<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2719809869862358356</id><updated>2024-09-02T02:00:12.936-07:00</updated><title type='text'>Comentarios de Rafael</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>82</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-8798345743247286106</id><published>2018-08-09T15:36:00.001-07:00</published><updated>2018-08-09T15:36:30.333-07:00</updated><title type='text'>10 mandamientos de la producción ovina</title><content type='html'>&lt;a href=&quot;http://www.contextoganadero.com/ganaderia-sostenible/10-mandamientos-de-la-produccion-ovina&quot;&gt;10 mandamientos de la producción ovina&lt;/a&gt;: CONtexto ganadero, la mejor información de la ganadería en Colombia.</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/8798345743247286106/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2018/08/10-mandamientos-de-la-produccion-ovina.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/8798345743247286106'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/8798345743247286106'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2018/08/10-mandamientos-de-la-produccion-ovina.html' title='10 mandamientos de la producción ovina'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-5352406641505640126</id><published>2018-04-11T05:12:00.002-07:00</published><updated>2018-04-11T05:12:22.079-07:00</updated><title type='text'></title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;em&gt;Si desea buenos empleados, debe convertirse en un buen líder.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&amp;nbsp;El liderazgo es difícil de definir; pero es una combinación de mentoría, enseñanza, estímulo, compromiso, gratificación, consideración, carisma, talento, visión, conocimiento, observación, imparcialidad, honestidad, firmeza, lealtad y muchas otras cosas.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;No podemos convertirnos en un líder perfecto en toda una vida, eso es pretender demasiado. Pero podemos (y debemos) seguir trabajando en ello. Esa lista de características arriba parece desalentadora; pero, a excepción de la honestidad, no tenemos que ser perfectos para convertirnos en un excelente líder. Recuerde siempre,&lt;/em&gt;&lt;br /&gt;
&lt;h5&gt;
&lt;strong&gt;&lt;em&gt;“El liderazgo se mide mejor por la respuesta voluntaria de aquellos a quienes se dirige”.&lt;/em&gt;&lt;/strong&gt;&lt;/h5&gt;
&lt;em&gt;En el proceso de búsqueda y contratación de un nuevo empleado (incluso su propio hijo que parece ansioso y listo para regresar como empleado a tiempo completo) considere lo siguiente:&lt;/em&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;em&gt;No busque al empleado perfecto, ya que probablemente usted no sea el jefe perfecto.&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Enumere las habilidades y características de personalidad que esperaría encontrar. Sugeriría que busques: ética laboral, intelecto, actitud y pasión junto con honestidad e integridad. Si puede encontrar eso, puede entrenar el resto si es un buen líder.&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Contrate a una buena persona. Encontrar habilidades para el trabajo diario es muy bueno, pero mucho más importante es encontrar una buena persona.&lt;/em&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;em&gt;Asegúrese de que el solicitante comprenda las expectativas del puesto, a quién le informará, cuál es la visión del establecimiento y cuáles van a ser sus roles en el trabajo. El “Siempre lo hice verbalmente, pero no siempre lo proporcioné por escrito” es un error. Es mucho mejor dejar todo en detalle por escrito.&lt;/em&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;em&gt;&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/pEZAEpPfDOM/0.jpg&quot; src=&quot;https://www.youtube.com/embed/pEZAEpPfDOM?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/em&gt;&lt;/div&gt;
&lt;em&gt;A menudo ocurre que lo que uno dice y lo que escucha el solicitante son dos cosas diferentes. Ninguna de las partes tiene la culpa, simplemente no es comunicación perfecta; y siempre nos olvidamos de favorecer nuestros propios deseos.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Este resumen&amp;nbsp; fue realizado por ©rafadecleo, cualquier consulta o criticas o dudas a las ordenes.&lt;/em&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/5352406641505640126/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2018/04/si-desea-buenos-empleados-debe.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/5352406641505640126'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/5352406641505640126'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2018/04/si-desea-buenos-empleados-debe.html' title=''/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/pEZAEpPfDOM/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-7935853802106074123</id><published>2017-08-28T06:04:00.002-07:00</published><updated>2017-08-28T06:04:50.894-07:00</updated><title type='text'>¿Cuantas unidades animales por hectárea podemos manejar?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;lg mt20&quot; id=&quot;ctl00_Main_ucContentToolbar_lTec&quot;&gt;
&lt;span class=&quot;shMenu dib&quot;&gt;&lt;i class=&quot;material-icons fs24 c3 cp dBlock&quot;&gt;&lt;span style=&quot;color: #58585a; font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/i&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;mt5&quot;&gt;
&lt;div class=&quot;pcOnly dib&quot; id=&quot;ctl00_Main_ucContentToolbar_ucSh_upEnv&quot;&gt;
&lt;/div&gt;
&lt;a class=&quot;ml10 shrVidFbk&quot; href=&quot;https://www.blogger.com/null&quot; id=&quot;ctl00_Main_ucContentToolbar_ucSh_lbtnFbk&quot; title=&quot;Compartir en Facebook&quot;&gt;&lt;/a&gt;             &lt;a class=&quot;ml10 shrVidLkn&quot; href=&quot;https://www.blogger.com/null&quot; id=&quot;ctl00_Main_ucContentToolbar_ucSh_lbtnLkn&quot; title=&quot;Compartir en LinkedIn&quot;&gt;&lt;/a&gt;             &lt;a class=&quot;ml10 shrVidTwt&quot; href=&quot;https://www.blogger.com/null&quot; id=&quot;ctl00_Main_ucContentToolbar_ucSh_lbtnTwt&quot; title=&quot;Compartir en Twitter&quot;&gt;&lt;/a&gt;             &lt;a class=&quot;ml10 shrVidGpl&quot; href=&quot;https://www.blogger.com/null&quot; id=&quot;ctl00_Main_ucContentToolbar_ucSh_lbtnPlus&quot; title=&quot;Compartir en Google+&quot;&gt;&lt;/a&gt;                     &lt;/div&gt;
&lt;div class=&quot;lg mt20&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;mt15&quot;&gt;
&lt;div class=&quot;mt20&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;mt15 fsCon&quot; id=&quot;ctl00_Main_pnlArticulo&quot; itemprop=&quot;articleBody&quot;&gt;
&lt;strong&gt;¿Como se establece un sistema de Pastoreo Rotativo Racional?&lt;/strong&gt;&lt;br /&gt;
Para poder establecer un sistema de pastoreo rotativo se debe conocer muy bien los períodos de descanso optimo para cada pasto que se desee introducir en una finca ganadera. El período de descanso está dado por el tiempo óptimo requerido por la especie vegetal para restituir mediante la actividad fotosintética los niveles de carbohidratos requeridos para asegurar un buen rebrote.&lt;br /&gt;
El pastoreo rotativo es la forma más intensiva de utilización del pastizal, con este sistema el pastoreo se realiza en una forma sistemática, los animales son llevados de una a otra división, cuidando que las parcelas no sean utilizadas de manera excesiva en la misma época. Es decir, es aquel sistema que permite el acceso de los animales a una sola parcela por vez, donde permanecen un período de tiempo controlado de acuerdo a la oferta forrajera y la carga animal, luego son pasados a la parcela siguiente dentro de un conjunto de parcelas que conforman el plan sistemático de rotaciones, es decir, se estable una secuencia regular de períodos de reposo y períodos de pastoreo u de ocupación de una serie de áreas de pastoreo.&lt;br /&gt;
El pastoreo rotativo se basa en leyes o principios básicos que optimizan las prácticas de manejo de pastizales bajo el método rotacional. Estos principios fueron definidos por VOISIN, en su libro “Productividad de la Hierba” (1959)&lt;em&gt;.&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;Primera Ley&lt;/span&gt;: antes que un pastizal sea sometido a un pastoreo o corte y pueda alcanzar su máxima productividad, debe transcurrir un intervalo suficiente de tiempo entre dos cortes sucesivos para permitir que el pastizal acumule en sus raíces las reservas necesarias para permitir que el recrecimiento sea vigoroso y produzca un alto rendimiento por hectárea. El tiempo de reposo varía de acuerdo a la época del año y las condiciones climáticas, edáficas, especie forrajera y animal con la que se trabaja y con diversos factores de manejo.&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;Segunda Ley:&lt;/span&gt; el tiempo de ocupación, o sea el lapso total en que un potrero es pastoreado (por uno o varios grupos de animales) debe ser lo suficientemente corto para que los animales no coman al final del mismo los rebrotes de las plantas comidas al inicio del pastoreo. Este tiempo no debe ser mayor de 4 días para que sea eficiente, tiempo de 1 día es mejor para lograr la máxima productividad tanto animal como para el pastizal.&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;Tercera y cuarta Ley:&lt;/span&gt; es preciso ayudar a los animales de mayores necesidades nutricionales a cosechar la mayor cantidad posible de forraje de la mejor calidad. Para vacas lecheras en producción, el tiempo de ocupación de los potreros debe ser menor de 3 días, pues a partir de eses momento desmejora la cantidad y calidad de la ración tomada en potreros a causa del pisoteo, excretas, a la preferencia de los animales a consumir al inicio del período de pastoreo las partes de las plantas con mayor valor nutritivo.&lt;br /&gt;
De esta manera se puede decir que el número de potreros y su formula de calcularlo por&lt;br /&gt;
Número de potreros = [(1ra ley) / (2da ley)] + 3ra ley, siendo esto equivalente a:&lt;br /&gt;
Número de potreros = [ (DD apropiados para la gramínea) / (DP de cada grupo)]+ número grupos de pastoreo&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;¿Cómo calcular correctamente eL número de potreros?&lt;/strong&gt;&lt;br /&gt;
Esta dado por la relación que existe entre el &lt;span style=&quot;text-decoration: underline;&quot;&gt;Período de descanso&lt;/span&gt;, que es tiempo en el cual los animales no realizan su acción de pastoreo en un potrero determinado, y esta dado por la curva de crecimiento de los pastos. El período de descanso es el punto de partida para conocer el número adecuado de potreros y por el &lt;span style=&quot;text-decoration: underline;&quot;&gt;Período de pastoreo&lt;/span&gt;, es el tiempo en el cual se permite que los animales pastoreen un potrero determinado, la duración del pastoreo será una relación directa entre la oferta forrajera y la presión de pastoreo por parte de los animales. El número de potreros se determina mediante la siguiente formula,&lt;br /&gt;
El período de pastoreo se recomienda no exceda los 8 días, ya que tiempo mayores de permanencia de los animales en el potrero afectarían la emergencia de rebrotes, al existir la posibilidad que una planta sea pastoreada más de una vez, con lo cual se afecta la producción individual de la planta y del pastizal y esto va en detrimento de su persistencia. Los periodos de pastoreos óptimos están entre 4 y 1 día, siendo el mejor una ocupación diaria de cada potrero para lograr una mejor respuesta del pasto al pastoreo, además de ésta manera se permite una mejor respuesta ecofisiológica de las plantas sometidas a pastoreo. El periodo de pastoreo también va en función del número de animales y el tipo de animal que se utiliza, por ejemplo; para una vaca que produce 18 litros de leche es apropiado usar tiempos de pastoreos de 1 día, para vacas de 10 -12 litros sería apropiados tiempos de 2 – 3 días de pastoreo, mientras que para vacas de 6 – 8 litros pueden utilizarse tiempos de pastoreos de 4 días.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;&quot; src=&quot;https://images.engormix.com/S_articles/41123_337.jpg&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
Para aquellos pastizales sujetos a pastoreo durante todo el año, ubicados en zonas donde existe dos épocas definidas de lluvia y sequía, el período de reposo o descanso será diferente para cada época. Como la época de sequía es la crítica, en cuanto que el clima se hace más adverso (aumentos de la temperaturas diurnas, mayor radiación solar y velocidad del viento, menor humedad relativa y menor disponibilidad de agua en el suelo por aumento de la evaporación) el período de descanso utilizado para calcular el número de potrero será el tiempo de reposo máximo, siendo mayor que el adecuado para la época de lluvia. El período de descanso puede estar ubicado entre 56 y 18 días dependiendo de; las condiciones de humedad del suelo, época del año y&amp;nbsp; el tipo de suelo donde está establecido el pastizal, así como el tipo de animales manejados (es mayor para un sistema de ceba que de leche), especie vegetal (gramíneas y leguminosas).&lt;br /&gt;
Por ejemplo:&lt;br /&gt;
P. descanso adecuado: 34 días en sequía y 28 en lluvia&lt;br /&gt;
P. ocupación: 2 con vacas de 10 litros leche/día&lt;br /&gt;
Nº. Grupos:2&lt;br /&gt;
Como el Período Ocupación = Σ&amp;nbsp;periodo de Pastoreo (DP) de cada grupo y DP = 1 (cada grupo pastorea 1 días), osea = 2 / 2 = 1&lt;br /&gt;
Nº pot = (34 / 1) +2 = 36 potreros&lt;br /&gt;
Si para el ejemplo anterior en vez de dos grupos hay 1, el número de potreros quedaría así,&lt;br /&gt;
P. Ocupación = Σ&amp;nbsp; DP de cada grupo; el &amp;nbsp;DP = 2 (2 / 1 = 2).&lt;br /&gt;
Nº pot = (34 / 2) + 1 = 18 potreros.&lt;br /&gt;
El cálculo del número de potreros es apropiado para permitir el descanso óptimo del pastizal para el periodo seco, ¿pero que pasa al alcanzar el periodo de lluvia, esto será igual?&lt;br /&gt;
Al llegar al periodo de lluvia, se presentan 2 alternativas:&lt;br /&gt;
&lt;div style=&quot;padding-left: 30px;&quot;&gt;
A) reducir el número de potreros utilizados en pastoreos, por ejemplo:&lt;/div&gt;
Num. Potreros = (28 / 1) + 2 = 30 (para 2 grupos) ó = (28 / 2) + 1 = 15 (para un grupo)&lt;br /&gt;
Para lograr ajustar las cargas se reduce el número de los potreros utilizados en la rotación, esto hace que un grupo de potreros puedan ser utilizados para cosechar el excedente o bien sometidos a algún tipo de actividad de mejoras agronómicas que puedan ser realizadas como controles de malezas, resiembra, control de compactación.&lt;br /&gt;
&lt;div style=&quot;padding-left: 30px;&quot;&gt;
B) Aumentar el número de animales para que se consuma la oferta, usando bien sea la modalidad de punteros y seguidores, usando mautes o novillas.&lt;/div&gt;
Algunas de las dos alternativas deben realizarse porque el exceso de pastos (subpastoreos) puede ir detrimento de la calidad (aumento de la fibra y disminución de la digestibilidad) y persistencia del pastizal al formarse posiblemente mucho mantillo o necromasa (hojas secas), además aumentaría las perdidas por pisoteo dado la selección que se daría por los animales a pastoreo.&lt;br /&gt;
¿Pero si calcula el número de potreros con tiempos de descansos ajustados para el periodo de lluvia? Esto hace que al llegar la sequía el descanso dado a los potreros no será el óptimo disminuyendo la productividad del pastizal afectando se persistencia dado que nunca alcanzaría el tiempo requerido para reponer sus fotosíntatos y almacenar reservas para futuros crecimientos, por lo que caeríamos en una situación de sobrepastoreos.&lt;br /&gt;
Otros factores como: el tipo de animal, la disponibilidad de servicios eléctricos, posibilidades de riegos, tipo de suelos, uso de planes de fertilización deben ser considerados para calcular el descanso óptimo de los pastizales.&lt;br /&gt;
Vea usted que decir el tiempo de descanso para calcular el número de potreros no es fácil, por ello al copiarse el diseño de un módulo de unas fincas a otras se pueden estar cometiendo errores, recuerde que la idea de ajustar las cargas a la capacidad de carga de un potrero busca reducir en lo posible el uso de concentrados u otros subproductos alimenticios para la alimentación animal y con ello los costos de producción de leche y carne por hectárea y por animal.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;TAMAÑO DE LOS POTREROS&lt;/strong&gt;&lt;br /&gt;
Si calcular en número de potreros no fácil, el calcular el tamaño de apropiado de los potreros es mucho mas difícil. En tal sentido en el presente artículo me referiré solo a situaciones donde la presión de pastoreo es igual al consumo de una vaca parida de 550 kg de peso vivo, es decir, 50 kilos de materia fresca al día.&lt;br /&gt;
Cuando tratamos de definir la capacidad de carga por hectárea de manera de poder proponer la carga animal para un área definida o módulo de pastoreo, se pueden dar tres casos:&lt;br /&gt;
&lt;strong&gt;1&lt;sup&gt;er&lt;/sup&gt; Caso: &lt;/strong&gt;&lt;br /&gt;
Que el tamaño de los potreros en una explotación ya esté definido porque fueron construidos con anterioridad, con tamaños iguales o desiguales, en cuyo caso solo se procede a conocer la capacidad de sustentación del módulo, para lo cual se realiza una evaluación del pastizal para conocer la capacidad de carga del módulo.&lt;br /&gt;
Por ejemplo para el caso 1:&lt;br /&gt;
Supongamos que un productor dispone de un módulo de 16 potreros con tamaños diferentes: 5 potreros de 2 hectáreas, 6 potreros de 4 hectáreas y 5 potreros de 1 hectárea. &amp;nbsp;Desea saber que cantidad de vacas puede manejar en dicha área.&lt;br /&gt;
Para resolver esto debemos saber en primer termino que de la evaluación del pastizal del pasto guinea (&lt;em&gt;Panicum maximun&lt;/em&gt;) se obtiene que el rendimiento se ubica en 5000 kg M.V./ha para el momento de la evaluación con edad de 34 días al corte. En segundo caso que de las condiciones climáticas y edáficas sugieren que el tiempo optimo de descanso para la zona es de 32 &amp;nbsp;- 35 días. Y se pueden manejar 1 o dos grupos de pastoreo.&lt;br /&gt;
Se observa que los potreros (16 en total) son múltiplos, es decir&lt;br /&gt;
&lt;div style=&quot;padding-left: 60px;&quot;&gt;
5 potreros de 1 ha&lt;/div&gt;
&lt;div style=&quot;padding-left: 60px;&quot;&gt;
5 potreros de 2 ha (equivalentes a 10 potreros de 1 ha)&lt;/div&gt;
&lt;div style=&quot;padding-left: 60px;&quot;&gt;
6 potreros de 4 ha (equivalentes a 24 potreros de 1 ha)&lt;/div&gt;
Este paso es importante para poder mantener las reglas del pastoreo rotativo de Voisin, de manera de mantener un uso apropiado de cada potrero, ahora podemos decir, que se disponen de 39 “potreros equivalentes” a 1 hectárea, entonces&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;Caso 1ª:&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
Como Número de potreros = [Días de descanso (DD) / Días de pastoreo (DP)] + No de grupos&lt;br /&gt;
De donde&amp;nbsp; Nº potreros = ?; DD = 34 días, Nº grupos = 1 y DP =1&lt;br /&gt;
Tenemos que: Nº pot. = [34 / 1] + 1 →&amp;nbsp;Nº potreros = 35&lt;br /&gt;
La capacidad de carga se calcula por hectárea, por lo tanto si calculamos cuantas unidades animales pueden pastorear una hectárea en un día podemos estimarla para los potreros de 2 y 4 hectáreas. Para lo cual tenemos que la producción del pastizal (rendimiento) se estimó en 5000 kg MV/ha, pero de acuerdo a las condiciones del pastizal las perdidas se ubican en un 25%;&lt;br /&gt;
Oferta = rendimiento o producción de materia verde – perdidas (pisoteo, deyecciones y rechazos)&lt;br /&gt;
Oferta real = 5000 kg MV/ha – 25% de perdidas (5000 kg MV*0,25)&lt;br /&gt;
&lt;div style=&quot;padding-left: 60px;&quot;&gt;
= 5000 kg MV/ha – 1250 kg Mv/ha = &lt;strong&gt;3750 kg MV/ha como oferta&lt;/strong&gt;&lt;/div&gt;
Ahora una vaca parida con un peso promedio de 500 kilos de p/p (recuerde que este peso puede variar por unidad de producción) consume entre el 10 – 13 kilos MV/día/ 100 kilos de p/p (cada día consumen entre 10 y 13 kilos de pasto fresco por cada 100 kilos de peso vivo)o lo que es igual al 10 – 13 % del peso total, lo cual equivale a 55 – 71,5 kilos. Para escoger uno de los valores se debe evaluar el consumo individual de las vacas, por ejemplo las vacas caroras consumen el 13% de su peso vivo mientras que una tipo cebuina consume el 10% de su peso vivo, usaremos el 10% para los cálculos:&lt;br /&gt;
Número de vacas a pastorear = 3750 kg MV.ha&lt;sup&gt;-1&lt;/sup&gt;/ 50 kg MV.día&lt;sup&gt;-1&lt;/sup&gt;= 75 vacas = 75 unidades animales.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Capacidad de carga = (oferta) / [(DD + DO)*consumo diario]= 3750 kg MV / [(34 + 1)*50]= 2,14 UA/ha.&lt;/strong&gt;&lt;br /&gt;
Entonces, 75 vacas pastorearán:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;5 potreros de 1 ha en 1 día de pastoreo cada uno&lt;/li&gt;
&lt;li&gt;5 potreros de 2 ha en 2 días de pastoreo c/u&lt;/li&gt;
&lt;li&gt;5 potreros de 4 ha en 4 días de pastoreo c/u (queda fuera un potrero de 4 hectárea que puede ser utilizado para siembra de pastos de cortes a asegurar la uniformización del suministro de alimentos en periodo seco).&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
&lt;strong&gt;Carga animal = UA totales / hectáreas pastoreadas = 75 UA (vacas) / (5 + 10 + 20) = 2,14 UA /ha&lt;/strong&gt;&lt;br /&gt;
Puede observar que la Capacidad de carga = carga animal, lo cual buscamos para hacer un manejo apropiado del pastizal.&lt;br /&gt;
Así cada potrero tendrá 34 días de descanso y un uso de acuerdo a su tamaño, respetando los tiempos de uso y descanso de acuerdo a las leyes del pastoreo rotativo. Lo ideal sería que se dividan los potreros de 2 y 4 hectárea a potreros de 1 hectárea para facilitar el manejo de los mismos.&lt;br /&gt;
&lt;em&gt;Caso 1&lt;sup&gt;b&lt;/sup&gt;:&lt;/em&gt;&lt;br /&gt;
Pero si en vez de 1 solo grupo se tiene el manejo de punteros y seguidores, es decir un primer grupo de vacas de mayor producción y un segundo grupo de vacas de menor producción = Nº grupos = 2.&lt;br /&gt;
Entonces, 35 = [DD / 1] + 2 →&amp;nbsp;DD = (35 – 2) x 1 = 33 días de descanso para cada potrero. La capacidad de sustentación: será de 75 vacas por hectárea, con la misma capacidad de carga de 2,14 UA/ha &amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;2&lt;sup&gt;do&lt;/sup&gt; Caso:&lt;/strong&gt;&lt;br /&gt;
Se puede dar el caso que no dispongamos de suficiente área, en este caso podemos de forma fácil calcular la capacidad de carga del área para luego estimar el tamaño del potrero como el producto de dividir el área disponible entre el número de potreros definidos para manejar una especie dada de pasto. En este caso la capacidad de carga se calcula procediendo a evaluar toda el área del pastizal.&lt;br /&gt;
Por ejemplo: le solicitan a usted que diseñe un módulo de potreros para manejar un lote de novillos. Dispone para tal fin de 40 hectáreas y debe utilizar &lt;em&gt;Brachiaria brizantha&lt;/em&gt; por las condiciones edafoclimáticas, con un tiempo optimo para reposo del pastizal (DD) de 36 días&lt;em&gt;,&lt;/em&gt; con un rendimiento estimado de 5000 Kg MV/ ha / uso.&lt;br /&gt;
Usted ha sugerido 6 días de ocupación (DO) para cada potrero y propone dividir el rebaño en dos grupos dado que son animales de 400 a 500 kilos de p/v y ganancias de peso diario de 800 g, con una presión de pastoreo de 50 kilos (10 % p/v/día para novillos de 500 kilos y de 12,5 % p/v/día para novillos de 400 kilos de peso).&lt;br /&gt;
DP = DO / No. Grupo = 6 / 2 = 3 y Nº pot = DD/DP + Nº grupo,&lt;br /&gt;
Nº potreros = 36 / 3 + 2 = 14 potreros, entonces: Tamaño de potrero = 40 ha / 14 = 2,857 ha/potrero.&lt;br /&gt;
Oferta de pasto por potrero = 2,857 ha * 5000 kg (rend. Estimado)* 0.70 (30% de perdidas) = 10000 kg de MV de oferta para el período de ocupación de 6 días, lo cual quiere decir que la oferta en promedio para cada día de pastoreo será de: 10000 / 6 = 1667 kg MV /día, que puede ser consumidor por un número de novillos de 500 kg p/v = 1667 kg MV/día / 50 Kg MV/UA/día = 33 novillos por día, es decir, el módulo tendrá la capacidad de sustentación de 66 novillos repartidos en 2 grupos de pastoreos cada uno con 33 ± x número de novillos, estableciendo 14 potreros de 2,857 hectáreas con un tiempo de ocupación de cada potrero de 6 días y tiempos de pastoreo de cada grupo de 3 días.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;3&lt;sup&gt;er&lt;/sup&gt; Caso:&lt;/strong&gt;&lt;br /&gt;
La tercera variante es aquella donde el tamaño de potrero quedará definido por la oferta forrajera y los requerimientos diarios del lote de animales que se piensa manejar según una planificación previa, es decir, que disponemos de suficiente tierras y no tenemos animales comprados previamente al diseño del módulo.&lt;br /&gt;
Para este caso se procede de la misma forma, que en el dos pero se debe conocer la cantidad de animales a manejar para definir el tamaño apropiado del potrero y por último el tamaño del módulo.&lt;br /&gt;
Por ejemplo: construir un módulo de pastoreo para manejar 100 vacas lecheras, utilizando como pasto estrella (&lt;em&gt;Cynodon plectostachyus&lt;/em&gt;), cuyo rendimiento estimado es de 8000 kg MV/ ha, con período de reposo de 28 días. El rebaño se manejará en 2 grupos de pastoreo conformado por 50 vacas cada uno. El período de ocupación es de 2 días.&lt;br /&gt;
Número de potreros.&lt;br /&gt;
DD = 28 días; DO = 2días, entonces DP = 1; Nº de grupo = 2&lt;br /&gt;
Nº Pot = 28 / 1 + 2 = 30 potreros.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Tamaño de los potreros.&lt;/strong&gt;&lt;br /&gt;
&lt;em&gt;Consumo diario del rebaño de cada grupo:&lt;/em&gt;&lt;br /&gt;
50 vacas * 500 kg p/v*0.10 (10% del peso vivo) = 2500 Kg MV/ día, como son 2 grupos se requieren 5000 kilos de pasto ofertado para los 2 días de ocupación&lt;br /&gt;
Los animales se consumirán en 2 días de ocupación de cada potrero 5000 kg MV, pero generan perdidas de 30% por pisoteo o deyecciones, se requieren de&lt;br /&gt;
Oferta = rendimiento – perdidas, si oferta = rendimiento (100%) – perdidas por pisoteo (30%), esto indica que la oferta es del 70%, por lo que 8000 kg MV/ha equivalen a una oferta de 8000*0,70 = 5600 kg MV/ha&lt;br /&gt;
Entonces, el tamaño de potreros será igual a:&lt;br /&gt;
Tamaño de potreros = 5000 kg MV e consumo diario / 5600 kg MV de oferta real = 0.89 ha /potrero&lt;br /&gt;
Observe que no existe un relación directa entre el número de potreros y su tamaño salvo la relación indirecta que se da con la edad del pasto, ya en la medida que el pasto tiene más tiempo de descanso su rendimiento se incrementa hasta un límite de acuerdo a cada zona.&lt;br /&gt;
En espera que la información referente a este artículo pueda ayudarlo a comprender mejor como se debe calcular el tamaño y número de potreros y que puede usted darse cuenta que estos no deben ser copiados de una finca a otra con la esperanza que los resultados serán los mismos.&lt;br /&gt;
Observe también que debe tener tamaños de potreros apropiados en función de la oferta, la carga animal a manejar y de las condiciones agroecológicas de la zona donde está la finca.&lt;br /&gt;
Y sin ánimos de entrar en políticas, recomiendo adecuar la carga a la capacidad de carga de manera que pueda evitarse problemas futuros con el INTI, además puede llegar a ser mas eficiente si usted mantiene el criterio de máxima carga por hectárea (figura 1) y máxima producción por vaca (figura 2) de manera de lograr obtener la mayor producción de litros de leche/ha/año y la mayor producción de leche /vaca /lactancia /año.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;Figura 1:&lt;/strong&gt; producción de leche por hectárea en función del número de vacas a pastoreo&amp;nbsp;&lt;/div&gt;
&lt;img alt=&quot;&quot; src=&quot;https://images.engormix.com/S_articles/41123_453.jpg&quot; style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
Se observa en la figura 1 que en la medida que se incrementa el número de vacas (sentido de las flechas) la producción de leche por hectárea se incrementa hasta un punto donde se alcanza la carga optima o critica y comienza el sobrepastoreo cayendo con ello la producción por vaca y por hectárea.&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;strong&gt;Figura 2:&lt;/strong&gt; Producción de leche por vaca en función del número de vacas a pastoreo y la oferta forrajera&lt;/div&gt;
