-promocion-de-ventas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="223" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgucw8e-rVT1r-X2wb8PptOo1mGmm8aJYBCFaqtVn8IS_SCtq8uKIjj-ZpszV5vIbEH8xj5fU1tV9ldxYPht1IknCofO1o0zMjITYA9xSaxBfObYZEiN1SEoU3Qv7fo8RDYW6cP8v28FctB/s400/la-promocion-de-ventas.jpg" width="400" /></a></b></span></div>
<span style="font-size: large;"><b>¿Sabriais decirme el por qué se hacen este tipo de descuentos?</b></span><br />
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<span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFzCi6WiDn36AovqLi7fHcxHZr4jyPAZxcC7ukGeMFAY3FKvUoe60lSg9e4Y5eP5vf7UIaPOJmGpOLXXo1-k6zHyXA4M56t03n1Dkc25TXEdYHMKNT3WGMJIaPapleQeZqon9P4nqZAAtm/s1600/friday.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiFzCi6WiDn36AovqLi7fHcxHZr4jyPAZxcC7ukGeMFAY3FKvUoe60lSg9e4Y5eP5vf7UIaPOJmGpOLXXo1-k6zHyXA4M56t03n1Dkc25TXEdYHMKNT3WGMJIaPapleQeZqon9P4nqZAAtm/s400/friday.jpg" width="400" /></a></b></span></div>
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<span style="font-size: large;"><b>Bueno pues aquí os traigo la respuesta :)</b></span><br />
<span style="font-size: large;"><b>Una de las principales razones es atraer nuevos clientes con la esperanza de que al probar el producto, estos vuelvan por segunda vez a la tienda y lo paguen al precio completo o incluso que nos fijemos en los productos de las nuevas temporadas y caigamos en la tentación,¿no os ha pasado?.</b></span><br />
<span style="font-size: large;"><b>Aunque no quepa la menor duda de que normalmente los productos que están descontados,suelen ser de otras temporadas o que ya no estén a la moda, y para no desperdiciar el dinero invertido en dichos productos rebajan el precio para llamar la atencíon</b></span><br />
<span style="font-size: large;"><b>Espero que os haya resuelto la duda,¡Gracias por contestar! </b></span><br />
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<span style="font-size: large;"><b><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg6xVjZHqAvzwInmpucr2exXNwSRhD6oLmEbUVqLeTB8FfA47Y1ihAtzJbyZyfNGxouXu8jEDFNWPiRekpbdgeufovoAbk7pcwi-TuvSYc5F-JVmUoocuRRVWyy1ZlxtMgW0JT7TUdVPVC/s1600/DSC_0484.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhg6xVjZHqAvzwInmpucr2exXNwSRhD6oLmEbUVqLeTB8FfA47Y1ihAtzJbyZyfNGxouXu8jEDFNWPiRekpbdgeufovoAbk7pcwi-TuvSYc5F-JVmUoocuRRVWyy1ZlxtMgW0JT7TUdVPVC/s320/DSC_0484.jpg" width="320" /></a></b></span></div>
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</b></span>Sandra Arce Pablos.http://www.blogger.com/profile/15514833375690603295noreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-70186226314629876732016-11-03T13:57:00.000-07:002016-11-03T04:17:01.905-07:00¿Oferta?.. Tiene truco.¡¡Hola!! Soy María Barbaño y de nuevo estoy aquí para plantearos una cuestión que seguro que a más de un@ os ha surgido alguna vez.<br />
Todos estamos acostumbrados a ir a tiendas, supermercados, etc y encontrarnos con cosas así, es decir, el típico 2×1.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5fxi17opYAzmj3LBp7SAfSB8btZ9v5j9co-p_S_BmyN-aZ8RzhHgWY5xHxdOC6nme4yDCv4AeP555yxeSrch4ympj2V6EWZKpDKOga1BeT9drb7KxOWBT8iOP7G7av3QycWDibhPCiU/s1600/_20161017_211546.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="244" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiO5fxi17opYAzmj3LBp7SAfSB8btZ9v5j9co-p_S_BmyN-aZ8RzhHgWY5xHxdOC6nme4yDCv4AeP555yxeSrch4ympj2V6EWZKpDKOga1BeT9drb7KxOWBT8iOP7G7av3QycWDibhPCiU/s320/_20161017_211546.jpg" width="320" /></a></div>
Entonces mi enigma es el siguiente,<b> ¿Por qué los supermercados te ofrecen dos productos (e incluso a veces tres) por el precio de uno? </b><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje_qOpmVloPwYuH67qyA4W5VmhW1rB-OOUQt9PbLn4FkO-t2d3MCTmBH36u59LHHzXOx5UdM5O0yueYsMUArrnNxrAswFRECUffoimHT87jep5Sa8FJoGZWIdeWXiDj2Jgwv2LdA6TofI/s1600/_20161019_225102.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEje_qOpmVloPwYuH67qyA4W5VmhW1rB-OOUQt9PbLn4FkO-t2d3MCTmBH36u59LHHzXOx5UdM5O0yueYsMUArrnNxrAswFRECUffoimHT87jep5Sa8FJoGZWIdeWXiDj2Jgwv2LdA6TofI/s320/_20161019_225102.jpg" width="311" /></a></div>