&lt;img alt=&quot;&quot; src=&quot;https://images.engormix.com/S_articles/41123_951.jpg&quot; style=&quot;display: block; margin-left: auto; margin-right: auto;&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
En esta figura podemos detallar al igual que la figura 1, que en la medida que el rendimiento del pasto aumenta, podemos aumentar en número de vacas a pastoreo, pero llega un momento que la producción de pasto se hace optima, a partir de este punto si seguimos introduciendo animales al pastoreo, causará que la oferta o presión de pastoreo será menor al 10% del peso vivo de cada animal cayendo la producción por leche o carne significativamente en forma individual.&lt;br /&gt;
También es bueno resaltar que el tamaño de los potreros estará en función de la presión de pastoreo que uno estime, en el presente artículo el consumo se calculó usando como criterio que un animal adulto (UNIDAD ANIMAL) consume el 10% de su peso vivo, pero esto también tiene que ver con el consumo de materia seca que es de 3 – 5 % del peso vivo. Por otra parte, puede darse el caso que la presión de pastoreo sea mayor a 50 Kg MV /UA, es decir que se estime un carga baja o por el contrario que se oferte menos de 50 kg MV/día/UA, cayendo en sobrepastoreo, debiendo utilizar otra fuente de forrajes como complementos.&lt;br /&gt;
Lo que no es aconsejable bajo esta modalidad de pastoreo es que no debemos dejar potreros “diferidos” o alternar los potreros a “criterios a ojos”, debemos mantener un estricto orden de uso, de contrario caeremos en lo que se llama pastoreos alternos.&lt;br /&gt;
También las formas de los potreros deben ser tomadas en cuenta, siendo mejor los potreros cuadrados, seguidos por los rectangulares y por último los triangulares que no han dado buenos resultados con los llamados sistemas ruedas de carretas.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
Este resumen fue realizado por ©rafadecleo tomado del&amp;nbsp;&amp;nbsp;&lt;span itemprop=&quot;author&quot; itemscope=&quot;&quot; itemtype=&quot;http://schema.org/Person&quot;&gt;Ing. Agr. MSc. José J. Rincón. Especialista en Manejo de Pasturas Tropicales.Sistemas de Pastoreos Intensivos.&lt;/span&gt;&lt;br /&gt;
&lt;span itemprop=&quot;author&quot; itemscope=&quot;&quot; itemtype=&quot;http://schema.org/Person&quot;&gt;Cualquier duda o consulta a las ordenes.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/7935853802106074123/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/cuantas-unidades-animales-por-hectarea.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7935853802106074123'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7935853802106074123'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/cuantas-unidades-animales-por-hectarea.html' title='¿Cuantas unidades animales por hectárea podemos manejar?'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-7787273547130251898</id><published>2017-08-28T05:50:00.002-07:00</published><updated>2017-08-28T05:50:12.435-07:00</updated><title type='text'>Gestación de la cabra</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;La monta &lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/TOhRXoeC8wo/0.jpg&quot; src=&quot;https://www.youtube.com/embed/TOhRXoeC8wo?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• La mejor edad para &lt;strong&gt;cubrir&lt;/strong&gt; las &lt;strong&gt;cabras&lt;/strong&gt; puras es a los 8 meses, las &lt;strong&gt;mestizas&lt;/strong&gt; al año y las &lt;strong&gt;criollas&lt;/strong&gt; a los 18 meses, si han tenido buena &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;alimentación&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;. &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• No es necesario tener un &lt;strong&gt;macho&lt;/strong&gt; en la &lt;strong&gt;granja&lt;/strong&gt;. Se pueden servir con un buen &lt;strong&gt;macho&lt;/strong&gt; de un vecino o de una &lt;strong&gt;granja&lt;/strong&gt; oficial. &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;El celo o calor &lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Ocurre a la &lt;strong&gt;cabra&lt;/strong&gt; cada 21 días y dura 24 a 36 horas. &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Se recomienda poner el &lt;strong&gt;macho&lt;/strong&gt; a las &lt;strong&gt;hembras&lt;/strong&gt; doce horas después de pre­sentarse el &lt;strong&gt;calor&lt;/strong&gt;. &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;border-image: none; clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/Q_cNWnbFoA8/0.jpg&quot; src=&quot;https://www.youtube.com/embed/Q_cNWnbFoA8?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• &lt;strong&gt;Desparasite &lt;/strong&gt;los &lt;strong&gt;animales&lt;/strong&gt; antes de la &lt;strong&gt;monta&lt;/strong&gt;. &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Mejore la &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;alimentación&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; antes de la &lt;strong&gt;monta&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Cuide su cabra preñada&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• La &lt;strong&gt;preñez&lt;/strong&gt; de la &lt;strong&gt;cabra&lt;/strong&gt; dura 5 meses, tiempo en el cual se debe evitar que la &lt;strong&gt;cabra&lt;/strong&gt; camine demasiado.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Mejore la &lt;strong&gt;alimentación&lt;/strong&gt;, porque está formando una nueva &lt;strong&gt;cría&lt;/strong&gt; y va a pro­ducir &lt;strong&gt;leche&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• De los buenos cuidados y la &lt;strong&gt;alimen­tación&lt;/strong&gt; depende la producción de &lt;strong&gt;le­che&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Seque la cabra 2 meses antes del &lt;strong&gt;par­to&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Durante los dos últimos meses de la &lt;strong&gt;preñez&lt;/strong&gt; y los 2 meses después del &lt;strong&gt;parto&lt;/strong&gt; se debe utilizar un concentrado que tenga 16-18% de proteína, en cantidad de 400 gramos por &lt;strong&gt;animal&lt;/strong&gt;, &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;pasto&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; picado de buena calidad, adicionando hojas de ramo, guandul o cannavalia.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Para que la &lt;strong&gt;cabra&lt;/strong&gt; produzca más y mejor, se aconseja utilizar &lt;strong&gt;concentra­dos&lt;/strong&gt;; si no dispone de éstos, dele &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;pasto&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; picado de buena calidad, combinado con hojas de ramio, matarratón, can­navalia o guandul.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Los &lt;strong&gt;minerales&lt;/strong&gt; son muy importantes, tanto para los &lt;strong&gt;cabritos&lt;/strong&gt; de &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;levante&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; como para las &lt;strong&gt;hembras preñadas&lt;/strong&gt;; por eso se debe tener disponible en los &lt;strong&gt;saladeros&lt;/strong&gt; sal mineralizada que tenga el 8% de fósforo (la misma que se le da a las &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;vacas&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;).&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• La &lt;strong&gt;sal&lt;/strong&gt; se debe adicionar con minera­les M.V. (&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;minerales&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; y vitaminas), en proporción de 10 kilogramos por bulto de &lt;strong&gt;sal&lt;/strong&gt;, pues son ricos en &lt;strong&gt;mine­rales&lt;/strong&gt; y la &lt;strong&gt;cabra&lt;/strong&gt; es exigente especial­mente en cobre y zinc. Esta preparación previene la anemia en los &lt;strong&gt;ca­britos&lt;/strong&gt; y &lt;strong&gt;cabras&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;El parto de la cabra&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Si anotó el día de la monta de su &lt;strong&gt;cabra&lt;/strong&gt;, cuando la sirvió el &lt;strong&gt;macho&lt;/strong&gt;, sa­brá cuándo va a ocurrir el&lt;strong&gt; parto&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• 15 días antes del &lt;strong&gt;parto&lt;/strong&gt;, corte los pelos de la parte de abajo de la cola.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Un día antes del &lt;strong&gt;parto&lt;/strong&gt; aplique vase­lina o cebos debajo de la cola, para evitar que se peguen pedazos de placenta o secundinas al &lt;strong&gt;nacer&lt;/strong&gt; el &lt;strong&gt;cabrito&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Cuando la &lt;strong&gt;cabra&lt;/strong&gt; está próxima a &lt;strong&gt;parir &lt;/strong&gt;comienza a &lt;strong&gt;bramar&lt;/strong&gt; y tratar de estar sola. Después de varios intentos aparecen primero las &lt;strong&gt;bolsas de agua&lt;/strong&gt;. No las rompa porque sirven para facilitar la salida del &lt;strong&gt;cabrito&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Un buen &lt;strong&gt;parto&lt;/strong&gt; es el que dura poco tiempo.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Durante el &lt;strong&gt;parto&lt;/strong&gt; la &lt;strong&gt;cabra&lt;/strong&gt; arroja pri­mero al &lt;strong&gt;cría&lt;/strong&gt; y más tarde la &lt;strong&gt;placenta&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Cuando el &lt;strong&gt;parto&lt;/strong&gt; es doble o triple, hay un corto intervalo entre el &lt;strong&gt;nacimiento&lt;/strong&gt; de cada &lt;strong&gt;cabrito&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;border-image: none; clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/lyretAffxhQ/0.jpg&quot; src=&quot;https://www.youtube.com/embed/lyretAffxhQ?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Si no es necesario, procure no inter­venir.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot; style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Cuidados después del parto&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Deje que la&lt;strong&gt; cabra&lt;/strong&gt; tranquilamente lama y seque a los &lt;strong&gt;cabritos&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Póngale &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;agua&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; limpia y &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;alimento&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;, que puede ser salvado.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Si a las cuatro horas la &lt;strong&gt;cabra&lt;/strong&gt; no ha botado la &lt;strong&gt;placenta&lt;/strong&gt;, aplíquele un cen­tímetro de Otastina por vía intramuscular.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Lave la sangre que ha quedado en la parte de atrás del &lt;strong&gt;animal&lt;/strong&gt; y espolvoree Negasunt para que no arrimen las moscas.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Si la &lt;strong&gt;cabra&lt;/strong&gt; ha tenido una sola &lt;strong&gt;cría&lt;/strong&gt;, procure que ésta &lt;strong&gt;mame&lt;/strong&gt; de los &lt;strong&gt;pezo­nes&lt;/strong&gt; para evitar una &lt;strong&gt;mastitis&lt;/strong&gt; en la ma­dre.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Al cuarto día del &lt;strong&gt;parto ordeñe&lt;/strong&gt; la &lt;strong&gt;cabra&lt;/strong&gt; hasta vaciar la &lt;strong&gt;ubre&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Al quinto día puede tomar la &lt;strong&gt;leche&lt;/strong&gt; que ordeñe.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Cuide el cabrito recién nacido&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Limpie los mocos del &lt;strong&gt;cabrito&lt;/strong&gt; para que no se asfixie.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Colóquelo con su &lt;strong&gt;madre&lt;/strong&gt; en un lugar seco. Corte el &lt;strong&gt;cordón umbilical&lt;/strong&gt; a 5 centímetros de la barriga; desinfecte con yodo y espolvoree Negasunt&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Recorte los pelos de la parte de atrás de la cola, para que los excrementos blandos no se peguen a su piel y lo quemen.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Cuando el &lt;strong&gt;cabrito&lt;/strong&gt; es fuerte se levanta solo y mama.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• No críe&lt;strong&gt; cabritos&lt;/strong&gt; débiles ni pequeños.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Cuando una &lt;strong&gt;cabra&lt;/strong&gt; tiene más de dos &lt;strong&gt;cabritos&lt;/strong&gt;, el tercero pégueselo a otra recién &lt;strong&gt;parida&lt;/strong&gt; que haya tenido una sola &lt;strong&gt;cría&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Castración&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/F2NLdkKcW5o/0.jpg&quot; src=&quot;https://www.youtube.com/embed/F2NLdkKcW5o?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Si los &lt;strong&gt;machos&lt;/strong&gt; no los va a dejar para &lt;strong&gt;reproductores&lt;/strong&gt;,&lt;strong&gt; cástrelos&lt;/strong&gt; a los 2 ó 3 días de nacidos.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot; style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Descorne de los cabritos&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Para dar mejor apariencia y evitar pe­leas y golpes de los &lt;strong&gt;animales&lt;/strong&gt;, &lt;strong&gt;des­corne&lt;/strong&gt; los &lt;strong&gt;cabritos&lt;/strong&gt; a los 2 ó 3 días de nacidos.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Utilice pomada &lt;strong&gt;descornadora&lt;/strong&gt;; corte con tijeras los pelos que bordean el &lt;strong&gt;cuerno&lt;/strong&gt; y unte con un palito la po­mada en la punta donde está bro­tando el &lt;strong&gt;cuerno&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• &lt;strong&gt;Despezuñe&lt;/strong&gt; los &lt;strong&gt;cabritos&lt;/strong&gt; cada 3 meses, para evitar problemas en la marcha.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot; style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Levante bien los cabritos&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• La &lt;strong&gt;crianza&lt;/strong&gt; &lt;strong&gt;natural&lt;/strong&gt; de las &lt;strong&gt;cabras&lt;/strong&gt; es sencilla. El &lt;strong&gt;cabrito&lt;/strong&gt; permanece con la madre hasta el &lt;strong&gt;destete&lt;/strong&gt;, o sea hasta los 3 meses, cuando se presenta en la madre una gran disminución en la producción de &lt;strong&gt;leche&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• La &lt;strong&gt;crianza artificial&lt;/strong&gt; es aquella en que el &lt;strong&gt;cabrito&lt;/strong&gt; se separa de la madre inme­diatamente nace y se lleva a una sala cuna o corralito especial durante tres meses. Allí se debe cuidar de la si­guiente manera:&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;1. Darle calor con bombillas infrarro­jas de 250 vatios o bombillo de 120 bujías, de los mismos usados para los primeros días dé &lt;strong&gt;crianza&lt;/strong&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;2. Durante los primeros 4 días se le debe suministrar &lt;strong&gt;leche&lt;/strong&gt; &lt;strong&gt;calostro&lt;/strong&gt; de la &lt;strong&gt;cabra&lt;/strong&gt;, en teteros de los mismos usados para los &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;niños&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;, así: 2 teteros por la mañana y dos por la tarde para las hembritas, y uno por la mañana y otro por la tarde para los machitos. Sígale dando la &lt;strong&gt;leche&lt;/strong&gt; en la misma forma hasta los 3 meses.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Después de los 4 primeros días puede reemplazar la &lt;strong&gt;leche&lt;/strong&gt; de &lt;strong&gt;cabra&lt;/strong&gt; por la &lt;strong&gt;leche&lt;/strong&gt; tibia de &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;vaca&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• En esta forma podrá utilizar la&lt;strong&gt; leche&lt;/strong&gt; de cabra para la familia, para sus hijos o para hacer quesos.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Desde los 15 ó 20 días de edad podrá darle, además de la&lt;strong&gt; leche&lt;/strong&gt;, &lt;strong&gt;concentra­dos&lt;/strong&gt; para que se desarrolle mejor.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• También puede darle pasto picado.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;h3 align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;Alimente bien las cabras&lt;/span&gt;&lt;/em&gt;&lt;/h3&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• La &lt;strong&gt;cabra&lt;/strong&gt;, como la &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;vaca&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;, es un &lt;strong&gt;animal rumiante&lt;/strong&gt; con 4 estómagos, que di­giere &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;alimentos&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; fibrosos o toscos, ta­les como tallos de plátano y &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;banano&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;, cacao, sobrantes de cosechas, recha­zos de plátanos, &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;banano&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;, yuca o fru­tas.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;• Sin embargo, si se le suministran ali­mentos de buena calidad y ricos en proteínas (concentrado, &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt;pastos&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;helvetica&amp;quot; , sans-serif;&quot;&gt; de corte, ramio, guandul, hojas de matarratón y caupí), la &lt;strong&gt;cabra&lt;/strong&gt; dará más &lt;strong&gt;leche&lt;/strong&gt;, más hijos y más carne.&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Arial;&quot;&gt;Este resumen fue realizado por ©rafadecleo, cualquier consulta o dudas a las ordenes.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/7787273547130251898/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/gestacion-de-la-cabra.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7787273547130251898'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7787273547130251898'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/gestacion-de-la-cabra.html' title='Gestación de la cabra'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/TOhRXoeC8wo/default.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-9221524754942038056</id><published>2017-08-28T05:38:00.004-07:00</published><updated>2017-08-28T05:38:42.207-07:00</updated><title type='text'>El pietín ovino</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
El pietín o necrosis de la pezuña es una enfermedad infecto-contagiosa de los ovinos, de curso crónico, que produce destrucción de la piel interdigital y la matriz de las pezuñas.&lt;br /&gt;
El pietín ovino se manifiesta con mayor frecuencia en los sistemas intensivos de crianza lanar, engorde de corderos y de producción de leche. En las explotaciones en las que se presenta las pérdidas económicas son importantes debido a su capacidad de contagio y poder de diseminación; de no controlarse rápidamente puede afectar hasta al 70% del rebaño.&lt;br /&gt;
El perjuicio se debe a menor producción de carne, leche y lana, además de la posible muerte de animales. Entre los problemas concretos que acarrea podemos mencionar una menor condición corporal, dificultades reproductivas por incapacidad de monta, reducción del índice de preñez y vida útil del animal, necesidad de mayor reposición por rechazo de hembras y machos.&lt;br /&gt;
Las cojeras prolongadas afectan a los resultados productivos del ovino, especialmente en razas lecheras, y producen estrés por dolor, disminuyendo la producción láctea hasta un 25% o más, según los casos.&lt;br /&gt;
En la producción de carne la incidencia es menor en explotaciones extensivas de cría, pero en sistemas de engorde de corderos a corral o estabulados, la prevalencia es superior al 25%. La infección se presenta también en cabras y ciervos, y es menos frecuente en vacunos.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;img alt=&quot;©rafadecleo&quot; class=&quot;ajustarImg&quot; height=&quot;964&quot; src=&quot;https://albeitar.portalveterinaria.com/fotos/1031/al1413_pietinovinofigura02.gif&quot; title=&quot;pietin ovino&quot; width=&quot;630&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #6f6800; font-size: 13pt; font-weight: bold;&quot;&gt;¿Cuál es su origen y su manifestación?&lt;/span&gt;&lt;br /&gt;
Esta afección está producida por dos bacterias denominadas &lt;em&gt;Fusobacterium necrophorum&lt;/em&gt; y &lt;em&gt;Dichelobacter nodosus&lt;/em&gt;, que actúan sinérgicamente. Del segundo microorganismo se han aislado cepas con diferente patogenicidad, lo que hace pensar que la intensidad de la infección, entre otros factores, depende de la virulencia de la cepa involucrada. Estos agentes proliferan bajo ciertas condiciones ambientales y son capaces de colonizar y lesionar las pezuñas.&lt;br /&gt;
Una vez establecida la infección permanecen allí durante años, actuando como potenciales diseminadores de bacterias para el resto del rebaño. Sin embargo, fuera de la pezuña no sobreviven más de 15 días, es importante tenerlo en cuenta para el control de la enfermedad.&lt;br /&gt;
La enfermedad está directamente relacionada con factores ambientales. La alta humedad a nivel del suelo y una temperatura ambiente mayor a 18 ºC favorecen su transmisión, y ocurre más frecuentemente en terrenos mal drenados, encharcados o inundables. Las condiciones climáticas de algunas regiones determinan que se presente en otoño y primavera, aunque también puede aparecer en veranos lluviosos. Explotaciones libres pueden contraer la enfermedad por la introducción de animales enfermos o portadores aparentemente sanos. Los ovinos criados en establos suelen afectarse con mayor frecuencia cuando los suelos permanecen húmedos y el ambiente no está bien ventilado. Es común en países tradicionalmente ovejeros y menos frecuente en zonas áridas y semiáridas.&lt;br /&gt;
Los factores de riesgo dependen del manejo, la higiene (limpieza, desinfección y ventilación de instalaciones), la alimentación, la carga animal, el tipo de suelo y los factores climáticos. En general, podemos decir que responde a variadas causas, muy conectadas entre sí y relacionadas, además, con el sistema de producción y manejo que se aplique. Los ovinos que pastorean rastrojos de trigo o cebada están más expuestos a posibles lesiones (dermatitis podal), ya que tallos duros lastiman las patas.&lt;br /&gt;
Es fundamental conocer los factores de riesgo en el momento de diseñar los programas de control, pero recordemos: siempre es más aconsejable y económico prevenir que curar.&lt;br /&gt;
La lesión comienza con inflamación de la piel interdigital (enrojecimiento entre las pezuñas) y claudicación leve (cojera). De no evidenciarse ni tratarse, evoluciona hasta la separación de la pezuña, comenzando por los talones, lo que puede generar desprendimiento total de la misma, y que el animal camine de “rodillas” o permanezca inmóvil y muera por imposibilidad de alimentarse. Si sólo está afectado un miembro, al no apoyarlo, la pezuña no se desgasta, y adquiere la forma característica de “zapato chino”. La lesión puede avanzar en profundidad, aparecer olor nauseabundo, agravarse la claudicación por dolor y sufrir complicaciones por invasión de moscas. La pérdida de peso se evidencia midiendo la condición corporal.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #6f6800; font-size: 13pt; font-weight: bold;&quot;&gt;¿Qué hacer con el ganado afectado?&lt;/span&gt;&lt;br /&gt;
Lo primero será decidir si sólo se controla la enfermedad o si además se quiere erradicar. En este caso se aconseja hacerlo en condiciones ambientales favorables y con una prevalencia no superior al 15%. De no ser así, se sugiere el control temporal para bajar la prevalencia, evitar la diseminación de bacterias y mayor contaminación de animales, esperando mejor momento para intentar la erradicación, que sí que es posible.&lt;br /&gt;
El plan de trabajo comenzará en el periodo más seco del año, pasando todos los animales por la manga, revisando y recortando individualmente las pezuñas y apartando los afectados de los sanos. En esta primera etapa es fundamental examinar y evaluar minuciosamente cada animal, estableciendo una clasificación de acuerdo a si presentan o no lesión y al grado de evolución de la misma (lesión superficial o profunda). Esta clasificación se hará utilizando una escala de 6 grados (imagen), en la que el grado 0 corresponde a animales sanos y los grados 1, 2, 3, 4 y 5 a los enfermos, que en el caso de los dos últimos grados serán crónicos (de difícil recuperación). Durante el examen se procederá a recortar las pezuñas para facilitar el diagnóstico y posterior tratamiento. Se recomienda utilizar tijera de podar de calidad, cepillo, un instrumento para raspar y hay que identificar con marcadores a los enfermos, diferenciando por color aquellos con lesión superficial o profunda.&lt;br /&gt;
Clasificado todo el rebaño, los animales aparentemente sanos se hacen pasar por el pediluvio o por la pileta para lavado de patas. Algunos establecimientos en Argentina, Australia o Nueva Zelanda cuentan con infraestructura apropiada para este trabajo. Tiene dos compartimentos, el primero únicamente con agua, donde permanecen algunos minutos para ablandar y desprender el material adherido (tierra, materia fecal, etc.); es un “prelavado de patas”, luego el sector donde se realiza recorte y se completa la limpieza de pezuñas (cepillado con detergente), seguidamente pasan al pediluvio con una solución de sulfato de zinc al 10%. Este baño tendrá una duración de 30 minutos y se realizará agregando detergente no iónico que aumentará hasta 10 veces el poder de penetración.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Pediluvio para baño de patas&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;©rafadecleo&quot; class=&quot;ajustarImg&quot; height=&quot;415&quot; src=&quot;https://albeitar.portalveterinaria.com/fotos/1031/al1413_pietinovinofigura04.jpg&quot; title=&quot;pietin ovino&quot; width=&quot;625&quot; /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Luego pasarán a un corral con suelo de cemento donde se escurrirán durante una hora. Posteriormente, se llevará a un cuadro de pastoreo, teniendo la precaución de hacerlo por un camino diferente al usado inicialmente para evitar la reinfección. Se destinarán sectores altos y secos del campo, en los que no haya habido ovinos u otros rumiantes en los últimos 15 días, ya que estos microorganismos no sobreviven más de ese tiempo en el suelo y al aire libre.&lt;br /&gt;
El grupo de animales enfermos (grados 1, 2 y 3) se someterá al mismo tratamiento que los sanos, respetando el tiempo del pediluvio y posterior secado de las patas. Estos ovinos se destinarán a potreros sanitarios evitando el contacto con los sanos. Se repetirán 2 o 3 tratamientos separados en el tiempo 7 días, previa revisión minuciosa de las pezuñas. Aquellos que han curado sus lesiones, pasarán a integrar el lote sano. Después del segundo tratamiento en el pediluvio y en animales en los que persista la lesión, siempre que su valor económico lo justifique, podrán administrarse antibióticos de larga acción.&lt;br /&gt;
Es fundamental eliminar del campo aquellos ovinos que no responden a los tratamientos y a los que presentan grados 4 y 5 de la infección (lesiones graves y crónicas, según clasificación), ya que generarán pérdidas económicas, de tiempo y actuarán como fuente de infección y contagio para el resto del rebaño. Después del trabajo realizado es fundamental examinarlos periódicamente para la detección precoz de lesiones. Los nuevos casos responderán al tratamiento por no presentar lesiones crónicas o graves; los reincidentes no se tratan, se retiran inmediatamente y se deben sacrificar.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #6f6800; font-size: 13pt; font-weight: bold;&quot;&gt;¿Cómo prevenir la enfermedad?&lt;/span&gt;&lt;br /&gt;
En la prevención de esta enfermedad se tendrán en cuenta las buenas prácticas de manejo e higiene sanitaria (que mantienen el bienestar animal) selección genética, aplicación de vacunas y en casos necesarios pediluvios preventivos. Cuando se introducen animales en el campo es importante conocer los antecedentes sanitarios del establecimiento de origen. No obstante, se recomienda realizar un examen clínico individual, mantener a los animales en cuarentena durante 30-40 días y revisarlos después para asegurar su buen estado sanitario. Los vehículos de transporte o instalaciones ocupadas por ovejas con pietín deben desinfectarse bien antes de introducir ovinos sanos.&lt;br /&gt;
Respecto a la mejora genética, en todo rebaño existen animales naturalmente resistentes a esta enfermedad, una posibilidad es identificar y seleccionar esos animales para utilizarlos como futuros reproductores (carneros). Esto brindará mayores posibilidades de obtener crías resistentes, pues la “heredabilidad” de esta característica es buena. También existen criadores que prefieren seleccionar animales de pezuña negra, ya que consideran que presentan mayor resistencia frente a enfermedades podales. Es deseable encontrar una expresión fenotípica para determinados genes y una vez comprobado científicamente, aplicar la selección con riguroso método. Eso es posible y existen cabañas ovinas que ya lo practican.&lt;br /&gt;
Las vacunas frente a &lt;em&gt;D. nodosus&lt;/em&gt; ayudan a proteger ovinos sanos con riesgo de contraer la enfermedad y aceleran la recuperación de los infectados. Su verdadera eficacia depende de la cepa que causa la infección y las que incluya la vacuna aplicada. Como única medida no permite controlar ni erradicar el pietín, sino que se considera efectiva si se toman otras medidas de control y prevención.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Este resumen fue realizado por ©rafadecleo, cualquier consulta a las ordenes.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/9221524754942038056/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/el-pietin-ovino.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/9221524754942038056'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/9221524754942038056'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/el-pietin-ovino.html' title='El pietín ovino'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-8546418189865878305</id><published>2017-08-13T12:07:00.002-07:00</published><updated>2017-08-13T12:07:38.406-07:00</updated><title type='text'>La pinza dentada para usar en la castracion de corderos</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
Tradicionalmente la castración de corderos se realizó con la fuerza de los dedos o dientes del operario. La pinza dentada de castración permite realizar el trabajo sin esfuerzo y de manera rápida y segura.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;Procedimiento&lt;/strong&gt;&lt;br /&gt;
1. Se debe inmovilizar el cordero tomándolo de las manos y de las patas y acostarlo en una mesa o tabla, de la misma manera que en la castración tradicional.&lt;br /&gt;
2. Con la hoja de la pinza se realiza el corte de la tapa del escroto de manera generosa, como para que ambos testículos queden bien visibles.&lt;br /&gt;
3. Una vez que los testículos están a la vista, la maniobra varía según el tamaño del testículo:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Si el testículo está más descendido (grande): primero se acerca la pinza con la parte dentada al testículo y se busca deslizar la membrana que cubre al testículo hasta llegar a la base del mismo. En ese momento se cierra la pinza y se tira hacia arriba. Primero se rompe el cremáster, que es el músculo que sostiene los testículos, y luego se rompe el cordón espermático (venas, membranas, etcétera.).&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;Si el testículo está menos descendido (chico): el procedimiento se realiza en dos tiempos. Primero se debe cerrar suavemente la pinza en la mitad del testículo, apretando suavemente y tirando hacia arriba hasta liberarlo de las membranas, y después se procede de la misma manera que con el testículo grande.&lt;/li&gt;
&lt;/ul&gt;
4. Cuando se finaliza se debe aplicar con un hisopo algún producto que prevenga la bichera. Por su buen poder repelente y adherencia funciona bien una mezcla de 75% de alquitrán de pino con 25% de remedio de baño (Forsforado+Piretroide). La aplicación debe ser superficial, como para repeler la mosca, y no se debe aplicar en los tejidos internos por su irritabilidad.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/PHBXeUZtxbI/0.jpg&quot; src=&quot;https://www.youtube.com/embed/PHBXeUZtxbI?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
Este se realizaba en las zonas de La Patogonia que no es nada recomendables&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/vW0tNew_YW0/0.jpg&quot; src=&quot;https://www.youtube.com/embed/vW0tNew_YW0?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/8546418189865878305/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/la-pinza-dentada-para-usar-en-la.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/8546418189865878305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/8546418189865878305'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/la-pinza-dentada-para-usar-en-la.html' title='La pinza dentada para usar en la castracion de corderos'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/PHBXeUZtxbI/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-1287967711879376264</id><published>2017-08-13T12:01:00.003-07:00</published><updated>2017-08-13T12:01:50.520-07:00</updated><title type='text'>Contrato de capitalización ganadera: ¿De qué se trata y qué conviene regular? </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span id=&quot;goog_1441333610&quot;&gt;&lt;/span&gt;&lt;span id=&quot;goog_1441333611&quot;&gt;Es un contrato de larga data en nuestro país, pero que hace unos años se acercó a un público no versado en cuestiones agropecuarias. Han surgido fideicomisos y fondos de inversión que ofrecen invertir ahorros en bienes agropecuarios a cambio de una renta o utilidad que, en muchos casos, se plantea como segura.&lt;br /&gt;
Muchas personas otrora ajenas a estos negocios, se han vuelto “ganaderos” aunque no posean tierras.&lt;br /&gt;
Estas entidades -así como particulares- han celebrado y celebran contratos de capitalización ganadera. No consideraremos a la capitalización de cría, ni al de lechería, ni los referentes a ganado ovino, sino solamente al de engorde de ganado vacuno.&lt;br /&gt;
A continuación analizamos brevemente sus características principales.&lt;br /&gt;
&lt;strong&gt;Concepto. ¿Formalidades?&lt;/strong&gt;&lt;br /&gt;
Es un contrato por el cual una parte entrega ganado y la otra lo debe conservar y alimentar en su predio con el fin de repartirse, luego de un plazo adecuado, los frutos o utilidades derivado del aumento de valor del ganado debido a su engorde.&lt;br /&gt;
Confluyen y se satisfacen dos necesidades: uno tiene pasturas pero no tiene ganado; el otro tiene ganado pero no tiene pasturas. Es por ello un contrato de colaboración.&lt;br /&gt;
Ha mantenido su vigencia por adaptarse de modo adecuado a las circunstancias que suelen vivir nuestros productores. Además, se evitan las ventas inconvenientes y se eliminan los eventuales costos de transacción sobre todo en lo que refiere al acceso a la tierra (compraventa, arrendamiento o pastoreo).&lt;br /&gt;
El contrato de capitalización ganadera es un tipo de “aparcería” según la posición doctrinaria y jurisprudencial mayoritaria. La aparcería está definida en el art. 143 del Código Rural (CR): “&lt;em&gt;es el contrato en el que una de las partes se obliga a entregar uno o más animales, un predio rural o ambas cosas y la otra a cuidar esos animales, cultivar o cuidar ese predio con el objeto de repartirse los frutos o el importe correspondiente&lt;/em&gt;”.&lt;br /&gt;
Son aplicables las disposiciones del CR al contrato de capitalización ganadera; referiremos a algunas de ellas.&lt;br /&gt;
No se requiere ninguna formalidad. ¿El contrato tiene que ser escrito? No, pero es conveniente para evitar problemas. ¿Hay que inscribirlo? No.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;¿A qué se obliga cada parte?&lt;/strong&gt;&lt;br /&gt;
Una parte, llamada tomador, se obliga a recibir al ganado en su predio, y a cuidarlo, conservarlo y alimentarlo. Tiene una obligación de medios, no de resultados. Debe actuar con diligencia y buena fe.&lt;br /&gt;
La otra parte, el dador (también se lo llama “capitalista” o “hacendado”), aporta el ganado.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;¿Qué buscan las partes?&lt;/strong&gt;&lt;br /&gt;
La finalidad es el mayor engorde posible del ganado para obtener un mayor valor futuro y así repartir la mayor cantidad de frutos.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;¿Cómo se determinan y reparten las ganancias?&lt;/strong&gt;&lt;br /&gt;
Se debe estar a lo convenido por las partes. Hay dos formas de determinarlas: una sobre la base de la diferencia en el precio de venta y otra sobre la base de la diferencia de peso obtenido.&lt;br /&gt;
Deben quedar determinadas las condiciones en que se recibió el ganado (lo que marca el inicio del plazo contractual) y las circunstancias para que se entienda que se produjo el engorde querido (éste sería el momento final). Entre el inicio y el final del plazo se determinará la diferencia de peso o de valor. En el caso del peso, al ingresar al predio se pesa a cada animal y también se hace al momento de embarcarlo al frigorífico o a otro destino, y se calcula la diferencia.&lt;br /&gt;
En cuanto al reparto, las partes pueden acordarlo libremente. Se puede fijar en porcentajes o pagarse tanto por kilo de aumento de peso. En caso de que no se haya pactado nada (lo que no es usual), se debe hacer por mitades (art. 145 CR).&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;Plazo del contrato&lt;/strong&gt;&lt;br /&gt;
No hay un plazo establecido de duración, pero éste suele ir atado a su objeto. Esto es, como el fin del contrato es el engorde, el plazo culminaría al cumplir los animales la edad para ser faenados y estando en la forma y el peso convenidos. Conviene, entonces, pactar las condiciones para la faena.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;¿Quién asume los gastos?&lt;/strong&gt;&lt;br /&gt;
El art. 153 del CR establece que debe asumirlos el tomador, pero se puede pactar un régimen distinto, pues la norma no es de orden público. Por ejemplo, que se asuman por mitades, que la asuma el dador o en otra proporción.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;Mientras se ejecuta el contrato…&lt;/strong&gt;&lt;br /&gt;
¿Qué pasa en el caso de fuerza mayor o caso fortuito? El CR establece que las pérdidas se soportan por mitades (art. 154).&lt;br /&gt;
¿Y si ocurren muertes de animales? Si ocurren sin culpa del tomador, los asume el dador (art. 148 CR). Solo en caso de existir negligencia o impericia el tomador sería responsable.&lt;br /&gt;
Si las pérdidas llegan al 33 % del capital, cualquiera de las partes puede (está facultado pero no obligado) pedir la rescisión del contrato dentro de los 60 días de comprobadas las pérdidas (art. 148 CR).&lt;br /&gt;
En caso de evicción (una sentencia obliga al dador a devolver a un tercero los animales) de los animales dados en capitalización, el dador debe sustituirlos por otros “igualmente aptos” (art. 147 CR), debiendo el tomador devolver los animales evictos.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;Prescripción. &lt;/strong&gt;&lt;br /&gt;
Hay que tener en cuenta que existe un plazo especial de prescripción, pues toda acción derivada de un contrato de aparcería prescribe al año de producido el hecho que le dio origen (art. 155 del CR).&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;¿Por qué motivos se puede extinguir el contrato?&lt;/strong&gt;&lt;br /&gt;
Muerto el tomador, se extingue el contrato: “&lt;em&gt;No pasa a los herederos del aparcero cuidador de los animales…&lt;/em&gt;” (art. 152 CR). También se extingue en el caso de desaparición total del ganado y en caso de ser rescindido por algunas causales que se hayan fijado en el contrato, o por el ejercicio de la facultad establecida en el art. 148 CR.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;¿Qué aspectos conviene acordar? &lt;/strong&gt;&lt;br /&gt;
Conviene regular el contenido y alcance de las obligaciones de modo preciso. También establecer obligaciones para garantizar su cumplimiento.&lt;br /&gt;
Deviene importante establecer lo siguiente: a) cómo se determinará el peso o el valor del ganado y cómo se efectuará la liquidación y el reparto de las ganancias (de modo práctico); b) la cantidad y calidad de los vacunos a entregar (de lo contrario rige el art. 1361 del Código Civil, con entregar de “mediana calidad” se cumpliría con la obligación); c) cómo se soportarán los gastos; d) qué pasa en caso de eventuales preñeces indeseadas; e) qué pasa con los subproductos de menor valor por animales que mueran; f) las causas de rescisión.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
Este resumen realizado por ©rafadecleo y tiene informacion del articulo del señor Juan Ithamose.&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/1287967711879376264/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/contrato-de-capitalizacion-ganadera-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1287967711879376264'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1287967711879376264'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2017/08/contrato-de-capitalizacion-ganadera-de.html' title='Contrato de capitalización ganadera: ¿De qué se trata y qué conviene regular? '/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-7400693922231343204</id><published>2017-06-11T07:51:00.000-07:00</published><updated>2017-06-11T07:51:09.869-07:00</updated><title type='text'>La importancia de los sistemas silvopastoriles</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/I0P2uaKgSN0/0.jpg&quot; src=&quot;https://www.youtube.com/embed/I0P2uaKgSN0?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/Y1RJiAyoMgM/0.jpg&quot; src=&quot;https://www.youtube.com/embed/Y1RJiAyoMgM?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/MrW4pw98bKA/0.jpg&quot; src=&quot;https://www.youtube.com/embed/MrW4pw98bKA?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/ZDP9hAGl1RY/0.jpg&quot; src=&quot;https://www.youtube.com/embed/ZDP9hAGl1RY?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/ysxzyhvnca4/0.jpg&quot; src=&quot;https://www.youtube.com/embed/ysxzyhvnca4?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/wcwpyyAL7OM/0.jpg&quot; src=&quot;https://www.youtube.com/embed/wcwpyyAL7OM?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
Este resumen fue realizaso por ©rafadecleo, cualquier consulta o critica o aportar ideas o sugerencias bienvenidas sean,&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/7400693922231343204/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2017/06/la-importancia-de-los-sistemas.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7400693922231343204'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7400693922231343204'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2017/06/la-importancia-de-los-sistemas.html' title='La importancia de los sistemas silvopastoriles'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/I0P2uaKgSN0/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-7953825744141958062</id><published>2016-09-18T17:50:00.002-07:00</published><updated>2016-09-18T17:50:49.887-07:00</updated><title type='text'>Términos y definiciones del mundo económico y financiero que deben saber tanto empresarios, emprededores, familias y empleados, jubilidados, etc.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h3 id=&quot;m119-1-120&quot;&gt;
BONO&lt;/h3&gt;
&lt;div id=&quot;m112-1-113&quot;&gt;
Ante la necesidad de obtener recursos (dinero) por parte de las empresas y los gobiernos de los países para poder llevar a cabo sus actividades y proyectos, los mercados han desarrollado diferentes herramientas que permiten la obtención de los mismos.&lt;br /&gt;&lt;br /&gt;Una de las herramientas más comunes que las empresas y los gobiernos utilizan son los bonos. Un bono es una forma de tomar un crédito. Los gobiernos y las empresas emiten bonos en forma de títulos o certificados por medio de los cuales se comprometen a devolver al comprador del bono una cantidad específica de dinero correspondiente al valor inicial del bono más unos intereses. Esto quiere decir que quien compra el bono da unos recursos a quien emite el bono y, posteriormente, el comprador del bono recibe su dinero además de unos intereses como retribución por no haber podido utilizar su dinero durante cierto tiempo. &lt;br /&gt;&lt;br /&gt;Los bonos, se emiten y negocian (vuelven a ser comprados o vendidos) generalmente en las bolsas de valores.&lt;/div&gt;
&lt;h3 id=&quot;m367-3-368&quot;&gt;
INSTRUMENTOS FINANCIEROS&lt;/h3&gt;
&lt;div id=&quot;m358-3-359&quot;&gt;
Documentos representativos de derechos de crédito o derechos de propiedad que emiten quienes necesitan financiación (emisores) para ser vendidos en el mercado de valores  a las unidades que ahorran (inversores).&lt;/div&gt;
&lt;h3 id=&quot;m395-5-396&quot;&gt;
Mercado de valores.&lt;/h3&gt;
&lt;div id=&quot;m386-5-387&quot;&gt;
Es el ámbito en el que se negocian los instrumentos financieros o valores. En el mismo interactúan quienes ofrecen dichos instrumentos (emisores), quienes los adquieren (inversionistas) y  quienes facilitan su intermediación (bolsas, corredores, agentes de valores).&lt;/div&gt;
&lt;div class=&quot;article-ad&quot;&gt;

&lt;div id=&quot;sas_27748&quot;&gt;

&lt;div&gt;

 &lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;h3 id=&quot;m429-7-430&quot;&gt;
Prima.&lt;/h3&gt;
&lt;div id=&quot;m419-7-420&quot;&gt;
Es la cantidad de dinero que abona el tomador de un seguro (a veces coincide con la figura del asegurado o del beneficiario) a la compañía aseguradora, para poder contar con la cobertura de seguro contratada.&lt;/div&gt;
&lt;h3 id=&quot;m457-9-458&quot;&gt;
Cobertura.&lt;/h3&gt;
&lt;div id=&quot;m194-9-195&quot;&gt;
Es el riesgo que cubre el seguro contratado con todas sus limitaciones, delimitaciones y exclusiones.&lt;i&gt;&lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;h3 id=&quot;m200-10-201&quot;&gt;
INSTRUMENTOS DE PAGO&lt;/h3&gt;
&lt;div id=&quot;m149-2-150&quot;&gt;
Son medios que permiten transferir fondos a quien los posee. Al transferir al beneficiario los fondos necesarios, su librador puede extinguir una obligación de pago. En la actualidad disponemos de varios medios para realizar pagos (efectivo, cheques, letras de cambio, tarjetas de crédito y débito) y se prevé que existan más en un futuro cercano.&lt;/div&gt;
&lt;h3 id=&quot;m206-5-207&quot;&gt;
Tarjeta de crédito.&lt;/h3&gt;
&lt;div id=&quot;m198-5-199&quot;&gt;
Al titular le otorga una línea de crédito que le permite realizar compras y/o extraer efectivo hasta un límite previamente acordado. Se cobran intereses sobre el monto como en cualquier crédito extendido y algunas veces se cobra al titular una tarifa o cuota anual.&lt;/div&gt;
&lt;h3 id=&quot;m247-7-248&quot;&gt;
Tarjeta de débito.&lt;/h3&gt;
&lt;div id=&quot;m230-15-231&quot;&gt;
Permite al titular que sus compras sean cargadas directamente de los fondos que mantiene en una cuenta corriente en una institución financiera. Es una alternativa al uso de efectivo.&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;h3 id=&quot;m271-17-272&quot;&gt;
PRÉSTAMO.&lt;/h3&gt;
&lt;div id=&quot;m246-17-247&quot;&gt;
Es una operación financiera en la que una institución o persona (prestamista) entrega a otra (prestatario), una cantidad fija de dinero en determinado momento, con la condición de que el prestatario devuelva esa cantidad junto con los intereses pactados en un plazo determinado. La amortización (devolución) del préstamo puede hacerse al final del período pactado o a través de cuotas regulares (mensuales, trimestrales, semestrales) a lo largo de ese plazo. Los intereses se cobran sobre el total del dinero prestado.&lt;/div&gt;
&lt;h3 id=&quot;m285-19-286&quot;&gt;
CRÉDITO.&lt;/h3&gt;
&lt;div id=&quot;m263-19-264&quot;&gt;
Es la cantidad de dinero, con un límite fijado, que una institución pone a disposición de un cliente, generalmente en una cuenta a su nombre. Puede usarla en su totalidad en un único momento o ir retirando de a poco la suma que tiene a disposición. El cliente solo paga intereses por la parte efectivamente utilizada. Sin embargo, puede cobrarse además una comisión sobre el saldo no utilizado.&lt;/div&gt;
&lt;h3 id=&quot;m298-21-299&quot;&gt;
TIPO DE CAMBIO.&lt;/h3&gt;
&lt;div id=&quot;m272-21-273&quot;&gt;
El precio de la divisa y puede definirse como el número de unidades de moneda nacional que se necesitan para comprar una unidad de moneda extranjera. Por ejemplo. cuántos pesos se necesitan para comprar un dólar .&lt;/div&gt;
&lt;h3 id=&quot;m311-23-312&quot;&gt;
RÉGIMEN CAMBIARIO.&lt;/h3&gt;
&lt;div id=&quot;m278-23-279&quot;&gt;
Existen dos tipos fundamentales de régimen cambiario: el de tipo de cambio fijo y el de tipo de cambio flexible; en la práctica han existido variaciones de estos que han dado lugar a otros regímenes. En un sistema de tipo de cambio fijo el banco central se compromete a comprar y vender moneda extranjera a un precio dado en términos de la moneda nacional.&lt;/div&gt;
En un régimen de tipo de cambio flexible son la oferta y la demanda de divisas de los demás agentes económicos las que determinan su precio. Si el central interviene, se denomina “flotación sucia”.&lt;br /&gt;
&lt;h3 id=&quot;m304-25-305&quot;&gt;
PRESUPUESTO FAMILIAR.&lt;/h3&gt;
&lt;div id=&quot;m295-25-296&quot;&gt;
Un presupuesto es un cálculo detallado de los ingresos y los gastos que se producen en un período determinado. La palabra presupuesto está formada por dos raíces latinas; pre, “antes de”, y supuesto, “hecho”. Significa, por lo tanto, “antes de lo hecho”.  Tanto los ingresos como los gastos se clasifican en fijos y variables. Los ingresos y gastos fijos son los que tienen una presencia constante en el presupuesto, y cuyo valor no variará significativamente en el corto plazo. Por ejemplo, son ingresos fijos: los salarios, planes de ayuda del gobierno, pensiones y jubilaciones, intereses, alquileres y beneficios recibidos en forma regular. Y son gastos fijos: el pago por los servicios de electricidad, agua, teléfono fijo, alquiler, pago de cuotas de un préstamo (por ejemplo el pago de la casa propia), los gastos comunes (si vive en un edificio), boletos, celular, combustible, seguro y patente (si se tiene un vehículo).&lt;/div&gt;
&lt;h3 id=&quot;m380-27-381&quot;&gt;
AHORRO.&lt;/h3&gt;
&lt;div id=&quot;m372-27-373&quot;&gt;
El ahorro implica guardar una parte del ingreso disponible para usos futuros: postergar consumo hoy para consumir mañana. Por esto el costo de oportunidad de ahorrar es limitar el gasto en bienes y servicios en el presente. El ahorro puede servir para comprar a futuro bienes durables de montos altos (electrodomésticos, un auto, una casa), pagar la educación de los hijos, realizar un viaje, tener ingresos al jubilarse, poder afrontar gastos imprevistos sin necesidad de endeudarse (emergencias médicas, reparación de la vivienda) o incluso invertirlo para hacerlo crecer.&lt;/div&gt;
&lt;h3 id=&quot;m416-29-417&quot;&gt;
INVERSIÓN FINANCIERA.&lt;/h3&gt;
&lt;div id=&quot;m407-29-408&quot;&gt;
Cuando se adquieren activos financieros que dan un rendimiento a  quien lo compra, se le denomina inversión financiera. Las inversiones financieras más conocidas son los depósitos a plazo fijo, los bonos y acciones. Algunas se pueden hacer con un pequeño ahorro y otras requieren montos mayores.&lt;i&gt; &lt;/i&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;h3 id=&quot;m317-27-318&quot;&gt;
LIQUIDEZ.&lt;/h3&gt;
&lt;div id=&quot;m309-27-310&quot;&gt;
Es la capacidad del activo (depósito, bono, acción, etc.) de convertirse rápidamente en dinero, con poca pérdida de valor. Un depósito a plazo fijo a 180 días, es menos líquido, porque si se desea retirar el dinero antes de los días mencionados se debe pagar una penalización. Una inversión en un inmueble es también poco líquida, porque si se quiere obtener el dinero puede ser difícil vender el inmueble de forma rápida.&lt;/div&gt;
&lt;h3 id=&quot;m345-29-346&quot;&gt;
TASA DE INTERÉS.&lt;/h3&gt;
&lt;div id=&quot;m336-29-337&quot;&gt;
Es el precio del dinero. El costo a pagar por un crédito o el valor a ganar por invertirlo.  En el caso de un préstamo, se expresa como un porcentaje de la cantidad prestada (principal) y generalmente en términos anuales. Cuando se trata de una inversión, se aplica sobre el mismo capital que se invirtió. La tasa de interés siempre tiene como referencia a la moneda en la que se realiza el préstamo o la inversion.&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;h3 id=&quot;m363-35-364&quot;&gt;
CONSUMIDORES.&lt;/h3&gt;
&lt;div id=&quot;m353-35-354&quot;&gt;
Una persona u organización que demanda bienes o servicios a cambio de dinero proporcionados por el productor o el proveedor de bienes o servicios. Es un agente económico con una serie de necesidades las cuales intenta satisfacer en el mercado. relación de consumo. Es el vínculo que se crea entre quien provee un producto o presta un servicio y quien lo adquiere o utiliza como consumidor final.&lt;/div&gt;
&lt;h3 id=&quot;m392-37-393&quot;&gt;
PROVEEDORES.&lt;/h3&gt;
&lt;div id=&quot;m383-37-384&quot;&gt;
Toda persona o empresa que desarrolle profesionalmente actividades de producción, creación, construcción, transformación, montaje, importación, distribución y comercialización de productos o servicios en una relación de consumo.&lt;/div&gt;
&lt;h3 id=&quot;m421-39-422&quot;&gt;
DERECHOS DE CONSUMO.&lt;/h3&gt;
&lt;div id=&quot;m412-39-413&quot;&gt;
Conjunto de normas emanadas de los poderes públicos destinada a la protección del consumidor o usuario en el mercado de bienes y servicios, otorgándole y regulando ciertos derechos y obligaciones. &lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;h3 id=&quot;m397-41-398&quot;&gt;
AGENTE ECONÓMICO.&lt;/h3&gt;
&lt;div id=&quot;m389-41-390&quot;&gt;
Los principales agentes que participan en un sistema económico son los hogares, las empresas y el gobierno. Estos agentes se relacionan de diversas maneras, por lo que haremos una primera aproximación para ubicarlos dentro del sistema económico de acuerdo con las actividades que realizan. Esta primera aproximación nos muestra que la principal actividad de las empresas es la producción, mientras que la de los hogares es el consumo. Así, las empresas producen los bienes para que sean consumidos por los hogares, mientras estos compran esos bienes para la satisfacción de sus necesidades. El gobierno es un agente con unas características especiales. Además de ser un agente económico como los demás, el gobierno también tiene la función de administrar y regular a los individuos que conforman el sistema económico. En este sentido, el gobierno es un agente económico pero también es el encargado de velar por el respeto de las reglas del juego que regulan al sistema  económico.&lt;/div&gt;
&lt;h3 id=&quot;m426-43-427&quot;&gt;
POLÍTICA ECONÓMICA.&lt;/h3&gt;
&lt;div id=&quot;m417-43-418&quot;&gt;
Puede definirse como el conjunto de medidas mediante las cuales el Estado trata de afectar la economía; así, el Estado busca influir sobre la economía para tener impacto sobre tres aspectos fundamentales: la asignación de los recursos, la estabilización de la economía y la distribución del ingreso o de la riqueza. Los principales instrumentos para ello son la política fiscal (aquellos relacionados con los impuestos que cobra el gobierno, así como con sus gastos) y  la política monetaria, la cual se usa para regular la cantidad de dinero que circula en la economía. &lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;h3 id=&quot;m422-45-423&quot;&gt;
USURA.&lt;/h3&gt;
&lt;div id=&quot;m414-45-415&quot;&gt;