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Como os dije tras una semana os traigo la respuesta y es la siguiente. La palabra oferta ya de por sí atrae a más gente, y los consumidores al ver que compran más cantidad por menos precio consumen más, por lo que las marcas aumentas sus beneficios sin perder nada en ello.<br />
Espero que os haya resultado interesante, nos vemos pronto!!!<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEietrPywutWlyNC4XXdsfy2R_cjp8Gj1Fz4oMGsEMpd170c9I2tRZMc1L79VOLxO7uFOhOdgE0UKlv2yTcwhllshJHixKr2O-0jnLTjxBwZY5efpk2hDEvznfCjy9GDJGAUg4Wmn4mcEDg/s1600/DSC_0487.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="145" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEietrPywutWlyNC4XXdsfy2R_cjp8Gj1Fz4oMGsEMpd170c9I2tRZMc1L79VOLxO7uFOhOdgE0UKlv2yTcwhllshJHixKr2O-0jnLTjxBwZY5efpk2hDEvznfCjy9GDJGAUg4Wmn4mcEDg/s320/DSC_0487.jpg" width="320" /></a></div>
Anonymoushttp://www.blogger.com/profile/16921315970390893787noreply@blogger.com3tag:blogger.com,1999:blog-5667425655742363077.post-43071041052492600002016-11-03T13:52:00.000-07:002016-11-03T04:17:42.261-07:00¿NUNCA OS HA PASADO QUE...?Hola,soy Claudia Aunión y en mi clase de economía proponemos muchos enigmas para trabajar nuestra economía día a día,aqui va uno que seguro que probablemente os sucede mucho diariamente u os ha pasado.¿Nunca os ha pasado que habeis entrado en un centro comercial,o mismamente en el instituto y os habeis confundido en la manera que abris la puerta?<br />
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<a href="https://3.bp.blogspot.com/-SaWEIE6Ay9A/WAfU0s52HhI/AAAAAAAAACc/6q4eOR91piUNvNV8Lp8D8iq7HSRIvV0UgCPcB/s1600/ab782b88-b7d4-4956-b78a-18b0242a6898" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://3.bp.blogspot.com/-SaWEIE6Ay9A/WAfU0s52HhI/AAAAAAAAACc/6q4eOR91piUNvNV8Lp8D8iq7HSRIvV0UgCPcB/s320/ab782b88-b7d4-4956-b78a-18b0242a6898" width="214" /></a></div>
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Es decir,¿No os habeis replanteado el por qué algunas puertas se abren empujando para dentro y otras al contrario se hace empujando hacia fuera?<br />
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<a href="https://2.bp.blogspot.com/-ZrQDLVfr4FY/WAfU4DNHeTI/AAAAAAAAAC8/GfZU3urV8Mctwd57zFDwUAK_S3oh1hPbwCPcB/s1600/d544f132-36c8-4102-b94c-d20e4c3ba55f" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="194" src="https://2.bp.blogspot.com/-ZrQDLVfr4FY/WAfU4DNHeTI/AAAAAAAAAC8/GfZU3urV8Mctwd57zFDwUAK_S3oh1hPbwCPcB/s320/d544f132-36c8-4102-b94c-d20e4c3ba55f" width="320" /></a></div>
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Me gustaría saber cual es vuestra respuesta/opinión de por qué sucede esto.<br />
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<a href="https://2.bp.blogspot.com/-EqWeC9O4f0c/WAU_u0aBu3I/AAAAAAAAABU/gFhUWmO3BecJ5NmmFgKdgZ-YHgl412yxgCPcB/s1600/760e744f-5d8d-4015-bd6e-fea37c3f4745" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://2.bp.blogspot.com/-EqWeC9O4f0c/WAU_u0aBu3I/AAAAAAAAABU/gFhUWmO3BecJ5NmmFgKdgZ-YHgl412yxgCPcB/s1600/760e744f-5d8d-4015-bd6e-fea37c3f4745" /></a></div>
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BUENO CHICOS,AQUÍ ESTÁ LA RESPUESTA A ESTE ACERTIJO.</div>
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La causa es que en algunos establecimientos públicos la puerta se abre hacia afuera</div>
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normalmente en caso de haber un incendio o algún accidente es más fácil empujarla hacia afuera.</div>
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Mientras que en los establecimientos privados,como las casas las puertas se abren hacia adentro porque muchas veces tienen que ser removidas por bisagras para que los muebles puedan pasar.</div>
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ESPERO QUE OS HAYA GUSTADO Y OS HAYA HECHO PENSAR UN POQUITO</div>
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HASTA PRONTO.</div>
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Claudiahttp://www.blogger.com/profile/06578007840427943832noreply@blogger.com4