Cuando se habla se usura, se está hablando del cobro excesivamente alto de intereses en un préstamo o préstamos que otorgue una persona u organización a la cual se le llamaría usurero(a). Los intereses que se cobran en los préstamos o créditos, tienen incorporada dentro de ellos la teoría de que ha de haber un precio justo y razonable a la hora de cobrarlos y que, por lo tanto, no se determinan exclusivamente con base en la oferta y la demanda de los créditos; es esta la razón de que los gobiernos de algunos países hayan establecido un límite máximo para el cobro de intereses en los prestamos, límite que recibe el nombre de tasa de usura. Esta tasa, si no es adecuada, pude propiciar el desarrollo de mercados no legales para los préstamos, sin embargo, su función principal es la de evitar que se cobren intereses muy altos a todas aquellas personas que soliciten créditos o prestamos.&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
Este resumen fue realizado por ©rafadecleo, cualquier consulta o dudas a las ordenes.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/7953825744141958062/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/09/terminos-y-definiciones-del-mundo.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7953825744141958062'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7953825744141958062'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/09/terminos-y-definiciones-del-mundo.html' title='Términos y definiciones del mundo económico y financiero que deben saber tanto empresarios, emprededores, familias y empleados, jubilidados, etc.'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-2233156831690826090</id><published>2016-09-14T15:15:00.002-07:00</published><updated>2016-09-14T15:15:35.805-07:00</updated><title type='text'> Receta para preparar calostro artificial</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;em&gt;El calostro natural es una leche secretada por la vaca después del parto, que los terneros consumen los primeros días de su vida para fortalecer su sistema inmunológico. Sin embargo, el ganadero también puede suministrar un calostro artificial que tiene los mismos nutrientes que necesita el ternero en caso de que la&amp;nbsp;vca no pueda producirlo.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Los ingredientes que se necesitan son:&lt;/em&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;em&gt;1 litro de leche entera&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;1 litro de agua limpia o hervida&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;2 huevos batidos&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;1 cucharada de aceite de hígado de bacalao o de aceite de resina&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;1 cucharada de aceite o miel de abejas&lt;/em&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div&gt;
&lt;em&gt;Para preparar el calostro, se pone a calentar el agua hasta que alcance los 37 a 38 grados centígrados, y se mezcla en otro recipiente con los demás ingredientes, utilizando un instrumento como una cuchara para revolverlos.&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;em&gt;Propiedades nutricionales de cada ingredient son los siguientes&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;div&gt;

&lt;li&gt;&lt;em&gt;Leche: En esta mezcla la leche aporta un 3,5 % de proteínas, como la caseína, una de las principales proteínas que necesita el ternero recién nacido y que solamente se encuentra en la leche.&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Agua: El agua actúa como diluyente de la mezcla, y es también un aporte porque el ternero necesita un 80 % de agua en sus primeros días de vida.&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Huevo: Tiene una gran cantidad de proteínas y minerales, pero sobre todo vitamina A, elemento necesario para aumentar las defensas y ayuda en la formación y desarrollo de los huesos. Además ayuda al sistema respiratorio.&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Aceite: El aceite de hígado de bacalao tiene vitaminas A y D, que también contribuye al aumento de densidad ósea. Pero además, ambos aceites cumplen la función de laxante para eliminar las sustancias acumuladas en el intestino durante la vida intrauterina.&lt;/em&gt;&lt;/li&gt;
&lt;li&gt;&lt;em&gt;Azúcar o miel de abejas: Ambas aportan energía y nutrientes para el óptimo crecimiento del bovino.&lt;/em&gt;&lt;/li&gt;
&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;em&gt;Se pueden emplear antibióticos, que aportan anticuerpos al organismo del ternero para que adquiera defensas contra microorganismos causantes de enfermedades, pero no se aconseja que se haga sin la asesoría de un médico veterinario. En todo caso, los elementos arriba mencionados son suficientes para fortalecer el sistema inmunológico del animal.&lt;/em&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;em&gt;¿Cómo se debe administrar?&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;Se debe suministrar al ternero recién nacido 1 o 2 litros de calostro con un chupón cada 6 horas en los primeros 4 días de vida.&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;El calostro se puede suministrar 2 horas después del nacimiento del ternero, pero no antes de que se cumplan las 4 primeras horas de vida. Normalmente, cuando se incorpora el animal y ya tiene el reflejo de succión, ya puede consumir esta sustancia.&lt;/em&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;em&gt;A partir del quinto día, el animal puede comenzar a beber leche normal. Se da dentro de los primeros 4 días porque el bovino necesita aumentar sus defensas y sus niveles de proteína y de energía.&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;El ternero que no recibe calostro por lo general es débil y se enferma con frecuencia. Todo organismo nace con defensas bajas y la primera sustancia que consumen tanto los seres humanos como los animales que lactan, es calostro. Esto aumenta las defensas gracias a las vitaminas”, aclaró.&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;em&gt;Este resumen fue realizado por ©rafadecleo, cualquier duda o consulta a las ordenes.&lt;/em&gt;&lt;/div&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/span&gt;&lt;div&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/2233156831690826090/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/09/receta-para-preparar-calostro-artificial.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/2233156831690826090'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/2233156831690826090'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/09/receta-para-preparar-calostro-artificial.html' title=' Receta para preparar calostro artificial'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-1124864092231892068</id><published>2016-08-31T16:10:00.001-07:00</published><updated>2016-09-01T06:58:18.251-07:00</updated><title type='text'>Potencial productivo de biotipos ovinos prolíficos en la región este</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;344&quot; src=&quot;https://www.youtube.com/embed/R-NZm7DnxEg&quot; width=&quot;459&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif; font-size: small;&quot;&gt;Este resumen fue realizado por ©rafadecleo,cualquier consulta o criticas a las ordenes.&lt;/span&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/1124864092231892068/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/08/potencial-productivo-de-biotipos-ovinos.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1124864092231892068'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1124864092231892068'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/08/potencial-productivo-de-biotipos-ovinos.html' title='Potencial productivo de biotipos ovinos prolíficos en la región este'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/R-NZm7DnxEg/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-6136593686388701007</id><published>2016-07-25T12:47:00.002-07:00</published><updated>2016-07-25T12:47:58.119-07:00</updated><title type='text'>Nabo forrajero. Super Violeta. Indicado para verdeo de calidad y para abono verde.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div align=&quot;LEFT&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;br /&gt;
 &lt;em&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Super Violeta &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;es un cultivar de nabo forrajero, caracterizado por la formación de un bulbo, engrosamiento de la raíz que sobresale hasta &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: xx-small;&quot;&gt;2&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;/&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: xx-small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: xx-small;&quot;&gt;3 &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;partes sobre el suelo. Es una planta anual de rápido crecimiento, precoz, que proporciona un forraje voluminoso de buena calidad, alto contenido de proteína y bajo en fibra. &lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Es un cultivo de clima templado que tolera el frío, por lo que se puede sembrar en distintas épocas del año, dependiendo de cuando se vaya a necesitar la comida, sin perder la calidad. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Produce hojas y bulbos que admiten el pastoreo directo y el rebrote va a depender de la intensidad del primer pastoreo. Los animales consumen tanto el follaje como los bulbos, éstos son apetecidos por los animales y particularmente aprovechadas por el ganado ovino. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;INIA ha estado realizando evaluaciones para ajustar el uso de este tipo de verdeos, tanto para el engorde de corderos como para el ganado vacuno. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;div align=&quot;LEFT&quot;&gt;
&lt;em&gt;&lt;/em&gt;&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt; &lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Super Violeta &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;se siembra a 4-5 kg/ha. La semilla es chica por lo que se debe preparar una buena cama de siembra y no enterrar la semilla a más de 1,5-2 cm. &lt;/span&gt;&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;em&gt;Se puede sembrar entre fines de setiembre y mediados de noviembre, para realizar un uso durante el verano. También se puede sembrar a fin de verano, para utilizar el cultivo durante el otoño-invierno. En las siembras de primavera, el tamaño de la raíz es ligeramente menor que en las de otoño. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;La siembra se puede hacer pura o asociada con especies bianuales como trébol rojo y achicoria. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;El pastoreo puede hacerse a partir de los 60 a 70 días de siembra. El óptimo aprovechamiento se efectuará pastoreando antes de la entrada en plena floración del cultivo. Si se busca un rebrote, como el mismo no es muy significativo, el primer pastoreo deberá ser liviano buscando evitar el daño de los puntos de crecimiento existentes en la parte superior del bulbo. Un pastoreo en franjas con eléctrico, permitirá un mejor aprovechamiento del cultivo evitando pérdidas de calidad por pisoteo.&lt;/em&gt; &lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;em&gt;Es conveniente hacer un acostumbramiento previo de los animales, antes de hacer un uso intensivo del cultivo; esto se logra con pastoreos diarios de 1-2 horas durante una semana. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;em&gt;&lt;img alt=&quot;©rafadecleo&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAWUAAAFZCAYAAABAPT5tAAAAAXNSR0IArs4c6QAAAARnQU1BAACxjwv8YQUAAAAJcEhZcwAADsMAAA7DAcdvqGQAAP+lSURBVHhePP1nsKVZlp6HreO9P9ebNDd9VWb5rq5qNzPdPaZnuqfHAIMBNVIITiTIICEEGaGQRDFliCClkKDQT/xSKPSTYihEgjEABoPBuJ7GdHX5ykqf19vjvdfzri+LJ+vUuffcc75v77XXete71l5779CNHxQW29vb9tobr9qbb75lV65tWjgctsOjXTs4PLQPP/iZvfXWm3bnxit2fHJsDz97ZKVSye6+cs/yubxlcyX7q7/6K/vzP/tLKxQK9sYbb1qj0bAvv3xg0VjUBoOObWxsWKGUsCdPntjmVsWarZbdunXV7rzyiqXTVZvPFzYcti0UCpnZ0M7Pz202Hdj6+rpVuNfe3p4Ne1NbXVmxQm6Zaw5sNglZJpOxcSprKUva3EbW6DYsMu34+9HQmXW6XbNFzcbjMfeIWTKZtHTyhkUiUet3i9bv9e0nL/5f1qjzvUjMrly9YtubVy0Wj9lilrRoNGqTYfD6R//iZ/bP/tk/s8U0Z0vLS3Z63LJqdcmmjY6l0mmrtes2GU8sV8lbr9ezfr9rq6urFp0urF6v2aLet3g8bpVQyhYLs+Q05NdN7Z8ik1V7/d679trrr9vKlTtWqVQtsn3FMtWqtRNRi8diNgtHkQ3fm83oy9xiXJdGW3d2zn3Htui1bTwZW3pEny1kuWmf14WFBl36MrMQf7NI2BgUv45NJjbne53uhU2mU5ucD+3s7MyGjZDfL1xaR14pW3//G5ZKpWy0VPbXGX3gzhaaB5eJRejPlMvNB96uRbhnc+43nXVsynW5icszMjPGYWLJcMpS2QzfjPPGyGaJtk1pS7QzQgdGlm6Pbcb3o6Pg+gjJeMN6NFvXGVWzlmV8J/kk3Y9YpEVDRvRtPDQUlw/xlB4NkcNwaNNey9sxH/VdTmpPJByxRDxqMa5dPzv3fmkMF4u5XZxf2P7+PmPGeNIu6aT0STbRRZ/6fclVTZrZaET7p9yfz+hzIT4jPZLeR+MJi6JnyUzWv9PrSz4L+sD7/F0/T6cz69LvtdU1q4UX2MRtK16/Zk+fPrXOcGrlSsWqhbJl0hnrD3sun/hKztvTMGyANnQed62FPaW5pvQtwcC02y3EMLVisWit3oV12m1LFNG9StmGEXQFBRyHptbpdGwzV/frpaO3/f1Rq4o+TCweiVsCewlHGrSx4/aZoO2l7HW3o3GvbL0ubUp+6J+LhvO2oE/hRfF/tB/ZXQL9TSQT1u0f2sOHD+3h07+0ZrOJLnZdphP09/j4xLJLS/atb37Lqpcv28nJiZ00Wz4uJTDl8aPHhlHZdWRzFZkMGdc4bSwWSzZEPYQX49GM64XscP/MvnzwJfoZt62tbWvV+vb8+XPrtkb8vmXZVNF/j8eS9u67X7fYjrk+9UcnPu7Dcd1xLAymNBtNK+euOd4lIlU7OT3h2g/slPYlUmblUtka6SPXo3GSvofoTzbsdt2ZjFy+nQv0kkdxXHa5LU2WHCemZxNr8/deIWID9aeatitXrliqkrDI9XfX78uYzi9O6fwj+/yLT+zF8xd8oYlpq8NndvXqVXvlziveuNkksMZBf2h7u7v23/w3/60rkRQmlUq6IUtZJPjT01MUueUKPgQsdJ9Ll9ZtiQG4cWPHlpeXafiQ7w74XNu/F4kIoIcofN+Nrn5R89dsOu9KH1rIoOIIIObKPggBPDG1dMH1Z5ZkkFJILBIOjHA26/p15/OQK91smuX3KYOYtBmfvxg+cuMLc498LmepZMbmGCdj7u0dDQIbPzlu2iPkE8YFSDmbjS7KF7dkCGBQuwC8SDQCOE3dWKP8nMbQRyiTfo/N+SZKlosmaSsGDKjq+u/dvG5vv/UWz6/7oCxtXLLU+obFAWah9zzFIGHcc74jMAwDMOpPTGDAYxICeHhvAcCpfynkIXnFhJT8HqI9C32Hv09RhgVtmeDU+gBMp9O16XzkYNO96Fq71aa9fJ4bxXG2hULR8pe2LZ5I2AIgjcUAZK7tAMQ/GUGYtnFLZAbq0sJFiHv4TwAgPySTADwguKC9M9oRDQGGXAf0tsVkav1pKwDLIYrK3+NjgJ0GhPk7g4zxCpSnNgRsYjiLSDFrUYxoDvjq85g8n4sEn2Uc9FkHafRnJseDcUgeiRgywVi4q8tvgpPSuGRSaYAj4e/JuA8ODqxWq7kO6j05UoGoA5ZkyD39we3oLQ4IGet37i1jlE6onSH1me/oOeY+40kgn9BL+c0AsBmgHIsmHLTaXFegWoUg6e+pbN5BtZQvArJt7POcdl3YUePUhoxfKB13fVpJrzj4IQGJ2xpnpzjaDkCTtGw2a/XGmbc5mdXn0cfZyPUuAljGcNClzMTlMxtlcRzYU5e+0rY0n83x/dkcHWGc5uiR+peIlry/Q7xkf4CDStVcrpGQ9Fp+P+P2GY2mEEkYh9FwGVh45L/Hk/OX8u5Dino2WwzQr7gV0Xf1d8a15KzmfFbtU6/klFbKJe/vQo6WMc4DcPl8zmaREKB+bIeHx+B2n/EN5DtFBfr9np2d1Fx+NN9y2Hc8lrIW2NTt9r1dyWVIj4+xdGLCOPX8/TjtT2fSkDIcLG2yBY4Fe9EYdGl3KMzYMc71yanLOV8tOuiOcHa6jqxA/a2fBaQgOkInaFdmlkHeYUvMcc5c97grMje2aYQxYRxogUVufL10H4RAQXsA6QVs6RgQPWfg+wwGng4DqpQrPkhngOznn31mjx4/ssePH9pHH3+I1zinUzFbgtWFMIwBA1ssFWG1y8HNMcouSpJIRhzUSxUJJmYxlELMLFWIO8sawXDRT8vkUQq8vAYrlghZb9Cyta1lvluwTr9hbUB+Hhpbs1O3p8+/tB6DO5kiSAzIbIpHU2fjNsUQul0Y8kwsGaUDgCcYxhAFm8wGgAcKFEN0MT4fzlkykbd8dpmBz6J0EmAg1Fw+jc1PMdgDe/jkIwatYbEkBmtNW1lLWqPdteagTt8Z9fDEujig+WRolSQMXobZgb3COnKRjIUw4FGfAeKel69et3tvvm3vwQ5e43n11dcA4rJFYUYhZAelpz8zdEGKKQBGUYkGYmP6Oh9alHuAxBYfDS0BC4ujgInx1FL0M4bR2bBvIRR4gQJNBjg5PjPGcQ5GE5R1iNPtI8ueHTTqdnReJ1rASGY4I5RljjHEyitWJjLJXLpsYcZ+juKFUd45zmYhUObJ/2CyyBZECNGWBTJLLiZIT4x+YimEHOMzsSEWgg5gxTgLlE8ozrjYGB2DyaJ8tBUviPKGaYMuK5wFwXnieACS0Rw2jQEmUgA64xIBIOe0X68C4ODZE1rwBWSDVYZxFGMiFgExX/VXhOfjmkBnBVIRSIQiiA6GKgZ1fHTkzF3gKiNJYWhyugLoMWCvv2G1ARDzf4GrfpbjkXE7a0R+cuxunOibQHPq/QpxTTrEF+b87s5VTjcOW4JYXLl2xdZuXYNdJy1VLFg8nXAA+uzLz2z3cNfOsMvPnz/012l8YT3GuANIXLRObXm1aBuXVrAb7AE9gTdYd9C2bD4BEEYtX0Yfk3Fr91vW6+B80ZshOrMAdIbDGGIrYPMhxJhFSnFsFPAAmOS8ZgxwOETfsJFkfIW+ppBDlif9QU2jkSJ9I9KAnYZwuhHsLwTzR5uwa8YIhYgnid4KRJkrVSKAFeRENBvN2ulZE7BctUJ5C1Ar4/SxxXgRp1TFJku2trINtmwCwnnayRX7RF60LZPMca+4/emHf2rnjQsfwzLRXBWiF0JvjsGqh08eMTCAfEi2w5gjz2w+D+AvsIOh9ccDq24WHOMyaZwAYzOboEeMaaW0ZFfR/X4XB4WOhBcpfu5hJ3WPPMbSXeytuagT0W/YpetXrQxOMtI2Qt/hgH7dIRjkkdk8cFKJKVE9uhEaS3foD+QizucUuXTbHTupn1rk3i9eup/EU2fwChkML05YJ8e24AtSGnmBKbSxRTghRvz5Z59D82ETMFiFGdlswRE/nSZMAwCU8nAPJO/P4Ee5qZRybX3ZGXcq9TKNgICUhogDPmpsCCaUwGPqfXnyOUadhHnzFyvhJRl+ZzLNRgfGMqY9bb+/olx1MhaW0iB0BBiDRSt89jQHnl62KFBWP0YjMRg+H807Q4lmFHLComBD+j0m0NE/viMjGgwCJtlq9lCgM+QSCHGB1Mvlso0HEQ8fw3xW/ei1e+6kqsWy96OIfGSc/RasAANbq67Z22+/bd//7vftO9/5jt3b2bHV9TWUm5AehjDhulGuQ+cJxZW2CMxfajXjX1SshcbF+Kw3knB8KqOH0ut+McBrzmem3SbK07F+u+npFDlZMcMBwCyPX282PG3z8ZefOjvs1zEeFDsdI1qAkeSX1m1F4fDmJtoFcDBOYnkIxdtDC72/WJ//HkK+klc4jML553AM+juKP4bBKARWeiXE571/zhQBrKkYCybD7+pPjP7LuWvc/V66Ju9P+VF6NQRo53K49HeE0xkcHFuTcWlghALWmdIYXCuCvMT44vRJ7Vwge+nNjDZE0NcYbBs0CNI46MkRYHxA+DoCeAswNkVN/jnGQGIe8zkHZdosY3L2p37rH+3VZxVBxXmq2fq82LbAWJ/XJ6Vn+pzkpO/7eCWSDuYhIpFr13Ysv7amj1occiDFHcDoPvrwIxhvzb+3f3aEvjWtz7gfHh7Y8y+eeph9lbD/1q2blmaspH8pnookS6UgwkxluQ9/6+O8+vR3gPza6McEZ+n2Gqu4k0rHq55+kD7L/heQI28P9qHIL52sOrMlrvT+hFNdb7+ckuxQEZDup2uKYadxMFHvN/aN3WdwEgWAsUDEU4XINVsXbkdliMjy0rJlIXSy4whyFE600FNF2q2LM9fjOY6oXqvbky+/sJ998DOr9S+cNN64cdPTE5l0jnbPcThjt7vVlQ1n3B3sUniQwx7z+YJGw+1x49qKtz+VBji573jS9bRmlIg2Rzs7zamP72IW80hpLBLAI56IePt6kTbR/yXburrNvdPWAdQV+c+QmXSnnF+yfCFv5UQlwL15Bh3CkrsQREVjXEdOfAKpk+6NIZyR93+4eV8MbDYNmFdIBgKTkXfIZ7J4Dwb3ZS5NnRrARKKEgvE0oSBOf9RXLrCPfmfobNY9q/KpyqPu7r6wO3du2sbmut29e4vGbzsbHxNSzgEPeet+5JzWw7Ki6oieGPCwYcMpgI4XnsKie8Omnddh8J1TGyG0KZ+BIllCOMZ3EoRE2XSBcDtjpci6MfS4bwBtggeSkRpMj85OMVLgEdCYYpQzvg9rnubpu5QIW4YRTGFwYje674w2jmHwU7x9oZywylLSNrdLtnWpaJXlhO1cX7JEeQlBAsSAUZgQKAHjy8Ful0IZm6EIBTzkrIXzoVV3b7xqv/bD37Ef/ebv2K033rJMsWLZlTVro8gjiPY8STtR7j5ymeHdxZRCIZgZ/jc871h4OrDkqAMgYyjKmY55DqYWgQnHUIQYoKN8y0K5qmaNJ4A86LkRNvXE05/gzPaOT+0RjvXJ3r59tHdgL05ryBdjXeCc0hXLra5b9epNW96+bKHlJQflKex+DqAqHpHCCYqlrIykTWhjTLojQMaZChRRCtrCzxcXFuGe0V7H0hh5MkoEwlVCUj5FNiPew5aVqY4JlyP8D0CfEc7NuV4kBYiha8pNKgadtls2ol/RTs+SMJLG0VNrnx3yPLJJr+lpmyTfDdOOmVJg6KraNMdA9X2BvUBCzsEHHQd1fnZuB3t7HtYKeKqVikdzSjuI7YgdyxgFyCIrAnsBpnKIMQBKRi/AEyiHFTnQTzk/pfR0H3dWsDClQSIYTQDKEiBtyQFwMOVJJma5ct7qyLGBQ43kYKOEyIoWHj5/ZMPZ0FJEbS30USmIITp8Vj/jHthTGPsro2EFpbmQe2JmqYxsNGK15om1eg3GBjlDiBRtJCFeceRChwDvq9juphWLV7DfFYC5jMwSwlZYt9rImBLCxuMZ+poFQAr0nD5OiZr4yWDFMd5T/zBkoikiGqUTY130pc/vON3IgGsg+6i0J+SOykKAbiJnH32KU2nLzkTIqjZeJOz4sGGHxzXrtEbWgoQ1GxAGblUoVHhd2P7hkT1/+sxOzmv23d/9jgNivlK0EbLrM05hovJidcnWL2/Y2uaWzfnyM8Z392QfTElYvkp70acZMikXUvQG/5yNWgmwjvJeFybcquuJ8+ssPMKcDKXxCmCTVi6WbGWlYivLK9YOdaxcqtBfZH1Rt/3TI2u3OshGb8UgZWUiFLA0BiPnuymwyeUGU4ZeBXMPOLEREabSiyNsKXL7m5X7Q4zavTYKqNDfGROArJzixsY6nrmNbV14nljsV4oZRWmlXHHiF3lFMQQlyJVTlvIKcPmzXblyCQ9+y9Y3Vv0eX8DMlONptxvuyWK5EF4KwaAsuo4cgt7nw34t5WaV6+q2u/7+dBJMsIRDEc8Rab5LHimJYigHlCWUghspiPDPiykr/LRIkHOVQMScwgqxMJjpPO3CdmbH3xYMrP8qkOVzSQC2Qb/1N/2XgNksMxjbW9v2+huvwwCq+jRhOCE27YoibDFt62GYAOEFynXt+nX74Q9/y3784x/b177+vk98JhQ6Aw5x+ieHh7laDpYQT6RQAhgWckil8ap4UIWws2kACnHuIWYcAZTmhJ8hQA3PggUhMwZ13Gv7OMn5OVMGrMWILmAXyvHvHx3bixcv7MnT5zjNXesBVC3Go1eHNRFJVAsrdvPmDdu5c89i6+sOyAoN57RVshMbkhylyJKfwjVJNQYQacDDOGW1g5srqWfWrHsqSYnnqK7l6RgeADqDK6/r39Pv0ic9xcyQoD8jjCkDyxN58buzbkjCCEMR+IEvPk7Ka4rhC1QVuYmFazy+Alvpo3Q2hV6HFIXQB9602tmpHRHdnSAb3U95SjEmfVc5SYHtkJ9FNsQeBei6n+dXAWRNEDrDpI1imJrA03eHL1l1hHtqvkJpC4WxkpnrB51UXxO5tL8Oo/SBzx7ADJUTLlRwhnxOgKBIRilAOYPupEdb0An5KGwkznio3xGuISeRk7x4DJCRosN+r+t6KDvS5/hIoP88Jb/NtRv0OQ84wx4ZAxEUtXuOzmmcE4kQ7Qomm6Wv80nAGEeDEMMMgMSJ3pCF5oLUjwjAq2iA+NyvPxyjo/xT5JxAVqgBjLfr0ZomuP7sL/7cI80Q3xFjDiND5WxHyFvjsL627DLOp3DbtKd5fuL4sUV0+c1vfNNuvHnF9aXdCvqpCTzpQITIWfK6ce22y2l/79jTr+lUxic8xag1wXl+cUA757DiOEC7QlSe9bEajwP7TcRKLs85TFnyDaL5tDs4MexOqO3je9Y4t6dPn9jjvafeHwJql3H9omU9xmLeByMkryGOE7lEZzhpyRPbUr+mMBK/bpG23/pG/L7YWAYUz2V5M5wE4SO2XFq1SwDP9sYlazda1sZ7K8ycw1DFkBfRMewOD03YHcfriC33hx06FMa4YZs8cyhcrXZum5sb/L1jR8cKEV8QbpQ9rFkH8CNFGFSOC0YmnktOZmgsihCC7cTweMpHxeIYQTxkk8XQuv0WTJJOA7qh6ITP03kAF56BwKKwgGVUGeYxgumMZQwKp8RAcTy8P42grCHCZmvDxlsMKDcIcS2BtsEyYRrhCEJDSFK0M4z2wYPPeK3hmGqETmLOMD24XS5btAGKrHa1T88Bt5qVVbWBMuQGDHK+bHe3X7Uf//Jv2O/8+Pft0iuvw6ZSNhxgsAIIORVAHBdnyRAOMRL3FEac7yfFOtWTed9ZcHzQtjhRSgimGGnjJFCwGbKdNmEhKM9iPIA8d+2iee5pnpP2hTVQ/l3A+YDPPTo/tec8nxH6HsGkTzGsBsoxz1ZoS4o24ABzJbt68zV77b1v2NLtVx0Mp4AFgrAh1iTPviB6kB7EUSTh6hCmAFRaSjliGFwI5wnFMWgMLLluKICFYbSSJUJ1YwUpCAeJWLgiF1Buhvf5O//NYdIL3hoT7s74ThwW6bO3buiEwD36ipMJ1Zo2JWwv5sNWSMetSjhczMBUad+w07ROo269VsOOAbQOQKe5jiigkVZKTCkqgFMplcPdfTs5PvbUmya2fHILUJoAqgIhOutpEk3KiQmLKGgiS7lmTUAleeZyWTdwGbPARMYs4KQb/p6MUyG9HjOuJyOkMw5i0zg2Rb/mhbSVlspWV/6T2+ZWqtZmvB88+tKOYcSNdt2a6H4bkBuM+zbCVtJZHPi05vMyzW4NtjWwje0VIpex7R/v2oBoLwu7VtSVBNSUShwg+xHRo1JCIZ7F6k3kAbFC36YQksmiTTQJ0wu3kH/X4inICW1UxLGAnU8B+jE6qc/OnQErYqbB0R7vD7HKQxtOcCzjx9bs4RAHz2H5ZxgxUUeaiEUA2q9ZAzbZ7rUgjGG7en3Hbt27a1eu7ViZfleWKjDcFXADUsAVlSoYj8Se97HBXSLcmN28fcluvHLNnjRgzLVT64A/KWSYJ8qR3lw0W3YKUObLFeuOenaGHjb72BDAly4wXoWcFZfL1jzcx7Hj0JOKIDRJC3nQWC2IaLh7Kb/uzng6gZjIXtBTgbwKF5ROaSvyhiD2sNHaRcPOG4zDAMLAZ2YQyMZ5E5kTdWuqQ2QTTJIMYpBZzSc0zuo27ENgkzHbXIfZX920yDd/8/L9sICLRnjqoatZ0ojtXL1mr7/+hoe+yrEUCa1u375tV29c8aoJDZJCulyyaGtra07N5emXl1c9dyKl1GuxWLA333oT9tC345MTq9VPbYnQYgazk1InKsEspspE1FnltvW7BCDllTEp161ZcuVgxP6cIcDqZTTVpaq/JiIAPdfLRleBXpRElIDvC7DlqWfhNtfU1AMKJRY1UdXHkHYG1SKeqoCBKrXiIaoAiO+fEdqqAqVcrno/cznYLPceaPJMaYZIEBk0D2GmsMPll7mjaqJs12HI//g/+k/t7t27lsgWPKQfM8BeYsWAyNDDIJD6G2EAfZaYgRbj0iDREDwOiEX7NHmlHF2EAR7ymWmt4Z9vNPtBu2HSUpILFPGiBiADTINB316gdGeA9LHy8TDGAXL2SakkUUUW0MWdyUMXU3kf17fuvW3vvvuuhcXU6P8swBIYe6CMCBHZLDQV6mAzCg2FpZagLxqzcJf2aIzOL2AvTc9Zes4fw0JwfJ8QjXb2AXFglu6pn1xBFsBjoaFDRrqvxk0y8EhH48n7UC+b4nw6MH+VXs5xzAJJzxFznXod44X5np4CZPy9oIohxkdsV+OvayiVoehH5W8XON2aShb5rpiadCjIG4Y89yjdFyvX3zXHIVas8df8g+QWg81JZ5PIU59xe0FnFaJLPvzP+6P26++aGHSB6Q6835sOnFlm11a8+mbOtcTGssWyV4F8+MGHbswjjH6Ivk0BcJUWCnhUrRBZqOopZXsvdr16RrllXa+jcq5yyWLcVyRCaRi/HwxVkZcm7p1RRpZ4iqUHczKaAHXm6yKHUdN0/R6LqApIOBFcJ4ree1UOctL9RGgk4/7wzO2g1jjw6LqNM1FpmErWdL05FF+RTrs1cOdVXVmzV1551XYuX0OWMQc3nwTln6pMlFbVvFYa/ZGdry4V7fqNG1Yp5lz/n5499Ug6HktYqaRUAeOHQ51wPzHZw/1jZ+WNettfI6Gg2iJDxKRcdHwxcVkQU/j1mq1zL/Xr9oZuT9n0ssu9150FoPpST6e0Szng89GFyy0OIfDxZzwdXyClwpd0Muv2nQwRwdF+pS90/1w87/jXJeJVpmKgdB52WRs0LPTv/19fA4NgZZO4Xyw8TlkRRb5z43UPY3/+8Yc0YWGFtYzt7OxYdpXwRSxj2kDfCL96ea+rDdNZhVkKE9QZ4YiM4QKWpkR4PBG2/f09a3dqtrq64hN/DsalQxoZQxmCemClHvRQqBA8AS3eBxFcaBcApOowv0qh5ArBhEA5ec+NqhR5w1MBs1nchTZZnCMswrnQc1eO+vCFl6CEX5bmnJ8dO3MXA5IxKWzR+1HYtep3P/v4mRVwLKNBwoqFgi2Vr9qDLx9gzB2fsNvHU0seyU7EjSRzHrOPPvrIrqev2h/8wf/UYnPAQiNJWMWFoUA8xRhhhJJ7uCeg4wlzENNNAq5YC+zwpeUSkfhjMlAdIgwZJYf5hc5bft/DBQMLI26POi7v1lz5/LrttU68TvuwU3e5Trm3jGlMmCOwCCNvyb92OHQQu7l2xf7O3/m79ju//jtm2RyDR5sAB6IsfyBJf006rcUUubcGeRC+8OtE+wAf45Os4TCQb5SwrQlbKcCiQjBJtNBzmCMYj8ZlkQ7C6fisqMEmgglK1TpETFLOcDZuyUQSkSErtQUjkVOzetdGjOOigbxow6wwdX2NILMR998/0ERYC9BMeTpN6Qo5uQnAJNDq+hiPvRxQn+vhQGScYrsKYzUmAlwZjh76joMWv+s9lx1y1M8iImE+q/EV8Cksb+geyH00VloHqMKJSJ9iiVQgf2QgAuJVG6hFPw4opFN2+Rvv+sTXZ0SkWdpc4zN/9Ed/ZLMBzJ9+RmmX9HxGBKEJ6ynNk/wWgILsVjXRimDWVlbt+9/7vi0hk5/+9Kd2TCTw5ptv2uW1Db/vBKcuPWdUALGiLRJr3r9oXCkO5b273k7iPweZlfwWTBNW2FJ6ce4Tgd6OachBJ5Na8nRDPMX3+HfW+NjB+KL5pUfGYcazC8hduXTb3n//fUhI2T788EPrEkxtX9q25cs7VsgXcfJxYlRIEg5D6YD+oINTrQO2YqUja9cPvH2XNsq0UesM6j4Wf/zxBw6Wy9VVLwjotTWnpf7RRvRpMghK5sLzhK2uraJLUa9HFmiL0K2gz6qfzhUXTpZi6amD5QV6JudXLFx359VozL2wYAKZlHwyuZiXMP713odO1iyxcDvarx34ePQmffSrCQEIe7209WPu5N+5+b6ngI+entny0pI1n154GrGZGDkpGpfDFnn3B+v3NShwJ8eOEMxFSlRVSVSlbMsry3RmzcrLBVfE9pAwCpahyQOxxWICpopwROHVqa2tS3b58hXP94rCi02qc/1+x42tulSiE+u2vr5qa3Rqnmq7cilXqzrfryZGIqr/ZXAUUigElIPyWW+YmpyBgEB5rnYHI0c55iNNQkQtE1/3SgxQ0JWX2JmfNcHXYvDwXqqLZRAVaol5RrmWclZij5rYUdmclHGAMchom03l8AjoWsoxKmqYOgNTeCMQ7k+7OKUKTqGEQc9sLbVMhPG6vX3jLfqVxNnRJ66nCTwPYTXBwutXYdC0FYCYyrvEbEOwNIXZqqpAeD55NUPJZt023rrjIbtywKN6y53M0zMx5o7VWjXC8BOfzPCaVr6nkDySlgdHsbmXnFxMDAl5h2FGclYhnJecy+/+8Lft/W+8j5OrOhtWGxG8T/joMXUwxkcQQeiLIWQnZzIJqXpiAYNHPjCbaG8EE5tZRIwWuSWU42RsLR5cSBMpGtdIKtCzQQuABtDGXN/l4ZkKwIFIQUDI8AROi5BQ9dWhDqDKdeMzwkw55ZUcUUdQqRJFxs4yYVaaD8mig9InB1hexczkqASaAmUxrLJXWuRhwZrXoF3o4Ffgq/bIsL0enbaKGYogSPfUdv8d8Jc++ow/4yWbEFNzRuxaG1Rd6P7eP0UUjIfapXvFsgl3CKF81h48eGD/7//+/2cfffyRXTCm0rNjnEwbPZxwbbdP5CNdlfzU5gQgrT6pIkFyu3Xzll2DPDWJGD755BPr00+RFVUlKcf8VZWL2L5Aojei7bRr7hPbQbWF8uKLRZBT/vLhY48qeui/nL8WbalaIIqNqQpIaTyRgP6whp0QMXb2PQI5r+9CeM6IQs6x9TUc36q38eK869iQzZSdZHXABlUrDGCe0uc2Oi57DkcAPsax1wMfcALpNGPN9/KQGjnVdquOeYwsVsi5k1CuWAxbJbqauO12Bm6/owFRAfa9VF3xCbfRaOp6mcRJCnznRJTCh82tJXfebUiMM+MexA0diISzjk+2SPr4aWJXupCGGcvpHzaPXV8WRJLCG9ylf0+/C8eKhYpHUp1a33PLyUjGmbEB1ms4ibPdE3ci0WLKwT1VzVrk2z+8dV8AE5mqFi9mqVDJCtmqbVQv20p53UF2BS8UhfBpwuT52ed2cnZoZ51dvOGxFaNl9A3WioJpUqwYLlounLFUDpCNEyqigN1eB8VpusHki1kPAz1hTmPH1gWEYKYhPk9oFJnzaih8KGtxOhCH9hvAsUAZoFP8DaMIw7AIpxRSqZ5ZjwgeWMZYzcHmCREifG9GqDdDSKoLjiTx4+Ek99O8WMzGXHM64zoxrbSLeaZAxh7kkvDUMNhmvWPHh4EiJmOrsIISAFIARPn+MGm1i4ElRih5P2zpad6y0aJdqtwElN+z7PJ161x0aHsMGFOdZzADD+VxJQgRdoYJcSIAZ1Svw47FBl2LqU5yhgGO+W6vZW05PxSngdeVkbZqbTsHmNW2GqHPcR/gj6WttwjZCex0t4mBgJdj1fMSynUBjHiuYBm8cgqgWsRRapqg0rs5bXr97jftN374Y/vBr/7QcpVl779PGsBG0F5PuYOK6MaQXgCoGI9XWAxpJw4kNq1ZdKBcd9tm7SbMDQkvFHzCHrl3EtBDyAwQoAyYqM45FAMAxRyjScJ3YB7WjvIANITuchqZPGAO2BL6KV3hDe6i1EQTI55ykgnN+gvw84pEAD3N+OLI43EV/WedKYs9yuHGMKok91Ut+0wOECajSgzVLuez+QCE3RECluoul1I0NcQJy/GrEsnzx8hOv2tS2yeuALakr04MebmdjEuOSaCh3LGYo8bcw3YHZOVkBcgCtiCMVrVAnv4mYUnNRtt+/uI59jKAwabo+phxbsOuAcupvj8PHEsblo+823w+G8sC2BqqkG1uXLW33/0Gzqhsn3zxwD7+/KF1uFYMeczRjzbf1eRal3t6WaXArBJnPMY2juxZb3xizeEnVus+xik84vnYTs6PbLyAiHHPvaMndtE4sxDsPpVHRdIT2zt8aA+efmCHp19Yf1SzRhdSUD+CJBCxaAEaQ6+Szwlt//CTD+3R42cAFtoRDVujc2HxapT2NKw7QG8n6HfnnHvu2vEJoH5xwFiKxS9sNJENALgw0Wd7T3g+tJPaCTq9DKjLCYZwskNAHwfGOOezZUAcvU+XiKQqjGEhcD4zRT0quw0jw64tg1O+GCSmSqyJRVNhKxOxdCAZp0TlUchWWpEeNjZBZuFknM+AV+moJXMZqxG1S/9mcmJck1HyXLLGWsRySISn1yk4oVLCapnIRKtJsYHyypIlMHOlMOPFjFVKZZsRQUZ+5W/dva/60UlfwBol7AGIN7fs0tZVW4ElJ2FaaS6gshvlKk9b+64YAWNuWHoOI0Excyi3Bvyi27DeHKDBEAuZgheMy5PFGISAfaignvANw1bD25MzfsZIpMIYsdIgynFHw7HA4+C1ZSCT8dCFGn05S82fUG4i7QLgLEMJVZwZlVJX8N0BUx4q7zPpuqfF5XgevD+HcTIIQ64nQwlZx41EOUB5Os3aSg7DwYxBa+HdAR8emVTFmdF4GDB5ROa1rSGcwu6LXcslcvbqq6/YdvUS+IKiq2QIOcXRSkUinrcXY8JRBY0PwJmR9utj1bagn2HlM2EcPZhuExDuA9BiFOeEhFps0zqrOQOYdZUPx8gTRWdCymm5wdJfRR3Zas49eRhGpeXgqv+U3OtNvku/1zc27c7tO/abv/437ZVXXwVwYAN6CNzovyjqDCYSSihfqH8aI9RPY4XSi8WrnbboEGIPbAiDFVOMzAJmmGD8fJzEMvTQij8BVZRx5n0Zpe4RB1QEcJr0EEhI4UO8elmF5EX0oOXg41bb+z1WuRHtz9HHkPLIGmo3tiDCkQ5Jvg6uPELOcmg/bdX3XLcAaLVR4xzzKpyg8kdfUjShz0u2kpd0VxGgnvq8dFLArEk//Z6ECCht5BVCMCG96nsCQSmo2LyurfSJcrmaxdT3NEYiJsoRi4nPs8FcihWD3L4W8Gg+o3Z24d9P4gDEHAulvC/Uqq4u2dLSsp0c7gdkhFBcq27vvHLb8+o/+9lfe7it6Ep9HcJyxWhVy62wegRbU1+KyxVvb28AIPO3RnPPP9ds1Pz3eKTgi76yRIAiWHHYmVbkVitVTznu7x3a82fPwIYj+jjFd577/bu9GnggwqSx0UKaoCql1Rj4cmXllOUIz9oNn2j1FIicHc5I0Ykcmxj7Gv3U73u7T+3TTz+1h19+Zo8fP7a9vee+VmKOY6/R3iGRlJyiJtELRABXLl+zDXS8Ulxy5n1xrrTZCIYOUDOW49HE+7dVLjBuEKJEgH9l7GZ7awuQDXt6ZmFpZ+hK3HlFGTJTNYrzK8ZIOWSB+QiskX4pAlc7xiJayD0ckRNH3yFn+l4qmqc/omk4e9qxEi/5vFlzprYPbQ+iG/kbf/eX7w/7KEwPEIUh39h6zW5dv2tXN25atbRGo2ZEnmK0bRvikgfRC26ErYRr1hu2LG8Vwvg8CpNhEHoMJoYD4CnlECVkLcRRonLFCpWcg7D+JqasFXoSjhQE1YbWw46iOWwsD+sFQqdpgA3Fh80uYKY2EUdOw3hgUxFYdJi/8bmo2xxGOMu7gcUjZaS1sAGgr/0CZiG8ehyF5x5iyedtDdAAzx9lsMTIuTbfnY5xPANCfSKG2URF6xPPGy9g1BOY2gD6KXDs40FVDSIBTxiQ2CmMaZK2t259w77x1i/Spw2vaYxYDpDJe5qAEccAACWU0MTstebTp2MBtn4NJtiGFdcBtwYApNVCgHD3HFZyarso9xGM4Eu89pPTY9trYFwM/ixdtDmeNTwgPEpXuE/ayWsbUA8RaUQUjQB4WuEUgf12YFWdWgvnFLe7127bD37hl+03vvsrdvXqPT4HEBLWzQklQyp3UTsBC+FbKKKQF6+vCSkxZO2tobXnqrDo83P31MI45ylhcgxFBMUsnozZNJsDNBnHfN4mgM4YBZ4qRZVgXFVgTpQD7bBRDtnznRBjt0BWKnX0eqIhMiL01GuoT4gLGHfbPU8NhMRQYclabm1pKBvXC2HMuqYY05TvKz0Qpl9yIAPapjy8jDJMiK5yrwmAoWea7wuIpa+aMPQl/Biep3ow0jjtVnpBk0EMnhuekwDaoHRcFDkr3FUKyfUDB6UJ3MDVykFF3QkqbSHXpkkxAb1sQEy5VFqmTUQ5vb41LppWA4CVPTpt9QCrU/RRqToYLeCj6hytOovxKjktZny2E7VCGqebqdr6ymVAe9kO9s/skwcPYZ0jwAJWyvf7AEyLewzRjz7jvFC9MmAudqqKnXrvgbUA1MH8qc3CHQvHRxZNTLh3waorRVuuXifKFUAvW6FcJJhawIwZj2kHBnsG+enjbyAyRG8t2t4f8Hf0sV6T1WUhDtu2vHQZCSRxNirZ7Hk1ZG1SgwdMiWhS2FXEUzGaeJVbVXpwfXWNCHbmxOfhw6d2BjHsaBIO8OVtMCmMKnaxXy1n17gukEXeGamcRj5TsbPTC5xb2+WXxiYlX5W45HNFG/dwevy6fgkCqsg9hI4AonM+W6iUrYOqZ8G34SyC/Lo4AcYUtjzDLlS2OhLBVBTz0uGKMetVi/ByRCh3bt1x3ZnAlNW3Zr1H9NsF3NE1dGB5nrOL03M77TcclI+JGCJ//z/98X2x0UQk7RsAvXLtNZ8FruaWnHaPAZEFBtoN1QOGPDt1T9AeXbg3W4pteG5L9c0yBM1+auJihCdSXeAQpuf5lhnhHUohkFedoOqfl7hHZ/JyQ5RUUB8aASTFDCQ4GYB7GTEOlEhKrL0UPJ/HAMowJhGtROPncBkjgpnNCvLNfPllvTVMX3DOMFpr1LIa4b3qQIcopownl5q6h5Q3llDkHcWkz89rpo1HOoyKcm3zeVAHu7y86WVTyk0p3TE+7fsmTN/+xi96jo7YjvAEIMZpOF3D+6v9Jk/K50MTwBjn5BN3/O7A5q/Birs5RqNQuEboJ8by0ZOHXrWye3zmExbtejARswwDUF3log/Q0X8tJZVi9KYBcI1CQU5M8ld/tDT68uVL9u1vf8e+//3v21tvvUWUUWI8VA5HWCbHJqamiVbkQgjgTHUxV9UCgDJTWRiRhCYb0QMQiHv3LYTz6MFie4SQzgC1whM5RZJZMFeTm2kilCAPq0qFkBiw7iPPzvWjKK7SDGKwYb7vnkAPhSLIQSmSIfcZdOSsxjjdsDNGjQED4pORfj1FIrTbVy4yhmLmnjLicprFH+GxpE/K+3sOk2uKIWoCTqG8T+ahT5KtAFQP6Z4mlVTHq0k95SI9xBVYvwRvrbiUfMW6tMGMogUxQyUv/IFNSLeUytU4yVZkpB490u6BdIJ/dSJIpSROxkHeuyGWSVvefO0N04Zhq7BjRaQJAMGrHiLKYWJL2Yr3a0y71J7BZOj16Menh543l/5Lb7W0XRNoGb6rPmV5TxFWByLgefDpKe3EAUZb3i7lTfVcW7rJ9RdWO534RP3+7okdHhz4akJFimLijUYTG1HkO+OeTV5x4kRCsmPdQ8xa9cPaN+IEPRZ+KDIVHgzDg5f2n/Zc9OeffmEvdl+489FcjcZFkXKtpvx0HUkpHSniEMyRnEM0NBejPLvn2sGPPBFiJpV3ZlvCTmS/6WRQl6wcc70B8IWj2PIKXOiQ3xvoAc6LIRvPVM44ITJtOk7EYbJKXfX7c6/8UoWIUmKzOTY2VLVJ3/UhloSE8qqUrTY4yhHRaCVfHhtTO+UMdP9YCOfD53IZrVxM2nqk5BHgMD7H4ZUtsQIp/cf/xd+/n0pkMfItu3Lpuu2s37FSukrnNatM2AOIaMliY3RkbULfvcYXdnR8aK3xsTPhncodr05Q+iINM8pjlClupoFWukMh1N7+LgN44AqrvTCkJJoES8PuVOeYocFiycopQ6dgN3RuARMKobh0QjOpYsZxHId2rwpyyngaWPMsRkjC97OpFQYQcB0nMYopHUcZUXzg3S5aF/ZUu94dnFirq8nCBEYCeM9g7HwvHlkGxDOEeBhJX2V4YZiyvFofYKxhQAotw4Bg1W7eusIVh7a7/4hQ9cJW2lfsF7/+Xdu59jrtpu04AzrFUwYJ8BAqa7QX/SahHYDcvYAR9yzK79wQI9fCho4NutrXo4YXreM4zuzx2b49P3phHxzu2kWvbfso2HG3bWcjQkGcXnZt2zKbG7Y52gTAwij5AtYPcGhSr4uBYCSSrxZurMFu3rn7uv3Kt3/JvvX1bxH6bgK9KLZytcgwgtLIu/tD6OEeEUchZ8T4a2lyCIY8ow3RbsvL3CIYyAi2HKod2BglH0JbckkMHiMMMbZzwDbE73MxWIExMoRCcwPJBploBjGMvAEZlQmKGYml4375O3/zxDdtgR2Putq7I9hsJpPPWpHIS2G+g7KcH+8r7dLHUWoV3WgC+KIDWsEZBzQVLkYBJd/DgkhNE6ALWH+KdsF7HYgFsioHEwAJ/CWNwPnDmHC2YtBymgIIT1+g4wEITgIGhGEpfaFJbV9goyuIXOgJaKpPup5CVi+l0zwHINlqELbTb1Xe97sDa/GepBHJ5Gx1Zd2ePnzmOeReveVR6AgH49LieiJlSUiIZkeVR44Seewdndjp8YX1aOcYGeZhtWnlzZFzMp11YF8IwABNVaYkUlyNe0YSABXvRVMCKF5jvBcLWSF31bdO+PzjU/vy0VN7/uzEnr/Yt8OjY4hLHUA5R4fHHnFoXIdDLRQpgAMbyDtnO1ffQI+ygHHH9vdq1u1NkSlRLbqpCg6VtPVx6E3s7fjkFJAfW7FQts31yzDlKtFqg5FATwYTeMDQ+cwcfJjMlA5NeoSinflKhSWrlKo8l5HbGgy5hDOmXQmBYc5KeTkGRcJKX8V9gzNN/LXq+16NMQuPkU8K0jD3FNTT3X3fViFfxlZwYg2ijpZAOkOUA6PuYrN1ovzxYOSTygX0Uc5MmKg0ajoNWUIeKnmT/pWLy14KnIgHc2pZ2heFoKwviu6MmqopRzfCFezxP/s//L37Qv7l4pqtwZTLCQCKx4IL+XLocLBSrTUNVtLs1h7giU9sGus7431l423b4HuriXVLA5rKlTA6Pokkxda2fE+fPWVQjhwkC4Wce1Ax5zAdSKIsCgOVgvCVa5rQ4z9N5MkgxDI8vJQNYwTaI0PX1co/hXBalg3EWzJURrAwxZZKdUZ8PoEDSFgNpXny5LF99NnHLvyRwIvrwsHxiGOr5gF4jIWh9n6OYbC6p+qqxZqDeuo0yiJvHLZqddlnkZ89e+H5peupV+2VV17BI2tlHyAiL85jQvgmr6m3iGls0kEhGdQZoOslYdrQBIPuDZXj7lsHkJMTu0ARxEAePH9qj588YbCCWXAV+QS10coQJH0PDeWKL4c28eI9Iv2gpGm4IExt43nnff/c1uUNu3vvnr333tds6+ZNTy84MxcbFADENFHFQ7vWyeDVXvUBptmnTYuIQu8p4Bwwyyihl4fogJCqUSZtIifaP0IWCvOjpWBZdigOCHP9KaG5jxvMxB8T+sP1xGoFWnVA0iMEZOKRkWJa5I9FOVOecD9FaFM+p5SRlD+syUMIgLdTu1hxHU1Kqp1yJAJZX3/I22McoK6LT3U59nBs0mNN8ilXGIbBCSzFYlSDrO9q/GVgytWqsiKXz/m91Q7Nv0h/VK4nUO3iqMSUxZKdffNd3VdKHAy9KhnEUpVHhiigS/5dTXhyr1Q6sIdHZ8e2t7dvFyCt7p0qlbxq4ZJXM122zdVV38pzeaniEW11eQlmVbSnX+w50F+7ed3b/+DJFx5RRbTwivYVioETSBBZCoRSAIFW5E3QbY1LLo/8JK9E0++bzAR6k8aJCjyO94e+dW7rAhAHtHIZMXPt5BiUFqa4jxjtxvqG90/VSyJdad+DQgCc9NTDxcU5rLliV69cDuY6kKsYb3oJR44sZF9yeCvotSI6zSmpxFa1vaoplh36ZkA9lYJKVyQnogbww9Mc65tezVApL3tpoXZ5UzXHCDDXeEXBE7W7AOBfvnTJWalKBJ8+/LlHVjs3tl2u3UHTjg6PIEYdbLqE3kIukE+zNXSnq21nFe10Og2vIxeJUSRQLBckRrSO+9GuOZGrIoIUjtCrXoigJa+Ls7bjipi7Jv6Sjblvafz4dM+vfzFBN//Jf/mf38/EYLqJ1ywb3eSSaWsP0tYJd9ywWpE/s5o9taP+H9ru+U9gvs9RznNLTQFhUP7e9b/Dd2/iuwvwR9gtoJwx7R3AwM0JH8pphIH3g23cvfuq3b5+16m8TVFMwLSTAvz51iKEQURSAHXOpghR1RE9mFI4rF2dlM9jkBcZBicLnkiRC3wHbxjKWnuStP4csIkWrNEf2QeffWr/9qf/zn768Ue2B2s4awCGtCsS5fuAQb+HcQ3aAA3ML9znmiPAiZALG5+ECG3HXV/enAKwWwzsAQ6liDKKjb7/xrftsw+/sFkHg29PrbyxYivXV2x9DTCKEW7D1lTOFtHy5zpsmHAUj2SRkycWPT8B+A5tDiNutZ5b/XzXvjjv2IvjU/uUvz0ClH8OeH9UP7WfNS/s8YB25MvWxmlpB685oVl0Evf9AOKLhF3ZvmKbtHu+0B4XF8BA1zI5lJzeEtxZKVu0v/UHf8/u3HzNctvXkU/OmfGU707jGcY3C9gTHsrN4fVmKEkUxjBfII+JjBSGWT+wOKw+1jq1BGw+3D23BL9HJi2LLrRBzAIlPrFotmpLl7lHEhYLg7HUEgxvxH0Yq4hyxqrdCIOZQxwHMgpxH0LwUO/MUtwvB5jFp0OzlhLjbbMmPxOhNQ/OAGauk8lbcXnDRmtrNklkrAkQTXMFSyIjCwN/MPsQYaxW880AjFR4DnNHhxrnloT1RRmTdqPG7xcO2Gm9x2tm/ZKnbWZ4ozHGM4AsjEQOaJtW1sVgRl3GsDXs2gISkQbk4lkiARyuaoZP6me+B0UX8NdeJVHC29F05OmiTA5WCqGIq1IDwBRJiEQDp62/C7hfAPRt7vvZwXN7uv/CejjTTrtu7XN0Bsc9B4iah3s2rDcsiyfxZeIAQQvioRroVUD60pVNy6vmmP6EICMiJLFIxorZJduobGCfJUsqQ1bHiXK9DONTAUAjw6nlBgV7bet1W59csnwXdru/ZMvDe3Zz9Tt2/kXUnuyjw9O8FTaXLVcpEIXgkNGRBGPZ1bxCGmAFZCeAfRsHNUM2ST7Xji7sFMLxwdNHtgcxSi0v2+vf/oa9+rWvWwIQ7+B8ezjs8nIYkGWsGcNVbKmyWuL6M+RP22CNGzubtgdgPXzx2GoAYR9iMMABh2C9cTF/YcJoASjm7O6rr1i6GrLPAdqPn/w52FCzaB4GurywbCFk00iNyBu0iWtiugG5fGYNm1pfRA+dSpe0FUQSogQywbBj4IXSahOlFCE9GDe6DIFEk+uw9sPjM7uyuepRlGl5OZ8NJXHK6N5Qu/Vpywb0JI6MNLU3gNiEQ4rO5nZ2VoesPrNSehlCA1kY97wkbm2tbJH/5f/m79+Xh4yFl1xR9I9fMU6agLH0Q1868zptfO65qnNYohhBOIxB4PGvb34Hz4ES0GQCRprdpskyP63oS1kmi0LyOXlT3TQfKeGVI5ZOZb06g8BMOuqsQt9XWYm3AUOWh5P9islmAJO48ta0S1REnlZMYMIdk3yW8XUG12n3nXHs7R4GOSAGT55JkzG+uTQeV8xEd5RdaPcGsSDl6hTeaptI1dmGoxgA7a/XGl4FoRWPWrDy2itvEN70rADgaRepQgrmQr9W8hVY/oSwnsFTfR1GIPaGFwNoWjbunHtJYa157B623saQAfyjjnbga9pZS6FgyxpDWC/t7b9spySp/k4GAZNfaCMT2GYahymmV4KRK+epsh3185xrqS759mv37Ec/+pFvASnmg5eks0GeTw8tjVUYHKx39ARA8AooiRFHACHVT4f62uZxZOFe25VTf9fDd4XjUpN+wBTjxYoVYXPEe0FaQQxQuUXASOMkWXtuHoBT+7V1p9oSUj02jxg+DAugr0pF8HfCWW08NFbqgQggSoSlXCFUzX9fpDS/kPRyPGf+6KT2DAnB8H2S+SUzVlm4Pj9l/CXfPtGKM1TGW3o5EIOBeamCQhNxnnrge8qD++IVgFSf10Ov0js99Dkxam0Rqb1hxKL1PeVVNSeg6gvdV1L13DZ90/eV1tDEn0Jayfmw2XZ9+BJQVu47t6a6/wgGf2QvtEoP/VMKsANz85Iu/qZ7B1IzyILShtgGzFb2oldtnav5Btmb1geIWSo9JqZWyMRdXzfWlt0md7aueR9TCOwmkdTaconPTawzCbZFeHj0graHrbwK+dBWrsmXVSgSOU5QS5j1d42d2qX2yZh9i1yiit3dfZ8DuLR92dl0mH+qIjo/PTfVPY8n5/49VbPooTFSXbbYtpivJtGeAV5izYpMlSrQnJVYtlevdIdWhalubGu1rSYuO66P/VFQj+4bQHHdORGm9DgB+ZOcBh1Y68WFjQFkzQ2lJAMiA1V5CSeCPU5CVsMZSn4K4DRJG0O+qroIvYx8lkvBbnlDAFf3HWqrUn6P4MA1JyE9cPnMtR8LSj6T05QUgjmJV9ZvebtOG2feLmWNI//xf/7e/Wyk7wsWZgaA8OGQDzmsYnZunfFTX5V3cPQMRlSDfqN0fSUpti0Zr9rbr76DAcz8ye14H8PnH0Miv20nZyfcPGppPGgMQ9AOb9qpbTRv2WDetIFOqoBja0+FOcx6TsNnmlTSoOKdtMm94FonRUSVxgAJnBHw6rvZhXIwnjge/YX9/IMPfSLi9ESAN/KVQhHN8kswIb4PFVaFhhTAN1+KxK3T0nacDBveSqGXtjQc+2oskccoYUqPwe1ZknBI4ezX3nyXcCpt6ytrnorRjlJLaxVbrVZMS4ndZOcAc7NhndoxzEzr8jvWGNXtgtDruEv7uoDvuGMd+vys3rVzOT2Mpgnra+NdtcR4wbUUmqEL7iBU76gDAxaqkuB7CQY+zsBfXdr0bTV10oGAvLKxaq+8/prde/tNy924Rn+5mPLaKL6H9vRMyiZsgXtD7ru+1DSK7CPIXdUVERyD9XWvvp9cMsX45hj3HCfjezUDPqr3HY4mdtKGuQCkyeVNK65vGdYLIGdRrgz3A2wxIClfGO+qLUUNRqAJz4hWLtKeNIwvitKHBuicT+5h7b0OQHXuexqEM4xVGgAuw1zyAIKW26rd9EvbrBpyA2mJXNqe4lBaQu+rn0pnRGEvAkI5ug4hsmbLw+hAsBNa1PpTxl2gDDuWk1Hf9NTko4xehqf0mQBBYKm+6CMqmRN4HZ2ia+iHgFhfl3hUT6ycr4yX0ROac03V7CM3wFgOQACpcL2vfDI69PxMZWE4olgYIB1azYEeR1JDV5rYChGg7qvab4GIWKkcwWSQILAY4ewB93oLNqk0WddaA9h2r2GZPE6HsR1OekRGYQewNa2kW4NBV5YsXlhAvPrIYgTLZMyiE/SwZee9ur042LPTXpPhzNo6Udnq6polFkmc39QGtZ7VYXuVWNeSIF4M3Yljr1Pu2TndtxbPERHfiEhlq5y17UreEgBWC+dTO3hqo9oR40bk1SG66OFMRjjYfgwmP7NJg7h2BBMeJ+3Rh4+tfdyxUqJqr1y5Cwm8wc9lS8xg5HMcULpklzeveb25NpQX0MZDKRyN0nQRAJ6xGUyth4x6XaXBwujCyI4Pz+3ZixcWgsVqiLTDpcZ7jFxVVumTcox9LE5EjwOIQIKUHpqH44xTH9DH+aNHK/RNutMhetRK4wFOYQExGBHxyGmpIgUkRi/EjzVRja2klbbFqcBdMoD0ee3EXhw+sZnbPsTnH/yj793HfaDMyoni4aZKHYzhr3VX6kb/kSeiD84e+kqZDsxOjCCZWAq8WfkKbLLmnikB8GYRiG7f7MMGCZVe7D4FAFWTl3LPkYCZKAesbRm1qOTx4TOfudY+yapvPD+p2/7Bvu0+PbBnT5/Z2bHWz8O+MYIwCqtQQfkmgbLPaov68++Dn3/oy0rrKKYYSCyatBW8uwBXK3XEqsR844SXYi1ik8phC5QVPvUwbDHtIeGZZs+17EQ5qDbKrtn6LMw+m83ZzjbMAlDPpnJ+n35HZVUpwCo4iWGCsmqRR+80yDktFYvOBAaAnCKOJuG/GHIHxVfO6Qx5ylMOYYzOWZOBB46ltTeBlAtloN3TYbBrVXgKJDHAYZ/oCNtOcc0VKMFYKLf1+ltv2vq91wixMTDuY3qlH6o60ENpBDyV/4wAYV+KTgARAFdMP4RTUr/Ck6DuUpvHS05a6OJAw3UkjyZ9kwEc00/df3nrsiWRN3F0cH0cntoXYry8XzgSz60ptEd/IgqBeES5lvaaGOL8OjCkYS1YJNNra6ny2HLIT84wBftD6RhvgEmAKKilX2FtcN7nGkNkL9CX8+Ehxqz7aEJP9bNDGLXkR6dcH4WT6ufMy+iCz4rJ6mexXTVZjMb3IeF9sUNN8GlSTNUokoFy6jV0NziRREDMl0RKuJZXAvDZ2SzIKfOfv0qnBMoCZ9kXvJ2e8J42XeLnMxy37EZRq3KlYy0v53taLKPIKEVUJEY1JwRQaH15/ZpPtBeQj3K1GRyXylMzeUVSWuWqtkdguHFTvbHSHaqIyAEw6hue1+Wb45rS16O9XR+PFhGSdhMcRYI5mGyxhE3FbNAeOCOc9wO9Tae07oDxQH+kL20AS/njFo5Kj83NbbfDeBTw0fLrswvGT/YZ7DqXiAV72mgeSPig1ZVqlzaSFztWBcTlK1d81an2Y1dfJRfVaGu18SWur/2Zz3EAX3zxhe0dP3d7C8WQKWMpW9M4D3tjd3p9wFnyPTk883pppaZUZbK+tuKRUftl6aTjDGO+urru/VLdsuxyyqty1UOIm+RSyYtd4yRxXr5KdCxnil3Xz/zABC9BxM6HL+W10L4FjO18GvJ2FRbgA9fXdqxLS1UrLkMkf/vvxe+3uo9tsoB2p2rWbJ/iIf8aoe7hIbVn6xOEfOIC7cE+Z+MiLCILdmxZMla02v6XdnG6S+cBL5icSrkOjw8JuWp0sG9PXzxjkGcw7hreBLaVajIg2JEd22nnBYzgDM+lDtUR1hFhzamdn+9bDQdQr58AyipLq8Nmhq5gGYAqhTACxkzoj5duApy7zw8Y8BqsRgtVlPFKOjvWbL4WhOg9MWXZ7Hg4ob2AQLvH+5ptF0MWW9eMtPaFLqPYWvSSoT0XzlLmE5wIijZjAKS02mWr0bywK9fWLRzXZkI1O6mjRPR/HBlaMgezXsnaCOZxBmt53jiwF80TO+hf2Omwa4cD5IS8+lqYQ7+mGGU4Q5uVE07T/pTKawihNVOLgaVxBF65AoPrYbgqEZvT93A0azv3XrHX33/XNq5fhVGqLA8lAkzlWOTIlCoAcd38xQo0iaeiZm39GZkis1HbQmIt2ndX+WIcbAjnpB3XwjgrAbYWjWhFnBYdKKTT8TtHx6f2vJ+w6pUbtnLzrsWr6wZqcH2xUwAZJRe40VCQdGwRjCSC84khuyht0n4OhjOOwgynGGGbsPYU4xrAzheZqGUrjEGV8Bw2Ei5oYo/LERHIYURgxWH6ECIa0Q55OvZpzj1UKaKl+HIECkEVVsvgaw3ArtUNDhFQCComD9AJHBxK+Z8SZ3L0nsoAPOWEFFGJKUfROaXC9J4ihLb0h2dTE1REWJpvECNfOCOWjINXHRclMP7qEeJ9f9X/eH9XM/i0OVLA8aB7dfSwiSzGfE9LtVVjrj6kUhmf6CtiuHlAKVEQ+GbRewjRcIyTUlkbej09hSABDHaGdXRstKhj1zOMPWdLG2XLV6tEVoA6fZ8COuNQ3eKw6e3SGg48bO16E9vvEh2rmgQ5x/K+8CE0SdmkiyM5A4ymSdtIbdhqfsNih0SxbWxyULDyYtny86qVphXbyl61O8uv2jtXv27b6cuWHeIgmjFbWlTsav6qbSY3rTQrWnm2buk+hGeUs5XIqq1x3Sr/oj0i3GbEfuGt79r33vple2XrVQu1cUSDmO0sXbfra7dsObXme13UTzr2/AmsfrdmrUbburWx79im95Um0FTFaLiAX8CYe8iop3kjxhi5njVOcGgFu3R521JEnNpbRyVzUk2BuyqEToi86zBuTdZGEjkGD2eSzlupXLVcQgtdwKCuFtsQJQzr7rA7ilTAAlVTDQYidqph15YQAm3NKWlztn3LhTKOH6Ho2IplkSvG/Nd+r3xfTHU8TKMoIRo1sRfPn1un13Z2eXT+xD1ok7BIDDISxVOjqJFwMfj84Z6zB1VPaEOODz/6xD3Wee3C6/i6MEIZRb194vWMU8A/BDNvD2vOvBV2aVepRi3IrbWbA2eu2pNBM9TzMeorgyFEduaCEamURN5fbCRNO44B8+Mjwkg8uEIVMaFcDo+jz2NI8nieB8Py5D1lBPJaynll0gFrDBH3ivGVq2VbXl6CTZTcK6sOU5/VktaTk2NrMtiSSyFXCJgXDzG7boMwH2OOw5hl2FMGXx7ys48/8RNbnr/AuRFxDCYADsao7UP1mIWVH4taLBWEyhGYvPqmOFxMU+kWMZ6l4pKv9MpEM36/SV+lQwV77eabXnO8deuWRTBSLN3mAKc2dlEuXmkGMWDlI5XbdDDgbyqVE0OJL9BYjJlO+nsz3vN9FvQz8hkAEM5kMFRtMFRDaU9OTnlV1ATPy63YK6++YtWrO0FlB/J2Bi78ZxxQ7QCUX+aObcG9hFa+6x2gLzbPvRRyu1IjU41fBRak2fA0LEgLUEAlfdmvreuJ/WpcQq2aM1uPmnhKtmKsYmECZc1w69qqOVedq6BTOXixK1UlSLkkk6+YrX7XZ1QzLbakENYZP0+BqNi7GFETMFUE12GMnXEjUzGer/BXr/r9q1yyKoV0na+eAne9Drm+9nI+bEJakMVJG1vkHrq/cplJIg5dJxrW9pLoCsChx4D7SX8j86xHVCnN3dBebWDlbYggW+7RG6jWVst7K84s89ki96WPOqmAx9MnH3q1z6XNdavEtDRZiztO7QQHKUZdWVv38dDKNLVr3FYVDOCa07YGgAiOUHLM5IMVpP6K01hW3npjw4qlcqDPOCPpt1YC+mpAruHRgqqJIB7Ki8tGJUvN6SjPLSf06t1XYdubTlAUaQprlDOXrIQzP/3gr+zZs+fgyJl/P5YOTjpqduvO6BG7l7hpDYJ0ZjoJ8v6qxlAach6eeQSygm0pYtDWprJraYV0qYaTkt32IHJqfyIdVOJE48gcnczGg7meeuvCGXgXpuyprmTQX81hqV1ogOuocpMaT+2apxWPiVHWMU0bHSnyEXGN/ME/3LmPzvAlHVjYo+NNFO4Q73vBkxC1uW+t5jkX6LlwE3gK6a5qDHU2Xik2tUop7eFVBwNRfkuF38mUSkQiVlnWKcgZi2YmXlKTLGFI0ak1B9o749A+/eRzQObMwU/MTzWbOjJK6YEMjHFteRUDynjoqCS8JmoUqmqcPS8TLttHX35sZ6d1H/hOa0hIlfE6RwGaJgxVx4iYsBK0EEFr3l3X05LOIUobwRsmU1nul7O4FF+rp/iuXnV6QI8QsnlRc6cyw1B2ruHp11ZhTH37+ad/aUenL5BPF0YC6Idmtnv2wj74/CP7yad/ZU9P93zp5PkY5hEhjE6FbQpTmWq3uFzGRtxbk1ae2wKQF3GUgc5FYLi+Rh5haxlyGSej8CYB+9chsyuVJfvmt9637//4922d9oQJZ7WaSEYbQn4K24EpP6NOhf2aoBPjDWvRyggWTNsjGFR4cMjvXc/1hsf0AZY66zYBY54tnA2G0Ob15PTc9vYPbHefviCHMYwzAtvM3/223Xjz65ZY2US4sLqESuHoH4oXwXk7GPMzaM8rSgkYa0GItgkbA5ZRIiprdwlTWzYh9B3jsPOlvGXWK5apwvrTXJOoAS/N9/q0FYdNf6IY2hw5xLn+FMvWZlLa+MnLjDAGTfYph6sJmla7g661AdSZpZFjqbpsyWwBg0TmfFcwLGOXTih/KKPTAQOqN9VxTaqg0P4TPQxbp7cox6ucr844HMCSwRbuxVXQd81DBERAk9JcE/1xUsD1tWGST/IIpJGWnhPY0bPdp/bsHIePzLXJvcYtjdNXm4ByZ8wC0jjgFUEeOguxH6LPjF+JyEhMaxFtKReEDqrOmD4lLmCCbcuVFwD21HPL2aKYXtQnw5qE8i2itecfEPI/ObQqgJzPF50J92Ga/bOZVZNrtrN2z3KLspVtzTKTomWaGcvxujKpWrybsu3Qe7YSe9Wq0TtWml+3zOyKFec7lrcdy4y2LdpdsmhnxTLDdUL1y1aYbluyv8p3lywzVgXXwlYzq7aSWbEc/3TAaHKStDxReDVRtTRMMjVLE/cSGYSI0HkdXozt2Re79vSTZ5C9HtGj6pBh6BlISxLWHSvhfEpWza166RmhKJEPYxpX3hj80rgrimZssoW0NXTCCAAe4IX2KgmciBzEBSRM0U8KZ6ZJxkg8405PmbIpIJ8IacO1EaDdcRKmxXY+3oCyFomEonPTSkVf0etzYwsiHKLADIQyQ2QeykE84txuDPYIpaYW+U/+t1+7L4YYRiBiRP2+wFZr4ZUbErMjHKDBE4xaHjdOOKPQbjgMe33fKmGXmKN22JUHvXT5pr3xxhu2scWA0Kg2Ay8ljKaDM/dC0aDQ/sXel/bs+TNCzmD3p63Ny77/8O2br9m1a9fs8tZ1X/WXS5fcOMSUxUzq5woPhs4axCBVbvOTn/wEJ6F18qt4o5B7PNUrKgKIRoOcoViFhOx7/mIYSup7JHD8wj1VKqNdwqKmpeTKFWojcDE5LSjQSiQdRS+hJ/nsq6/etdWlZfeMSYxEcslnCj6bnWXg/Qy8s6CaQikTecxMThMFsD3wRe2ZLTA9RjcWC/ZbVVQgpibGHuxUxvckb77vKxNjaS8uD02CLRNvX79lv/njH9trb3zLMjATncAjT+ysBBBc0HaxvAGMQvcJ8TfdV5NskoE0S2wt1D/nZ3krHvoeTkfjrS0rJW+dWq7qEO1At79HiHh65tUK0hnlKC+98R3bVP2zWBrtorMovGAOOSNPBji4vlIovOtLy4mcxp2WM5nkWc16tLEJQ1H7w9mUM60kwBwwPwEyncMKtMdGmLBT7VRds+q7U0nYFYCsaEwTNNoPOQpzk85pvFU/rP1xxTo15tpspqQFLvzdq4hwZGJEDsqaAEbuGg+VnmkOQYxVzMY38sGJSCZasKCf9Z5XLPGUTglwNd+gOlZFk9J/jelXLDxgyAFDlSg0BrtEpEdHh6aSMslU6QvJQSfQKLrRqecaN21+JOZa0sGjvGYrRc+taiWuxncBSIv0VFcyvqVkaTnjzLVcLbp+RmNJz5lqel951ouLlp/RGOrCIrlnIZay3d09u9g/8c93O32vMiotrbodxNE/Oa3YNJBTDrKj9sUngf5qgYXaga/2fivS01yE6x7vucNDH1TRI4YosqH2FctBnbEqmdR/5cMlP3DQGW8yG9w3rfexV217qTknTY4qfbN9A9y4cd1W1pYQ59z6EAt9Trtaaj+Q5fVl2kO7k8F9CoWS25dy/S7f6MI+//xzO9jb9c/p5BaNlXRcY60FMopEStUV/34YOXmkKycsuY8arh9THeekCNTQb6k5EajAWiv/xPw1qau5kGDZvna7C7aZqO/1HU8VeckuNfcT+dUfvnGfYASPsgKwrHCjsB1qu8DOha2treCNu4DvAPCJoKQpwBnj0WGkoR5M+sQ2y+sYR9s2ty7bO++8xXe2aXze8sWyg8n+yQvACMaZmjnNr7X3XKmVxpCSbK1dt1/6xe/aKze1H3LFtitXAGHCcAZfxdv5dNGXa3/0sw+dDT368ku8Gm3CaWxvbdg0FPcNUbQvggzh6uVrHk4doVxlQGMy0uo+lAHFEtMdAARuIAy60isSnKIE4ZQAPQzLUw66PxgxIA0r4h01aXjIoCnsGRJeyFkk40FomIPpbF3ashs3b2AQVZRiaCf1E+uIjeINhzA87R08g+1NcNAD1TDynERhQEpbxAEQpSxg/REAIYpXVR5TO5KpZAufS+i5ZFWYgJZ2a0b59p1X7Ve//xt2/dXXEFMGxzl2ZyIAi6v8QJ2DRWnyMgoTnCtGhAHPaVOCnwkcAaOJM06LwZxhaH1C1l7t3AFf+XvtYdCAtcGx7V/9mz+xP/6Ln9oQbC3AiGMoVLa6ZpvXbtrt7/+2VzEon6pjlsB5v7/IRoA83IP2qZqDsASh9wK2yxhOBXR7R8hxoAMZrKLKgJtXrXD5kiXKMByVQ/iqDwYHZVW3iC1h8S1bALTEA+jGMeA7dXYjo9JJICFPdwDOgIt24FIqRRsCqUa4gF7mGVM1dIA+zWYABHLXBOgUB6K9SrTHQwRg0C5tZzikM205iTyGMKMmTuoMMOuOYOvJNI6avvm9g4oOn8fg2l8xZuWplUbS6kFnYRigct46vkns+WDRtBf7z2y3doJNQBwADxqNcSsnPfMqn6tEQrduXbON7Q1b3q76qRzRfNR0UvQsdGblpQjvwc4T6N7Z53Z89Aj9GUJslm2hEq3FSHGioWIe0U6Iio4PD+zp0y/s5uSmxXpxa32JbZxMrDgoWWoE87RVmDFy6GetGFqy3LRk4Q7yG/C7Faw0zlp6krJas8/1ACPa6g5HN/JXIlJ0UYtXtA3oRCtDAahIiJ7xVBu6vabFs2iYTvvAnnTakFaiTqZydhAWHJXSHyIz0i+tL9B8hexha2ObaHUTPWQ8M0Q/jOvV7Wt25+Ydu7K5Y0WYcjqac3Y86+s0kaQfqFCrt4O65hLOOV92YG3goLrNrvU7mnDuM05EFckMqofA0B+NlaJobSOsneg0Y6IUih+9NQ0mmNVeHbJ8hg1pfkEnZ8/xUFqAp8NatS+4UihT8Eb4lJezoX/pUJG4SAw6hp5gv+hP5Ou/ULivhmnFlRdKo7w6HVcLKFRWsrSqukXCXNonZLeQJkZC/A2vhgHMu3On9Veu3rKdq1dto3DNytmyTaFu8rQqoFZo0J/UCI9gk6va9hAmkeJ7eJ4bO3dtrbBGR7kBA5pFHRS0ReN4u0TZiqmKs8vdZ7t48l07PTn1HJMAV2P/5fMDwup9AFMVDhjsAEZFH0ajmXvMBIxDNY3qg1iTNkSSJ1eIGjAkzS5j3li8vjcm7NdnO4TGYvS86569Wddm4vx90LOdnau2ghfWev2l1YozFM0u63p9pTow5E5LezAAhh7SAix68veZWCPtFjOTs/C6bDqivgRsC2OlvTJitT+L4SvHfXnjiq/sun75us9Cb61vAySCpTTGzWACKmKKYsTy3F42Rh/7tEWzw3P67Uz0JStWCbzaszh5ChtTfhsGDkidnQenlDfaXXRhav/9P/9DzzGOUDw5VW0Oo4hA0cK9e/csvnbDna90R31Q31yfnCFzD5wDggMVYdH6Xe2AoXYbmuxoW6jR9kglQcQlJhIrAcZi2wJjwE4lShoP7acspwwTcMcxxkA9cgFptKLNTwSBCUfEBtFLGIQU1h1cGIc8QgYesWjxBQ1VNCDGiB34+9J1OcHky6oEpSuUW2ygA2L0WkSkyEeTcH4iBjIOcoNBKZz/T/3Tk4cMWfcRi9R7OhRTjFSvKq2TYSqie9avOemo4zB1vRZt1Xc2IDk713bsf/J7f9vzqiswfE1AtoddxpGIJh5cO5UIO3OuVgvOMEcjldBpt7fTYHIeG1Q7cgCQosvRmL67HQAcyYTlOzm3hzJhfhkAXM5VvG1aEaf3tb2qOqfNfiT38Jh7007tUih5hBMwS+ke469c/JhxV1gvO9LrwdGBy1Er8lyeRJeq+xdJUt1vvX3kv1/ofdqt/K/0TGcc6lVpMN1fEYnkIyX7KgJRv5Kl4CguHT2n1ZJaUad2HZ0euB6LwUp/tDxfkV2MPmvZ/Mraqq/8G0ASZBeqU5Yeq/pCbFyMVcxb+q79x3Olit9PdiFGq3plPdr1Y++XdonTfQY4QemzRaa+/D7GOKmtC+QSROo4fq4j29Tnxo2gWse3gZUOyrn/1m/98H4hfZnBLVk8rGWFGGcfYMNjZVI5L7U5O6lx46GXr2gZsh8EaEOYKd5wXrYbt++4EonpaXvKGYKZREYwXjoa18Ra372h1n7r/KvaacuGvakVUst27+r7wHHWBniXQW9m3cHM9g+P7fDFOQJQ7aUmISd2fnJuFwBGMZe3b33zm7Zc1e5Pp/ZXP/+QUBuPS2f0qv0BJningXtVfBBgoqoN3zoUb6aNjfTzeNz3AUBOCBvLBPmnhIraYSwahnXAcrQySkvK0SdoNIxaucVh225cv2ZrK2XACRBJwATcIyIR2FMHA1aZVEPhOYamiTvtyKVN7QnmPCwTgGm7Rj1V/K+l5gkGySemMFgNUBZZp+Ip26xu01dY6TJADDBvrt7ACa5gLICXxVFXFAAkFAhIYbEeV/goSiD2N283PHWg2uMFf4vAUASMqj+e89SpEjUilxOd3ovMGBarwwof7B7Zxw8e2k8+fcBIR6w5C9sJ0cgCVvLKO1+3t77zXSveesVCOgpf7NwZEk/GXgoYgoF6ykL5ajF1rWwUQMOQtQ1nr1aDnbQsv7JsGZxOfn3FIpUyCAmPR7l1iod2d2vBSgXAcwBBdc5aZCI5qU5bezVoJZYMRGxdM+qq8VUKJoa+qlRugcFogYeqg7Rcvow+e30zRidHtoijE8g/DKAz8OL1jBtsGDZ+2qjbWatj/SmGztjqzMMObZhxb8VXbe6j/TkUXQqLPbfM/5RfVpWFcpFaZCNn7mkjQEVi8nBcTpd7ftR4YJ1+3RbYSqGctSkMK0FUVSBqzBUydv3qFYBFm+ic2LPdJ/ZCe0XolJmkJgPnVq4MsNGIlYtabIW+d3F4TUClQ2MGYcYffR5xr1nW4tOEhUbYAcORWEQtH0ta5WDFKrGKXUpvQqg2bS2+annt2IhNJnH42nJzhk3qRPsRstU8hOrkpz3YZa9hR5m/tkboqV3YQzufPrDDycd2PPzEDscf2fHoEzudfmyN8EM+87mdzT612uxja0UfWj/5xHrxx9ZNTqy2OLGz0ZHV54xTBHnHeIZxmjqYIj6xWYL7xSBd1idaG9kkTEQRwsnNB+guQI5uqzhATm+A7qqMtdPooHoj67bQWVRBe10UkkHUu1xasR3IzfbGZXvy8IVNYNIq1Q3P4tYBb84Ozu3Fk6f2yc8/8QNal3FWOok/B/kaQMq0f4rmos6O9ojQlUtGN2V7jK4yxzr5W4tLBhiTaplnRP0iX6oMCxGNz7ClTEJOYomx0JwXpAomLwIRm4M79/9P//C+ZrmTacADzdJR/EL0ybzvVQFKVO/p1ONhxxmJPIL2fugSGquIvZhct9deew2vs8ogYUi8J0NXgXYOyq8TSuTZsgU6DeC/2HvkOZz6y9nSeDbn4b7K2byu+em+ffzxxwjruc8KD3qi+9roKO81jLdu3PS9JjQIn332mR2eo9CAb5mQRt5Hm1jLYzUbXe9PEwAQM1c1hb6vSTN5RtVSaqMVDzUwDu3/LM+s05/lEbXCT57r+HhfjtrTFQID7ZZ2x/e6yDmz62D4MjblDfUYqdxOCowRe5pEISvjJaNVe8T+xIQFyDJOTUyIMejaPsHEPVUZUC1XTcdU7Vy57lFBIVPy9sS0hNnpKEySUHgOGGH6HlJ5O5THAxhUOqZ9iBNKAegb/K7xmtE/RRTaA0Iz2Fqwo5xrGwDUHhpKW0gun33x0L744nMrVlTrvXDAVntfe/Nt+5Vf+RW7BlMm5gLIAsbggKwnIKRSojChqpeVqVwNxhQa9QFLoIx7eD03r2JSmnuIFfIW+mqDIcSoE0bqmnAWc0KnJEDFZ5rrmKFXAePn2rzfBxgFeho7MRZFBfqcxkD183pqzxOxXY2X9MArImiqGKEO69W4SF8ljxpRog6ePVJlEExT5Wa6jzY3EjERc1OaRLuc6ZqYkP9dT3/wdx9nZODX7fUBa6UrVAlERMDTmRN/V1tPYl0YKEwSlq6d7+YwT31OaS31Q5GS9HmuiVr+5SpZB4jVS+tWgZgkYyOfq5FT1ko4nVQi3Va0qSoTZX5cFvWWy0dkQ3MTylmrHZEDbQkasYyWZmMD/J8uqA47OAC2CwCpfl/2rshkhu4oOgjxd9Vcn833A4bI56RXrX6Qb+8AWvq+yjnVT5WK6n3Vj8vulVtWJDqaRn2cdTy/VvqdahtLXrXdpqoeUOegHZ2+s+wWTtIjDhisxnwOpkjvJU+NgPZb17iWIUxa0ag5mqA6BeetiJjfS+jB0toKcoAMci2No+rYFTFVy0WPTMPhhetOMo2zU4SVy3l+vKtoAWI54Z76uybBdf94SvgWtj5kzxdngRdq05DfFWFoIIQ9IobS30I+57n/TLgA3hKFEGF76pBIP/J/+6f/1f1qeYMPS0lQ9CiKP0XhaOR4qMMHiwCmKhRKtlq9ygDm8EYhwAevPIri1VetsrxuqrDpI6R0Xuw4xCBeOAPodAWaKreawLjP7MWjQzveq1u/ASNvRWxvv27Pnxxb42JkzfrQDp5r1WDHUtGCFfNLdvvaK4DSshU1W46CaYJAs6X7L17Y0ydPLJpJMUBj3/hbm7UoPNU2jQ0YlvI4UsCSZvNhIEpddDsKT7TRtw72bDBgFcBvyTKAvqostCpqCLCibwhPxFOLKQhv6JOEHsVD37t3l3boLDfliRK+l4eOfUmn8p7+0XUU3gpEBTxurgIoXpwJo5QqddLPWqYs8NQGPTGuXyCMXKE926uXYMWbtrVy1Uq5quWQs3bHm021l0iM8QIMMSTGH9CbAbrK/iovB+hjoGFAb6i8q3J7tMH3UYAp86aN+duo2+THtp3C8qcwplE4brunNfvJJw/srz+D8WgPCiKlKX3qEEGECH/vvP2ufefXf9Nef/+blsIJoyzKudArAb/SFTwBedU3Q6+CFIbXPKOUgOsEMMay+egMZ4HxAETTtSpAFPWJopCDfFApM8PoJ4wDcGOldMHSMI5hl/BXhiB2ggL3pMSRDGQVAwgDKJCACtGYjucX0Chloc3aZXRxjFXRVR4jmzCmY6IE6Kv1AOVWr2On9Zodn5/ZMa9nMOQ67dQeCwO6Nsa4ajilI8DujHurHA1J2pD3szjJCGMpoFbZmO+4x1NSkZdy56FXxknG6mMjEEcflAZoVjq+b7ZWzo2nfdqjBZEJwmUi1yRsizEaK8eqk18IirLVhJWqeZvDMPvDFrqBk+D9eZ9I5ujEdj+p2eHzC4s0q5ZerFh6sGazRsZmdVhyO2NpGHM5tmor2WVbz23a8GnP9WfRH8MAlf8HIACqmnYrxEYuZjVrDeuw4EM7Hx7bee+pnQxwcgvC9kTTLlaPbZjF0WYB7XTHOpmmv/bzAG6uZ53UhQ0yRI281sOnPA+tGT21WujQAb2e7tlFhOtyvYPJC9vv8Rw+t4sJnw+d2259zw46u7Z3sW9Pzx7bYf3IGqOadWYda04ayCRqI4iS2DsxCboXRFKZWMoXfN3cuWnVgnaPW7JiuojOgQfZEjaYsn6zjw3m7OKoYY2TGnoasQ3057U7r9vrr9y261eu2S98633buXTJlpZKlo6jpyFhgRYQDWHjFx7ZK0WayRXAlxnOnPfatIfIez6LoO7Is0+jiEwSMe35owIJ5fezEM0q0UsK51O30wMBPCx8hKP8J//H/9X9KMY1nAUrzGLJYIcsbVrtdZD8rJlO5Z8qAJ8mojzfggAEPOurO+7pHj9+5LWgCik1A678kla2ZHMZaxGmvtjb9dl75bnESJT3kUefYdTKvWipljziOYxZ9796ecfW1zdMp1jLYx6LvX3+GUxg33dPmxJGaQKgBxhp1Y/20vCz5whDdJ0OHVSO6e6r93y2UxUVyklrG1HdX0AihhxP5E273SkfJ0+lZbj6XjabdkY7JEJQ++PRIFcbjUz9dOox4OY5t3CwC5cmJ/W7ogUxflUGyFM6aZJ98j83SixL/VPI4uwKph78nYHDeJNiMlyrDAgq5yjA92XhlgqMG2DWQ+WGwQ8Kn3kqV4UyapKIiwOG2mOCMF71wIDyAof01atyxzpRWnKawSJqRD4PGb9PP/3Mnr4gKuJvSglIbqe1huca3373PfvBr/3Avvb1932pLgPtgKwQPWiGcnAAEMahnFtIqQp5UbEajH0hR4B8QzggMTTPn9G/OLJXxYj6pv8ksAVgOIaVimEV+Iz2vFAUob0txLDEaORsPSdaXvGcop9+AwOKALxi3GF0T3pZr+lQhjBOM++5V1V0eL0q19F4nraD3flOYcY6cEHHJ6md85fMVhvCi+EdnpzaixfPbe/g0HVXY6bSu/xLhvnV/sNiws506aPGOM9YypmL8gWMWeFt3CMiTYB/1H7k8g5DCpTzDHk6Sys5g93jttc2vN1lIjOvplgN9rVI5pM+3jMA0+t98R7S0/oJLBXHEV+kXb9H3aBOVvfTQxvT67rFUsH3lugKlPn+AgcY6IdY8tAavaDK5BCHofrgBuRK123Xg1PCxypNRYbdnFbMaUWftgodWx/cEJMWUIoRHp8d+txTsaAaelgvDlCVMoqeFFGNFnG/v1RF91eqUPXV6USw//Gwp3TYHOc0cbvSegbZr+xbm+HXzoN9x/sQEF13ijP3XLTaQHtkmxrnpLYVhp2mGA/JUak9r6TpakOymbdvBea6XC3a+to6bLlE5JID7zQ/jd5GQ66H2mNGkVazA6E5PYWApr2dur7a9VwnotAebUqlyMr3XaYtWnqt+uWp7E/6JX3gvuFRODjl/6zu8lMaI3L//j+6r8m4vcMvfRPr2aLrDFNGr70hhsMYAsDAFkUUrsxrBm+v3Awh5zxra9tX7IhQ4/hM290R+tUOfVOfXB7m4tsHhuzps4f29OFzBNqwbn1q9fMOypTEc63Y1Vt38BgVW65scs2MjfoLvNqKba5d8cm/B599ac+f7fLdC9vb3Wcwg0R+iXBXQmsCjprd1aSbwkBVKGgDfM2Caz37ysqqsAOBafHHIUZ6xiBptlOlPRj6OMYrjE057cHI65RX+Y5m4AUUp3xHiyVigLLSOpHQyNMn/R5MHFBIxdeQkxYYEPYpVASMtcJQeXcdORMDEMSS3YMDwkmBMoMaA8xCSjOgMP7K/ZWIyMTSVsoTXhVWrIj3TeDJdSx6NFJEpQFCrfBayDG6jjuOhfl+GIVGA2A6jJUYj6osBJo9AAQmpJNDJLvFEDDGcfRaOI5Oy/Zg3R998dD+/K8/tMd7BzaDYRSWVi2aK9uE+65evm7vfONb9ku//iN74+vvWWGFqAiwUY2v1+XCHAggadPLag7uM8MRhHyPixFKh/enTVq+rUUsMdqoCU68IOCZtulK0WYK66B72rWVONirHmITQkJkJdbreWtQMApgpHCWVYxGeeg04x8j0okDZBEiJL+mJIIDrmEwWgDRazc8LbBcVglS2iK0U+1RXlB17w/PDuwC425okRAyHANYY2fCXAfdrWO0TYztrKWzEet2fNHz2ljtIJfCaZUiKUA47safTosYBJPLyhcr7E0DwHLGSi8IjLN8Tu3J4gzlmJ6F92x9Y8VuvfW6bV7asBZj1WRslB8fK8KgLQS8qJDSCMppNwAb2jQilKdvCcjRCL0dNSMOYOF2lT5mvVY4E1mxSKcKm1+1bIj3R3mb9bhWlzYh7Dm0vLZ/SAiPrnLtdh+Aa57ZycWR7bX27bx9Yg+bD+24jQ3M9qwbbtkgembtENGHnVg7TFRLFNPiWg2iqfpobucAUG00sxq61kQVT7CDcA68wGGGcyVLVSqWrC7bBLSr4Qie9I/tbAxBG7eN2M1G0bFNM+hycm7jBP0nQrXM3Hfx60yDeZouLFkp0nqvRrshZdo0CyfcBwumyEKTilEtNgPca0R/AyIsYVmCpwA1hz7J8RltTiXLtkFE+vord+3VW3eJTpd9s7EZMtaJIP/3f/p/tn/1L/6FffHFx15eqtWmfa3E5Z7T8QDyQn9UTACGaIXnEd/p92gDEZ6WVs9ph0wzBOmkM/6qpdYLFEinkeSjKkUee2VIQgAfLVjkf/2/+w/vy/N98vlfe663z2CLiWgxgjxsf6itLjEsLu7MEEUVQ01l6SCd1uSePFO1WoKtwKzwjAKkIp5dOegjbZDNdQ/3T9wz6Gwu5Y7K5WV792vv2trlDT5bso2NLa87FgCtwgSWCOG1/7BK4MQEVO2g+y8vV2AyGDuDdEEoW1xZ4nvBDv9aL69FLcoJ5VAErchrNAAlPLK8pdrpA6Z+ICPPneusdsZdZVlaRq0yKnlSrdBSffIZ/ZFH1EIqtT9i45eg3PT2FgvbAeOlPbqQVvCIaWk/BN1TaKLcm6cvAEmtzBJTFI7p79pwyT0nxqg8c7lYsc3NDbtyacdWStoWEM/M5+cMmiOTsqsaX/3GryEARkxCTNn718fhYRjavhMUsFCfKITvhWmXmMiE38UQWoT1ev2Tzx7ZweGB1RtNl4eOZdL4JzM5Z+o//K3ftu985zv25jtfc9CRsxY5Vs9UlxlTXK7+axIT+SwAYl1HjFwMKszvzghwFOqvllhrEgQk4xm3FqCiWEG90zjTCX5CxwCvhDazF/PVZzFGTdqpwiKEgYPsSjbakJDTQV6/64HcVc8sh6M6ZIGv9gRZKpe86kG5QzHTDuxPTHqvSbiJvirVIUarzKTkKIasMxtbL+t4Jy/TDcqt8nUiyGAl2BJhqMA2g034BvbITm1Uiko5+BntkX5oawDNaZTQSTErVczoUXlnzfXpKhGdBvSDLx77/uMLnK/q85dLVfRZG6SXnIkvuK/0dxoN8qjldMIj3PbFyJnsrKM9jRnHAQ4Pnarmg/3Rpy/HgQHx13rz1HaJXJuH516VNGh2iVwhV4D0nk4YQe8v0M0zXxIMGM473D+JM4EgwDIjOGDNGUSWVwJ7gknq3zTEeNIPbV+pfqsaQlGOUiyq2rl947pdvnTZ04LK9U/jI9dqqTT+zMqFDNiQt0Ka6BVnffTizPV2PgoOp1X4L/sRyErrJt3gNO/GRd3ttHai3RhbNu4HcwzSYVWHSJ/06AOkaq8W4ujGaQDYq5e0WEt2iX27XdaPfXe6euvc57YOT9AX/Xx67PdRqlbVGrGUTkdR9UnE76eN75V7Fn5qHIQH/jv4oM8leN/rxrEb3WejDAFCPlkiI1UQRRZE0f/R//5X7j/rfWpPn39uB7UXFhnMETzhc4jwCECupiNW0kkEyTqGTtiSPLJZ+NQGyWPYVNea58eWycIiZ+cI7dxKZUKPrPJo2ugkaolZwpoMduvZwC52z633FIVux20ress2k1esN6tbJY3BTCPWq3V9Bc4SgD0c4nXPG/bxR18gxKTNxwwboc6sTxiRgSVFCpYM5626smaX1ndsbYkwL1d1bOy2tDRaSyth0Qh5MGxbrXHiQkWbLJVJeP6pDYssVLIYHmFIZEZIHCU8Q/D7z2AUPUuiVHod4wGbhBjlbMneePWun3SShFF2mgNLbVVsGpvY2dMLr5/cyV2z2DBhy9mq9c56tryu/FXMNi5X7frNK3jGpE2GfcvwmQTeUhMVQjgl/C+vX7H3bv+SvX7jHbz5Dd7P+zM0y8LM0OoQUQtiQD9hKbB/ntEIXnsOSnTPCO8blqEv0Umb32toYFM1OygMQpmHrEmk8nC4sBMYzU8bI/vTZ8fW1KYvyEt5UZUKmTaMgkl84zvft//FP/gP7Gvf+K5P4k58o6kYNoGnxzXBzbGkqOd/J2IBSpOIBWO8IdhobNrAEfR93+X5COiVsyCk1dlkMhJn/IBGSqs1MaJQq2/R6dwiibwbnCVpSyqHkcQdoEZEI/1k1voA3QSWrhOqwzB6MWpTba8qPXDiWKUNLjCawxfWIcqpZBO2BLsOJWNet73PeJ4CQg9x1l+entl5J4eGFC2UW7YnB017XMc50YZ99OccpzIlIhsAhmeA9AlGJxZ40sW5RcNWWt/G2MYWKcBwJA+Ubxn5xWlTjM+Xk2naSlQmR1JKWqoEQytheLRJixamANejTNLGsSJGTkT5/Nj2nr8gWkra1avrRItV23l1k8glBXuEKYdgtPE+kQMjoP0SuHY1s2OHhw07/wJHczG2wlnV4r2EbXU3bDO6YtUekdcoaWgR7FlMkfGB1PRGpzbsNuwwObYvzp/bHz/9wP70+cf2cX/PDlOAS3ZoFynIAvedpGUbRF6w1yWC5Zs3t3ASMbtoAKoPQ5aoTaw0zNj6omRrxj2HRHjNqMXOwQLC8+I4Z0mi8RxYUMpNbVmnxxRmOJyErZ7dtPkzIt162HZil207tsw1qlaYJizSANB62Ct2MpupJjhk3WkGZh+y9jTte6gPkxc2Tk1sXBhYP9O3Ovh0HD6w3dlDezz83FrxcztcPIe1160ZvkDvQtafdW3Y1mKOCXbWsGS0h5bhHGDsQ6Lcs4N9O9m/sElvatev3+P9mKXQg/XVqxbFRlJE9iOY0bN9sK+chMXDdJWXCkM6G13be/bCWmcdxhHnq2PpphAx+qCfVaM+G4uo4SAXYXvMfULo9XIiODWl8dmhRX7rH7573+tStfEOShefKU+If+trVr7roZWYyzgcML++BbuI9ad9Z4O5RBkGkCOUjwW5o5J2scKjY6C+LzEN8dxQc+FLqs/2e6YTE3LJku+VYaWJe9BCqezXV32o7qfZcK0ke/L4iXtcheby/Nr6zhkqob0YchwFV/WI2ITqWHf3du3F7q7nddQfXVOeVm11RorXkqeXN1c/ShUcAJ8TAxRDVHghTypWoPvOptpvOYb3zvla/uVlna2ldMVLzwcD44Om5aEqJ0zMpPhAVUwRRdrKGwW7eeOm3bpzzRnB3pNdz8nlYvkg4ihkbXVt1W7t3LHbt27Z1c2bltTihwWeXHGPCsR5CPckBm0Fogd/8eslFkFOTLutqT/Jfg98HOL4WuYghRwvnj7z1IQY4hGh94MHD+xzjF8nhkRgLL7mHkaoqoibhHG///u/b7/4vV/2uvIM4+IVJMjAMzHcU03QvfVQCttXRs0CWUcBYo8oJqqnndmojWPgkYxqMQyGppNukS8WHjBgHCNUzFTCqAlJ7cYl2Pe/wyhUczyl3QrVxaS15D6T1wpP5Rm7FivApCUYGLBqshvHB85kdFSV+iVdUXWCnIkqOc4BZDE/lQEqBzjA4E7PTu34/MRP2GgTFgtEx7htpSSU1lDOef/gyM5hjp22dMlsFT1Q/XCaaEGRVYn2qs65HEt4f5XLEiMKp4Jl8omcVqBq6wClO5Al+qfHR8NzOydy/IIxef78uekMOJ0AlC9h/ITYxar2qgjbeB7UaaPNzpgTaaVH4lZKLsHkju3iWbDStTxfdr0qh6rej3QkmIMYTrXPcB+ncuoRaAuQUsT55598FOw5gyz198l86gxf9iw7kNPRgA+6gBRR2daqTu64bMW8IoO0FeKXfJwVaSmi1lyD+j2BMWtr0/607Xo5to63J1OKBmOSAbDBhZXEDZez0pHKqWeySf9d+XfZifac0P1xbf7eaEr0wet0HlSLwTpeMlUkgxMdqFyQ9mi/bK34a0LsFBH2Gzrctk1EENRba08d4UK3rROVWr74TO+LvKhao1KuOq5kC9pWArxAVb3CKhEsBjIiA69rxtGrWkf7risnHNI6DnAgmPPRmgMAGTmqLFcRocqDFYmpbFd4NplonggdmQS70LUPaha58c3sfYWvHdiKNsWYAsaNpvKNmvUd2Y1b17go1hhV7pALwyiV69OgpeMqVVOpmTbVIGSL67gnlAImGV7wXiQDi72Dl61Y83Rgn33+JUKaIiyMktDn6HjPZrkwoE2oDMhqVZQ4tu9bS4fjdEhpkJWVJSvklLND6THK6lLFVnDZ5XIRj9+HXac8dL5QKdPRofdFk00Si59qwODp9zFKqM8p16R0gZbn6lQIncOnZZCSuSaXlMvT3zoYtm+aDoinUwHD0zEw2q9Z3+kBJKqf1F7Pl5cvYWwRP8hyCSczQZlLFU3cGAObRX5haxDajPH865vbdm0LudDnzbWrdv3Kbbt9/TW7rG1B0wKZl0wSsUOp+Bleiv6FkU2S94ArnjPYx9RSRAOpIY4DwIliVNZqODj1MfTGec0rFpSL3zs4hym37Oy8a6cvjuziEEbYAJSRZ63Fd8WOv/2L9pu/83v29W9808rbV3EOsFUJBXnpn8BYxF5tUUQSAqHjY1i2QsJxl8hYiwswEhwgVMRCvGonNy0BD6mEDyNYDAgPcSC+XBpAsyygwd8X6JSAfyFQU2gnHeB+xHsWYgyVn5ZDTvG72mM4EG2SFGHMR4DmAn3VRvZalKKdBvuAtA6wLeHwPE1CWy/aXduFCZ3Ahk+RS2c0QVdwlC8OkEETJ44OpDTHkLbedOhGEo4HYajyzDrMIZFQjnDM2MFGtzYsg24pbZfHecr4CrB8QUWIMVPOeC7/g15r5z+Bqer0tUhJpEdprosBOtka2ZMvH1jz8NSqayUYZNFm0RF2EbNiWRNkmoBTCD+x1ASwMewOxpgeAx7H29Z52LPB7tgyMNJqaplIjsgqCviEB9aMnVk73rCL7KG10nU7z+1bI3Fh56lDa8Rr9uQLrUDDGTKgWvqvCSqVTmoiX+k27dmglJ7WAGjJ+bvvvmmv3HvdATmdL2OXjE9i4PsHT2HyC/Q8EsdJE9lozmZBxD2fAGqw2kx82TKJFSLQVUvH1omQr9tKpWAbm6t28/ZV27l+xTa3tCVnxcH16bNHLvdQCHbJmC+04hHOplWY3mZeCTiQqVKpgKwmKdFFEITxyVgO/RVQTxkjbQDUJlprt/vW7LbcCdW7ddoatj4Xnah+GJ2LQB5ikClVY2X5foIx18ZI2hdZB/jGAGXVyGsOJcf4atVmHEekvXoqRW2Jqrk27odNqt5ecwma29Exdr7DJHjl+4qjH7KhYmnd9SNvaatWlmx6AaHafC18X8whPNM+DDEL03gheQ6g02mvm5s6qhtAwuN7LikT8UYubwS7eG1uXHUGKa+kVVFaKq0c3ub6lu1cuuazqdqXdffxoSt3lrBfs6465FPs9mISbPSjFVNiplpZp/vzizOQZa4l41Coq+95OZmYh0qQ6GwWZq6crdaOKzeYoN3av1VtUE5O7EoTgpqU00PfUT8DpoxnAwxUhymHopV5WqgiRimh6v1lbQIE848nAAKEOMHTyTlpI5i19TXCmZR7+LXCuufIJp2ps53j0yNvP0GnM4YRCqR+RWYxr2LZqm75bO7W9mWXQxEw90UsAmMYJ6asxrrn1u/yshpEYZseE01Y4WC0QT2N8pIzz6HiSAJmUMeQgv0N9OiMph6ZnDQBMpRPm7srty8mp9n87/3yL9vfhiHf/drXXD6OLMp7Ils5tYVDJM6N8I9fX77Nu+Oeg0xwht+U3wmxUcYFoOybBE2DXPZMOT7k2u+NYSQwBQxIu9I9evCZNWnraErIz33jaZgJ7Dicwpuhd1PA1iMS7cfN36co9QCmp6Xg0pchuqN+NM5PPbfYg1BobiGJQ19aXoJpVjxMveBvypnunakO9hSD1IrFidVOer5Vo46Rlx5XN5acIV60dbgCQ/CSMRYYY50dt7K85uAgGWp8K+iNmF2S0FoRZlZUANloUld1sHM8kuYKIkmxJU3wwOYGWuQQ1P2ea4Ma+nveUqTatyJMVDlYpT20clWMTBGIV0hwfYUq0iOl6LRyr/N87NUHyrWqHdlYwcdFACW5T7TJF3JLVRTtlS2zFESu4VRg7wmYtZinbNPtDFDVClZ5XK9zpq9q33hQdzz48Q9/xd5443X6AYPmPslw0vO26YzO3dMG/cHZdCoJk1NK57PuzCOAmSKFWDJgqNrQXeM65bOyL1U76fsqzRW7PD45tg8//MLnrPSYLRJu/2PsR9/HP/lrIibAQ0ahIMetBTXCB53i7StmwTXdP/xy90YCOY8Ie61g5a2WfUsfpdC6jibkv9qrQpGEdESYNuGf+hXPxv1zXciQxjOPTJeXlv1kFVVvaMLf52xg3pqT0Nh5+yBQciRaQSx5qQhB47C+ueORRTWew8lvWwTSFnn1e6X7ERieZoWTmaQnoGOZhF3a2rRrt6/zRTycLkBYoYS42KByq9qlbDm7ZCGEVggDfvytDeMa9GIMMJR9USWMqvrBEDrJVqcB3Lv3lr395ut26bL2iti2t969G8zUXjRMe/SqCkK27yVlA8IdPK3wodmqYbhnGDsDCE7oxI2IPA+KUS5VYGLKbIZ8afIyQlpfWbVysWh5Oq015VVCcPUvyufiCFKTLqofValWNKlFG2GYd4XQOGvaha4LfUIMALGS8hHTbnA6KFJCVQi2srpmt++8YndevWerl8q+jv1s/8T+h//hv7OnXz6xi/qZPdt/6psQJcqq28aoVSUAgF8ctVG4c0uFtOvbGjK8gmxgQ5rIE61aYNRhXl2TsG7A3BaA26TrP4e09zEsIopg4z1onrNjpQDw+jg2gZZYfh/QGgCSJ7DjMf3uD0KADyFsEwMfct0+ytxHgW9ctR/97u/bb/3Nv21LW1e4FwOgageclRYKyFD0QK2c/YUVOQAs0fnEYjzD3RPffzkyaFqUMQsrj93r4AUaNsNRLHhq97eJogqc3HSIQcFiBSotwLAjvWN8yusblkepQ/yMVbnB4xkxnib4wD0dkLg/jlSThuERDpX+ZRmj5tG+PXv0pR3uvfAyKa2erG5u2OVrNwhuw3baattjdOwZcv/s+MweHxzbYWdg6D8RBQxxGrGrN27YzZt3rbq+zK0jdta+ADRi1kTGAi35yyzjqc3j/ZRnIrjNS2tWjIhVZS0lBkebcSlOKFQSp5p5HfwgcPJVg8hSpWCK2FSHLWcWncN653G7qB3TmLHlN2HAAPgsN7H1rSWvMBhN+xaFbUrHk+0kbUZ+j3vWeNawwqM1y3ZylovwnGetO2/ZCEfZKzEeVTD2DiThEuK8wVhuEeJvMh4VCEK5a7Py2G4X30NfL+ysdkrUGPPSLpVvJYgMq8tVBxOVi+pEHs3ffPf737fLa7dtwWdnAuRiwxaJvnXHEIDesbUY7+G0jcyiaAz3juRxijgA9D2XrFrcyjbtJW3aTdmsK8fb8KhYe3+LmCms1/1U5rq79xzWjjNi3LW5PMLjuji/mTb5IXqYjUwrD+djbBldwFp9zwnf74J/PYjA3sG+bwerA22n2BPf8sOFe5CIFm3WBN450VOLz3ZExCAvAxygSIdWGChazuF8I6C1LKGQSzFmXAO2HdX4xVMQLcwFncH1Kq1sY+ymh84N2h0fbzloTcSLhMTpazlfsiVwSinYSAx5IJ/sLGVrqxvYNTz//d+8fF8eNg0gCtV13JDWZFeLJdNmPFr+K0aQy2rfC7w0ntdzJuiePJd299KZe/IM+wcHhPYNz5GdnzadmSwmKCjXWC2v4Algz1uXnJGUlDflsXPvNSsWC77Bh69wIexQOwRIYuh9FfZ7HZ9AWVUFmoUdEYrXCcXPbG//yHPfC9omj4QsA49H5535i2Ul6JtAGAEFv8vrLjx8nGLAek9HR2kZ9ckxLAqn4Dth4dmV13NvxyCr9EmbMokZLy1XXD6zKMaFwD/9d5/bBx984LNw2m/3BOYmJrC0veSMZqwJIX4PjeQEYraWX/frxBdJT6lICRQe+jQ17Uf7nGkq9yi2r/0b9DmtzEMQKp4EXBkL5Y5hk8rd+r6xw67fX6ufGoCeHxGk2vBesMKwP5jb+cU5/cvYrZu37Nf/7t/2FZlLRD24fsZrAvjSGD6rzXm8LcjFvZR+loD1dwdJXgFjLTjQ0VFicDOAWRHGSNt/wkhGtEnjNh5o75Fg1y2dFnwAMGpW++a773gJYo6xJ940QprgPoSUMxyL9ntQjfmQfqp8MEo4GUYvdMq1cqFnTx55FcH56Rl6MaZfwS5cYraKfHaPjz1S+/LFruvnY5460aINW5U8ooMg171za8e2t7ctU9EGOgu76AiUGS8IgJiMVnoqolTUo/e1WdYazjkymAVzAxij9K5EKOrLZiPaxAb2B3ipJG4KiRAbVemW2qnFQgq5q5eu+Hg9OnzsTCxWjbue9cLaL0LbDhAZIE+dMOY51B7OVWOrBQ+M7/L4EmQpyHlKv3vzYGVacbPgdnb13iVnyOGsmPbCBgscN59bRLBz9PCbV3/kuVvt6Sx7Vo28nIw2x9E4J3X4AtfXsmJd99rVbbu0c8ny8bRvsbpeSfsJ00+fBEfyh8NZ39MmmSj5/Todxl66q7kCbFI2Jh1SVYL6NZofOdnT3hVijqoX1spL1YxrH3LNdUgOk1nE2zejox4JAIJ6XRAhSL9UhqtxiSWVcoGE+PoCoueeIqoFZCxgzmEiUfVfR1qJIS8mOkUfwGZc1R6trBPDFZDqOqrS+WpdhjAh6dvIKioCS/h7cXnVx2NvTwdcEKER4akfY2xCkbsWtwg/deKR6p21BbIil1w+qG6aQVYVYSbGcvQF7Bn9+qW/efO+F0nTIR3PJOqtvJLKgM4aF4ASvqiQt1KqiKGG8fDTYLYJbJjoKCOUwTcWuRhhbKeQJABvRvg1zBACRAFT1e0OAYmanZ6L8R5ZHeZ7dPzYnu4+tNuvfct2dm7Y9Zva06FkUcIcnX2XK6g4fsF3TwEWrgszjEQBaljtAAU5OzmyQxhSq952wemsvCHhsWDZJ0IwTm3uo4FQrbCAU0xLzqUCG0vBeH1jkBShHT97kT/f1QowMfC1tWXb3lq3GzDJzS3t1HXFrl3fsY0tHEqlTLhGoIpwz+ovAI6x/fwvf4YiNWxjZQMHhcNonuGh27Z+bc3OLk6dBci7F+NLdplQ52r1Bu2jjb2chWYATQgAxO8TArjSLmDFcxQ3gpHp5/AQxjiGLYuJDgBiwuuQmDLtHSDPeqduTd7ba57bYxjGTx9/aT979MBOAMOmQD+etwngMh4BGJm8vfna1+173/9Ve/23f9UW0RRt017E2lpVi2+GXrqGUtAQ5AaPwc0z4DwBfX9q17e+NqgnzNeqPfoa0e+9NiwIxoOCThiPEUY1HU4Yo4GdHJ4AoEfupGKJtKdxztJEJ3jUyRQnxH3DOFzfm4Lx034UMUAJKmHacwFzhJWAfly3c35uTZ7PH3yEo55bhUhndW3FcsvLsNOMM2StvvvJwyf28eOn9tH+sR3goPbbfavJULMFK8FMcmOVcpZg1ddsZWXTTzlRtLJ7hm7B5osrwbaSOon4nHHsonsTZCHjahENTOpjCEHIEohJu9BVkwI09A+gkY4oGyXxjRfKJ+LAFXcj2jSfVW39pcu3iJ7O7OnpM8TZtdPwhQ0n2Eu8Yx3Gm9jC6oz5pL1wtpdop5EpgApjjsOyN23Fo4h+uIVTB+i3p7ZypWSJ20SOawDOGqw62rS6nVhjfG7tPlEo46XFM2LqX7/yXZtCtJotHDc2VqkWfEc67btRq58DxMqRCwRxKujIjJAhW6paZXmb8SjyPLOD3ok92d21Ot9PMJ6FSt7SmoRPa8J+AJukw/RD+6/jnjS0yARWCtvcvTjGTgBbQHdCtBhaYAMA1cVp2549RVfqOGYi74m2WNRRSpAYXCnfF8AC8kPseC6wB5DDcfQXBJiGrI8MtSlZeTk4RSihmtYo8lDeXPtnGEAenhBBbxLFpMCaBO8vIBTYC85Re9jUsVlVce0diPjBjEWYYOlx7LZEVJ0DgFeWsPfzhh0838M00ZcMERQkY3Wp6ud2bm2s2xv37trVK5cVQzlQa05ujahjc33Ttq/csyLMOR/KgE0FC7fmFvn1//nr91UKpXBLHruPIsvzDNrBaQ1FWIeYbFXeNhzBeLU6RfiG98IDvrg48tzMw4ewkS+/RJH19wW0XfsDzHxvB82Gnx0duifS4gJ/VYkMQLh/3rfLly7Z2uaq5wKbgIs8SBKw1E5eVW36A/iJWV+5csWuX7lq1eoS14WdwIS0WY+YrGotxX6VRxQj1+SLcky+UTnfF4uRsWg1mnLhqixQ7qkK+HpusFLxyQsd3yMGfPvWbbt95zbeN+wnJaiNl3hq74TgeugOQo6lYW8A/5/+q79wj1nMlE0rB2taAADDu373hufmylxD8uqdDZ3NVVIKkwUyRCCeIiBkwoOPxsEiixDhkq/V15HuMGUdf8QPAKDAEcMGwMSYNV5iWE3AULn5fZyVxuHfffihffTRKYAx9AhkybdYFcBFfEXir/3yb9jae+9Za9aj/4TZ3EsHxs65fgJPL+fQpz9qg98XUNT9VCs8FsNxVj4EfEAj2q1UgyY2VO6n90dawce1tE+KXgVwWrnUkOLChN752tftte/+km3duWOb21s+Bh6mqn/0N6p7cj31NQ4TjdMmTZoMYYcnsN8mTl7X3Vgu4dR3ALcrXCNvc/RYzKoH89Hqyp/8/COvN90/O+fz6DX30OCVl1f87LdUVysoc4DytufWM+W06+2Dp595NUYkFXYmLKKik1GUaxTD0ik0z5/B8rSElkd6HkKfUraKUYoUJGMRz8VGXk4Qa7GJwBh14u9JK4nNq8+xtDP3g86RG+zz3r7rSXwl7Yy/j5PS+7N2kFNOj4JIMj3XxHfaCn3tnTABlAeuZ8s3cfoAQHRZTNLsoLXn3++OWi6vMfrlkQukS07iWvZNb1cdtqwqgrX1DfvmN79pOlBBEa+iHbeduIBRbLJHVFsCTLCxWNbOhx8G9cEXwYpg2b2YdRISoPZFI8E+4tq0K7B7qAfyUY5cKYrqZtHHXYdc+O5xyFnrFgr0XZ/79JPPfDw0EafHQsBLe7S1k5yFAdjKQUdVtosdzgBayWcWCurOC7B532Mcxy/MmmvLAL6fiAUrKvvBlAt4HTBvEQNfcaztWokwdezco0cPaV/TI6Yp+KXoeRmwV/VIB8IhOR0fn7ictQ/3Njih9Oa9e6/ZpatX7P3337Mbt26qtRC2lqeztAPgrVu37PV3vu271WUXOpyBqLkF4/8n/49//34qmvQDDY+PTmyMgWWh1jG+OEEJdJrrHC+kHdO0gkuJ8k4Lmt9QpYbZBzCyDz/4jPDlGCHgVQGZ05MaoSUDhL4KUPz8uwXseyrGfOD5q8ms4ycTj6ZZDBVPc7TrClCspnwzkekcwcA49T157zXlfAGPDUJG3zqzuozHjSPAnk+4qczuypVLGPs7KGfO82S4BruMUJbwWMWyQqqgjCgPE1dodw3BbGxu2+rymuVxBGLQYgmvvnrHhS5mrnClWMqZTuPWPq9tPKY2GQnjdbUJSTQ293D80aePfZC1XFJbXT7aPec6l+2t919DhsgPWSiftBzFoSDT0rSAhwb8uoDeGAACBHWmXVQzzIDJHGasQ0pDU0Ign8zrAcQ4nsa5deqE6rz2UZSDScdOe3V7SjTx+d4T+4vHX9hne8+sgSIWLhWNq1gS9jhL5mxECHXrtXfs+z/+kVXuvMr1YLylDEZEqIbCyAFpUUAP5xhVmKX9YnVSiRgyTFhlZyHaEOW9uPJ5atcItt7nb4AwiOVh+WQI+PUYb1hHdzizE2TywaeP7MmLA1u9ctN+8OPftdVv/aIxKBZZ1rl+sFMUPS5AQ/GlM9MORo6hJpVXh93o2lpAIgbeQ7F7EAFVCK1tLPm5dREc/KlWfTZh7BjLCTL9s599YP/yZx9aE3Y6TmRsCtOBt8Hgsra0tmFLsJXui6699vqbdvnGDmBQsda4jc6F7J//63/uIaiWM+sYpRhhvMB7gnNqd9vurJotnFFvjD4VbQeWXcKxF2FcWVhiWUQH/Rwhz6w204LYaI9lOTPlP0tpyA46fEh0NaJvjy6e23OcQC1KZIS7rxmfox2VlXXsB1vrwQb5PlDuk+ERolAgBjsiAmg9sp331+3uezv2yflfW7K8sMe1zwlou9y/B/iq9BHfT4Q7P51Z+6Bt8VrcKla1XDxnr79+2/7k3/whQNnHVnK0c2q/+qvfRSemzpaPjw4YopwzzuPzpi2vb9lb736Tz+WsMzqnnYTrRHv9cdhGqmIIhYkMGHsY+WTRsUh6apnizFJFiEe0Zr3pMU6KKLyAjsy3sCWRwjzgm7ReS1VUIm8p29q8ZbFQnvGe28F+nQANZx3OEFkqEse6UQntYKd9dZTaiGtBiSZGAV5tkauqjCk2lGTstce7cvzaozmKw0wkdEAx0Yot0U/aDBlTaqoJeZCDUmluTAwaOz+va6VjHQMJ0g7Kb8vBx7lu3tcsgJH6PFHErVs37L13vuZzcC+ePcWqZnZ6fOTE69aN65DCFU9jVKsr9v5737TxPInOQw5jedvf3bNLhTWL/KP/4nfua/ZZlQMqKRPLEJI7E8XD+SYlPIaEoQKbXgtvIEbAxVU18OHzz2ng0Hp9wJywcXv7pne+/XJ2U1vb6ZpL5bztXN2xG9e2bHNrEyDU1pdljON2UB2RfrkjPyAhcFP2XJ7p2o6OdYr55JUY6gZKqhxZq9HyswS/853vAn6vOovd2OC6a6uIOFj9IyYtVhSsKIJ14iXEpnWdJH8TUw4jEFFeZ62AkoxNf3egQpDKP+n7el/t+eqpvKEeUW1NCps5fnFih4Bzq9b2es2Ny2X7tR/8GiFywKxVRSGmEB0Eu8+VokQeyq+hdM6UAW4uSkNGzjjljHy3KRyBmOm8rRwtygoL1f2GyFWppkOU5eHDR/bhZ5+6h7+MRxYTHqJkn376xCclxRjz6ZJ94xvfsF/UYhDAQyEfgjbLaEk6zQD7VG8cRonFODShp03oF0pHoESLvg4WgLUDzFJI5XvFnGJKp0iAKKXqX5VGcubO+Jyfn9lnnz+wD2HtWjb83e9+137wox9bcWvby9RQFNEmlyMd9//Qbg/H3SEhH71qYmyMjopJDeijmI522dKJxjGconbrarQ0uQQBwPkp1/zhg4f2859/CADQJ8ZVi280xiP1kesKOAWyuWHaqxwqKzqfLsf3+56r/cuf/7l/LlPUDoMVxojvSR9mADzjo7Z1uyMjSPcqmiUci8Y5twj29ciiW9KZdB7A4vMdHKDaXYU8aNe/CFFcm/7s1xr+fifUd705XQT1xioVlX3p9BhFdiu5Vc/99g8BWPRETFmRTwK5qrpkngxK8x6ePHLmvVvfd6Z67ZVrfj1teyv5CcTkLLS3iuY0+oTLVVWoMH6KMPUd6dUyIbj0ZHN7GyZ84nuCKMLT8Vg6GejajRuwfMbJ6q6nARPVpJwCHO3SGFTFaJyEI0oPKtcqxi3ZaTJRuDCYaC4nBIAqBaEJsVkQjSALnQkpzFCbBJKqsOoRfSqNoOO6lOOdjtAT7i+Cp0glnFRbUEdVY6BOOmVa9fgDIjjpq+YoJC/fwZD7jVvBARjSYclVqSa1S/agC6nKx+cA8AC+xiGkEljsH7IguWYzebtKpHbvtXvOfle0+xx91X7SsldVBEkvEmCaqsSUglJEIzat8dWWW3rMmsEKx3IEp/gf/6Mf3z/bO7Xjw2MMjRum0nSOsEvMJZmGLaYskkjhrWaw2QsbdyA4xTXbWNqxQnbFJgjs7itvEzLdAnDv2Ftvf82XCUfjhIjVvH3r2+/YVYB4a7tqJbyw9mCWgLS+/wLlv3T5VTxOFOWNovx5y5UFfgKoEcJHuLAynUqQTQVgrVI6MY1xH/aEZ9q4vGXFSsnSuYznjcIwRNVXa7I2r9VYhGsSSDxFyMR4TbQ8lL/JYKLct6ti8n6Q7/P0aYjrIvzZfAhzGKOEwXvTBb/j/bUSKwqeaE2HtjWdIDOtOFSp29HRqX9d4PDqazftvffe5csD3gO8RoDNbGoVQEDl/MVeyrc/pOPBPVWkrwYMYakYcGzQsjAKIYaqkL1ZOwPwWjCTvtVharv8/vzsxD7unNpep25PLs7sBex5pA2NlqsWThdgJWFr0bcEAHT3za/Zd3/wA7t0+7aFYPhjWFA0r0UwmmOWJQlwuxB2fpf8iQZGzQuL4xTCyFO7zEVhxzF+jnvlBbIBQIeAsgxpRF+6gHEPo9ep0Q+eHtgHnzywT58e0Waza2++bz/6vT+w4te/AxgXESCCVd9hMww2QhMoa4BGiGMO4+aetCuE8ofGGAbMWduNakMXbAksl3OL2wXh5GOUeQ9Q7mBwqq74i59/ZH/+xUN7enJu82wBhgxjQlfGGMVsMnOHqtxfHsPeyGzgyIm0lgs+QdWbde3x4yf27z75KY48buli2t+X59LvOi9voMoJRNZs9ayaCo4rUy45gb1UE3we5lwFqHMwZNU5i4HpZBhFdgUIizalGsDoFZ02wgNLZmB4RGQ6mUSrE7UCLBRKwLpLRAcRu1TRHMS2pbQroHQGPYQr2pzvfu0bW3ykbh8//injDBstRLnuoZ0cHlr3vG7tw5YVQ1m7t/Gq3Vy+Bi+sWClcsJuVa/ba5buM9QCCVLDrOxv21uu3rFxIW7d16juhvXJrxx3r3vOn1ur0MQsi57QWzdyzSzu3AOohbPDE8CvWgM22YfNa6zGex22A3vQB0lwFoFREmYEQJeY2DnetP+8iZwB23kZGb/tS54I24MpXTHW+vsBoErIhgJuXjuDo+tz/+ODYtyXQRLSW9y8UPTEO8gRhVEibQYnZYqiokxau4USR/Vg74MGmVSGByfI9+oGu6Wi32Rn6ju3zdUsCynI6mojTZLIm3gcCaMB/gtLp1JmWdHyy8Jr3p4cn1j4+d4Yux6F7qWrM10iAWSnVtWcSTkJ1ELAOfNb2Bas42TR62ep0rVRecYc0vmjblw8eWIpoI/L7f+eb94+Pjz0kU12lVhJpAkwTfT6bjUIrtzMdTJ1JT3oKx7K+ObuYxx998Ke2trZuFViLGqZjVvSqHKpm9TWxpt+VYxPTiCjoQoh+HLyMeQIrx4OWAGTfF1beF2FMAUX3NBijJusyOAp5nCnhsLzPCEH7qbH8TdcREMpTazJNHkn7IWtFnX53psogSljaDxeb9ryX790RTnn/VO6kFEipBHvCyFIqrXGmHcxaSx6qX9ZKQ91HC11U1aEKCeXctdWmclY7l67696/fvuq7q+UqGWewi/HcdPp0bl5wOfaOYL946FRuCRASkitFoXQAIR8eeDLsBNUho54zF01Aiukoqjk7PfOaY43bIUxA8oqiOMpp7R9hJDDFJMp85eoVWNOpfQ+G+qPf+G0/uSQWAgBgjtpEaSEGIG0UytFHTf6ImSIwTxUMaff/uB+zmKt+FBXis189xrTTGTKRlJhIu9mxR48e2Qc//9gePPgyKKP63nfth7/1u7Zy9SoX0g15AGAoBKGuLrnwvTm0YZI2LvKFPCpBBGS1/7KuG2IcfXYd4FJz9Rkx8ouuFvOceFmTmMa/+cuf2k9/+sBOMRqd36ej9DXeOlNN19G9PFIBaDVOO+UdZyzFqkC54KcR//SnP7WPv/zIGVGunPWQdY7j9IiNa0jO0iWdxViIZJB/DAANDHM1lfOcq3LGYogDSIWcQJS26KGUixjvGPamdk2zWmSB08A3Kde+dH3Da+zDOEzZhVYv6jpbKxt+5Nhaftn1aQJLlx2+ffea6+dPPvipy2f9ypZf/6KNrtQB60927cqVNfveL/yyvXHjDRjwivd7fWnNGfjWtU3PjW4uAxyZqi2tL3k7tXG72vHf/n//O48c6IDrfQSnI6ZcwM4l7/3nj/w+2idGFRPKCbs90S/t9REcGKqVbD2uOYDpEvHxqty2xnc82HBmrXkUVT2o+kfva25B7ztz5ndfwEU7s7BMbSyle2hdBJrs7dJKRN1HBxc7HkAufCMonIv0BVVz+UjHdF3+5NcID7RuAt2XDvJmDAIqHNT+yZK/1jIIK8SMxaxFnJSbV1WY5rwqYIzm2rSEXyujj06O/PXZ7jN7qH17aJPwaMZ3pTO6vjID2itDddD1VrASd1Tr2pOnT60YhhD/Z//J37i/AOh0wOhyadmyKJRWxPShAjqzzktRQjHrw5SPzwifGoCakvfhIsKL2UO818bqDqy0iAAjhM1tgEu5LOVgRnZy9tRGU9gUTDMUwVshHeATMFOumXACY1lbX4ZFp/lex/rjOsJGkBEZXceWqmUAdwpIBWF11kttCPcaI6tdNO3O23e8wFwHI8ZgT9pLQnXBEX7WQHEH7j+xPsbuq4PwpPp8GJasn2PTEh427eVL2SjBKECtURyrdAh2M10M8JiAEG2fLkbBlqazAWyba0UQcrgE089aReCKnG5du24b65uEMht4XCKA1MIeP/jCOsipiNPJ1Bb27LPPbLbbhmWlbKFd0mxIO3pYaN+Zsa+Q67UtrNzygPthhOc4p3q9YU9bCnlr9gQneoSjOFHNJWipRRd5jCiOk+nAKkJDoot4xt6686b96Fd+YHdfewtAVnF/DzkBuvSpi7wT0y4/ywwnFoUNK2/t5+i9zB1rlzmd7RdmTOewdG1wNBv2fCtOvTbGI2sAUp3BxE+M/ncfP7Q//vO/st2zrhUBku/91r9n3/3137b1d2HI4aTVYNJxLTSARS5gg8qTMhBe7ibfFKYNU0JyLUrR9oYtWJ8mpXTAqdJLUZ6qG+4D2h0M4wlyOiLMfV5v2icw3L98uGendGGRB/wxmAFh0QxHIDBWiJ5Eu0uAxWa57Gx2e+kyQLVk+arC67Q1BjX713/8R7Cgp2705dWK54xFxeJxlS9pUlmAGvOc87Q1dtBIggna9GYVZ6hqjSwGrzpnbUwjMMe1ByVRAlQYVZaIRhPso6hWPOLw+H6e669k1wxXbpXIkt0oXLXL+Q0/Dy9PmFeN4iDQw9hsaIloz/IqJ5djQK/Odo9tWGtZZpGx04cHFu3gKGY5S0/C9sble3YHZlssLluO6GB1qQiDi7huLwH+FhpYyn3lwIgFLAMXGWF7RVjelw8eWosIbALLrJQLlq+suZNoE4GpjC4ZWwLUMkSnOkILRx9JYotli+CcwvGCs8rRHOcENgxmCRvOEzbg9/5Mz7S1mjoJmigIctEjShQJAYbpH1F7QqV4TUhYHVuaYFcVyB4EEcc5mdHXjNny0oYDpgoQRIpEzviB8VFKJGYJxkBL/JP8HFKWYgArBtdyOBktZNuIFi2Onk0Ymyk6rW9qZz/tOhiD6OikmS7gOWEM80srlkQXhtInnFN+WWOlg5oB8DyRfDIFtgRpnDa2JaL7yYPP7MXucy/NVA19o9PDVog6ND8AZqoCS9vK5lTHAqCrZj3yX/3X/8F9McokTFG5jmQRBcBLZGENvgIIJZOHGbaHgYfXRh5YT1iADcJffu2G+Qm0L5ml0hbyMAIyedBcNu2evI3hKNd1vE/jAJU+zEoe5/qNuwEz4POqvtBhkGIyWs6ohxgR+uzHpyhXrS3ufNafEEez5dpRbsSAOIsSkwGAxcjl3VRNIq+rz4/xePqMDE2TfcqrKYUx7gaeVCkE/esz2G0AsNE+c4aqGToxJm0ZKWXUdZWX8pl8hBvVZIcmn+o4IvqjkFjbhS6taKInZp9+/oH9+Z//mT3/4rHLYXExd4aRmWS9mmRaCU5WjqEY8vBhVTlIsQC8gFkEVRVHtTPP0Z20g5WLPT6vHHkHRyEF1MksyhHCyVwp1pc37M6dV+xv//4f+KRmxBfm4IRg93ycewWRhcrbXnJXnALMxfPCLd4Xwwv7CSFeToj8NN4zMWjkqXpbgcx5R8xHOeSOPYAZ/Omf/cSePTu3nRs79sMf/sh+/bd+x0qEboYSI0hLA0RhAMtnFhlX7TqoiAeP7sAcIuzVvilKlWhcIoyt5KMN+lX1oENzlWvUzLj0aB95HB8d2YvDYztC8VujKSwYXUAe+pxWbEofCHgczFPoiHKla+iN2PLllevOGLUoRI/zzrn9y3/5L63eq7teF5eDHLAWU3zFnKQX0gON5xRQkY5lAX9VU1wuL3klTxkbEnOOEgGGGVetANPnMknAmM8V0WXpedsAZfRkxLW0B8sJY62qjxo6KCYnMqEI7eDguT158sQjE82dbG+tOVOupnVsfhx51O3Z8+fu4KQnfWQlAcexSc0x3H71jofOivddrgFxBzzqfh9NUslJ+4QZ10vh5DXBmcqWTNVE582+V7lsXrnpTLPTDxZ5aK5X+icBux5j/+oP3Nj1ZazFTzxk34oIVPesumQtSpFeDVoBiGl7WTFl0BbZQijQU8kPY3MiIRVR7l7tEyvXafNi/FevvOr3HYtl6zo+F8QTZq12pLPBniNKbQgbtFRflSWqJlN7SrESzh87QpcVgfQgBLrelM9pvLRUX/JXOsTrzrm27FILqaQPUVVTqK3cR3JUblu4ef32dS860KSscGNEvzTH9vT5njPok9NzzwTEtMKZdoe7E5+Tig8hlf/gD75/X6G1ViOBSRaCcRYLZctWq4C0jtRWcfjAmucwTVhCfJ4FlJFdLwQ4jGwPw/i3/+Yv7MHDTwkjL+zg5JHnhEvlKArVsG7/HE93wd+0WGAXrJni7Up2Y+cVu3X7Fd/HogfjabRPRUYsU4gBBkoLaSOgMAanqg5AJw3gYFDtuoTXteXKhr1y9Z6djI59TwlcDs+QtQAVsRLQ0pmUZqj1u06L1jHlYtGakdWqLw1+LrLOgGmTGE00RPmk9srgUrGpp0DmoSEKLPbNNWKoX0T55rHnjjrdJlheBpRg0F2V+KE0sH+V2y0WhN0wot3nX3h+L9wbYqhZW5ni5FC0rXDVVgCFwVreGbdOmfb8OUxU5WVQCBsqDD0/tVOc2ef7e37W3JHYPwJqpWAdKNoUpxHHODOwYu3SFochb61t2q+9/137je/+quVXthENsTHK5kgoMETZdAaj97l94Qs+lDPWJNscxtK4OLM5TCmpqIJoQZv/RHEWSrcslF4AsHWKiE7wOAagm92ePXq2Zx989ImdYby3Xr1lv/Lj37fvfP9XrXjjHsJM2AwnGqbN0ziREm0YYMfa+E8lrMqIaAvSuSblpig8rDakHeX4DKMFSOMEkUtwmG3TLmrnLgstl/4CGT09OLSDRsu6AgtFOjCcUSRuXZyknzCNA1awozC1SLS1rGXuqpRAbjuXb9vm1rpFoYpdrn/SOIYp/2ubx+aeTlB+vaS6dj6rDbAGQyICAFBnrumw3rBO4MEg0pAUpS12qqvulFfKFQvzfYOsBKwtACVNoGtCKqo5f9o0mqs+ZkZQGbY0+pea5Kx/0rLOXgcHTvjewAEeE0FeHFuMKGO5HLGr6yu2tpq0pWLS1tLXbHTStFljZkcP92FaRJL8nIYl31q/ZZc3r9gvvvNtW7t7w8FxbGfwUAhRiIgnxtgy7rlknr/0ASetOGO4AEyVpMXCCa8aGUMQZqGkVUqwyoxOgMamGFOBTauOIxcbHmvCO0T0o7yujtlKgilJzy+Pp0kbTBLgrRZLlLGpMjZIBLyoQM6eM0aKgtFJbG86gphNCHWIGmfzPlikfXaw/3wYRxHiPW3F27dCKYZzIkqFqffRDR0Qq8lDTeiLRCm1qI39K8UKkRE4xliNutggzmbn0o5VsgU/uTqtkkZ3+BA3rqHFrioPHuPM5Xy02nSMXfWwmS62rUM1oH220CQjn7mrbRhwtEpv+dwB+isfpaqdPAz4xiu3IWjLFgKwmwD4830IxO6eHWoP+tMT+/jnH9mDLz6zi+faIvjIqrGcRe7dyd/X/qMtwgbN/o7Cqr4gfiG8V1imBSEvdl/YxVHNmWYxWfLBnfbxchjns7N9+5M/+RN79PQLe/r0if3bv/yXnlPRJIS+B56CcSikBhGvvba8ZTdu3LDb1161DUKzLp14/uyZnddPfA25jl3Rxkh9hfHcTwX2ykF1GjrRAO8/CVx8ChBKZnWMkVgw4SCAl+AeHcBEDEb7DYjBidFo1liTMcpL6yhw5SLFwN0jdjBgftYGKPp8f6y8mFITwb7L4ZhyQjprSyt9AC3+idEOB8F+rcmoNmBKwnwKduPadZsiEw+DmyfuYdc3ys6MtjFWMdat1EbgwYf0i+9Hr215bjtKH8S0k7yn/NoYr6pFFkcMnE5s+Xz/hTPDriYLGOBJQtUEyvEFK5hmg2AvjMuA8Htf/7p94633LQkDtB4yQxZoK4PGPeijQE8Hujrb6+A4YZ+q+BCL0Pl4yiHqLD8pthiyrqsjq1T1MQaMxRS+qlPuMcDakU87AD558ti2tq7a3/ybv2ff/eVftwIRkAAZSgc7xtpReNTGWQ/RuD8WAy0qQN6TQL7RSbCCKyyGxTi2z4L6XZXHOUNHRho/nYaj9z8+2PeVnQOMTuN+1lY98cTrgsUkleqSLkhrxKSyyF5MdrVc8nG6fvmunzQxx7kpEjxrntqf/umfwrQJKwHVLnahKiHpl3KNuucJY/LVGXEhwni1JzacOiO7XFryutMlwCxMWOuTt4BXtJjDVwDQL+cmUDqvGmhPGh4BaHvSza0t27p5zwowsGa7z706hLg5Pt+1bClub775pl27tel6O7eBO4Huk7q9eP6C6LZkexi79ivXrnYb25ftb/3e37Jf/c1ft/Lt2yAN7ei2/EDSTDjP9ydWH9RtNVNBMrDkXlAFos2YdGxaiLBaNhgCYFWdkiuvu/4d17TNK9JkXIUb+XRwyrOWR6sKSwxY+q0TirQgbcbvfhq8IjzIlNiqnJRyxKpqqrysMlnF9hWpZ7TBD4Cn9I8iiRMIia7PpVz2zWbNnaAm0Xw5djvq4xasU4A88D3tpaGNxsRgNcZyhsrlS091uMDWFjJEV/YhOjFAWbleLRyR/k25vwoKFnxXueCociQ8Buh+h/uLyK0sr/iePEpXlIbB7orCLB1eUF4q+Pc7RKCKWJSq8HbTd+3/3uoItNV/1WrPfLLX9x6CrGrR1lK8YJE7v5e9vzfZt8PmoR12D61zoQMnL2x+OMPjMnA/q1uqHrNbkTt2NX7Jik1AplewXLtoo72JVR/n7OboqlXbOXslfMumx4Rbn/XsL//oz20ne91ygNXpkwsUvGrXLt0kvIhYBsYRS8ftwd4D+8t//cd8JmWXL9+wAqESZgmzy8BQGGj0qD9r2PHFkcUyYVu/ssz3Ye6THmHwphVzazZFscdYOE4M4RMSpvOEiiNrw95SmTxhpybrlKPWwBI2EWbp6BrlqRf8PJuc2zQECEUJ15MAcTppMUJVi+RQXDEa1TGWLTpaslxsy0p22brHeNKTuK0krtsaILIeT9l1wuEonvb8/MRqJ4c25F7YrY2iWdvcuWsba9csVVyzMoNxdHFqg4t9K6+lbf1oYNkZoAxQJc/ObXcASBLCf7Jo28eNE/v/PP3I/vDZ5/Zw0rZGNmrNOeF9No6zimEkp/Y6TGFx2rQkEcx7r75tv/C9v2Gvvfaexas7zlhmqZwtoioxjOPdiQhSGQtjeOgFD8K8dMFGPZg/YbOvwYdtxJBnAqXS3hVZZNGDrauWVqD49BRFw2l0APkntLe927U//cM/s88f7dubb7xnv/E/+/v29je+Y1EdiEoYN8kR8uMIBxgMPBtfH/Q1AUCr7iIaP+d+KGX7yGadE4vW9y3cOjE7Pzajf9Guyr4m1urP7Py0Zo9bE6vx8/4Mg51E7MuDPRvCUvtT5TUV2eTolSZ2w8700mkc3LANYYV1Wg9jT9l3fuFbRANDu/fa27a9/hq6gQGmxjjkoX15+hEyoXGQ3GQxYZXNdcbrBKc8sqpyz7mFO9zaxRc4raHVzuNWqK7YafvY5ozP9u11++zksV27c4eIZkJ0ti3aRHtwUOECclf+HMIQwqnjJCLTNJEH7Q0VYadrFl26avkSTiKWtFZvYvuQlTEaeO3uJcvjHHaPv/Cob3U9b4fHsteotTDmD7TYhc+GNmL2t/7Df89+9x//jmV2IC6rEetH921kRzhGIodwh88fQGAGVokLnAnfTamYDDahU9wFllooRp+jNSKPTyBTdZtmIAm9L4g+85bORCwRet0Wk6xFsgP0iUhAIKwqKkUC2BxUwbQpkk7ATqB/Whms9zRvNCLCikTnXCeJk1qB7a7idHJWqm5aZh39KxI7VI9tVuxaZOvChsUzqyefWz3+wjrZug1LTevnutZO1pDXsWUvtax6hbFe64MPsNo5+toPAaQ9K2c2bESEMUfG0VDGht2p7b04hTiCcTOIzfRLxuEcR5i2Qj5i4W7Y4uhbGRafI3qZEQm8fekVT0E1d0/RgYxtry3ZONRmPIfW6BxabdKyJv06QP4PHz8janwOCx8TgWetedwi2iQKI/o5erhrrX3ketogoh3bWgZHnSL6ILoYKb+Gre2NIL//6L/87ftC9umIEATPv1BDaMAMZ64cy1J2zT1bYoGBQ+NHHVgIyqRZfDGTKyuX3cNNIkNnbGf9QxhD1pauluydd96xKcagEww6GIZyJj/78OdeX6wVMF88+MK2VjetSghQLFe9+gLJobhajKnZd+XitNtZ21MXyuGoqFx1jvn0intCHKgXqquonzEPgJZwV78rnFC9sTy18lI6DFariAQu8tRacVVCMMoFRQhx9Z4Ygh5adqzr5AAtpQZU+K/+LuWqdmn5sl29esVz2pdW8s6UtBpK7G08V8lVGCNteImLfneGTeik1zQeUQw43h07gy7jXKBCpmOLJP9OeOrVFX/96HP77LNPLaStLbnvXOkZgNT3XqW98tLa93V+1nb53Xv9HXv7bUBm547PHIcBfz0giv54+eIMQddzBqdXZKN1/tpkSHIJ4fkVIaRFbGEKMQBVVSB+UCnt7GBkOuFCZ9apAuTjv/rIK1O2r9+wX/jOd+z1979hyzC+KKxSerPgWoEHCMZVq/L8wbWlT7PeKSy4a1Pfu6NnsZfjE4bZKMc6gVFKLhc6NFXpHCICyXEkcONau8e7/vtQexjolW45044H+9Mq6NO45VB43W9n86rX4056M8+RruK8JE+Q3yOX8/6xR0yzWLD1JorhYayiGYXr8QhAw++jQbBC7vL6m/Z1IpPTw2cuH1WPrMD8NitrXh+7nK5q0GCqupaEOvZ9o6cYmOxIiw782oTTBb5nS6u0JYm9qW4+Yie1Q3v27KnVW4f0Yw7ZOPJcbTzBd9Gt4XnY9/Y4rZ253W1du2R3tEpy5yr9h6krgRfSSlEiJIYC2AUEVdpHH6Y92GzFwVJLxGVjwfiErGsHzoxb/VNAmyiiO7NTxvzs7OVZlsNgheoMkJfcFXnqd8la/dJ8i/BDW2jqMVWdL+/LPt2+0Tfp1Vpl2/VtvlDOHRYd7SCuEOOpMxNh4gVFdIoGJUb+R1t1j9k0YLZKqanCynDSuk4qrn2ksWcdDkFXWrUgJ69DeMXStUufJgNnU1V3TGyz+jL3nAzOihwD3q6n0bxff4EdafynwIKKFHRgqyJIrfQ81yrRxrlfx/eP5/O9dnBGZ7PedPntEsWIoZ+Ad1okp3kv6ZHaqucMvfDtRaUTPDVPE/l//tP/y/3V6JZVbdVW4pt2KbNjaykY4WLFUjNC/knRspG8Xa5esyso9FoRECVEy4HwOropWSFEWIKlwDSmsZm1Qg0Y7eb/n6f/fLY1S9L7sNzem7P38e56f8u7rqrurmrfM01yBmNgJuAIEARBIobEQCIIgZRuIMhQ6AND+gMU+qpQEBRCIAlhMBjM9LSt7i5z69b15ni/vfdbvyd3tXb16X3POfu873rXynzyyVy5Mu3Wuzfs9qsvW6kjyt7EvRzgInWsXG0gc0lcQiwkrOXK5nXcPfXEW3TXaQrDVJWuwVSHEyYI4wlgirXFrVAtgRhj0SGVVKJo6i143HjC9c8AjSoL3eWaUyZYVluRZB4Qt01n7jtf7uK223J/uiicNiQjFg0ioAGAUy4MbKgP5fbQhtrOSAA6U1tMzHux8BcPntmjXz2AZZXNWhioateOHzy0ex99bnv3ntuoCpsKwIwTzA9sKFzlmQ/LFm+i4G2+emYp/q5Xa/P9GLBPWiw7Zye4ZPttxoeg7DQqdhdj9YtH92338MDm15Qitcizw9xhsuP+2BoV3NB6y3eV57Or9vIb79hXv/EbdunWyxZNCQS00SIBnr2kZvrO4XDS99ixwcY9Da9R9qI5UczgAMOg03nJeBRQC1sEEFAanmKxys+U99FCgFQL4O7DR95E9NHTA9u8fNW+/pu/aV/71rdtUScFBci4kLrhFCOCjiHQuJZB3EFAQr38VMBo3G9jnM5w3Trct4l1BfzGfVey7rCHxzCwKqB8BlDv4DYfM5ZaH9ddaXV4TDqx9fTwqbP4dp/1YP06zNEEth9CBhJ4PfGEgmdTmFDcjew7r7yDMdTmW9SbD8wjh5EY8haA7TD3J80dZAklDnMN7UvICHH/VnPWmFP9BxW7HysLB/n8xvf+kr3ztXfs8ZPPrIG73+Z58gtzcHWYOt5gEk8pynOHBMqwUB0OUi72eNj0DeOmYt6AqbqD6+SlZQu4EBE/5SWPUodWHj9+hpu7y7rATMcd33SfYMAGraFtnTbtwYunGJM6iBux01bVnu9u21EZ4wJTTM9hlVgI5fVOGK/qgwf5ftxlzmotawP8Q3XdYJ1EdiT1qgxxVj+z03LD95iGyHIVklaqNOykErQWXtTI0hZmbpudMyBbiV/6T5sDiisrBQ6AYe10SEexdwHiBA/MARbcUN0Nlckt5gqAHMYgLFAHuK3B44uxa4NfmTYAv/oJ4k2qO/RkGAPEgkxhBCauwzyzAk+6n+ZKhX/UISWk+u9RDEMLoxKq8TsMZqyN54z/mzPL5KOWLkQtn47w+5BF1ekGkOz1PQPcVCK03gKrkhnfVE5kk3j0KTvBa58MlAk09XoXtVbJuuhRcKrn5vl6Y8ePEOxgCpaUDo+RNc0NSwtZWjq3YbniHJRzbG3koIsx6o1akLe2n4UY40GF/vC//L07+pMsllrVutaX1U4b5posekwOCuxxmbXFTa+hkEvO+S6kzo7LYunIsXazY9lZ/dQg7t3VK1fs7W+8YSsrK3ZQ2XfmEofxKda2sXnOXn75Zbt1+yXbxMXNRGfdZRO42apRq/CCxjOcqh7pCMA9EdUxdS9WzC4ezvt9JoOYs9P942dugcUqvG4sipjGTdFZ9omAQIrAS4ouZuP91mQxARxdP4aLL4sV8RgPrk971qtvNJjFKL3tE67Ji0cv7M/+7M/sT/71n9gnn3xsjx88tl99/LH9/M/+DYz2Cyxk02NkGquPhefV/O0dH7rldf4tCwxjVow8hmvnp8JwURWTasCwFIv/5MlDz/MtAwxi8mpDc+3aNVtZX0d4o745pF1cCfXa6pr9xgffs7ffetvWr95E8AS9CgroNXvuX78ckCUZCLliWVMMgMeKW3X+TGCBwsI6oC/MJ+CJ8orZnR0d+fxUanWPkZVgL48ePbYvHuP2wSwvnbtmH3zwdfv6t79j8zBPhMWfU3+L24GgzozDzCiILfPOHE1QQMWSo/0aQsyYBirAxHpJCRmXsj7ElJX/rNoKW/swDYVYQrBIrT+GR+v37OCpr2mnq80m1tcdABh+Avaj7AeIgh48o01GPv/eG+85M1IPuBs3btjK4jmGnIZ5N91D2atsOVMewC41XX0YmWKCjVrD45b16qkzOB2yUWXD3/j+H7ic72898d8ra6aqMrSj0CwvfDhbj5Q2W7UI2ghCDscQBY1zqrxV5Fp5vzJmHoNHnjVRYvC5bNw8+6G07esQCOBVMZ5yad8O9vftxW7FTzSq/K72Vu5h0D/9dN/2jh6ausCnARPJobI9+hgUNSCWHqhEr7IghupMwr2CX3bMgMJ49tFpZdefI7eQdE/wtKrKg1XYXtzXfdDPuRy1IUPKZPLTdPLmACe9pMuaZ2W8iEEPx7Nym4o56+VlCqJRXPdZPnMMgG+jd7XmnjNTFMXnq6dWYqybPF/JixiyYscKA4m5atNPHrUOcQmcR3j6wgM4s8fwM4k5z2+WHiusMpebdQPfWFv3WPkUj0eebQp5EIOd4olLXoaDiHuEkfjsRGZATaBh0s1BA1lDLsEENWoOh2bZXiEMjuMQAKz5yEA8dV/Ng+6nI/jay5hbnOWBl2oVz+Lx2ijoirwU4ZfGHPrrb/5Hd0KVuGUG8zY3gZEN5izWxboP05aynBXTMAm1t59iRToDlLOGa4G1F/6gd4eBQ4svJWyQ7ltLR0WjLcsu5+zmV25ZG0U7xGLLCqvz7+LSqm8ELfGuVvnq+pqNFZksFQ1BID1LMsSU4DJiNbQ2A6yIcqg9XY+FH/QCuLktOzup24utZwgVTDQVhmknWFiEIjBEoXTqRu5wjcUDeGCH+hrBDpXhoN3kBqzo7PTI1MRTNSwK4YIlWTil1CjUMYbZjvsju7122378739kf/H/+aHtPtqxQHlisSGAcDqw3S+2rVeGobentoHbtBhfsEQZN+SobcFTlO+4a7kxY+/o+G3M0lh5a+KiDQLMKMxpErKH/YZVGNszlP2XsOO72y8g4WNLYBhzLOLiypq98sprduXCVZvLzFkOi55jvm5fumnf+eDb9vp737fFzUs8ZxKDxrzBIuSKSjXk1fE4/u9ZuAKAwm3WCTlVnJuipGEsvVd8w7ii84AJDKrOM6GI2vhr4aXoiOvj7X279+CRffFixx49e241mNbi2oZ9+3f+mr321a/buZdeVsFhnol7CZC/DLcoZyrIGsBt+JYxeA1KGLE6lgBMwVPFjRlLt8mYxBzEejt2AHM+Vi52b2AP8Rge75etAWin8AxS6TkbD6KQ+r49LT/yeG8HI6rNFtRHWwiwVDFlMS7lbE0tAWhpo+/Wpdtu1M+vXoEpX7eFtQWLZGLWGZ/Z3sG27VWVV497HoQ/Ir8BZEJMfAgDFyjo0IAK/V+4sGlvvvUVu/j6KxbNxZD1kv3q/sd8DjbZaNvGyoLlFvOAMEyU50f1PB85pNxvPJVQUNlFYWviccYgRNFsEcUXQGK+ZQ1CvDPOMZ6DusUfn+xZo62wGx4X6y9Ab7b6dsJzhefSVthctaQYejpmKxeKduXqFZuDBKlaXR65yXLtbhOD24K9RlOWRo5iAHIorbAdRAIjp+3DER5ixxsSoDcYlGgsZ92WDkfAcKcJvArVqUBkpEP1fRvxTLGEDi+FmSelcOJtIkN6DqWlMWU8DiwS0VP3j0FXnloQsEzZHF5BCuOp1mrydFXwqdurAIgqe4n7f1a3BN7BEKDttQNeqqXXRvdgyZNhCpFOmjqeBPUc2swGHEcwzgGEbhpq4AF2LJUHKBMtPCfmO92zeAbClIEQ4VGPQwprDm3EOOPpooUhn8NpXIcJ8Q4irKkIHLYyi0HD8I8Z13wBRq1YOTJ7bmndJrDtKUA6gQ0oSy2M96IqckXGlApH0deULeWLNo0E3egc4U0dlzH+rbJ1IaBppW+CW5LXEN67oqehf/CXf/+OLJbQXUivrAJZUlk8Cc0AYPIYlu+K4hajdLIMYlei6Xu1Pf5ujFszq497UjsETId28fqmV+dSLFl5jzoGrV3s+flFJjGEWzw72aRuu8oXDvnJK4kFEsmk9KdN7o07A8DKgqsVlBhnBXdNJ9lOj+qeEjW0uivbzEojLACqYjm6tmoDDDAgPZ5H1k4MTExN7rhyi8W0D/a5BkoXy87yDBVb1ivEoih/NoGb/Md//Mf27Ivn/vzwNMYaxhLiSvIcQev6fKVQIhVCSiixnOsrW0NjyBRz3FupWXyW6w3ayrnkefi8dltf1Es+jofPnnn9WLns2tktrCy5pX3vq1/1fGZVxtOusvIttVv9OkCtGHKusOYxSQGF1k/tafQSHuIQOD7OXkJLXsoDZj3V5VmxrDAWX7viU7f6fJhn0bg7WHH9XseK1d34V5/dtbt379qT7V0+MrALeEPvvP22feM7/4FdOH/BQsq04Pn8i0lWfqbcc3k9mg8d/vAXTFiS7t2ukZMwwCvrqxZcWp8Bv/cYPUxCsbn9o1NniicoqNZncWHDsyD6frKzadvVZzMmpVKOYuYhgYyKDs1idwkE3lkItxbTzESzXknw1Ztv2Dm8NpUTEHIcV9Tbcdsq3VP/XIvxyDOoA2Qav0BL65eHed66ddO+/c2veZfvAACpdVJ+tbI2ogDuufOr9sa1V3xdrc2aI18RwFnyqeJSOjHLMD1fexDB64wrWyCJJZFG8gtZR8mhQnn9FvMisNS+Ssg212cM//Klda//vIRhuQAjv3DxvNd/UTGtr33ta3bzxjU3PoU83mUCcGe+5VGk+VkWY89k+rw3wzoCjiyoHK+WL8D88ZzahBOzU9U1eRK54ryt4hFsnL/lWUSRyJzPe5trSNbUSkseRLsljwcEhrFp3ArD/LrWhXBBB7L0HCrPq+wWhcq0zsenu77+c4CcPPFuv+Ie4Wjc8+uq2mCpdMacKlarmK3wo4K7r2yQkO+v+OENWIiuM0bGvBwDYCn8EqkUawWJPdY9yyqDZPWnrodB9QDk75o15qPHmo8UJtE+y8hP4Klkq/RreW3R7zdiHdUppG4N8AcZ78wyg1I8tz4/h9GRp6CMMcltrddx3Notn7h+DTBEqoZXq536dSVjehcGhv7H//Kf38klir5TGGZgiJ/El7FjSZjtk/aZdSY9sxzfpANWCzApwxJIv2tPzp7Ypyef2X7rwJ6Xn9t+48Bqo6r1An278cZNe7z1nEXlz/I5y+YKlsnNWUYxM4BLpwUTqQzglEH+4sgfgg1DluOh3eAuLKrLhKiLwQDLFMbS8Oy4mDDc0imWF+smJgThHLL4ileJ9coaVypqiaTjuQizGA4sSlgQwfXNZ/AIcvP8G2Uca+e6AhPs+2ZA29mjdCJkacYVQzEqO1W7+/FnFm4GrZAu2KiEq93GYkaLAHHKWlNArIEFxt1Jpwq2GMii+DmbD2fxNFKWjGZs3GT80SRMKW4NmIqaPg4RksNy3f704IE9Ozmyg0YNBcWKz81ZqjhnxeVVW10/Z6+99rY/m+ohqF4somfryxt2ZfOqJWJZ6zGOnlynqTZEZkeKWV/T6VamAxCUguiHMFQHRDHSrgX7iuHy3q4AxMwVlr/fUmt2wBJBasF4yn5opW4f/eoT+/jhU1zYOtY9bBevXbcPf+M37Stf+7ot33rNIriEqkkLqjugKLYmJdRgVPVOMWTvnAKT8qpyCLh1yjZWnQ+Ms+H5+EkuQKPC56sA9ZNG1fZQ1o+39mwbI9uBtaXnl2yleMHCMVhSJ2DD3sSeNh9qKwunI+qJ+1hOcA3XOImaJaM2N6fjuMwLACLwa511PJb83hvfsAzXw3XhWWu2c/rYTsvHFikEbGF53hrI39buFj+rea5uJIpn55t48/Y+z/3yS9fdAB3jke2cwLAPH9tBWZvcYXv3G+9aMpa0v/jFT6xd7VuTZwsqHsrwFO3XMfe4EqdR7pg2phTaUC0Q0SQd8tHCSQ35bJt1i+ZSFp3H9d5cs7XbF6x48YIl1xcsf+G8JdaXLLM0bwvrq1ZcW/FN3yLuspioKp+tzi1aQrIn0OUrjuzF5KUNucFAxeDLNqg3kVGMBcY22IZUtFWrJWFJNbfqJWwxsWbF1ILNRYq2jJdyMa9iRWHLRUc8+6n1YX+Ku7bwPsMYGTVPTiRyLgeqC+NGRSEqFFg1NfLZnC3M5b3zRh95qKpmC7KQSuE/xsQou7DwuseSj/ZLVi13rHKGbGDjqmcTq+GtVkvIyRneLzPa7UTRc9R5EmfGtPEXsP5YTXE7gHsbNt21MYotAwM8WK1dtWPA/fBM0eOp1ZH3PvrY4P20grcPMQrHMr7XIgxROlyAuVTqawyyoQRLkappd2j7GAXRjQgehg4qLUDiUom0xfsTa4NBVeYlGUvYUNlkGId6GJaNC9thuSPphG8ICu+UqdVh/gfcJ/TP/8Ef3REDVZBeTEBHj4XaHRRWdDuNpRXTa6I42n199OSRnyx6sb3lzG63ug9jaQGgbRYkzOeTHtD+6gfveXUpnZLTCRcF/BUzESOWhYWoYxULAIRiS+oKoHPsCl2I002YmFlVtFZPNV118kUELGj1cstjOnO5Wd7vuUsr/E5Mn3tj0fUssqzK8ZTlE7CKrennynnWzrgqbqXnZpbs3IUNBCfsJ9JkwdTlVrU24krLYwEmrand/fxz65ZmdVSj4yiMGCMTzzgTShbjPM/QSzaKUUQxJLqvCud7jB33rIvlDaUwIChbvTmLkcmCHh4c2L+7/xHjbVgctqWTZXFcKIHq0uqavfLqK4wx5hZ2wqp5bBBBFiNSq3NJ4iSaB5AxZVxbgMzU8ezMF3M18x40o/oNUiurpvxfMVWxI4Qj3Gn4b5UpoGOg8k40L108JsW4nzzfsl/+8pd2cFbi+fB2llfsnXfesW9973vO2JJzy7P7cBV5FvJCxJCZbtZaMS7uxX3FJMVegv1ZvvnQq81hzEpVmypG2pnVhS6hSGpKu3Vy4vnAj5/veEw3Fkq7h7CUX3GmIp4gZvGket/lVUe4NW60yeVYKVqKwc8XWROAWnWipVQnO2f2xhtv2PtvfoDrnkYztOGkk3SzOsZLFxaceSrGr6yG/ijg30fDCY9t5zNJr+kSCgztpz/9qXXAtp/8+Cf26ItP/dDIHPd49bVXbefBtv35n//SJjoBy3xon8PzZiEXSs2MYDUVWgrmVvg//uGbl0JttFULMh5idHoOIGJaqSwKj7dUmE86k6vVz/z5q8yZ5l8HYgqpOeZf8jexfDrlJ2XHsECd2E0xBxpHC0Mrpggse4nTQFKZILDJHt5drw9IdDxT4PhkdmJSxe01nwopial2xn1YdBIjrOwrs/s7RxAg7TdUEashHt2qbW6o/+Q8jxMEbGfZM35UnuuoAXIR1l3A0GmvqlI5melLUqU0Y9x3xz6/97kdHG65B6wWZr3uhGsgtoiwwJfH8HfESRCMp6cNPcV4FVrqzDAEhq0NRk2pxjkVw+QVmM4iAiJrIg7RL7PIopA0jaPbkrfJXOdXfa+r1x6g56dgh2pWqMxwifmelf588WLLRgusJZ9PgV16vhRjUk2L6t6Rvdh6wZjAKgxQcj7v+jPJxFzOShAT4dpyseB7H3rpe+lA6B/+w//4Tj+CyxjtWTcEQ4q2rRNGMYJVq06r9tnRp/bzxz+3n279xPa7u1aKlGy3g6vXxdVOACYLKe9DN4mPLT4Xhw2M7L1vvI97e8F++OMfWpIHUUrIEMUsIDhisxUVLmHqFKuJqo8NSDLFxQzDwgTXqjClnl9ynRsdddsVrOqASIYFv2Br62umLtqqUxyIppi8RZRvlYcrIPg5KxZWbW3lkq0uXwC8VxzAC9kVy2DtgW6YKis1jGHBChbN9GZFiNKKayOoAW0QsQCJOQ9XvHi06xMVHGI1cU3DYwyLwi3aGIEZdhaj1sOQqWt0qduxRABmhlum3l39KaYHFjmNJKwBSOr8/xgGVemM7CnCvH1ctVpuBFvvWpOFVCH3fHERDyDNYo4B41P7H/8v/zeYQt1W5mHHF6/Z6uYVgAdWKqbD9fqwoBAKLVIssdN7XAdDMIbOkpVtIfrf19Fp2OqkAwgIJHlvN6wF8AksFKba292zk1LddCT08Kxh9588tz/+i5/h4qex9Ekbcp9X3/ua/cHf+tt29Y03UQpMLi4Y1pYbY1BBYm3iSSl0Qm+MqxpSTL+NB9Is4YqjmDDmKeMYAio92HDgtIwww4DGAztG6fcx7k008O7Bof3808+s1Jngbi/Y+Y3rXgN5Ds8Av4GxT60Pm/+ifhfmgWoyvwoRjQE4dR6Oq+ogijAetzF6MDiMlYzAtc3b9s1vfsuu3HiHHyCF4ZYFwwE7bex59/HEQpQ1yNv85rL9/Bc/93iv3Pt8vmDzi0UM96k9235mW1uP7OGTh/bxk7u2vfec9ara1ZuX7fatq6xnA3mbt5XNBWuXh7a1v2u7T/e53dASsKk+aDIE5BRrDWEjw0sAswwHxrfHukR0cCs6tAFrt9M5so71rJFSqIE1mpStNO1ZE3vSAsgWGF+tiR5CbPLIrGQ4olBakA+gN90yQDUAdJDbMLrWrmGADkq46T3sEYwvMLFMIGm5YNJifC7WDVkCYAk2kNfTuoVaUTuX27D2SdM2c+t28OyRhZj3POOb1Mo2v3ERxth20rAkjyKctBogBjG25aVFAK0EqHacAa+trqCTqmseQi7UYUaGoME794Ic7O7s2Ivnz6yKpztW3BZPSBlHEbyg4CTqMV3g0FLxJCCa5HeAK+zYxkm8MWVmpHyDfjRQEoI2L1PIPp6bQpF4mGLxUUhMBE9LsfIETLWOF9vDiLW5V4f1GeCRtiChA1h6gHVQ2KqrUBvPLPxZX1hCnfhsBWaPThxOal5DfdzosgYwfYx4FY9S3cpVg5oLeKf0mApeQUIfHe/YwdGhBTOQCPTmZE99CZFnN5MipujzP/mH//kdMTpZyxoMc1bVKmSNrmpVHKCY9z07QLvZQnp1UVasRzl3cvkVkpCFUAsfMeX5+YLdvHHTAfPJk6cICYuMlVF9VlnuGFRecRMV+9B9e1hmWdixzt6KWHEtP+ChFBHG1B2UneVGof9iqrEIRgCLmsvM23wGJhARy5flREgABLFcZ1JYPe3GylVSDFdZC/q5H8Hk3mJxGvcwVIXVqiNvFtcza4WcDghkfXNTscDqwezkWGQE2MK8ohO9owBJZYwkrJsczyxtV3mGQ4R69r1g0ced1gmpgdV7qg8ht2lWw0KnofTzzNWi786qY4Fqf5yVKqZedicnZ/b48WP75gffsjfefMPefPUNz6/VSSCQRnaM+cKI8b3AWMuqlzgrVGBGK/S5apl/a8cUEBbd0Dv3VZ1kneTLZbN2tLtrOzt77jHE4ikH55/98mPPKknAzLXeCebx+9//vv2Hv/M7nt+rgk9hLPwYD0HPqS+ZBdWv0DqI6XmsrK081qHXsND3E08ba1kPz0uMYVqq+XuZ+VGMUCmB8gyeHB55L0G5p/K8itklz8BJIbSa3ylKpPl70X/iXoIUTfKZRh6V8pZIa5MvgiGWdxayLMZQnsal1av21ltv28raJQetQHiW/7x9qCyesWWXZ3sFSgW7+/ld2L/ilCqMwxhhjk2ASNkzjZrim2dWHrRcrtOJsHt+1y+ct4sXLtpiap55Q5/OBvxtz3olPJFyxeoYQc27whdisF2MTl5WCd0JML7Iwryv21m97J/r4+6qENVZ69SfexSY1Sk/Pjv08YQYl7pZ6BRoLB3FaGUswZiHjEuexgSmqs918MYUK9bxbulVHA9STLDVK7n8BNA/rQMK5XJdLKx4D0KFGxN++jHmz93sVXzvKJaGkKD/IZixGF4XEqGUwxbyLybe0frgdeXnCr4u6r3n2TB4CJKPAIxe8tDDCCtevLP7wmvC1BoYb36v7vGeT81cKBasHn/6NxPl66F0OX1ORtjlLzj88r3L9ZEzyIc8A20i6nNKw3MZBaBdLoU3PLlCgBpXPlvEE1uyZciPYt3pWN49e4Wd9NxqdKv7avPbM7cE3MjfGSRW18sjX5KDxUR6RkrwNDVefVZ6NQK/xJpPMUIaVy+oXGltGH55cli4x3UYpIV+++9/90433rNyoGKnwzMbZHFfYX9l/nteem5PK09snGIQWcAYq3DUPbT6BJcX7zm5mITW68TYxON3o8nQzm2u2/mL520H12+XSdagivNFW15bsRQANWYwFmKiIFfKM+6qrQ/sqSdgnva9Jbtq6PIbB2vlQaquaTTGYFG+0Ug5kAMWdaZso2DUuiy+NhrkAqaTTHJYrFcJ8gHcOBXwBrR1qH0SRhjTFscVDqtCGdfoj3dxTZlsMVwUI+yFe5ReJevZhh0HjOlH6XExkiwQE93DG5jGUdToxJpZ/p0Q2EdswMQrMb0Bq2/x3PIHGiximcWrcL0yC1Wr9a3RBoyGgFo4Y5FlGbSIp+wkMFhxrHkcoFMe+OLcgv2NP/jb9trLr9uVSzctpA4dYtv9MS6UglJYVmRLgKwUNpYVwIV6YdlVl9kBuHGKADM3ahmj73HxkDIsueLHLZS1bydnFWuB12NUdvuoah998rndf3EIcwhYE6YRSeXslffet9/+/b9mt95/n3HASFBANQjQzrUaU0rE5Q6qwavS3YIIoMA/0Gp4fYvgRD/r2QAwawOCPUBHO9inAM8Z87zHWA4x9I9kjLa2betYHc0HsA+1Ilv0/Pg0HkQKo6g827DcTxb2yfDJ7Mg46xYFSFN5DOuC6mvDjpCzKGsUi0esyDNIDm9svmKvvPKqZbPLjI9Rp2eHeXZLL+wU8OoGW/Zs67lFckmvqXKKux/h75Vup82d4rzKRzLv4b5l8jAvDPQ3vv51m1cHF9b8PF7cEgyxWera51/cs06ZuYEIxKdp66h2Au64ahM3edaDw1NrTlpWYo1O68cwwyrf1+20hJFsHdgIz7WXZGFiYwvModTTLsz8Y/vjH/6J/fLeL20fYK7e27IYoDUPSSgorTW1iDwErIUHonstQVxCsMgUYJ1ReAMd6CB/qmmTm1u0k+cHfA5gh9HWSw2vSqi4d0Sn3XjmVOEcesX8pgpmZUA4gCF8+By9CsDrtHcQsQheXph7xJH9cDBueciTDoPNqcZ5AvBXjm+GUQUVyqryNypXWYLsYNgY597eDp7Hcy9pq8qASrdVhTcPOUzFqlnLaZS/BRt4l0etFL4g+h6cppBaSJZoEKw5AOjaKIV+RdATZY1p70gHmdBrfi9MmADIwhKRq3RqGd1OWDKFd6Tj08sbloSoTLhvW54dV1bBM/WZ7CPbQfBHnhqPgrcztg5rpPonCcaTYw10opGPQG6VSTQGBwYYtTyYgbHSZjrGTWCvo/OS//FQzzp7NmFYB0UM/Z3/7C/fEXAyercYOmsvy3J4cmD7B/tQ7xIMA7qf5CEBpBEWTnmVqiClGF8Mt0cvte7XKZ5zm5tuaX75y184A8lkM7a5uQEzURpc0FQ+U4za64kCpuE+T8D/huMvLSGT5ZZFKewo3RADMNtFh0ZjRQYwA4UT+p0xYKwjngmuI6s0O3OvanIqI69DITqOKmagGLSsuq4v66uwhO4pYBmFxECUTiVmrdjXLPVJR3g03n6LiVecZ8zCM7agUs4Yu0BUryaWWdkl89xXJ6qKX+Y9/7qKXoN7K4aqFjl67gTgoefJwEg13/WYmHHT1AdQnUGU/qaat6+98rr97u/9nl26eNUtcFBGQS/AiAEzfzwD45NnoRf/8p87K8aYqR6yWyOBtD6DYEHZbNhteQy1h8sphlMr131ee7jyOml57/4jP3mJDXGmOQmG7bvf/a79zl/5K3bj+nUttDP0IM/iRcZ9HsS1YC3M4Zg11XoopU7vOOUoIzCqNDN+1mvV3MNq1dVtG3DGLRRDPgYY5T3slEteTfCs2fa/U1NTHZ5ZmVvxjbr4GFeW+Y9IXgCBR71HPp8xDJZixzHmVMxM1Qolx912zb9fyBQA1Hm7sn7TLl68yNzDSKU9EBIx973T5wDDlu2cPbdPPvnENq9c8BoJ5y5es9dfe802N87P6g+vLmHTOnZ0sOVM6fYbb9j3vvddjEfQT3Rm5T0xr9uP9uwRns6koTz/lBWic1ohjAlronE1qjznnrVlKHmNWAOFV5qsnf6+rTQ6nqc+artcjzEup4DW5w8/tftf3Lf9w11nmMP9ir2KkXn1pZe9Xre6tuwf7Nre89n4WlW1t8KA4aIfHB7YF5/f8x6OR7jQOlV7bkUlZwE7NE5ym8Fj03jVa08eYmpudSZXrHcIGZ5ay2Pt1eaRP0+0yLoAbjq6L+bXYV209zNG/5Q3rVCffh/GM9B4JjyPDmrVMc5a52dPt33vQk2HNU41LpBbP0ZetRej/SJnuACh7hcALPW9wgoiM8rrlj7qMIfuG4AwKbtFzFlyOR73/O/EmPUPsXTptbx01eJRSyvJ7QR91TyLOev63Sa6iwcSwoj5/KB3woExxMr/nnvr8/XIrBflZABg8/MYn3UmzrPreTromfa+AnEdmBlZen7Wc9Q9oVabsc5qQ+tnemmqQ3/0f/3P7gwiXFAxuNWijeMTWNID++juL+zZ3gsr406qa0dmLufuTk5NDbN5j58EcCESKKUSxFXkRm7qubUNkD9kj+7ftwjvS8uLvjE1tzgH2A2sPW67wowjLCAu1jwsk0shrYpJouQIRhQWOsWy6DRPGJagRUJsfZEVO9KEZrDcaoU+ABS9rjEMOxRhYTBhcvFwnvgbTQxCDjtUqUnlLCdgVd7ZRO4T4wlFqgAWrgSurGZkwsIKY6YoRDgRsRdK82vA7pRNgMsWUCxoIWkRGNMQ4npWxRsIKDeRyeRZtAkSyScsorAJDGHAw40B7VAo5S52MazuCgBNABdJApFv2vLcvL3x0uv29a+8b9cAgeXCgl2DGZ+7coN5TjsrEMvnRswLDB8vQGCpuFkoKGuOoiN8NvySIffbvCv3mPc2z6eshy7MuMlXu87HOgBLC8FrWM/ytn9ctvtPd+3F3rGdNkfWhSF31fo8ELXv/tbv2X/wl37frr37FTyFtLttvy69KVXR/pQYuo5piyEHUKSR5hrg1eZaGmOvzAeoIUDU9PjjFAHuwkJrgMoWa7fTqNk+AFCB4ZdgCuV6k7VmnVF0nSZdzM/bYrLo3SKi6FoU4VdX6wGG5/H4OYwPloOrrZhwJAl7R25a3aq1O1yH+Sjy8+X8ghWKBbu8ctPd8lhwjoEDhIGuVWoN+/iLX9je/gHM/QjwOrTNaxchEiv2fHfX1ABBfSPXNpZtdSUHseihYDVbXCnaamHNbly64samiyFRPe5apWqItmUzsPz0JuMrWnScgvmra4tqv8xZCvDW+cbnhbKd+8oNW3/7qkXWMxZcRr6WkJk0JAHZ7o1r1oBRnhw8tcrxnmVw/88vFG0ujA7B4r917W379vtftxvrF2zc6lll+9Ce3XtoB493WG/m80hZLiNTKtn9Lx7Zk609qzHOQ77/4tETxgEoR7KWKcL6U8gjnkJP9VVCkIgk4JNa8JoMLn9Ly6bekdVGy+4++hWGOWYJiHxE7UaU3KtyvLzriLhIiJh2IgMzZKzTgGKnMMNpCaBSCOS+PXtxz473m27k3M0H+FUvWybCXXnWW/FxvQtr9HOBlv5PISudBAyie+GAYs2C7QnMGQ8aKhBU1+tp0stHBCdgleQQry8Q7HNNxhiHkSPGNp6Hw+D99iFmGEztNwnPBrAStXQa8XPVxFbXEpUaGKrAF8+mjiiqojkYNJFJ5FJxfIhWFO9AHmRX8XIGVRt3rbCx4tPXQO/Up1NlSrvVugUHeA7oURr2nMuqZVbcvYrQP/nv/+GdAVZJaJ0L56yOMn/++ef25OljnyyvlQxDmTUcVO6uJgV55uJy3dRyRbukiukq+2EFF0C7w6qf7B2jAXTVoxVrVTZHE1fVGQz0XgxxAQYokI3gXskiBcOwHh6KZZ0dBpg0/e9KpSNnVEEmVrG7+fSyp6SdtUv+d4o7aTJ7OpEH4GgHVDVWw6CG8mFZL7dGci/07gvMuLujQ4/xqCms/xzQU2xxOOK5GGf5rOX5znKRNE69KytD+YKKNR2f7mMpByiEyv/B3MFFZYLIVZTHkAMMlCcq90rXi41xfRhvnMWXZQ2tj+112Nbrr7/hHoiKvqtUZDKHu4ix8BQpPq/xCwYFyJ7lwO+cicqPAqCQqNkXQCUwDGjzBWYyhSmre8O4P6vqpvb4qjlQrenwzJn9/FcPPP9Yu+1az5HcNgBSm2rqavy3/5O/55Ye18DHofZGDIMvaQfD0sYa/yllSPMWQMDFPIKaUymPBJt/9wFl1TAZdBse62+qHRjMb7vd8Bhkm/XS7n+903NGotRIyWQIwyAykMU46bpiyL5OsFwx7q3AnjO7+cUV99xUplMx17PyrLpcLpMAhJetiBHXCbzr6y+7lxeaYlFRFKG8YsP/y7/9n/2EVXtan+W1o+hi8nPFRZ+XVAKFw1CfnezbxzDpB1984rHvyxdu+P0bjbLUggmZMH7Y0cJ5z0559crbtoGnuJxZ8fXVxpzy2XVMSoxx9Z0LXjtj4/ymP9+IeZWc6Zi7sheU3qd5HIxYR8lPbEZKvIECTO/3vvlbyMuctTFkqkVydnjsMegBHojy79UwQJk1xyen/ByChfwr/1gHbvZVu+SXnyCHASsWZvtKx8c7Pn+ZJIZOVQbVbR3vww+1xCT/GHrG+Xz3vmelJGGW8lTUuEBF/lXgSusz0OYccprIKUavNEmNBy8XfVUW1+7OU8YLYVDLFeRKuCIgFrHTu/aitP7K3HHmiemXnvPP2e8BQZ3Qkyhq/EyNf80WgRfzqPlSIHT2Pe987wxafwSR0UnAoClLBM+P64npDwdcgN/HwjNPttea5WGH+DOFTScddIrrKOVQctmeNn091HpOZwlyRXXJjwMPsG/GqZOM2jtQSp48IFXgk4fHg/nzjJhXZaHoYJy+1/OG/v6dv3FHOclqmzKAWapU5C5uhVwNWYLV5TU/c59kkHGljeg4a7MPTY/jEi4iwAAW7sMIFrC2sooFSSO4J1gjMR3lX049GTwQYwBMeJ/JUVGSzqgDm8G1apQA+6nHdTRRsrAgPdYacG0r17DmqVpHR/uuJJ4EzoKplvMeCrJ7+pDPqY09bNjrCbQRd9gjSqUFmDIpE66lDQbFpeOw9BDsTDUIdMpvanUvCiOirMMHWhMl2XcFMizsFoqnLgJDFKQPAB7jduxXj+2ofmZ71SPrnR7CEGHmPH+zWbUaDKQKAPUADXUDT2XnAQqMQRDhZAEyHVgzgF/oxy3FHBZuxe3WleuWXkIBlA3QQ1BYRAOE0ESAQ7uyzIkOFYgdyyDwvz4mlt9arFfCVepZQLv5fAU6DZgRblGnDhDjRcCWdXBgAGvU5loHEDxjjR89emj37t21f/Wnn8H2dfop6+f8h8GEZ4C8/63fsN/5y3/NChcUUwy7gqsokwOZlES5xyjdeMq98TpC/MzrLsv4MdwY44srzAHAaYNJx49rpYrVz05gyFXGoANAJ/ZRp2odnke1aevIXLnSsiagHNaGahgwxL0rZjFwETwG1iTFPGQQYnUHV8H7x5Nt1h8XcjRjWjL2p2fHGPyyE4fzsFs1BgXGPKXp1oU3LLewiOfAfDKBvZDSy5r2L/7V/5PPh602LFkcWWwMlec+tCMA+8Gj+5CCUzyujh0ePLOT0wOAoGcxPKmN3DnEFdXvKm0vCrNinlivG5dewUM8bxdWbgF487aS22QcS17HV/M5QsYQOyv89VuWvrSIGzywg37ZGgH0gmsPVbcFpjpBrmvVE+9Ek4MZppibLsYUfmuvX7hs15evWekAIN4/wftgjSvKQx9bMoTcyHA1Olat4JXwrjRUZdCUtLF2dIxH0kBWkdHCkiWK0n+IxrTspwILK4vIpNItAQu8UMljv1KySqeCB71nL46f2uqFi/b68nkroPNZhYfSkIooHiRjrPClutsqgTqdYBymeGV4cKdnT21r+4mn17Fk4AjeAWD0a0SViVcYQiKj8YpBC9z4xJegLKOvUKUKiikNVf/WZqBo1uyQCH/Kv3mHYAjcfVPQOn6PaRB9R+97AwwwcxoYLXk5g5Ta2/F3Xekgf51MZL2r/0ClWSExAxiyOmQL0xXqFDNOAMyJ8NgyeHRKZU0KjEVeGHyHnyupogVTlt8ex9tIaQMa8ihimEO2la4YzqoGj0K2YufyGmoW+kd3/v6ddBAWwH81fqA4jyyl4jRiAIrBiulp80INJpVlobxasUNlOqheqixjnxuoQSD4bjqBpZxQnYhJqaMJFiWZA9S5TjipAtSwUcBaGRJnz3RSjp/Fc0wGQDaedc5os4BKIA9GRs5UG4ChDIXKMep969med0mudE6c4YgZ6yWWLQs3a7SasE4DxshiaHNADDYsYOGlgupa4HyCBWPQStmTACiWKjcmEJl1PvjRjz/CGKjWhNqKo/C4+hKoVnNWfapXKrmRiOE2ieFVjiqeXaG6tsqVTsA4NJf5RN4te9qZgVlmOpuH8x+s4B6nZ4cvmAfEccZ4FdORUcN1QxodkPV32qhQHqrAWQI3bp46w2JSPBYeQBE0P1MARM+hEIXG1W7VPX9bY3/+4oX94le/tI9+/tzaeDo6wq7qeGKs2cKCffjhB/bBN79tixuwN545iPAr20LjkAFSWqNauUv4hjo2zJqHGKeYkeIZAQQPhJPLwLi0UYWnAGMXMz452vX5OTs5nBWpxzCLWSgrR1XiSmdVj7XJs1DYSi3cxQSzMUCZeVQWhcYbQtH0+Xudx54NcHxacaMvBZLxVpMEMeONNcAFMJ52Ji4PL118E1kEGFsAY3dgJ91jB9//9U/+3858qv1Tr2WRmc/adZhug7kTA1UmgV7HhzvMoTIWVAZgYHPxxRnDGvdYLh02GPj9bl9/3fIZ1n6QdM/A2rM9hgmenP4uyfzJWATfnDEryYjaSBXxAiX/XVi+QOrscN9+/OMf2/MHD7xo+trigsvxAnNy8+YNGzamPP8BgiEWHfViVfIsg8yPmFlUnhbrk87l/bxAGRn4/N49Ozw+dv0u5hddDofDMx9nKjn2+dbhqg7ykFu4PPPE8Ep/9qMf2Un5wP7ihz+0p1ufox8pKz3dmWGGGvSqPGdG7dHwrPNznlW0dzY74TuazvYwDo+eOT6wTBhJLt2bZdOI7cqoag4lRyPmUbVP9DN5hRJ+/XzCcyo2q1izGOhcfraHo1ZsenmIAjmVxynSoE4oYp+jacvvA0vg7yGF3N+neIRBYd6VRSY9arUhcbwn47POMZM+tI0569Vl1AJe1lbrF0behVuZnEKTKuqk2joDayn0w/qNw7MQSwPg17qvLM7P9tuYc8lHjLEpKya5ADYC6LqWXiK4ob975/fvtMbqAXdiR7C+eqsG6kdtfXPNLl65YIXFgp27dM7Wz6971auz6pmdVk5NRcGTeW6QVHucEwanc/FmFaUMwYI7gIMKhGsD6/qN67YCtR8gkKEeQosVmwd0ziEQkcKyxbMFG8Vwb8Ij60UOcQmOrR86skASBhfmQXtnNmiOPIG7GF2GEfQsAtO8fp7rxi/YQnTdogNcvnbUN3Surl6zxcicVsgygN0UcArj9qbjLOA4Zq162+tV6Ox/RaUHZV1V4BdmdVbeQzHStpZcsx/+5E/sT//1T7FoA+u3plY5UfNSGFOrYa3OAaB8Zm0YTjvUt4q17Aw2UFJhmwDgB4Pdbe/ZWWnX9srPYA0VWANGRXV7IxXrxes2mOvaWh6XJ5IFgBWuQLCmuIshpDWSQYDiHtsWIKsm8WCqjVZlhHQRIKXWtCzd2mE2OxbsMVctDATGKyIPBMPaLZ95iySdpiqFI/Zwb9/+p3v37SPePwVIHvTqFosMra5uDmD+xVsX7Nvf+YF9+M0PbYG5VaA8CDvTS6ULxwhlB2XoM54G1p+7WgoGPMRoTmFRYwxAGPAHyQHjJsYFV1cn+TD2ZzXmA2/nUwDz3vGR/bs9lHt7z2qrgHsRdgWTOIEV1nEPR0qHYg7UQTjPvKgTzmJ0gZ/hJk4yFjMMVkO5ol17MRxbvxGF0WCQhmprBPOLJG0elrOQLdpcAkDnKx5O2+bmRbty5Yqz6IPT55ZfTQAip/bx3T+zn9/9t8j92Cq9Q1MnjMW1ZeZ4aK+8+oZvdB8d7NvWi+c2HgL4ML9wqGmrqwt2cwMvMs5MYDxULS0w3MTwF61QvWxZW7f87pwl+8uWGBctUw7ak1oVYIQVL2RssrbBuA5hvlXr4mHlQjErRGFn1ZYNSm3LsP6n9/dsWh/b7dwle/PiG/bu0mt289xbdjl11VInMLLdU8sOIzao9K1xUGFcOVsurtuYZ+5BcNqxrD3a5xn3juyz7X37aHvXdpuQHMC6LIBbPrLclZQtrMD4s2nA/pqtbL5sY9b9xdGZ1SI7ll4L227jF/aTh/+L3f34LyyUaNvLazctH2PdqruWTYft2sUNW8zFLM+8L0UgPNWKXcmnLYIxXgE0h3g1neMSXgm6U2rhAQ/BDpi1Aq+QI+me0lXVhqkH6HUAtilsVFUjtbetpC0Z/AjsX6GyKMAaVAwYWZFcqiO0Azs6ok3LBPqi3ADcZ35mlozmIEZFSF0R2czgteaRi0V+vQvIliAkFYuG+5aDMXfxvJt4bIrULebwqiBrLeXvg2l5vAEVOeuAAe1eizlbsCbAfTw8tDJyXgpvg2EQoXjVeuE6XnbLXnrrFmQib6elshWQQ1V3DGIV1hdXPK/5wtyqjZWyiOxfWJm30F/5wx/cEfIr7jfbmZxZAJ2yEwOUK6+XLJYsgnZEFZsSG5EFGXRrjvyLSqrGIp2dVZyZybLJwqnCmaqZ6UCDmGaMJ1XsSWfUZdGimazHU+Sdi6n2x23f0BsqtMD33VbXY3fD9sQt/dLcBkBftPncMpYsYRfOz7oRZ7KzE3oRFkljVUqdThoq9qbsC+3T6b4pLKAsrnZxNcZpQid/cB0wJGKeYs96fh25VEeV3Z2KM4koIClL2kPINFfa3OPPnf2KigxZfMUSe7g5ms/AUHEu2DdgIUsZ7LKwjKfHYsv9yibSvls+X8y7sQkoZKEXjJ6BeLcK/Dq+Zj/WzTRfSKQmiv/NYraJfg3Wz9o1Wr4e48bsZFwHV1bfS6C1u/3s5HhW5YuJkPfT47rO5DXXELnN9U37wW/+wL737f/IcivLgCljQPg9FsHL0zp5aT+H/8EMxA0wlO6G4z7yzGJ4EV2Mf+Mq8NUwrJg3ft0vlzy74d7WC+8lt3V4BOPE20h3XH5yqVnVsUFL+atji01m7DEXysBkcjYHuMjNTSp1Uawdl0bP+YlKbfLOCjiziafUPkgFrGBRhTlbWV5i/mExMCDF+C+sX3SGqFQnyUu1O6ufvHX43NfpsHLg8rV64YIz6/nFVZdPeYha/w6GT7Ifx4irCtxGoThjmoHZSbtBR7LNuMcL/jxLoQUP9xieVQWGvVXXCbiGlQPKox3aZ4//DQwSFoZMSq6URqrsjxPmR3I4n857Xvj7r75pm+cAfG1AMZ+toxM/UVvFGOp6jRY6x/yk54o+7tNqw2vP/OgXv7SnT5/a9tGhh3lU31usP4buaPxvv3fJ519AqVoQ9ZOKy+8It1spqb/6/KcuR3v7X6a44nGI2c/FC84wq/tb/rzFhWXHjAaM8iGs/osnzz18dFgpu7zhH8Doj/j+yD8/Dg3t7LRrcTxfPfcQnZDetwE+4YSKGYlBStYk7woJSW9DYIzLmQAaVh3JzWriYIt9T0nqoesry0meudex4BJ8nL9XzQrF8qW/YrJcNdwDLyLYBNXexmMDvJVX3mnN8qnT8bwz9maliWeGnA3UIaSLJzJ1z0q5+np1p5Ag7tWalj1mPAQfJE/Li+ue/6wCZBpnMQ7h4qmUeiiGf+3GNd97kGOpeY5DfEO//Z9+eEdC0cfdncAMJHxxhF6Cr39nYAmK3ygPN+00G2V1a4S1AvBy8ZCtLi97q6UqdLyG+6Sbq9ayFvXV118zlQIVBmpzQa3WIyjNCPs25hoTg3n1hgAoFhQL3lVsFATQAoSZqOkoaAd7xxYcxWxhfsnmkgseRlnhYVXXNqncVYRKFcEk2NplVQEaLVgUizQALJV2pV3ZDMqdCc1ZGGH3MAALHFBnCqx2r99y5RMwC6S3Xhzav/7f/jXPqlQ3XJmE4muw1T4sFSEKBMe+qGpLpXxFxe5aAOOwNYRNYcUHzJCYiJoCKFSiFBtZw97UCvminV/d8LYyoTksr45n4wrK7VdR+IBAJzxzZ7xfHa6SqqyFuH9k1Lcoix0FDMOKXw56FhhwH7wQnXCTIPQAIXWYPlVPsLMTu/fkMe8lz5qIwzoVD2ti7Go6TQfT1LHgv/S7f2Df+d5vWH79kt9XLCWQZK0FxnzpTWYsGuC+U+47bnn36yQMKIoiqYSXugGPYBw1GPrp8a4dHO3Zk4Nd2zk7tocHe/bwxTN7sLvncdqGwgFoEEO2lRyeiTqps15RmIMqeCQRGKV3ZbHWc7kUIKD0JcVKlc4UMqXYdfEIftm+i6I1LRTvAchMWwKXNza2zFzI5hYwwmnWc9L2472rGwsYwiwKqs0kHUwCbI4OALGMe4dZhRtiYbt1/bZd5yuTzKIDMuQpS8XisC2UFs8NQeA6IdtYX7NpQ96N3H+YfXdqqfCarS1v2oXcFfQoaQVIhNIRG/WSHZePbad7gDdQtZMxYAojG0VKjCcEucEbU3YGz68tj+w06kz07esv2bmlVZh/wfrNtp0eHjtwdQCuk2rZzgwAYZnqaFKZ9ThqN+0ZHslH9z+3n332KyvrOO+4Z9VezcYARSg+tVqzZoFI327dvmKXLylGW7NRo4JcV/FCtM8C6PcPkJFje3r4iXUGZSu3DnivIjsYjwAkBx0JMs+twza2O2SFhTV0MGPHpYZ9+tnntnt4irt+3s5fuYzuJB0MTw4OvWlop9r0+cyAK2FIkhM+4Q3gOFZY80vmHOLnqtoonEAFZv9Gv1k9Fhpdj0csnhEp4ncCa/RD+0LS/YQANhHDY5ex4gNhdIi/0UaqDpeA3HwuCvCL/yTAtdnhIum5mmLUa8ok6aGrMFeF6tBlZfUwWcx927EynsKTHSOLwgXmTCmf7VHF9ximovbo/cbSphVzeVvNLtq5tXW7xlc+AyFj7OrUv158za5ffA15xnM5wjuCzYf+9j/53TuyRGIBAkJZQTEOxYQ1SWIBijVpx16fkfUX+OkkmPI2L52b7SrXarOiJAFM0iw+MtslF1POwVAUStA1ZNLE8NSOScxnCADXqjqhhLDq+PW0hyKE3XK4RQRgVXMgGUl7TM36qjCVx81bsHq7xn2bbuniCrDzUqtxrYGMh55FnW817oRikbDyhKW0xL6APo5Yxy2sQFmLowMHGs+TJzv24x//HMW76gw9mSo4GKt7iarjQYXd+IwAYDFg1duVJR3DZDRuEWkxgNhkdgIphiupuVS5v+vXr9tlXGmdiY/B8CUMAmYexLMr/OEx71Nnn8y3vmDGfOMKrkyXoTbv+H1YNRD4fooB1H25qedkHx8f2d7evv3qs0+dMfVZM3X+Vr0HWfpKC9bE37/10kv2V//qX7Mf/OC3fB277ZFFWH8vUs/lHI310rsmNoA5RcEGAIDHIDtiNgMYYttj7C2A4vj4xPZ3d2wfZqUGB0di6vxbXZqPa7PaHyHmWif0BCTzC3ha84vOYJMYObmxKm8qsqAMGzGSQlxd1cOWDsGAWFcExz2TB+MDU554PDmT1WlQ+bYhZCXpzFgypuOxVy9d9xhnozTLUiifVj0W/XznuZ2enthZTcy9ZJV2ibVOWYY1l9FVI1DJCxhhBRj05kaReUqjKxhDrt0+bbmcByM5v//a0nVnPlcXb7oeRTAmWCCY76HL8VGv5DHfw96skuHVl+Y9D10n8vS9uqErxKI0u9W1NTfeLeawgQFV9lEHT0jzN2ANJaeIld+/B/nQibgvHjy2hw8f2MNnz21/vwMz7jJOEXXp99Qy+Sxr1/X0wG9+85vI/r5nFaSCKd83Wpuf5R0rRCZygn/tOgi/9HnPxea4Vx/jqwwJQLM+OzcQgwGKGavQzxNIQGcwttdee80uMRfCjHQRr3B+AbmretXBnu4JyWvjQXoWBGum9U9ktI/FnOMlSj89jix9Auj0IAGImL5X2q2eW3069XOtszKwosiIYrn6vQTW2TPXUkkEX0/WkcsC+HyW51RKqXtYscwsJh5I+Gnl0plqaYB5fVZfxEgHWXhFwTcRnzFETnrd6YrIMt7YDB/7EXUm4bqJWWwbDuXfX167ZLdfum038ey13uuLRU8VBs28Tv1o3PcTnyIqoX/8f/5bd8SMk4moM+FUMs7gFWjvQ9u1wYbLi4tUr1UQjgbvVd7rLqRZlePk7/T4Hay4AtxiBz0WacSDKPm+sDgPKOeYBZRshPLCslSrYIhyh7Fkw27IKuW6pyX1OnpAnaxLATR8Hle2Xu5YvdqxYmYZQ1C0yYDFSwOuCIEKRWtHNJ1N42Zk3HrK1VCh+r6YRw8QxW1UMRk1lkwx8fBorBoiBuAEmcxRoOWsXiCjk0RyKZVUv7N95Ofwr1x6BW9BO8QxB181bpQQDpQEz+K0y31r47KpJ9cEQQyhJdr1DQ0QJnA0zSIra6EQzdq5jXP25s3XvPX/SmHRhcg2VywKeIQxGDwUz4CWMUrF4BrMdYR1ULNNtWnigYwH8k4dYRQ1JkA8rmrvwjcvBt2RneJxbMOmfvXssX329IndExC2MFzMWWoOheqg0L0BFnrVXrl6y/7qH/zH9uorb8Gg563dxwOA7UQAzAnKUG5UEViFURiSKgBhGAI8d4g5jsO2UoCLtWregVv1LCa814cASLtuh92alflZIxay3VrJHh0d2b5kSF6DjC7rrLrP1m/YIvObT2UtE2OdYFUxFKbN9c/OjiydiFi2kIBdMI/xCcY1gNGQ8W1bvVu2nfiO6aBjPIuiAiDqNpHM4CYuJ624JAYcsnQuBkinkbuWA2O1oVzZNu9nlsmt2Mcff253P//UPr/7wDfNWrWuNz/IwZp0Ei7O2sdR6kI6jxwFcW1VHnbHuhiF5OQcTB4mm79sC/k1u7j4kl1AAWMhWDcyHBiErXRyiMfwyA6rR1YJl02t06qBM2eeS5tFW4dRRlH6nec7Fqz17NIKcnLuOqTnnIe9uodnDkbz+YLhONpppcxcAtI9xsGclIYd266c2fNTDAvP1QvD6vjcAMEQCMWS+FnMexBilExgjPHW5rI9e+3lS7a+DhmJDizLUmTTGDDYbzikk2cd5ixo/UQV7w0DHMQj4vfKpOqMleU0Zc6jFu3Oe5VEsMkqjbbtKqyyvWNNAG0T0BHQiYwlMPIL2huA8WeZ26DKEjDPfRBSzXon6J0OZCh/W++CQDFO6YJSOhXK1EuEQDovXddJzjjy6Rt6AmKMuU7nigCOwBqFGp0EimszD9qcFtPW33seNvcZD5p4RKyxjAosu4fXKyNdLmPwYMbHPI/y0h1XeipyhieKl+bkL8oou0E/cMMllO/BmJjLhIgFoAxBKx1AVJn7VbBruTiP58d6MPa5DOQXDzA/Ps/f5LB9IS813teJvr/3z37vjlJQZHX0JSsixqOdQQGlrIF2lGV19G/Fe5Sdoc+oelz5cM8tjcIIsqTKJ5Tga4f+lVdetgiAL6ajB/buA5OB5w2PFCrhfg/vPfeMgFZHvblCHhOUBVY5TU3Es6fP/W+XF9ec+Ygxi6ULvFUHWBOr6mxJvtfiDHE5NMbxr5kjzyNByqRVnFsWHyHgd/KHdF21AVKYo8fiyCqrk4oY3tGR4uY12OXMnW8Cut55A+H3rAuYtdycVrXrzGE8lODIxVcIhQXS5iHXi01gE/xiIV2w63gNr918xT2MDMZLz5kClOOMD7ONFEpy+EJoxIRkBMSAZZmDMGMduggqDxmGOgWsxZgC/FsWudOf9Ql8sbeNMXluj188deYkcFUMO/bl+oCGnl3w/vtfs29845t27fbLyHcQocWzYJ0iuHEyNgMUQu1vZvyAF+umcflBFO4JIrGOCBDGgwn3oi1i3j3WWLHBDusrhrEFK9Xu/MHJKcyjC6OMuycVjsxOMfVwmRVT90qBYj64tUCZ1Ss1z85Q3eo51n0+o7ZBMU8/0rtqESjPfS9W9r+Jxmd7HpE4Ao/xWV1fdgaiDAEtzMnBqY8jGkjCQFdhtOvOnFOsy89+9jM7PN2dZR0B+s74mX/PpMCYa95SMDJlf9QbB179q1TZ4+cxK8ZxT2HVCwubtsT9VucvOUEIjpFHXN5JqWWHR4d2eDzrqBGej1hhrmDBwixLaOOSek3GrHp85gzt8sqG3b5925aycz7P6gajmihyx9PZnNXwJrVHoNIDWsejZtn3ePYPDr1SWj5f9J8rm0U5sWrsoL2UeEJZFSlbXNJY03b16uXZfVbGrj9qnqA9JHVF9z2J4aw2SRAglhAMMchioNFAyj2xEcuuWPH5zBVfZ+GnUlfPYHsqQFaHpGnM127e9L/7+LOP7Yc//HNLQPzef/89u3rtisda5zc3vGpcAlnTfIohS677ivtKoSSbAlH+LTmXPuvf8qaVaZVKY6xZFzFkD1nybz7iTFbz7aIrHOC6+hzcH2zA4+dSHhmIqoqlupPMTvINR7P17+FZSE5lnOUpA/lgADqP4VGW0qA785TiQaUDKgSpA2hcN9b1FLtJWHU9eh5j13yqbrOyhVqnZz7+NMA8QHeGrZynEMp4yKOTxxf663/4/TteXEOHLVAasVy9jxFI4MHmNSDAUqUoEwiPLFodN0ttZeqAVr9e8lQPLaz+VrWNxbC1kXD5MoAW4cFROqAS4FC4n0VHWJT7K+a89cUBE6wSi4u2WESJYLPavO82tDmDO9DByiDwxfySM950Kof7qJ1u7fVoqwlgwgIG8PrhYK6AMjJxlD8RY6GjCc+zjvIuQwGXdeAbawHkFsFalHPd7NSQPTGKAaB8YGendQf9TGrJjUMZt/cUY9OoVxy0JuqnxfuoGcSiYyEFx5hj9fbTe1xuNmARnyqsErCVuUXc2pt2dfOiT34+lbGENqGWioq1ICCK0jN2iRRehW+YMRadhFNHjjisSMAcYG4diPkKIVyhCRa+M7U9QO/h/af2iycPAeZD2++2zDNTAdoBApyDmW9cvGQvX3vFvvL2e/beq+9YdmWTocUR0oCFtRMejOI5wJC5p7JrZPBCyrKcwNb9hCCADDNW/BgaDyDDlJtVftawWqtuav561G9aFU9qF6NVZb1/+uSR7eFtVVCSMUqnWsgqIqOdQx0R78OsZdCjSrvTfkUcpQwqCwLl7lRsGh9bcillmXkMRBbyAPMdJ6fW4O9OOqd2HKwAUMxaSGEVXJPoxEsFFACfzFwWsAYcYd5Pnm7b/ccPmWdkCM9NjUrnV5dte/fU/uwv/gK7grfTHyJn6rTRt+pJzSrHZQvCYIIw3jhjS6g2sNW9TVAg0gH0l2wx84bliyu2VrxkK4sbNh9fR/95Dm2U4jEdHuzawdmh7TW3+dHQYmsBm4PBR4tjj4EvLqxh7CvWPKzYpXOX7He/9j07d/6qBfEQm9xfBYe6lYbnvMsTO2yqTknPhijvCN26vw+pYS20s18G1H0/AzlX9+UpwDZuN2wulbCr60V77fpl+8rt8/bt99603/rWO/bVV2/Yaf0FTDFp6WDceqxnrVRiaQHVfgUQmdW4ERD0levK/SKhLHqL1vVZL/BgM3fLYshyJJ2yGmDVxgiAX4B62/esb9++Aahl7OHde3b344/t5uYVe/+Nr9jlpQv26uXbduXiebu5cd7OLyx7MZ8I5GYC8AXAozR6lOArNpyyrFP/d5h31VJJIptpQFmGSgfEFPYVTvnJWmmc4r+wankH8urd4APaQciHMEJrJJKmOh25VJ5HjEKAhCphD0+qV6eSERTSW9tYceDtINPqjqIMNAGs9snygTw4Ewd52uBVl2fuWQ5dUuxdJynlZQ1aHZu2MZDgSAw6vLq8YAU8rhMMdaCtcOMxGNixQi5kC8Wohf7Of/1bd2SZFGcUost9F2spFgsI3QoKCTDChHTaSr8TexMTVtxQdW83luY9Bqa4kLIklO8qZqGTQ2IsOvsuRqi8Y91DB0fELOsosO6XChXs4oULnhO6yv30+wqgr/iedpXPn5vVIBBwy/Jo0yCJezBhcWQ4FS8S42XuHdTwOdwShfmZM1EU3k8i8r1eCiUoZ1kHQ8QEQtG+W8F6GxeRC8plOcCFFSg3UL5EfN5jm5UKIFOt+EakLGxQpyR4TfozhqbymdpAmOLWaWBJFFjGKBEEFPh+rbBk165dtU0Yv5hRvriARi7OjrACnsqg0DogMs4O+JEJzrvcU5Y+xNz7O4omofIvTQAWXcd6Hzx/7Lv2nzy5hwEp2yCiKmRK/J/FttZXN+ztt9+2D9//0K6+9RZSnfXMCIOR6eBHQ5WwMATKl07Gkz7fapAZ0+YKCh7CUGONDMsLOPPOnDCBuFUN66LMpwCx5mefddXa7eFei8Ed8KW/V6EnjUdgLMahrr8ydmGYimLqKRWvQe50iEnz28cAqRbEFCVV/FNHrbU7nsIwa137LR36gDWaWn4B5PLAZCyDsyyMdG7mGXgXCORwf+fY7t793OoYV3mBlZJ6s6HEeF6ffvIpc6laBw3uhRcmhsQaabzPnm9x3RFGI+RZPovreGVinqmxZ2lcWnnH35eK65bHDQ3BxEfIt9Uli2Pb5u9VV/y4cjCbhzlkA7Y4CKm2yxAwrfjv85CGd997zy5evMocd622e8D4wlYWEQDstEGlWPkQYJR8bx3seT3nrZN9l89mve2x8sO9Mkyv7tkHeu6vvPkarPSavf7KTbt2/Toses421tdtfj7v+tQP4ylCuPr1nmfH7G/vcr0eIBv0GO9ZV3rBo6BnYsbZxIIzyFQo7x5wvJ1zT1RhBGMaqA4AAP/0SURBVHkaqo2jbs+qI6Pxi3WeO3/e5nJzXnPke9/5voX4/CH38SwZjKeuk8UbUnJBhzVXDF1GSBvvI/DHmTKDkFz4YPifdwFifZPauOVnAT6j94h/Tr7WLJNMei95UZNm7ZMFAHO9AvxMzDo0hXxy3Y4yLqQDwLOyL+qST+anXm05FmrTV3jVwECq2uNoMEWPIarjlHsCvWndf2/xvnv04QQEkPVWgwH9HHPgcn5+ZdHrpBcLWTs5OrbF7EU9DnowwxFFNEP/9f/wd2DKoDXuhvJZdbhCp/FGWAoxAvXUivCzg719392XkOnzVdyU+bmivfPWbQ9F8GQOfidnJSvBojO4BEsrSxaMhX1indPyOXX87cOgghEmMBaxly68ZikBLe58OohCKF2rrd39qBVzi/bqS28AaJvOvOs1FKqm3WqYSyrKxE4R1oF1scoqYCIXNo1wqwtxWFaViReLzSheGUKAYAM4pV4Epgsd5yM2H0pbvdewfDaLMLRRgLpnkPzio88caEUK5Z71erPOzt1u010ndcsVCITVaFEYCUZLKKIsugTGz+zzi5V5gJf7bC6v2vq5dVvEdb1y85rZEj8H9JoxrLwMBZ+R+6isDrkyphNzGLJABwEFCBVT1pl9PjZj0AJlQGxYDaBM+/apF5kpWRdQi+NNDOIo2jhgZ6zhV776dfvt3/59e/3Nd2xtfs0CzLWX6VMeYizNv4NYelxQbitwE7tQK/0kzxno1mGLMGUY2gDGG/I8ZO7fqFjn7MRdZhnRnUoJBlGxkiZDgI5iytc6RX7ayEsff7GBsKtWbhjlUAgnO5e309aJ5VWuMh2xEiy8ai1c5qg1gm0A/sRSK6zdesFiuZR1IyPvBhEtwpoxZt3I2B7s7tru3onXLJlfWHElnSsuuRf2s49+ZY+evrAHj5+hZMr8UfyRL0BlgprsQyx2jvfxErhmDNYDUKmymQoz6bBPH3aDk2AxiIYKAEn+1y7ktawYoV3LCExgilMUKhvJ+UZXdKgKcsxbKGGne8o82bHT2pk9PP7Ce/nt157gKTZta/ce7nXTnt7dt3Mr5+xbb3/Nrl645h0sphicCEqvIu1KXzs+PrX9yimAx7QHRvZsZ8vuvnhsFTwUFSRoVWD1h6fWbwwsz9yrJ9yiTqSFYvb6lcvIftTWszFbYW6S46aFAb5ssG/4LDbJLiJfYXvy+Y797MefWOW04S23knMZ9L9vwTzAOA5aCxVvtrV/osymtK0v3raVtYs21megp4l81PvMqdrecXnfYng1gZjS3NrqO2BXz1+yC+c3YMKzsF4mxvwCeCFIzhi9XoBoXVhasyvzK/bSuYv2yoUrdhki8+7tV2wdJptAfqJ4DcN6k0no2Dys+sryGmyd9cQ7mEOmUhH0AVIwZc7yYIHkNwz24PpbBBn3gxvymqcKO2C0FEtW0wqMqTz0fHLOYpGENb3VVM2JnYjkFTx+1XL+4v49Ozo4slZbm39mmWzSspbDuI5sETmV0R7DmLN4DoU5fu7yM7bFQtGubG7Y6tKSffDeK3bpxnWbdDHEqjIYURnUqkUTFQvFwbYEOvZH//xv3fE6q6L3CK2sjxBbO6ZCeu1Qa/deg5tVbVLceeIZBLdu37LXXrrmjEKF6JX3elae5S8rxVUMVkxZsSLVvtBJrf3DPd9lVC0NMaBgN2ZLC0tWDM4jXlNcsVn3C1lPPaSujejgLuiIcMcB11PUGCvmw8cqcFfLlQQsRXXhVGJRu6X63XJqGQDuWrld80IrE1kifh6DyeYA6iHu6Ggy4mcwTphXF6DUs25vH8HoGjyD8gq1xzbLsvCTWxiOIKAs5jrt4/b4J758XgBWDCHq7yF+j6XncyodqRoS189ftjzM3wFRKAiTc0DEYGmn2Jmy2IDiYTCpDqxOyh5mLeSxRHgPAHhOF7DAj77Yxg068TxQMaNJSrGvptVHHWcG3/jut50h37p+y0+QxaL4zICSGKvfH0YlgJeB8o1HWQfGMwKIxeSmGFD9Pogi69RmEFe5B6PsnJ16F2VtjElGDnF5xU9CAK1kqMOYNT97pzqerPP+Io7IFMKt3XWtl34/nLQZFyw4Hef3uNusw689K2Uj5DOAMuudw3jouvNpFaJKWa/ZdY/tT376I6aqb7deum7vfOUrlium3f1UTzWtlzw43Veto3R9NQxVh5CN1XMuX1euXrfllWW7fuWivfTSS3bt8kUMTcuSMBwxZG0a61VtlTHGESuuqQDXBJmqeCxydfENj1EGugrFDCzSQSqZx16p5XrzbOuZZxvsnr7wmP/zg4euH+cur3r1vWtXXvfY7sXVddZGB6B6EAFcYwyA5kcdO+RBMYMey30BM37+/AXXO/QsjlBQ/SabnpIpr9bJjWLEAIOYWQbjJabW71Z9vaowds2v6kxrXk4gJ/e++MI+++gTOz0poRfKWorZWEXKwIX4wizlrMvcKUYbnWbwDObt6uZtu3Tpoo3OZr0vu4PuLGuhMouZxpPgCH+vVD81cb197WVn3vJUFCIJY3ySHoZEn/BKxJ4l95Bbz044h+d8/eWX7Txgph6Vl69f9XxtteZyuZFnyZgCyII8e4WXlAWk+bh186Z98PWvevbHgwcPfP4GCk0wLs9u0vP0Zj0FWTwPMyp0Jg9AHYCkh1XAX+U1FaOXXqkn4O7uDviusIayP/BkwbbMNOvPmS0qvU661fOTmXF1HAJHCnPzjOeWff299z0T7crFNYtgGCZ9dQHHg0fl3Ijz4NrQHLLeof/qv/2bd7TRlcbyqBZxAqapWqbwN24WsTqDeQrTAPpMZR4FZvr63re/b7fO3eYzI2uOcV/FklDMGq6pqivp4ZQVMYTx+aL1dO5dLX4OGGzHsz1yKFuoj4KmEHQedOdwy0pHFS+LuTi3bNkkzCWhBo3YH5TMU8ECPd8wHARaNg4jJDwM3MKUA6IMRqWW6F4hvPxfF94XQ1f+qToFDHBTVY70BBZW7Vc8JzYCo4gDpAIPxZHUY6tWbTvYhb48m68QryZ5dppLbsbIwXaso24skPquKbYtthvCxQyzavIGtGEXwZVJYjjmV4r20q0bllmDGXpd6TGfRSBRuDDjjvB3+Otu2a2p6l5thPiEBZt62lK907C2hJEnVd2Cp3t7rE3FyorB4W0UFlZtpMyFVt8Z4/Urt+x3f/8v241rtyDmqwhRAkWDtmBUGOwM/OXOMfaQ3GOEK4L7GZEHAEOHElgYVzikhwckRxjGdrOKt1KGDbGWvJ9C33ZgamdDXLXigqVWNy0QSVqprXBAz07KqtAnYMQGiLRgWLRhpmI7nreOLs4vzvO3Kc9DVRccRM1a07a1Bm3LLxZgYSl3H+OZJKC8APOKWZ3r7qkQPoATDMIEz2+ivJe89nUNo9EaYlwl4MqLR9aS2RTzP28XYD1XblyyzQubNr9atGEc8ElObWEpa0vr87CtsN394lPrVbt4Tsh7SF6FQLmCKgcsscDaKySUGdnCyooFE4vWmNQtCrMNxiY2H0zzHrB2WYc3Htlxq2SPed+ubdveyZ7V24eAV9neevWaffe9D+3q4qu2xDNF0SmVe5128PwAF3Up6UF+nh7sWIN5Uiz53tPH9rPPP7YHT58w/6XZYZBT5Pikjlelzh9521zYRHeKtpSb533exszPEGAMqug7nvBkVPcsq3Ram+J9O5ks2EcfPbCHn22xLmlbmkdOdFAqOrEUzLEp31JpnxhTFfqf9lOAGHOZ2gTY87DKLeTy1OqDY+sMK/BEADc1snBahqTusf54Ds+7N7LP7n9i//p//mP7F//if7Kf/PuP7Iu79wDaFcsBrCInKKqFZfgFoMyBtSBh6GUKA760sGiXVtZsFYOwmMnZKsB9cXXNpqOQnVtcsUsqOgXYLbDW186dt8tqPMx6Pf3srsXQ0ygkJA94y1O8CCMvJHIWY74nrYilw1mv6TNF7bKQp5z6C8Iqp4OJqfYP/qsd7h3b4b6Os+MVQAhVx0ZsOWEZdD9kaTwFnYOQE6rwKj/yiEKO53rtlVftw6++Z8tLzG1c4ccWxPQ5uo/OpffN4g30sGmDyZk1e2DO3/2j37kjBYkBDmrgqDJ1Ah3F1LRzrYpWigs5e+FdcZfz58/ZV25+Bd2JWmmy59kTOsmnDghtLL3ASgF4P4HHZIkxKvFa1yguFDw/b2Nz3YoIT2ySdkakLIsjnWIKA8iLC6b2TAobyEh0FG7oA8JcV66f196AsYq5WHzioRHlPSs00kQZNEb13tIznMDUtLsvt0QB+o9ROMVev3j0wJ48eWJZrKOwCRxB97hfMurjVuvxrRdb3EP5scAmiyGmMAaUleVhgYHHkBEZ/72ezb8QIs2nNh8UzggjDGIsMhJ6V/5pIYcLPAChGB8uhKfohDUImLZCEx0MnGLJzoyBAsW2VAVMz9VFUJWVsLuz67v6oVFaBEANFZxBdAOzmNatN1+xr33tq3bx2hVnKAIUj6FDiVUgyS0Jn3dQ9hf/FvpMtUEEd1d2Byxi1FXFPdgarrKq4qmwkeoGl5lX5YCXm+rSe2iNXt/nLef7EBOYMy4161oHFDR+hbCU562jqmJSU75XZ41kNsLfFS1TzPp6WUyx07BvNGqeV2C16vpbwEDLk1OdFjGZRokxlMowxwNnitGEcpNzluB6qyjr/JIKumM0eR4VIlrGKF2+dNluYKhUo0WAIoajTWeNJxObHV7oVhv2y1/8Apd4Vo0Nk+2fa49m1Q0niY6/RwAdjXsSKDBPY1uIFFBoWL1KgrKepf2yy1cNw3rv3j07a8160Z2/vOze32uv3PCWadFpgVmffLkxxxwxV556CatWbP7586cOvns8pzrBfPHsse/o+/wgM90qHgxgkkqG3RNbKqw46xr3Z4eiVKtEBn2hmPQTfPPFWZ53HMMhuX3RmNizZ8+tWap6VsjyYtEZ4yQiBhu1M0BCshOAFYqcTHowb3nNlbHXd57gOakO9kgHilg3VYrS34Nkvu7KzdMG+ZN7L3wenn6+Zds7VevwN/Jort44556QctPdcjM3/iXZRP6a6MEAGfKDbYppw5RXV1hL2PetW7ftghg1Xvvtm9fsEgZ3aT7v2VlhiIzODUiHlGWzBLiura/b1Wu37eYtycB5r5a3vKD4+rw1kGvhkEq/qkqjmLPmZ47PyEM/PDxmPapSD3++IPotBh4bzbI/4pmA591HU7MskZHiXrxUjEqx9M21cz6PZg3rIffyWMTwYxEAWbqPPqrAv28w/qd/9FfvqDxiWHV6AQXdVEU9BGLJaNqKWPE89D2iugPpORSzb1977+u2lF210gAgDpxZTYraafNg3KzR9HfFmLVhogdQalEggOVNxK2oEncobx43OqUymKxeBZen32byYExXzl3jQYowV2VOxLEesAZ1WIYhCzSag7I12zWbRmCDGRhTp2S9cct6im3WTgG0Jp/CQiXkviV5Hil50J7tPbN/88f/2v7dj/7UDlRxrlP17sWBNkDGMwURJtW/TaTEmlWofOSnj2KxORZYQXuxZRX9AVQQmCk8QGgYxq0OwnB//eWFehBIsVspToTvw/HQrCdbeGILCI0AJKbf5RNg+9Q38UxZ5nxmVDmxTqPqp+YSuEBi21s7W/YYF7jcbth2pWqfv3hm2zo4gMs3l75gEdzAEYrY7PZ9w+WlW6/Y++++a1euv+QFVMTABkOAUEwMQYi4MQD4nOEzrTB1Z+dixCiS0rCUGx2G/UaaDRuhQLXaGS5yw866dTssn9nj0wN7fnZsP905tgd4FGc9PgszyxbXmQMMKfOqRgRt2PIQ1jwZjmyio9GAvI7fD1nXZrtpc/EgawVzU96mDESE6zCF0m81+9yEBRVUlziU92eJN/B8lBN+xjWbQ/v06D5KVbAbr1yycxfWLb+csPVzyzaJtu3Rs3t4Rg2Y+9AQB5tbjFsOUArFxURrsL8za4UYH19R7tuDwTQAmk8+/5UlgknAK+rTIqUbwWp0ArQ2Qd4AuylMOYw8B2D4Y663gBem8pShSgfScGInB2e2u//CPn58zx4/f2TdcM+yc1l7/dXrdm5jw7766kswvU2L9BdZHxZhCvCxRg2M1mmlYs9PD22b+R0iK6M4Xuqw45up2qBeWJq39dVVgHae+VHKFnpVWPBjz+osUlKK3OGpx8zHoamdsX6Z+aRdwq1PLbI2GI0RZCaKLv7ZJ4d4tz2vA5PJz3upU23ST+M6nozviRFKpbShplRGiMYgDGNWNbq+VUun6BjGeli2Sbzl+czNybHP+UjF32HKiXTc6v2ytWo99FTNIiAx0ZHl00uWLxbs8ttXVZgCQCxbqV6xTEJZHciB9k3wOmPFOYviQQ0xxDI2IZhwFGadRLe18TufXLT+WQ3j0LAo89c+ObQDCF51f9f6eHCXMNAXIQrnlzft/MKSnVs6B7NeBb8W+NuMvXHzQ/69DPiz9qdcA3KaiWXcO5/0hVl4zYCx+mQqu0IdjJRdFQnETAfFpkPAG88pnJige0m8MuQe+RB5U5bYu195x/dP5vMKU/bBuxbPH7DesGTpXAK/rop8svahqEg4JAKf/7/8Z3/zjpiJ0N1bgYPWihkrnqS8Yf4fxS94zG91VZ2jI/by9VeAPe0cA4KBssdm6orBYJnU0kQWJB7H5YShHBzs+/c6YefdbQc63NGCobQ9xls5BkQBt42183Z98wYuyKKNdGoMZplAUEToFGjSrrpid41exZmEGkzqukpT0fsYF1mxs+Bgtmu8kFv0jtM6AKBSmp/c/cyZhg6OqPFqGoFUNslAecYAUSIZ8thVQh0T+K/fH3k1tcA06Yy4zwLpcz3GrftpgjVHoXBqFvNFccUUfs2UtUkohqVdV72CuIB6TrlmYkxR5jbDZ4dQXB3THHdVYrHsgKy/TyNwYQD02ZOn9stf/co+v/eF56e+2N7zzhEtDJViXRlTrQMURi46QrEBML366qtWuIRl5ue+m4uxVZdyrV04Nsu31Vi82hwGRgw6AKMQk1UNC2csSn/j+1ELQK7XrISX4dkUZ4DF9ra9wFCoB9xZi7nn8xEMqE5M5vIYVJiYp0bCnqt4Tx7ThLEpDqg88NmEaPN0aLlU2Mel0q4iEv0g99c8Ycj0PAswDT/yP5rVTpk2FArr2rg99nV4hPt89dpVe/MdHedfRLB7vh8RAGSVV94BQMSYxWzExBV6U+aOkw9kXs1txVMwU7PnwDYeHBxaNqIC5pCJacyJRSQDcWF9u6Gaf59amMUgwxAVjSPViVodb6Kzo72PtmfliIz825/8yD2+WD7m41Lj0MtXLttrN69aPlVkEPM+HTppNOT5lK/v2SkYL41naRU3nHlQd255fMu45WJeqtGsY/o3Lm54al4WHVW2wQj5V3XGEZ6Y5qv5Zc9DnUCUJxONzmLA4fDIn//f/OSB6/lCdpZNkUkoppxwT0DrMk70fb/JjzfLsPZmsejwACPEfyvzOmKObqKzul+1VcXo8nuAVfKfjOqgl2plrPh8jeohDDxssY4siACoCFS5Yod7+37dc+ubGE2lkbUd7BRq81N83Es65iUI0A/dQ/cLF8EkxpXPJi0FE46DKdpr6LTrrp/K9NJnle4pkqhNSlXZCyEHiiVHYsqu6toeRE3ZI5I7jbuFnGo88ADXO0UARAoHkA+91MzVn5sfi+XL0Ei+oklhxQAvI+ieyXe//R3LZPEEAF7VEYpo3o15GJX4PF7ypOLzr1DxDEcgDX/03/69O+psocr+2u3x/wJh/3JEZIDaUEvGoOYsVial3cahA7B+f9TftiPFik/PPIanQwGqQ6rE8IWlRRdIHadMpxKz1BnAWZnmXVhSg0k43j/DoqRsdRGghGGBxS6YIx5eIQ8gzN3nZreCcretM9FJG8B4hCFoVm04ZRxB5evKAR9ZBpCcm4NZ6bABD9pAKR88+MLuP37gseW5ZYCM+w0CCkVgLPoRT4FJpaP28s2XeaKJnZROEJixNxDtdWal+jptvmR0VFtZIIaR8DoZzI6Km3g8Gab866+w3qO8oyg4pZZC0HQe/owFrjFupd4pk2RQ61sP97tVObXS8ZH1WzXTseoq3z999MB+9POf2n3etwCYGnO2XanbzumxVTBQyj+etrC2U7N8Yc4uXb2KG6eY9aYkRRn/s009GQg+q/iceuqpHmyTe/T4GuFe66BORDE8vg8x10ipgcR4Wk3rwIp7GN2qMiMwGg9P9uzZ9pZt1UvWUnhjfsPiOiKdh/El08hJDsaQwwiFrdNi3WAY2pTToR51AR6Mu75RGoYhK6/4MuwxwfiAEwvBzMcolRhxCi+hkMrYXCQNex9ZsMrvuF66BdMfItYNWD8G4YeHH6FkY8sDDnHV6oh3bJE1zi3BtkID2z1+yNrAlLlMrgCYZrBSYZ4PdhyM9q0EwDcHsD3WRIZ+JQdQsk7LuVU/9TdUDRP+w1qj0LCjdN+7sufWxfhgeIG21ZDNAAxZWQftZyWvQtdmXU/PjtyrUchuFMUQIwMFwP29d9+362qPBjBYDeIxgAgB4F2Y2FlHOd94nJOu9ZErVsearM9gilsLi8xCdLShlGQOleUTi415tiRjQQ5Yj0kQsFFNTIxkF2N0VFUNZK4datsY0FDecQLPQr3lHsMm7z4suY7rJGUqk7Eoc+X7QGGMTzxstdEhINOyVr/Ge5M1QpZCyLNaroWVdlkDCyo2CEKugshyCLaZZIpTOgvA97jjgSgsMiRDqa4kMF8IRBowjGFk/uTBL/AI9mzv9AjmnrZrt25YFGbegynHMEAnu1t+HmGqBGQMkxole5SPpZ6ic5EKz9xUNyN+gCE6enTPHn1+zw+1qRek9owE8MERzxhL+EZvXPgWSgLADLSd5HNtOz05M9VOjjpL52+Y8yRzWkcHDvYOAGOIZgQQRR78iDeEUbih9nEx5i4QHfrzJNOzJIk55Fptuq7fuMZ4kR1kSt3Jo8gdimnlxg4yOJ3lnOPdjCF/AbArEpq30B/+0791B5FztuBIjfLOak/MYqJKfu6iKHqvoZgCVu3W6saqBVAa7fuuculsVmMihUugmKZiKXrXTrtiW+1W0+8iV0ivw8N9e/L4MQ+e88/FIylYMEyjpR1UmBy+tQr4KH6qFLvT2qFbtGBi6gxcbq6DZU+n+rDuCKPczCyW2S0+4KBQzaPHT+yXv/il3QPY9Pd1QFUn3cq4SmJ0yXHcT0wl0xF76eWXrDtu+a65Yso7u6pANqvZ0f41KCu2DTPSRp+YRJ8FnM3dLK6sudOhC6XE+bg8Nc4wEkqlmnp+pvJhVX+4XCrZ2ZEKMclAzTpx9GFIXif487v2b//tv/WTWoq9BlAygVlvjEFTTA8B1Hu0rY4RYxjYor38ysuWvXIB4eWeooKMSYxU95XJ0nsPRRXD6PEMWq9RT/E6XFm+tN5hlGiKoARgxx2BQwVQRviaAJY8Iu3+i3m1x30UMomyz2p3xAEYjUOhH4/pIfiKQZcAdR3C6Y1gt9wbH8QZUySpLJ6pXV0BzBHaoRoSMMxhCGMHk0lkkqxj1phVf85BVTU/MLo6LMNzTdoT3+M4y6r2d9CzLpRNEct8mce7/8R+9rOfemxP66FTgfq90iP1GgKE8rx+9ukDe/7smW09fOLMv4g8Sq7ik5TLSRdG7tX/UCTFVMdJ1Y0oWnox6gy89WVHiUhl6jHg5uNZTY2tRwe+d9EV4DEfp80zZ1LrywX77d/+LUuh4FJOq/EOSREBkXyd1MvO8I8qJx7jPDje95NyHQyy7ucZOcyrDnponG2u63srECeNYzLG+HLPer1thwcHKLvGDUgC3rr/0moGBncBsKzZrz7+2I5OZ/Kg3nLqWWesszyi1vDUZbnGu+6j5qGSj0Qw5+sXn2Zd7nsdpYi1uD2uPuQrCrnxPRRkUCc4i/kVTTfkI4g8dCw2nnNmOYVxSw8GKWWXDG1/pwpTPcXDGNg9vMJ7n921IfKnuL2ul/J6I7PNYdVcEYOVvvueDuNUzYga6/XJxz9l/o8ggVH3DNbXN9x4pfBo3KOAWQeYB4vwrGCZZTcszXUaYJvI1gRDIwbfR25U6Oy4NDsJqmPq2guAt/g4xGyVTTbEs9Jzh2Mj92iyuVnUYWGp4B2FdOhELyUSKFSow1gjtKBc2XP8qDdK7mlp70LfR4PI/D/7H/7BHRWUVo86NT+Vw620j5F2k6dhd93l8km4xWeK0P+ffPQXduvmRTs7PbAvnv3KysenrvNoHQMK27UrV60IU1bJwEFAm3O4ZfD8LoKnSFMTK1gbtq3F9ysXXrITlPagtmeNaRsGt287tcd2VPuc73et1nhu9e6WNZT21TizzcR5e+3CK3Zr7g1bDW5aordo6Q5fVrAba6/DInBPsIJiqZ8+v2v/j3/5f7e9OkBoNauPq9YY1m0YQMmnfau3VbC+arun+34iKY/SVtt9+9O/+BkM9WcAQ9aaPf6mV/N42SjQxB1HSKdYcay9XCqV/NMiKXNB86dqelHfLJ2BtZQtFAvBekbW5p7jJIKFHtZhKk3Y005727aa2/aw8sw+PbxvP2bMP3r2id0rYewiA2spxS0Z4PNDO53g2hrglkIw+BpGetbLNmx78NRuvn3D3v3BO4A3wsZ9DFalE1gjGMSEMU1geX2EL9avWmAAsHTKloH5ZBoHlm6j2K1TC/Nu3VMLNGDijUOeFeaeDdhuZd8+On5mT2E0O7CfbiJkrVzcOrDZ9WnKOoBIAYEdNmoWgd3N4Uoenux67u+LgycYrpY1cNd64wag2zDVhB4wl9qJXrqUsfgiY5tjTpeirFLbChtFu33+Tft3f/JDC23Dlm3Zzo+uWaKVt8QgZbnwPMopN/XMnqc/sd/6/e/ZGWznl598zLrnrQpLffzorp0eV2wu0bG3XrlplzHUKdYieZTleSO22X3VOo9G9kw1ks/6di31im0kLlqolrcxQHkPY4722qPWZxYsYAAyGPLxDoRgYpcvLdlLS5dsI7No51KX7PW127YMA0yOY7acWppt0D3dgb0F8RrnLKsNoHAalhi311/5mr1y612LhRbxCGG7wxrr1bFy9QAQfWH1EeQFg//48Jn96Gc/tEe7j+yodGS1TtVlVn2J9F+7W4VtnVlFMjlq81U3+KwXxGkHmcUpchpF5jHyPSQVrmTXX7psL99+CxBL2tazsh0doHe9y8h4hnnvWgsXH42wQ4hHtTtER5HVatFS0cu2HHvHMnYDB2MRj2UOkqUU0pFtRpctG1r1HOP0NG/1w+eWxJNZhYMkYZvxKHfHk+hZBwbft2khZb1Uy+qpiQ0XWP/TgOUnESvCgIN4QnvPn1gd4zjod+wQJi9CsDDPGFLzXo0xFiwg2gWbtPAEqjD10AFzgrdzhr6UD/wQ1JOtF1bGaN949R1bvva2rV551fKX37JAft066XULzq3ZKLuKwUxZrPIRf1+2RcWyRw1rVlVrBg86hDeHzQwHMUbg18H2E+41tEvrmxZmHUatoaXRq8Vo1U62anZxCeIVh8QCud94+217+1VkDm+oMAceKBwbqFuId53ZDVrMMnhikXiR75YtHtvkawkysgiZwaD913f+kzseKwKUhfCou4ccFIMT01PeoxRAJSsVk4kHw/bZg0+xuhE/QVTuH/G7AdZ0xjzU6UCxEm2GKPa7qLQhAMubpmLdyzAvnZjb2d12RrH97MTZ8GDQdssXCU2cEYwBDsUOE+FZTQQVhvGY3MI53whUwrGuV1xacqYdicFKtfGiDTSYVhmA+fM/+3M7hXGIEY6ZDoUblBOpk3ZeO5Vx4nDwzFOYk3q1ndozDIliSLKK2rVVbqR3FOBeipHK+nuMEhdKMcNUquD3E4vVOFUYRc/Lr/2lfyuFRicRxbTEhvQlj1ixOi7mzE5rIMYi1qp5UJxJn9G4xMx1kMDP7Mv48dJayS1SWU9Vf/vwvW/6yS0vlKzBcQ3kA/Dzy/Dib5mHIAqnk3ITmJeeJaZj0tyXBeAj/AFsYahwkeL+jPMYBq+TemcwatW0aLn15fIyYsoZLfG3vMJhPT8MN4ELjJwoTUjvZ7jPuo8ARAn5je4UQ89aRBVhCQNY4ZnnkMSYX78GgZl5LoPGxE+YzU0XmOO05SyLzYeJ84cqkqQwiP7uwfSB/eZvfM8y2QWXp0pNJwuruIQYCBikitFrdz3JuujEYHSYd2YSHc+7/OzC9MQ8A72wxyIPt09gyPv2fPupZ3WMk7PqX20MuvRhZbFoGxsbtpAvuhe4uHbO77dzf8s/vxBf8Ofd4zoqbDNBuSVnZdxgMdEPP/jArly6Ki3zNQzBwvu1qlVYD92n2m+jG7v2/BBAYh0qTYUNkD/encGyHmKWOhqt7IHuuO3jUI685kf7E5JDHf1VPvcQw5tITKw4l2Pcm7aCrMijUcU+za+lrriMxpOSZYxHVBvZImjqbo/cQsJ8PWHgkncRM+/aXsx7vnISsqbnzeYjtgErzS9IBhI2hXQohlqqqoqgBEax+RjMHU+EH/SHKi0QtGIX/db1tTHuseORe8o6eyCmXsVbVrbMwuo5Z8QqlanyBiJ/aU+jg0gwjypqpHMFJ6cl29nZtsFoOtPfazcdHxLqsMLzRCSfsVlqqA56BQz5Z/3qNbxDrjMJJhy36r226+sQc6J1UBnaM4y3Dlb5KdH8kqnKYxg5VEuq1bVZPemV9SU/F3D9FsR0/TwPrs09dDCId81/CobppbCswmKRiPAN3QGb9NzaxQOU/+4dxVpVZFobfAIIVtbjPyG+JlxsEsAFwv2ZBscwtYr9+Y//1EbBnlVV8HuAkOAqq6+arhFPIAgOwFjGeBz3Yc0STHoU1qZeeO6mA3pVALADQy5mVmyeSVtdKODqzNl8LmUF3rNxBsuiyc3TBkcmlnVXYIHJzcUzMA1thOkgSR7FTts4NHDQjSUF7GE7Lh/aj370F6bQuIOkNrpYhJDimfzejQ/POu0iZLiXEkiFKQSMWkS5PVJmCb42tlSkSKCsv5F7LUUTCCW/bBSpRHL9/NcdEKQkCgepb5cLtwSV/wQ4fhwVYPANQT6vf/smIkIsAdO1dEZf6yFj5+P0pcRYcm0doFE+tJ43gNW+eu2ifev9r9vS8gIygH+FQrFgNkFZtOHCx7HSymqA2avqHEAfbsG4YUMQGYBY6T245jCcNr+rNDq216zgSjfsc9jbEWt2PICJYSjrynfFJY4ApplswvI5GCAKqZKMQTwAneDsTtq+karsk0O8qd4QhenDkJXWBNNcWMza8sa8La0ssuYYUsYXTqt0Y8I71zRVV2OAa4cxmJuwvoDLHG6dBFqx+Uw6CehKCWt2FCzZD77zl2AjeXsKMB7sl/CohjAPjHQ4i7zkkK91S+BupxKLFh/CkNqsTx+m2hzbM1iozsckYLqtBnJbURW9Ce673Nc560X7pvKMrI7l8vO2iaItLK5ZKpxjXSJ2KXcdT6Fr1d2612tpVYf2/MWe7cPSp8hbE0ANx/Cq0I0rly7af/idb9kc5KJXPsWlRV37zO3ZoZVUWxkPbAvG9/EnvwCUt5ED5Ic51kauPC+FEXrold5ljDVxcDZkUUeIVfccmcQIRPBsRaYUSizwDPmM9CkDUOv0m1mtVMP47HuRpvz8gkXwXBLhJsyPeYB1RpjnNDqrameJUMrCQIVnzyCnMQB+DrY7VwjhBaBH4zMr1Q9tFOpYYRlvIR/DYM7mbzDCe0xlPSshnl4CDJP8TGVGVW4BsoLHlR9l/WAZN+FJxvwtTzQFwJS1hMepAzGb59bBhyUcF+WIR9EZiIuQLh6yEp5EAKbioUPGLIIoY6iQoH5+/sJFZAadz0LdIQE6qGHMM8jmumMnFdt/tA2Q10EENQ5O+hH8BsZS3dR74zqkZ5m1jyJvxx6GDQb7rIfykYP8POkndReWF62wULSvffiBffjNb7Fu6nwknGFSpxgd9ToMpPhKc+/Zl1zeeEib/hAsLadrOc8mpuz5qEy60kD0K4/VMHhZJpVh1Jl+Vc4/qh7avXuf2i9++UvfLBPYnLaOHUiajVlWQiqVcaEBPjwfWbmjMYBJ1ZxkSXS4Q+AWZFYVa3vl9lcAwHVXbsUcJ6OegyhU2XQGX8xIFnQKYAicQtOYp56FETyxU2SMOwUBk6aPezjpOdPd3nvuseEJC6j10+EOj9kITAE9lY3Ubu4cbtHSIhMK+/ZYJ59RvWYBsnK0xU7u33/gbefdYPnVzAFZ94vCJFwgNF9872DM+PUzfam7iMfn+VPNj3bmnYEx1wJl7QBr3r37NgxA1tKZCc+kE2gKggjcVWRG1w+FNHaFR/i37sFwNjc37dUbr3qtEguI+fNSzQ3eVIxn9mIOmd8AXo/qL6uwkWJoagcv+t1HicSMK3XVYjixbZiB8saPAWcx0jIMW+MfanOFOYoBjIqhvXXrNX/OJ4+euQcRjST8url8wedOdRt8zsITwCNm2WLKu0vPL806VyzM8T3eVKo4y1c/rZbdI8pFCm68FkMr3kFkPjLvz59W+lw6bf1R13/fWe65nO3sHtnW9pbXTFAMMYOh0DzeuAGAJlM27uBKA+jJadENr/XSpvrdd/fu+7gXAA1fX1x2lyPgTvmzozggJZlYTtrly5ft8oXzsKQ5wCrmz70C4CtftwIIa55O9898HK1m3+enqWZwvC5cvGjf+OY37JWbt9xDGjH/YozTzowB68i0nv/zp4/ss7t37RCPUuPQ+uk+OvCheZljzhTLV40HzXN72PYYrXJkNb/KMRdz1elLyZMIjsavqmnKJ1b3E8mfnwGAKIyieX9+C3adIARhuDL8CsPJGKjJhMjBRDvwvGIAoTy/AOiueUwDKmKWjVYFfcUL9A3BvuB1Nm50SfowGs+yFTq9kD+3BRJe+yLTivN79AY80OcmALJ049c6JDascXa0Wcm4lfevLJWKzkXwLFvP73retLBA86M5k1yIMQsH4DQe8+ZqlkAMUSkUEY8CwPQ6GOUTv85ZeZb1clZteZW7DgxY5K3Vr3osvAu+iBpdvnzFs19q5Vn1P23Kv/76617P4ubNm/bu++9ZVJ48xLTFOKLgnl5qvgE4+L/1Um6641lwwL/AXiRO/rx+E/rH/6e/eUdZCHJNhgCmMgTEQHUqScFz1U6N88A1O7Wff/YT++ThR1Ztn1lxLWuhVMDKuL8Kure1ycB/CW1z832exVABHqV+iSUoKd4r8ysZHGufRoBWiwt24+Jt2LFKcrIgWLkA4ABP9GT6iVz33gDm0rNpX+4e08KkdnXkutXG4rZsgCFSa5lWpw5IYfhKh/azn//Enu88BdQAnxAPyS+8TTzKmc7gCKez3h8snUzb2sKGT4QDTxkWXy67kClxXoxZQX5tbCmdSwAqoNRc6SVhjsV+fXhEIQfcE57dgVXAxTV0alFdkFVBT+6lH6CAEevwhDNpFFcpWsqIUIqaLLmUSPAvZimBVa0PKQrT4qzSEV5zwX/azU2mIraOEdnYWGDtmBBYnW/wMS/MDv/jexR1CiAHlJPd7VuooVgfa16C1dQGsOKOlXQ0mPXZOS7bfeZxq1S2IUy2zN+VR3Ubw1QSc8zLfNaK8ynLA6irN1asPsJwvbhvo9jA5vB44rAKlYvchmVHE2JBAAVutjo2yMOKiBlFxy5vc2l5HbDaLMCBICtrpQDLDnYAHRjV+fSmLRYLgLLyxfG2lfqXiHGtuofCBsrl7kVs+xkK0g9aHkYUxwVVm63l4qpd2ryEHMWsdoiHMGHNbQN5BFT6c1Y+a9mT4x2mNW7Z6IKf4lTtB3VlOcMLVE3w5ErM5heX7arisS+/Zhc3L2NMipYJzzGWOVsoLdrhF0d2tKvqebDACV8Ae4N1LqPk3nYIb+UH3/qG/eD737Wk1k8yznOOYcul/hGuMsy1emSPXzy0z55+jqu8Yy1IiWpGH5wcATIl5EcgAbPEMxSByGcKzEPamqxNNJpyYzgZB63TwJvhOQaeGw6ZhP1FApCNUch/N6jzeVyaZTzOjaUN9KxuKdYkEehagj+IIN8RVWVjjpSGGJ6gz8MwQIo3La8t1ELeEalgBUPesPQcz5eGFLGWxxjUem9qYx3TjCxYKLZotRbY0QxinPDGxnhvU3llyPsIRowHNWmJ7UPiIuipCsPj5YkxB8SGMUja+FYFvzLzoKa7tdKJHR9u2enBjrUbZ1y7jlFUvXcMNIaohZclb7SBHJdgzGfHR6zpkXvmFW2anh7bEAOS4D6q1aFkyByYEBzHbW9HYatjP7egesuquNfqljFCSYjPonvBk0HfPbjdrW3wA9cQffvahx/aq2+8YecvIRsLeKsCAexcFILqbFnl5PwLuVeDV72zHjJ4nfALvCnGDH51B+AZ/4X+0T/7m3c8VxVQEBNSnFKxN02IIznCU+Ehvnh81z777DNTgXAxSbVfUsx3AEoqVukxaf5WtR9ksRcXZvVsdQ1V5VK+smLQJyezuq/q2afd0XRy0UFN4Q2FO6R0fuIIV0PV1IaAsmI92dQshpVSoRhtHDZV1Qm2J4sK6CoPVvetNcp+cqg76PgJJ1UL8+wAQEK/98LqvNRKSs+rThSyqBqjaigorifCpLiRahsos0Q/85ZTMAf9W6ApFiUmFgzNwhj6mUBWzFbPE8OQ6X4CVQmJQiNiSGqFLiahe4tB6ySl5k0MW8ZMgK7P+ekpQIFZ9fGKOWut9a/Zu15Kz1FOeNyKqYLH2gtJWWnRAZ5T2qMtX0E8a+x/BktQR5Ox0t0wjjuPt/wZj2AMJUD4pFX2vOSzzowhRAFlj7H1G4wtaKlcwkFBaV5aP3WM1mawahTJaC3P42qurjLaiJ/k0lyIIVUbFTd6g2nP5y47p1oWCUA56oZPres1JzpJpRNo/erIPYCl8OrsPsG8r4sYnO7T7M46c++PzngktegZeDWvWAamzvMtrs45g05Aj2REy8clpmBs6eC8M7DgMAWbOrWzYcnHmIC5aby1s7pm2CbhoXs5k1Tf5ejy7XOzbsTIgYyvCtjLw9z66Qvf2IsiX2J0VViZsk4mrLOeR4ZZ1dl+6zd/Ezf84sw4Mh9aw456JrZPAd26Fxl6+PCh7R7jkfFfSMaMlzpmqF1avSbPoGy9NjrH8+nItN5TzKM8pxlDRidYK8mXCsXLE0miy8pnVw0RHzfPJrmM83PNZyIH63bZhVKxjirernEPAWZdPwLgK4bdgQWLcfYxzn6IQwndXCuhdETYuB5I5w8QWdeRDp6f5lugJHwJqZQuchoMRvxaylVWNk+8k/TxSkb1e+0zzBikPLKo1/eQfHt7OTFtVQcEgIUzwhfpvXDlYH/PPTyVFBYJU6hTz6XxiMHrMM3TZ0+9QJXkTfWexyKHjY5F8DKmg6A9fvLEtvaO/b7xrOr5QJxieJPMV2Eh7ThRZ9zSex2Lf+utt+w/+K3f8j0GsXXF2tVIQromVtxjLcLIq0/0r7/0kuchgsaa1frPnaHLe9H6ibiF/vCf/dU7suYqyiNmpnxbsRthhCh1e9i0h08e2KPn9zwlbhoZWDAasHp3FgMLK040VJEZlVSMmLpf6Oz3UnEJModw90d2oiOKB0e4Hx0LSVBDUSswadosGbam1m91+Bzsjc8LMPS5EWxOJ2dSXD+My55Lq5DMIpOdMx2d1UOFYW6tSddyhYzHGJVf2hvKrdj3OLinVCn4w4KPhko259q4QV4NrsZE8FU+gQ0yfimUwEb3kDutTQKFL+QqujstBWWyNXG//pmUWUImN0xgoXCEJl5CK6YsN7qNW6oNJXVzmbURCrAAAmncRY0NYfMwBJ93cOZLsWn9TAxZ99S7x5HlykZDs3e+IqoIFx3Y6tqiLeVVpBzmzjqOxy2AqcM84xpNtHnYhgkIqKFOnZHnHTdws8+OT+1kr4uRHFoZxe/2A9bguhOdaIR9BxNZG8NgOwgPDpxNGS94aCnVoCimbQE2GlrBCOcjNjdf8PBWC8YdB2irJeWR19wVlSfW7jeZf9zMTNBjyXNLijXCUvDIqrUKIKYNzaHHi9OsRbBltr66YvOTotdGSMHcxmKYzIXmutFVidBTK8OYVe0rmQjZEkZUGR2oL/fAI4LJ6Ji+yicOG6wNLJZVZi1iZoOweZeREC4xaxNHJqvVEoywbRmdXoMBLizlrB+r2sa5ZVs/N889WKPuxOuZ9E67Vjo6s8mvppZSm/r5NZvgmn9xuM+zYrjzKnSuMeXt937/d+2DV15mrVFWxVNhd/X9HQ9hHFrJXhxu22ePP7etg21muYfhYw4K6g2ZsGxOMog8IDcCxz4MuIn8NplntUILhaMux+26juDDOVt4P72xp7Cqf6RqPKhecDaSsjAMTXn8qikTmYSt18RTScCKFS5QKmQHdo2HIo9j0svYuBOGbSP3/ZjHhwcquqSuI3gC/UkD4B24m4+mWqk+xcCo1EHOnm7V7MGTjlVqKrdbsGodz6YpchKCqdbs+KBmDQzSQIXkwYwmsiEsUZpkNI78ecwYJqvNPoyX5C3Fv1PJKGPX/tTUO3esrRTspNa2EtcS8Ms7y6UUZrpkt65dseUl1gxdwvFnbmDPeCaVs2PeTzwvvVM7s73dzy0WZtYB4MPj51bGm1Ch+TDsWCRNpw4PD05h5xCXg4p946u/YX/4X/zv7cblt+zCxg374De+Z6elmr2AOa+sbVoOUJ7i8enwUrlybOmsqBBeaRBPKthGlxlrAK/TynxBUiJN5pa10+GqKWsgPf/Df/oHd2S1dYRUFlK75gIZAYRQ++j0wJ7qDH+z7Jtho+ms80ilemZzMBgVuRHYCYgFKGp+qjCBmoMKjGTRVSOh123DWFOwmTnftSwgrLLg2fQsT1WFgARkY9waxV2VZyug1M9ksRUT8t1hmKnGKTBUvnIbsFnJr1h3jCXHMrXaDbeEyo9VrE5ZBBpvFQsnhi7XREx7OJh5BjIeauyqPoJi5ipAr9isKlXJQt+4cd3BWpsIKt0pNukbeYxZlj6dzrvllHUVo5eV1zIoxiwGrdNKUibldyscIq9CPxMLFWObjHlu/T1AI7asa+jnsvLyAHQ9vet7t9D//6/ZSbNU1OzKlcu2lFuYbRSKdDCCHsZRmx29EYYEt06HccQgAwixsl2On+34Ln88mPV7DKUI3NcyiiXi3mdV9QqDmBUgINURwA4FisZ0GEjdy+dsEcMVLSTcE8nhyv/s5z+zB588wTUd2tHOqT+j5EJjV1hM94mmwm4stRkpTwffwwrIwfmr5/2+G+c2ZxkvlVn2zmps3X8eG8ScUblXxXM3nCmXrI1Rkhyp8JDiqmGur72O9FzS2YeMrH4/BUgUR41MtNnCOvXDto/31gD9GZY3Oqig3F3Yk+a/PW7Iv7DC5iyvd2mtyN8BVsyrNpOap7Nef69kXmPe+3aK+ykmddiu+P1i6bid8P31yxft7/29v+fyUz06cjbYQY4e4s1pXprhjqeOPnj80ENoOjghg69C/MqtPsJw6nO57Jz/PBVPu2x50TDm4vGzx84Qm6oHwzj6sHTp3QBGre/VhkmGXbUwJO9ZPMBFZFuV5DQPrfaZy0UXY6GCXH3Ii9ZpPFFz4Qn6oxAaZEHIxktVFRUTrneOMWLI9mSWv36IgVKp31qth0dds/sPMBCDCs+2Y9vbO15hbRvg2noBwB0r11/6HUDcMp5frYL8Wuc48yQPUTX1RWqgPT7uPuuidV8sLDhzneigEbp0UgHUGL8M+NWrVz3mf+Xlly19BVBGlxvVmnudXNGvF42nwDeMNRgl/T452PF5jSfmne22MTz6fJfxiTwlIBjXr9+wb3zza/78qvqm8wxxDN7FSxdt51jPtuuk6a0330T1Rnawt+dladMZnU2Y1VaZCnB1gYDml/XgeTX+WByZQjfkubvugyOh/+rO37gj4JqCJLI0ikkmYL1ydBqdht1/eJ9J3cVNVbU0JfK3bHF+GYGBRXSxlFjHWeU42EgPxowbuLGK21lYhhgErXqm8osFW5qHgS6u2drSsjOXGOx3vrBoy/k1Z876yqWyDuYKVagBa78LM+CaMdhyPJGGkY+trliywgw8mE45ldolG+NqBsJjLA7uG1a33UE4GmUHQ7kyenh5Ukw3IK9daVgIYKpYUgrQ0GQo9UwbJJ6Aj1DI9dNhAymKipCrLf4Z7q7YrcDbr8nncrhuAmkugTJrE2QGsCouo+sp1UXfKwtDG01CALlTcvWkPEk8AB2uEZBpQZQ2pXeG6l9ixWKaCiNl8xkWmvEGURodCoBoq0vz/MIinoe6bESsx7M/ffHInu48sWoTw6RY1ajh1z843be7v/jMfvHpL61+VgM4YE1zmxZkbD2BXQpWVpxnns0rk6WTc5bU/WCY2Bc/bq/jrJl4xlSjQCeeGlj6ldVl+8mf/9yFeS66YJ98/InNxVCecMyGsK8xBjDF34koLp9f8PDF1sFTTyPKx8Ke4VJrVdworS4ueUretKpTYLjgnQwGBUvTxFtAqmeubMAUUtPhovL02NbX8WrmGXPr1AahE67P1MVV/pX5hPHksimrnaiHpNrw4O4zr0Hm9NGjz6w0OQaMatZpcH8MT7t9avOLaetw3cWljN14Y90uXlix5WLWyscHthwtKhxu9ScV+w+/+X0bPpjYfKZou4xHqXSNBB4Z11acUNXv/vk//iNLs+6hMe454NISO0emgjC/BjLwcem5ffTZp7Zzcmhh1l6HLzwbgTVutGBUyJGyUtBcD8OwShIhPMaiXbt2Axccd561fOP2a/btD79lTVjb88fPbDFbtMvnL9tCFuIEgHdh1moerI0yxUp1Ou1w/wiUHVo6hkcZjFkbQK1W+xApPLQpBGIYsSrsNhjE2MVzgNTEto92AfIAzzjEuOPRBhMwxYGdlPA8Tnq2c6DWZAKgMERoYu2mBBlwGgQxHNyX31zC3b99+YJtLF2whbWUbVxYtc1zKn2gtFEejoWO4QHI9U8yTj+ejGzI+DN4158keqaTu+euvuyb8lcx5GqGof53UWQE1PRnW19eVro+BKWBbrTdwOWVpBBnTgHGaKFs86vo0Noa3hu6lyhYIDq1JCRndX3dbr/8hr37/gd2bvM617/OnL5u6eIFZKBgn33y3P7kL/435OOKvf/+u/xtCv1uu55OAyWMYgVMaDpLHgX30dsGOHFs44DkdIcpObAXpw07q5StCXFSyGvCOoT+0f/xb3jnEc+VYxLU5l6LqP3AGhbwV5/+yoFprphzBjGGKWtygAWeSXHRLwFKebRYVqXiKNaTx7LLgm2opTYWHyLsMSv38PlPDVqV9RANpT18oEaHYubaABCTncKUxQgU1xNAqq6Cdn2luBqvMjgU01ZKkMBO4Qz93I9gA3ZtFk4bIzoOLksVRMGl0MmEutYqxQhmCgNQ1w4xCo1V4KzdXsWSFQsUQOtLu+JHh4ez2CfsW8xDIQyNK4Uh0byITYpJiSXLlZIl9Hqv+gn3d1aLddYRTQmZn3LjGSIYQHkmYp+y5Bqr/kTxaz2zcoEV2hDrVixVx0B/HXfWc88BOHpOZRcoBhaeBGAr2vxgoWGKe4fHzsTuffbQPr/3ue0/3HaGGeqBkLziEdUnRtijOP3MwQT3UWMZYORkNBSSkCBn5mbZBl3ARnOlNv/yXHIXCvbRRx/Zv/x//StTB44b51/23evYdJadoUa6enb1vhOjjGZUfQ3WC4NQFsbFlVkfvR5usNZWTFI54Z0T2BNz0d7runzFR6w9zykZ1QTpMIU8oHqo4eNqD+t8fmLZBdVcydgA0NCGaiKuxgkRqwEgiklGdZyVK0wGU1/PZqjzJdOfnVCr4cWo0W8gPvasoOuvX4bRt+3nv/ip71U8//yFy8D19RtcN2rth+6a2MOTHdeXIICueUxm4/bNb33L3rxxA3wAJHimGkZdVc8k72p9r/rDP3nysTMtxUY1L0oHm+XxKvtIzy55YO4wburUomO+kh8Vl9K8bqyu+ob6V997zy5dvGRQV5+Pq/z71q1bToLk6Sn9VHKuNFPp6ZgxSK9HwzYeTRcSAwPmnjrs4r0Ls4suc13AVPJyVDpmvnVgZd9PnA4BH8gkt0MPIU+eNtjX6UDV0BEbVO5xwM5tnHcZzqVmG+1zeF7Cg4JCNMx7b8B9ma9ep+fPO+ppcxrPBZImfZBBVnaS9q3lvSsPW8+nDXQZ93h25tEuoLOJbM6LLMGmGNjAjpD3M7wT3Xd1deZxnZ5VfN1bMG+FG7ujUw9TzhXOO2PO5i7Y2poaUlzzPY2reMrpIkDNPdR+SlUstdlXqyCjjHduVW3vLnuJWWCN+VS2EWMNzRhyCAMjVNCBeRDTBjY73arEBMl5uTE7oat11nOpTEXoP//v/uCONvm8ri/CGwjgNgeigOPUyrDcH//5TzFcUVtfXPduIMakZ2Oww0HIQkPYEqzJhrjzI0Cdz8UCKEUiBxOJWr3SsovnLgNEKCGTPRkFmEBVf9MmD5+DQQ9axoLMCgCpV9wESx4Kxi2DhZ9fWIMBxywB8MWw5mHY+BjmqPhPh0nvil0mcUkBCAmHumaAtQ7sElyxWgXRBVrqkC1Q171VLEj3GvW5jtc3mKX3yB1U2ELHMQXYcmeVo7wltwumLJBTWT8tgooX6XMCCAkv8ufGRlkVYqVqKioQ0M9nKUba+FOqG1OIq6iGAFqMiFgn4JtBMCTEs4Lwcu3UKFOpXxJ6tfPvstCAaDLqbDmb11eGuWOdcOFKJ6fcHaaejFkVhrV9smtnjZK1QiPbOt62xzs7tlc+dM9jEGW9MKY9UU+se2opZzEYt/qrRfn52tKqFWDJqi1xbn7VYj3mF3d4KbVor95+2V668orP3eMvnsMoW7b9eNvahz178/Zbtho/Z9sPti01ytnGwqYlQ8x7MGkTFaxpwQaig9nmZhyGOV+0BC6a7FACI725cc42lte9/m9zB4+n1rJEc9YtohCe9xxcPuqZAKf1kpVLFXvRf245CENuFSORgyDEq9bqlWwK611cmYPtKQ8aIKvKG8JdhPXrhsM2hutk3140dplr5hSlkwy1mmXb2MQTXIgBdhfxJKIW1IbMftkyoaRN91jvbti+cfHbVt+u4wnM4uWfl55aq9+yyUIYg9C1S+eW7a/+ld+1YkwpUYz6pGLlvUOrwYimGNWDfsdeHJ/Yv78PW28AENw/htek9W7zfOqko5Q2ufky8t22iAMGgPErXDjUiVuu890337GvvPaGXdmEvaH+KRQgh1eZxxucU1YB3oGIzdnJiYeDZLB+vTcyQE6ZEthwB1kpw1ABu6U55jFldfThqHRoJ422ffHoC3u2f+DphlhxiyXylgT8kukisriELheRy1WM+4KlcxuWL6xYYX4dT2EVEM6jt+AEZExe6Ry0VWV1s+haJooXlqpD1nqeaTNQU14ZIaUujJWtMcbbVxooTzYNowPo1kBeI5gA0Op9ef28hzNysGbQV6lZNuJZD+5/4UW8Hj9+AmtlzcCbZqtjuwcnfiAllsxYcWHJnpW+8E29LOx3Ds9mbvGGLWKMiyuXkIElC+dg+RoTcxaArASZW6XkTSchKywU7Px57q0+m6EBgtniGRTehIyFFT+GtALGOsfcslP0q2HtScn36RqDsp8UDkQ3bMK8B9ETdVGZWsZC/+Cf/pU7smy/Zo4KG2jSdNZdu/Kf4lrJsq2sLDqIKHyh9DKlm8lC9T1tK+gxr7QKoTCMWUoYisdkiEHqIEmzqZ5oYayw8n+zLARWQ8wlwEB4YL30eW3iiV3GcY8V92rgdnhMBgCZYi5n/3EXWJUsS5TVFuCJlUrZYrgt+rwEWOEEtd7XoomRCnRVU0NgqQ0/MW0JrO6rvxGzk5UU09dLdZu1wy+moHi03KS3337LT+yoe4WU/dcWztkX1/CylFxfbEmMSGEMMRrlUcqzEOvSmXnFUzXGhDZhfEMx4YxAXoLGI9YkVtiAfQnAxVrFcPRMeg49r/K4d17sznaTT8+ceSwDdGIepao2MIdWWF7FeqPcQ+aJeZiL5pkLDC/GVYYrbLBZ1lEZNZ51E8a9Y71VVErGRCEPHZRJw5QVx+7ASBU7ffz8gTPw7dqWZ8Vcv3Dbu0Q3j7u+gZYIzZRfrFvXaQ0bbtQao4rPrdIpdZjndHvHmWcgMrW11TVbgG3LQIop65nzk6LvpGfDGAmup2a3Chv1AD7J7bg4Y7QLq7MTn6HELBQUR2nXcUmHvVmsP9CfeXThkcJZsEQMrjJu9rsnvn5BPAxfN8BBDCmE0VA+8nHlwOe1CElQmKUYmjGzzCTndaULiXmf/+3WGeMaWwkGqVjwu195y16+9LJF+RmCbqPTijNNuaiaf3Vq2dp6YVv1I2RmbEmVx8T7Go0xXMiRNnE1boGnXiNYqORehXA0TlUr0++/9sZbnjer/YNnz9X5nWflHopnnyETam4suW0iR1oP9cHU8+oleRdh0T2U9y1yUFzU88WsgbERiNeaI9glgML90+mEFRYzrPMa7ymARLokr1anNHVN6eas7EAowDu/l1+j6wfxBIQbCR1GYxwqXSuZV8lPfa+CaBqXDmwIJ6YQZuXuRyCJ8hAj4JJneyHzur42ZxWeXF6/wOcxRkmFI8a2df+e/dm///f26P59xxfNgfT32fMXfm6hCbkQw85BrqSXHTtC59dZ85c8XJlKb1qAcVkExg2OiVX1pXtcS80VjOdU7fO4PO4C8pYBjBkPi2xjMf0pBpa/m4aRT56rPjwydZpv9s4820klBzRP46myXMCG2IZjpMKqes6gavj8Z//dX7/jlkRxZJQE59KBUu2Pjg5O7dn9LcsllZeZs9JBzdqnWDOYwrQdtIXUqrtgWVjsuZWLXi5z3A/CLMKm7tPLMN0ei6sTUpoM5fSurm9YNlF0ltuEOS3PbbAYiqPCaFiA3mCCMMBY3CVSJbMpD6LuuCNoP//WwgcRALnxSlGb1hg3UwLLU06yupjI15HiiZmGsbISMh4bpWY6sLzgPkIQdsY8j9shsNHmk04fKr1FIQy5vgJQga9ASoJ97py6W1zAHYThA5419fFCwZT4zhS6cOomUk5PE+RdqXB+f36vwwoqQqTrig1rcSLMnWL5HofmP8WQlaWR4DmkXArEKjNmgPBLCJXbqz6CO7tb9vjJQ9YIAC638NYGNje/Ystriyh+yCqApypqjbIxa44BuABzp7j7OGjVUQclG1kTwfAwBa7WOoC4eQmWo2PnzHW+H7XkMGRz04TlcfmnMOxpFTCTQSnp+GzTOvURyhCxTBCmP5xjkXCNT1DEAV5BJ2WnW6e2NLds4WHEmt2adRtdK3WOPcasMIaE9OjFvndzHsrIq26HKsmx9rE2CgBQhsoYtBAyOZjtWchkK0QWzajqYMau/sYblp1fhPXXvORjcVNx8pyNA2HkhWsG11gLTM90lXcMHWMbYZDKh0cAFS59DmOIoR7gFehU44h5KeSVs1z1UEGT5xxKjxjHyYuy3Yy9ZWvpi1b7ZGTns9esnTuzTx7+yk7CzHd4YAedQ3v1zVv2H33jA56pYZkq+gJ4jysdUy+5AcCHiNun1TO7v7tn03QWBgoTRPcm7qHisYWVPoZXCvHQIRBtsE5VbJeXYE7y04Y563W7sGjrxQUr46Y/+OQzazFuHYbYx8PrYsylA95VnvXXqdY8c6OCkMpsSOGJBTIRGBzeWLAGDkUsUhhaIAkA5afe+iqQDhlOk0WZJxYBTydoWcAoEAvbaVkNRAXMeHjIjLxddbHu9dvWHVTQZXTTanxfsvikZqn4GKaMpxRmjlnefCpqtdEeajDwLAxlVyRUFRA96LcUPuuwBpAQmLa8Z9UE7zN5bgCCzBUPos1dNcWQjh3sbNv9e597uyxtyCt02cZDL6GnBydVwBG5Xlyz1XMXLZqew6Ma2uWX37Ibt79ql699y7KLlyEHm8wVYwgKR7S3A7nDOwhEm+hsi3FAKuKsabzN7/h3UIfn6ljNigVHdeYWoxFAr/C6hBEV9KWPHDWwrU30o6e87+A84F2w3jDHfDF/yF8YfE2kcujAooX+IaAsNz8Zhj7zH3+BcEywtKfe3+rep58781L+4w4LXSmfeSyq3W66q6+qbYotzqMYYhBqjClmF48nnTkrm0HMQEevZQELRRgZLLqresowojiurRikqKYsjPjALDaM28Z/ygDgzZVWTEdxaVlK31zjSxszYgwCYcV0kwC1Xjqh6HFyLagYMkItiyyh1sEQxZbFgKIIl2LMSoNTWEI752KxYnW6ruoFKMYm9iwLq5cYquJJGvcQa6exKudQ1xebk9ulmJ3G22njWWCRFSJxxt2YnTwUc9Yzj3FHVYtDLFbK9+ssDQmZQF0Lq78dDBTW0LNjufmZ2OrOTnsWg8MY6MiuTr6tLhf8WupLqNfQ2YxcYQCH8QQ6M69gLpbz7JkQAi7GfGXjsveoy7AeYqqx6Sy+fe7COd9Q2y/v+/Xy63O2qRoK55edoU0QUNWcaJZwG2ETzVNtFlU971PMaJbqB7ghsHqesy6gzHtqHlnhc4fPaox3apevXvCux3BWX8tQO4TBr1l6kJvNzQillNuORVVsGW7noZ61r5z3dZmEm260RsGmz4/inF7Dweb9eXKRWc58GOAV0zw73Pd5bSWnHpvu1tVdB/lD1mUUu7iYiwuLuKGz7urKtpBcfOOl7zhT3L937DKxXX/kLnIzOuJZISuA3Le/8x17/dwNOzw7tCxgrzz1cWt2wq3LZ87OSvbZ3pbn7sfyaR/fGFIhuR/0UXyeD8xkzeXh6EANgI2KaNyoETLPZwEoZZksQjrmF+Y9A+LBwwcen97Z2fFn0mla6egmREOyKD0WWdB1NFZdPxgLuUfYaJf8560uz4rsB9HRIkRkcfmiz0MWkqVQihpYSP+0pyQcUD6+Xky1z6+0VjoqPfD89d6sLjFa7nqQieh4ddJyeMJe8yKr/QmMUCztz93vTNyDOT2cVcsLoa+6rvKU9RJjlZeo/SaFI6W7t5BbwMM+/ugje/Hsmcv7Ed7aJ58cMMYKxCxgSyvr3iPvldffsldeecU2zl3wubl864LrfXrxCtdQiioMmfs50+M1nXYdVxSSkFeAdEL+9MxYNuTNczf1jszpkJzS2sSAVSte86VSA3ouFZMS81dcWXioSIH2lPB9+T2kIT4r9RAJZyz0d/6bv3xHp8jiwTQfQOG7I5Slbg/vPrEf/fCndvD8yAYdWF1nCtPByk0BPRhUdBSzW5dfxvJgbRH0MO6KFLzbRnpA/mxm1pZbDFjxY56KBwm5C9BnwdRHrQughEc6fgnYaCMuoUMeuAUw6jhurzITEiicJkFunxiyHxvmIUQcIM4o1hmLq9Qx0V/9ataBVhtpUm5tNGlRNW8SjgDulQAxEYeNsqiq7yE3WkxY7osAdxcGIwFd9aL+sBjuLcsgNizg1CRr4VXI5gwBUuqXx+hYGCmYh3lwefSuhdDfa/NRBXnkahUBQ7lu2ljp9KYOKjIQUloZSMWoFR6S+64cXjGjLi6QjITcXIFUTy5RE+9gCmjFM8ZjW5RnWlph3nHNuqptiwaP0hHvPjGS8sRxvVSUPxWzfG7eMotF6487AO6BZfFWsgXWqzJkHSe2GJm3OIp/+uyA95AbpqXMopXaDaud1mFR6/bNr3/H2s2SVQ6rlhpmLTqNWfVF2zs4JBnXcn7ZhrCTpDJzwj3PGa6OzhgrntRa3sMW5f2+3bp53n7jB9+3G9dv2qg78KyeUCNspbOyFcaLXrMhMZGyaHca48pSnzUrGKZT2422kQuM0FRlLs9s9/QZa1L1nGsd7Jl2cd2bAyvGLyOXAMEwZtNR2JmyOu4c2xAAY24HGMTUHDLeRz4ylkll7L2vfGjLxXWAPW0LwU37yqsf2Lvr37cJY4seFyzSz9hflP+lNQd1K4VaFk4G7fpbN+zd99+ylUjS2ngH8+2p1/UdA85qEbaHXD1+9sJ+fLhjx/WmTUMxa+FN6jVGb/q9FpIWgm3Jy8IlRkYUO5aX0ON7pVBKFnO5AkbsnL27ccHms3k/0nu8v29V5LHB/WQA89qn4OPan+gjC34iFoCKAYiqwXxSOrWT3qnvPQzCFYtnwjaKl601UieRjiXzZutXNi23GPE4a3ou7B2Gqk1kXkZkOvKsDsl+Z9BCJpH3cRWvFc+N99GkaWmMdjo9sWJSdXHGpj6s88WELSTDFgkhG8vSRXQK0O13O1Yttb2Ebb2iUCmGB7CasO5hmHIQgtXvj5kvvAmMRnZOh8kidvHCeQGBlwI+ZA6OICzq7I4NsvOXVu3m7Zfs9Xe+ai+/+rpdufWqLSNn8xeu2cbmebzUy5bKXWBO15lWPKwBYAyOsRSKbGP6a8gXBsYO0aM2+lkCjmHJyjMOnVpweGTWKzH2svU6ZeahiwHtMs86CBO3cGIeY5SDOc9Zr5sAtJfAm1VI5jJ6rY5BDQy/QjSQKfQ3OMlZ6G/8o9++I4aq9k9C8RaM4eTk1O5+fM9++Od/7jEdudbZZNqRfAnrolhUjgVXbHUSm52wUW8pWbwkwix3QqeXBGpbuBT6uVK6xHzljgvEFPYQaK3Pr7vV9v5r3EN1eXVAIujgFPEH0+EJhSSURxvid2I0cscEtjgGDnASVWeq/Ez5hdUvsyqyGXWGGDJpv2YKs1idCvvrlcxgZBiWnkmxUxUz0eaeBFln2QWcYrcKPQiMVbxfoQ6xpxdbL5zt6YSScoEV8tAOucBURkHvDEj/c1AW0/J+cbByPZs+0+oqdpmH1QA6vAT2MghKmdO8CpwVm9bPxVBSKJMzYe7TaAAEAbFqwGcoNzdk6+vzDqCD4Gz3fsDcKUapakHK+Y4rFMF9omr4ykvxMi+xWlYheu593PFwSjG34m2h8rAk+U+WDGG4ima52Yk7gb5eSxsZ5gA2MkHxme9+VTW1VZsh4exNDWs1tzqCrZhpZQT7YR7nN+Y8S2Pa6dkbb7xiX/vwPf/9iydP/e+y/Cfm2D+CNSOfiQCGh/VXCyYZrXp/1lPtYW/PY/Tbh/dsW9XBrOqx8UEfw4+MxWyRuezYchrFZd2jI3lMYysf7/saNGDKmu8U8i/DWEah5ZGo0MwHH3xgly6dQ6ZTgMmCvffeexY8jXid5LX4OWviPf7k9H/1PZKTAXKIDL//3Q/t8tplGGLTx5vCM2nU6jZs6RRfwHbwMB8/fmR3Tw98vrTZpvWNRRUCC9igpywSGH1gdmJvpKPx/NzTQwczxqi0ybXVTbtx44b97vsfuH4q7qsemX6qlvlVrRfFi5VV4dk7fEZ1oOVNieHPcqCP7cneUx9HYTFhV65csZWNvOt59svPbWzecM9t8/wtJy0lbwj73OVf+ydR9EhyqUNnXv8lNjsRHIvr5GDUljD0YtxLEA/JwXIm69ct8r3G2Q7NquMpRq4Tg+2G5mNoMRhjJoOsY9BdXgFkXV+ZItJvybLCiDFwRePV3o1ChWfo7xdf3Pdw4Xe++1X7y3/lr9n7771v12+95Fko2kzlD2BvyD9yEFUuJdc1HQFnHtSOSRUMtakOp+M+IwBZ/B/954cBfDQZoHZHYZmuJfp4/MhBHV1UDL6D9+FyBg5KngLgmWqr91hTYYQ2eVWhUjeQp3JSfuLPH4UsCcciITHl/9337yR15hxrVDo7tucP9+3up5/Z03s71mn0bH0BoVS2hAN3zAK4xdqpvnppzeZyKTvo1D2NZtgPwlzKNlCoBUaSBfn1t2dYrCEsoVQ69tN96VyUGwesO6jxsDxAvm7V4aGVsdal9iEDn52ISwYKuOTaueehhsrswKXGfEVDuLuoXjhYQvEb3tBTp9WSgLe6MahIfq/VxcLO2eL8isekFEdWrFy79yo4o9CGTnDl0hlrnwIiQVyHaMoaZ8piOLaV+SWsr2KRysXcxZ06tna/jqBhLLhEtV7yQzWNds06VVh1r4blU0pax85qLX53bM0+rjPXT2TmrYFCaWMxnsjaQi7PAkQtJEWE8UdQsC7sc4CFnU6GAE0JMMHidllkhE+ALzdQOZtqj6NwSRfh0Ybc/ELB5ltRSwJeHtKRs5DO26UrL1l6Yd0Oj5sIcop5D1kGwFbHhWHnhPv2Uc6xheNNa+5s4enUYTwtQB7LD1uAGOOGZC2onWfDqEWzKK4OwuBOt8eWsYIFG2M7e3Bi+U3YyOq6lQ7qtr+zZ4X8BqxsaEd4W3PLC9ZPjyyah+leYe0KERsslWyaBozmzuziq6t2un1iL7150zaupK2wlLDjo3sWiLZsUulgmHs2N1BJROSznURxRzaNqO9heLab3anYhXLaXo6sWq09sMO7R7bbZG3DsLqR6v4mbe00bbcLl2yuPLUbuUU74m8a9ar9sPbUKtGxreN3b2RzOJE169aOkMmK1Sq7dmHlkn393ffs8tLXbXwWsM3QTUuN561zUvV862Zvx3ZKD+wnhUe2CyvMAZhZjOV/8e5vWiGOh9cc2/DZvg0zgPjje1ZfQ+nXU/bDBz+2h4f3kTk8ndMXKCny2GuwLk13gxPTEIAOEFTxFli3JN5xMZKz9WDC2fdFFPw85OGrG6v2g1detouby1Y62rVSpYRHwRoDeqr1HcvkIBx4Pnz2+s1bXmmvzppcXl+zGzDHYfnUnn/xBQBYsldvXLbCfB45QM7mlDKatQDv65cuwyhXrY8B1p5NphC1Qipr+7t4I1unNs8190Nj6yjEO9UptqCdg7luFgt2FfK0AIQt9Dp2GyKTgjSsY7zijK3Xa1uS+1U66C7SNB3GrXbWsdOjGngWsaVF1jwe885C8XTCkllwh+upr2a5WYNw4FnD9vt4E9k1PN75jDc1eHG8ZZEYWNM89cNDv/vX/pJdeuk1i2XT1k0s4wVkrBE7BzvNWS+8hve4aNFu2mygTurokHQsBvMNNm0QeGCj0LZFbMsak4ew88d4em28JjzfEOMGexIw/xOAebt6CsletbnNi9aNLtoglrc+HvpOuWndUMe2TvcA/paV6gdgZ9AuLC9aB5KnDvbNetmK6YIt4d1mAGudRg39/f/D796RpYyGVDU/a41Kzz795FPberovwAfgeh5jUvPCSyzSu++84TGZRQBBBCw0l/Bd9wDCtLe/58concXhmunEkzYudNgihOV0JvDlCaAWgijrnVYaE5ZiMlAsUXm22n3F2itMwkspZmIOCrjr76c8pBjxcNL+0sJirfQwAJ2YqE7uiWGlsIgqiqR3L0SUVHWtBNZO8Rwd4xTjRtnHYY975/KKfUcRhqAzzbnirIff4bHiUg0AYNbNeMS99f1ZqexMNvhlrQAdOfVwxWiWP6rTPEo/ev5sCyHsMtmzzg4ZhE0MTdXdBKQdFMG7PjMnYtZiX2JIiosqlqs10Ti9UpwYCXOgdZm9B2wtseY/V7q+GM2tN161t996C1c65rHeZBqBr9bQd+Xs8vzTsceW4wC88oNPn806mwyaCvEMLdhVgSSAbwiY866Gmrq/Yu+6D9zVmeY4MGPuu50HPt7qmWo+4PJG55yZ1utd5iHmrZZygF5uI8lapGFGZ858cstx31S9tnTdY3rKu9d6Hu688HW3SsgNUqw+hwLAwoYZ/3EQORLDqg9x0xUCq8zqcG/1jrxmRxQl1YZsOgo7x/AVh2mYWtGyoawzl4OWTmWe2b3jFzOGwrr6dSPIIMxPqYdqFPz1979l3/rmt8y6MT/sERloo2lojRPlf7es32pipMr2ceALf78wt2Rvvf2WvfrqWzZVp5BTbeh2rAzYyr2fJqNe++OTLz5nXY6cjWt+0Twfh4J7nlmDjCnmHuJ3eq4CwKcTjm+//DIexRt24/IlD3dlWTtlg4hl60RfBVlRqlx7MMvhFxNUPeUYa66Y8gKssgBYngOUo6zbk4f37f79L6zWq3hsNb+U99hxYWPe5ymSVVf5RQ/zaaPZJhAj9KNbH7pnVYJs+ea09j/Qv3R4lt0zD+iKuaYBTrmgF9dn9dRLEBWXI+RfcivvQ4xYsVtlVfC4Lh/ai5I+6aCanq/T1ga3PEVtjAd8c1c1TorFeeYha+985TWuH/CiVecvnLd8Ju357y+/BEYx/uLFG95pJBLJuzGfRgvOsrXboJf/vxxvLK3i4GMxd0zzyOr8v9an6tGCNMSAUXhzAfVPBET8OWrNjmcurSxcMvUUbQ4gTax7LJWw5cKSdcfKBYeYqFkqcqC2eiqI1tK+AM9VXMz6noDKRyh23WXtQn/3H//OHe16p6I5t6R3f3nfPr97D3CM2uVLV7AUYS/E8uarr9pX3nnHbl6/YmpFjrww5wEv8TgHO2vV2vboi4e+WEEEy10JhEVV23SEOhAf8hwwRh62N+xYOD215bUFBqtjvpjaiTaEWLRQzMMXUQloGHCQK8G7ujFIiHWKT7G3AEIXCaetDwPNwkbDGJUKlqkKw1L8KZdZtJQODsC2lfAdjwK6uBKqGaxQi2Jzssprq+dwp1b4WgRIs35ycWPjnOcDC3hVhtGbwgK4el70B0HBhaorZgx7x4PQqmpM0B4EFIDnOrqX0uLKuJU61ZdWoaUYY8a687C45CgegjzlAbV52sKt1TwpFVCnJZVwL2Ojjsqzgymab8GZ0ocknhIks9X4KqCHs4+bqOyRV995HWB4xRK5BGPVsfkJSnvkbFxhjgAKpjxLVe8TaG5vHVuLcXY7QwQKo4KwtMct1hCBDLSYOwARF1+n4qKqHMhS8CvAAwMGe3tWfoiBS3iGgjafYvxbrYs62vmP4kLHpnZuY80uXd+w5aIyQ4YWHccBghW7tHrdvvrW11g/5KettjgTq5+eojRxm5SCpnKwsfo8zx+x2CiPouKpwAZVjKY2qLrhD2cQkETInvf2vI9gYj1ja2srlmBtB/2eFUaqZoeBDKlhZsiOWmXY+KE9PtuyyWhgnSGgyZoEUtqM7NkpHlthZcneefdDO3f+EkZyguupXGFAFc/oTKUeedhGt2IHMOtn023rMWfv337Dvved72Hcl+z0xTZja7FcAbv7/KllAa4+a//02Qu7//QJRlgn9aaMJ4ZRnrqRw59zEA7xb23GRZlkgccbt257g9SMQgIY+zncYm0Mq2a4wnn3Hz+1XcjP8VnFyhjfk0odYwXrBtRkdK9fu+H532sKRaxtWB4D1eH3+zs77k7PncvY+YvnbGEDAJufs1hBaVkB794t2ZvtB+kAhI75h/G6zA4P9uzUCzxBBSBjKcYyh5FPM94M4KZy3tZVSYMOsobHpz0RyFmGdQil4tYezroPVZCR6Jw2pXuWKmRs8/I5S+TTXgtDXavXL63b3GKR9SjY8uaqXX/1mr37jffsw+9+YO9++K69/u5rGBDYr3LoF1bRwbD96udgF5jy4dd+YAurl83iSwgmIDyKOnEMgnVRFEeBT23aMYtfKlODNe7ZJKSCVNp7UrlPVW9s4tUkAe+Q16cYtCCH4FUAd7KLV95VgSbgutpoeScjqDbzMvCCWePprA+kOlsHQiJaswNtEYif6u8oS2WCTGoPQTanzXqoUFLo7/83v3dHGzI68/6nf/qn9if/3z931nZp85qn0rwG/Vds9db1a7audDG5Hyh1Td2NYXihrBRsAaXveSy2VpUrrnQ3Blmr+8EOWfZoGtcKV0pFsGWJcwXl1K7YhAkSc4zjmonJpWO4XYkkjAsQALAEPM5QURgx+h5KJGYhoJblVZGaXCrnllW5xCo8NDtpl5kxEH6ui4QVd+CljSdZaDFrjePKpeszhgCjjqXUfDNiuVAOoanZ40eP7Oj0yDfrJGcCNR2B1nVVhEmvGAKrn8eTyjRJo4BFzzooMw/aCfcdYr6PMVbPRwR4xaRT2mxBuWodgAAg6qk4CyAmRdN86DNSDu3MMgN+T2V7eFaKtrolSPxfqPn/o+q/gi1Nl/Q8LJf3fntX3nZV+z7tzpk5ZuaMwRAEIMERJAEEAVIXCggMCAREAWQHL3QnRYgXZIQYilCIFMmABDDIwRAzA8wMZo7t076rqstX7V3bm+W91/vk3z0SV/Xqtffaa/3/ZzLffDO//PKL2Nrqmq1sbngx7rVL52xVr6Q1Fpco3kRutJSD8AigrmuQfUKNAXaOHTw7covNNlhWtSNDiZ8EJxMSM9XnwxPaI4VjAZb+y8Cw8CQo8bZ006fqf8ImQ7VxMpXREaPU/FOc369TZjfVmi2eDxY3a+MTl41JdOD9zEYzdnh0aMen2w46fbmnPNjJhxymu1R1IxYu9xrjhJHWa2N05kwZVsbYPG7u+O/xlYx7Onm5j6zuL84KPs+pmYykPJ+zUVD7Y7t97OM4E0FArqj+zrrByemxx87PbVyWsut684IzLMaFGPaggYxNrNus6bOn9iS87Zk7f+aXvu876EKnDWvUavKEwhqDod3ffubMvS3FvP/VV3YkA+yekO7JXPcF3DB0hwnJaUhjSH8ADmKz5wSmrFM8kyw+efLE0hoz8mrTkimynJ4+CzY1kXJKbB2AYg2Betas7bz26msee81/nQkVkVE+OTqSHgR1qC/e3pL8LwoEBbj6Xk9A4tlEIKtkLJpOSm415xbs6IzMEr5Ae3pUdc+wI0NKnv1CQfKh9kZGLHgLhDTOzvhl0Lj/2hprMQVhVsxjy1l5gOhLrihCoe9vbZ1zj6lSWXSjs7iw7O176aXbdl6v589d9JrU589d8HWdYAdsXJ5czNdfJiJa4M+DL+/6fV5+6RULCbBNIDrWuDSlXxi7uXCFGC9wTKw4RhlNaLoNgnh8WB6gQDIk+sgjJA+9KYCtNkVspEeaHPeU9nf3vPRCthxU2as3g0X+YnnN2zUQLtGPaFxzq7mcTsmi0rjIMKCH48E8WK8a9Fz/qH2BJ4buRP723/1LH3R7fXt095l98otP7XS/btSkXV1Y9xjyD7//qx5+oDA6R9VzKjWzRaMe3H/gIYLIJGyts6Z1ai3fq17W9xdkdc8JKM5fXtOEyA0qhSQoKatsCngFzLN4z+ZRWZ3ZiqxHxmk9aTEZuckxKXNc7o/4p3WHnF4tQZPQ8m86xxKRzhO3YV/MWmwtlSxrIOVuyxrm0ou2vLAp5k+cO6TfK5YUoyaQHtYEkIsqiJYglKW8q7ZQWdbfJHh+t5mN5yPSY8U8Du3+g0cO4DA0GAPAxBHgk7E+JxCCGVP3w7dK0/6kjA979WXxYGNHB/tem4KKV/EI4B2zfEZCSQYFCzu4eBpjyiVyisfiIoX22VXJtmzAkNqzpAKOdU/So9gVKZOK66SJDek1P6VgzjkrLBQl7AmrrC9IKOUayjI7G85E1GapvK5BjBpQXpTrR43so6Nju//s1HpibXggYyliQqw4XoroVW5wtKGxltBEBU5ip5H4VKwoOAzX+gLfjoS8IMYhNsq5U3ExCuo8EKqZjto2kpuXkFBSK5s2TKQgp0cNq++2rH0ytcGJ2Z/8/A/szhf3ZOAPxHZWba6xw3C2tvvW7fQt11uVHMqYzxd83jjBWKbIWmLK7VbPno32rGUC2vkpVYVs+cKCQGvFljMlzz5YjS7IGKhN05gb7fa873Nz0juxOYwt2reGmFlH7Jfz7Mjh3RAIFPOrzkDz6RX1OybXc2on9TPfPNOeiGmePbWd6o4dD0/tu+9/1/7Mt39FfU3b/v2nmreEu+U7u/sWrZRsaXXdnhwf2Wd37opN9Y06zexixQMYaa4BC4ql44KENd+y85aXYnNy9VgMDFY8ELslnLUiAnHh0iU31qfVmg3k8YUFhnJJRFRI98yI8S7Klb8subjohppt3vhzGM1Oo+7zTtW5i7qOlQdiez3vk9eO0T/kLkqlK+kb4bq4jDLpCMhhWKDSFQuukQfcb9laSgZsYcnW5EnF1I9ZV0RMslmWp7Yso1BeKllJRi6cS9ppq2ld6cHS1qYlNC5iX5bfyFhhrWK55ZKFs/IkCwlb2Fq2tSubflZjT2AZLahfMPhcWDI58v1xg4jcf8l4Or4onhoWsWGRbW63b37bXn7tfenbknXrgl7J63gkvZdSQ8wYKg27JEmMVM+Q5MFCXb3BYthIfWabtADWZICnXclg3Xa2d6x6WPVa7s3jrn384ef20Y+/sCcPX9jh6VPXy25vbvUzGatq10sydCRLfoBwUh6R8Gw87TuhYT0JopmQcZANkIcWs1RW+CFMiAn71DCLfO/PvvrBJ598Ilb4xBnt7ZuvuYViqzSW8crFqwKbpMAkWPWnihsxypOTA2cOrV6w24xDLH3VPF+S1du085cu+GpuNBUUEpnHg+yMnIAZy9sS2BJrTcUAZVF6Mdqw/0MUcC74PxhCKo8ET0LI/WO+6yUkZk9hEn1f7iwLg14gXr0kjluIFgQQGv1YyFJR4si6toAVy028zQvTqK/EpbJRMWqBMX45dxzCnGTtg/q/VeEf1dEE/lISLCIWzbMaxJaIdeZkpNhh5mk7GvSh3odJkPtJu9kxSD4pn+PU24QEHneV4igwxlShorZPPU4Go3Q2rvsRL8Pikx5EgX1AGYvKvZhUoIkfXr/0ul26dNEipBXpe2sXNj2GC9CMNHZzuZMwF8IJtGsuS4wnMVQfHj16ZPv7nOIrQ6T36d+ymP6ilKkQy/r9EmKYxNpCMoJY+EQoSN1jYwXMoBE/9VgZRYLYgZlR++k3izmMwSwswNHvo3Cwlb3Wrcs4yLUVADAOP/3oj2xv71Sj37TrN27ImAbzOT7SnCC8TeqQyKswKbEe0yjhH/OdgchddVJ3uU0spzyn/MKti169LiUDzH3X4svqV9zPYmQNoGNj92BOvVaGPCc21Gh8BoOghsbF8+ft1u1btiBQJn87E6n4uPZqA5cHDgqgxsWL7Ud2cnxi08rcfuu3fsuuX7xuU31+98FjzSGZJw0jX/jmm695v39+93P76t5X1pXH4nnnw5GPNz6Y70bF2KpBUcZYyLGouV8kP1jjSbZCRvIHeCf1HQ2LdYmni7mNkD3Nz4StwPoDOxk9vZNNTyJMVOAj5hsSY4UsjIeCObWTxXb08nR04ONIlT1krzdj7UbjLOBirYFoN6SMzWR4IvNRoEe47sjH2kJQ20bm0rOJxgJqzw5ZWXAPLicwZvzZcMJGj/XzW44v1SbG4dCW1+VB6b4wRHYQExenhkolsyhgZUON+fxm4znfP0F9ZeYLb1pwb6320LN9Rj3kN2q3r73i5TY56SmtvofTefeYvLyu+hGWnghMNIJgjB540pI3TQC/6d2eV5xs9k7dA2k1g5Na0vIuCZUc7R3ZT378Y/vq7gMnOXefHEqeHtjjp7v29OlT29499jWDvaMDD30WxKSZ14E8B7CJmLjjAiFX4UVf+IInxhP84m+RX/qV1z+YS8GWS2v20rVbduvqy7a1fs5WSsu2UF6Qsk49xrmsiQYIKCJNzQEGhgpc62I3a0urNtGgHO8fy5KGbKFUkZsfkosnwZdl47w0S3NCgm6aZUtnx9qjU7GSsS2kXpGrJ6CVWrIANRGYTAT8nEfA3nFiy+TkNhuy5mILA7FjtgyPhymbyAKmU0FmwFCGbjKSaAyxSr5s4sxtLmZs7jKIqY0EqJp0vJWMBqjIoaf61xUbFGR43mVDYMymhXan6coE4AQQqIlEiYdq51juZQSgzatvFAEX/kvwsvod8KydnnkqU0Xjls8mxNbF9CT0xKo4IJbTwxkfdh/2xLpZoMJqskW8L7AmlWvYxx3iJIVOwI59/z3Ra7EYCRI5r/y7uXFNjGjLQpI1DFi2wkLdyKrtExm7uXUFNvW6XE0JEPWKYbyAT6vaFAN4Yd2x3P+5xjQ0tHQ+a1sXS7Z+edXyJbHnWFv9mto4pjZoGGCJ0RFJ/vIQZlLEkNobVucHsvYygqmIjC+nSYxkPDTHY7lm0chMgEKVvKylxVRCY3kJE0FsYs1Ws1s2LYj19HvSk7G9dPOWFT1eKgYpUGaLfKwmUEkIUmcVGQfylGV89a89bWqsBvYid2IRtoCXo7a4tmAXzq06W7f60MtXZiUn5EXnkkUf5760dXv7mYzEwFe7hdb6u2RD455LZeztW2/YrSs3bSG2ZIW4jMy0aCn1s30qmajVpb9dq1WP7PnOF9Zsn9q3v//L9qu//APNcUHew9AOt/dl1Me2eyxdELjGlxfsi6/u248+/8SOMYoiFxjuKTIkRj3UXOENhSREYENGbaXYznmB6ubautogGRHY1U9ORWaiDkD1RtOOBWCE/joa657kdKhXNtWQAkrqF+mlGNHVFXmCAvJWq2HVWtXXGABNxrGr+XnefeAbGypiq9lizuoymhwNRiaCL8RprAnBsYZyKA+D2hMwaWf1kq/KOGYJ/Twjv3rYF3iF/JDWrJgyx7bNkpot6f9L771lr737tm3cvG4TgedXL3ZsoPbHKmLg+k5XxqBKkZ6pDEdUbRMTPhvVXMfkj1nVavZw94F99vBze7T3yKr9qrWTks/xoteOUK+khCIQ85xvCU/EBXrFRSmM5lgeTCgh5WF1PSJvUcBrobpeO3rFLApzdP3JvCmjdCYPoC7mK51Rn/Ao6D/56gvlZcl63KqnwqGmiMqM9a++DdozG3TTMsrCkr5kb5KwRntg9+8+tZG84EFvJgPXlfEi556DY+fSiQWNs3R/tiPdE/7M2pKFtl6bFvnLf+PXP/j2++/be+982y3nRC4AebgEzrFQjRpMaqxJabj7NJ+JPUnoZWj9fQqBUJin2+k5zcfaXr12Tdaq4ICWyEtZFhcts5Dwv01iA7fMLLAQe12JvSpo8ZC6M9Sx0BXmwGYIGAoslxzMp092bFvM46yqxovtTgW8VAUrFNIe4yZ/kdhpR21syU0CyIIaHQFTo040j4msPEydrbjZcNZGZLYKiPv9roPwsTwAjn9q6j3az4Klx3OF5DASFmickYvJIvwIJ++z0s1qMSyCEp/swGNVdqxXPs+4sdmEbBGY83kxshvXb1hMlhy0ZzWaHGZYOIwW1oGFxhB4DBkipH4Qz/UFIT25bkKGCYZIOhK1GHoSahhdXQLOajtjSU449Wd9h6UMKY9OIzgTLhQtBdcNjZ3xXL24YRcvXrCyGBdKHZPS+d97sJmhxb7eYZeNV/SatFlh4p+jGhYx71YLtsOGGXZYmh+Eya7MdJ6TWhICAL0p85QRm4fRnX99ycGy0z2xixcuyB2VAdV4Np6Lpag/6V5QPzcpIxCsjgfz2ZXwMlb3Wg9dDrsyAuTFktpFDHr2db7r+ESGSABTyXEfKZ3mm52ps0zI52eWEjDo770OKU5pe/XmbY8RR6dJj1cnQ0FMuVltOXOMCzDIr97dI793ZH/13/8bdvPyDXm8I3kPIz/MwWOu9Zpdlqf49GTfPvr4I7v3/IkbQwARlozhYqPQkIVrjRuHfCKXMGKq1G0ti+ysrdrTBw/sk48/sZ1nxKbP2e2XXvJ+cfK6Bt7ipK3oQTgDmVxeWfOYOjFXxol8ZHaYHRy88GwoTvhhnjHgzP+T6lcuR6uba97f47rIktpCcR6vVy527WsfjSCbiiOMvM62WADZAuMzUjkFeCI0fI462+hBSB4S8ntSO/F5uvbyS7YmTDlt1+2zzz63+/LSNjc2LF0Q6GncwR7wgbZA+Dw+LhK2e7Rreyd79uzZc3v0+JEd7O2rtzI28io31zZtMXXBs19M7cLbLKRkXJi3uPSKdR+10ZVH8y5XQ/oLyRFpiIzcCEotPLY7GEv/hSsDyISMqtcgUb+yMoK0Ky89zWYgciWXJ5g5+hZKjDxrZH3zishD0p7vnlhd84+xZXwPTrZ1z5ma0nUcZDMbOEU5YvqXFIQgF8TzmVfaEvnv/9v/+wdNAR31cLcfv/CbsvOq2+zYSJa/JVBmK2Uca6SL0yF2GrHbal8CSL1SarNSNYzsDSxpqVCyfFFuroQslhbHZGASskj6bqN3pM8M5c6kbFnWYsYe8JHcJLHhuIAmxyKU7heZSMnJkhjIqoiNxsN5Ozk4tbtfPPdTeJcr5+xVsZq5WFWt2tGgFa2UX7LaMXmmHUuKlVHYXSPibJ+4rcfuxCgTcmHmUq5xeGicsswJGYeaeNLfuv2mPkvdDcIyatcsSPr3wArgIyOBu5VSm2IApCYI8CfcwsJLR24ZwDsU0+Y8sKaEkqOtOFcORsaKNqk6q3Lt8gKFqJg+ledg2hyRc3IcHMU/FasnlppN5HS/jJVzFTGoooVncqXbckHlPqpp9tL5y0aBcHaToXC7p9ualx3rzzqap67ukRZInHgs8uGDexaRMcOt/OwXn/kCZ68Rt0q2Yu+/94b95q/9pl25vmo5zV1pIWnl1aKdnh178SAbqX0DsYteyuKZmGVjchHlTrLLLB0R4OIH9MUeNM7s7AxJCbwErH6nOthMLDc8lQLKDYVcR2YxW8wL2LcmdvvWbdsVC0JoNwUGuKhnD6qSE3ljbTEe5Gicc/Dn1BvCXa1x1eXtq8S2rVxY15g3pRxpu7G2Ycl52GINzcdJwy4tXLVsKiuFFNsVcWD3Gps/OJ/6aHfPWV2GIGO9Z1dWz9lvvPF9C7UnVr1btXW50Jx8EiVeuHtomZkYemPXelK67e3P7Iff/479hb/610Qm5Qm2uvISxvbovpgnceF82pbWVuyP73xqL8Qwz3DlBMKkYw7ULxYCUfZmryFAythACo5HuijFJ33t9qUrfg7c3pPnVhNLzoitvXz7ZVsXkFXF2Bsy2qXKgm8GYeGMWh3I58saS8COzRQp6dK9r760n//8J2KRU69pvX30zJK5lCWKCfvDn/yR7XSfWF6GLJaWDEt+MmoDITrAuFjEqJsDyYP7j700KOcCYnS2xXQ5ESQ7NJGTnL386g1bXC4LpAQuAqS92oHNExE7lT698d47duH2S3Jeuvajzz71DJSUZL6o+Y4VNFdqf0jGaA4Jg/DJg6EmdaPXtjsP79kL6eVp88ymYveJnDyyYsZPZkkW2MOw6Cen59TWXBLCkPPMkd64Z8kMsXYZS3k3EzuTrkoGo/LMQvKYJicC5p48yjNrdI9FZjR+MVG0uYwvch6dWqFCOVcZCc2nLicvZEnXKFkslLDL58mKWRcmydPpCv9GFasesstXjHmQFJ405HktWX/Ut4Pdqm2dZ7HymrxkCuUvS68rIps1G6cfi+V3ZDuoKicDFxY7/873Xv0Aiwa7IHa1tRmcAAHI8iCeROyrL4CCscKYUQ6C/8TOSJWCycDmiDHlxIg47SGZDc6zKy4H1cLaEzWAWBo3F8hxBtosJmBsB4tbeV2L7c4zVikl3MTO2Op6KvCHqbAFlhjrwsK6baxvyFKe81Vb6gsTI+OIHixyT8INE2fLJrUROOmEB6EJ3ES2HpN10BNwdsWOyeVlNf6seuoxOvXC+8JmDpgyK9/0N9j/zlOC4znDAE8QiSYWxk4iLCDpYPx+cnLoTI94LalJtBXlgWUQeyUDgpjqJ19+JUDateOjYzELfV5GjesyFsQWObnDWbHuj1EcyZrDJGBVrO5+7633NRarEvCSz+FQjJdgC4ySz8U8JEIKX8fbVSksOHF4cO++j5Oorlvn2TzYLtvpHvl9YmI6xPkSAjM/0eVIgqnrJSekqEl5I2VnVtP43EGSUBNjFIlpXjXfzc6JAD1QBFhQXPMLMxzIQJ5VzzxbgH7Nlro+Dg8ef+7XKwtYAS528sHwUi4fMtRkX0huyL5gHjisldj0/dkzl4cVAQIeWlnXePzkifVPu844SzL8fD8ks0E/av0g1pso6D0ZSRa0MIiLpZJnGVEDBGPcr409bhmZkWrJVnoWhGBWbT/FOJoY25//83/eli9flnCJhYUidqh5rJ9VnQkvCJCZh48f3ZMcNK0p1x59IHMDPaGkJnJEbJ1xiGvsmO9yFv1ZsUw07uC3JPBCbkqSfRg8P6OvjBmMFLZGrJwa2tRtuXzpqv+NE9jv3r3rOcboZEoARRbErZdv+Lg8fvJQ47Bt1cmhx505zou1BkgGfXXDIR0n/57YJ4uqzE9YZIeqeHjG5P/v33nq+rW0sui4EfF8ONk4MWL05t3vvKf7loz0t2dPn9nuMWfgybuTp0hxL0DQ50dzy/ggOzx45cn+AK6L/nBiER4lazl8lpK201o2YMghGRD9i5nawD+RSCpOErGgJgWLd2QMDWf1QE9lxPk++fS0k0Mj8PAoakaEgMVhr20zCGK+NpIORqTt3SDbqryy5Yc/Y+DdQxV5hBl39HkenRGhv5h1xyKJwszl1ZJdlefEd/10cHmMXcnjMB7UlPG9Gei5HPrIr/zytz+oFMRQVrdsfXnDitmijbpiyORSSimrYm4cRwSNzwskK+UFMaxlgXHRY8rpbMoBipgtAfWCWDJuITdHyHKFlNhjx+otVrulwAlZOxbhBJLz4czi47QlBCCkwIZE/SJDMWsxkuRMYDRPWPt0JAvUsqMXcsHV8RWB8rl1DYjYI1uEs7kFWfiI9dssAEytpHZyKGRU1y8IDDhYdCQW3pP1G4j9tvTa7tbsrHUkxnFke0d7Vq2fiOjUBE6a5LkAfiyAH7QF9gIMVpwJpeh/fky4lMmLomBgRvqsONfTZ4/tQOyUfMS5rlETu+w02CM/syWOvfJz1tJImoRs5Ap0eFS1F7sHYlFnAim1SUyLBHli4CMZxFF3IuWQFaa6VLNr7VpPLK2r68po9acCzZSlxQpeuXJBc5G1RFZzoPEbR4LY/Tg8kIFoCSRDUqak5vFMQhK1axeuORjvPdvXdduW78hotQT0vZYNGzJkw6ZkoGTlZblpiSCr5Ezsv36qv5GkOpbSzroe903kI7aYEOiR/ykghwmz4BcSm8fgdduaO32XUy1C1BgR+MFAhqOuJVIhuecVm5Tl1YgdNRp7IgBxgSqFxCWZ8kgpABNv5CVH8k5meSmjjKOMgORXTJkFmKa9KFZtaXXZVqSsFzfPWUXK8/zOQ8u2E3Zj66ql53JnY2KiY47v6tiR5npfrDeelnEVo14S2yQefrGyYeeXtyxaM2vs1awyXrKNwrrF2mKz+3VLkUYl72Q0OZNH+cQ2zufsz/21v6I5DVlHQIwn+eyrrzR+UnJ5EOWL67Yjmfjw6V3ri2h0ZSx7pHWKDJCmKG7uIEENcECjJENN/PK8dOvaFXk/HcmgPIbr5y95G9NsqmARuYnsHFtNBpwsjolIwEjAhUfIYnxM1zjcfyFDv617dezClXP2xpuvWqoihilmuX5d7Tratj/6+F/bLClytSCPRUY9j7cmhjqXJ9jtDTT25tlQc80lWQuEC0lNmev54x//WLK77+GgT3/xM+vO+lZel/EQe82IhJXWNaYLOdu4fN6OO3XbOz22B2LWhzLGZBuVFxbFbKW3GjNIQ4Q61ZIhqRTdkIoFeCKtk0EhdU7ezNcbYThPlGJg1IThFOvwKK+5WBcUx6xtdWmjxkIATEZFJ3Rm9emOjaMaq3DdWnYquTkWU5Zu69OUk50l5GHmdD+Rif5U3xU+Udt7KpJx1qzKICVlxEoyQCV55WFrnA28HvO4M7VHT57Zg08O7WS/I68t5H8bSj9ioazI31A4lJXRkec9nmkelu2VV16W55oSTrABSxii16Pmp8ISDANkivWSqUX++l//ix9sbBLEZjVQ1mUi4BBTIL6CEmEVsVDUYV1eWbbFBVKuCo7szoTl6mLRYJcAMdYU5pxIx93y9idqsCavI4vhGQw5jZcUd6JhIduhkAwqWHFKL0xNIuDt4PBHXLJuZ+Bs9uHDJ25pz2qkac3EEjN+r9q4o0kkHeVUil0X4IecMRNG4DrEhmFUHG2FZWwPOwLAlp01qs5E2hJ84sUALq99uUwtfZ4YM4w95dkeCGRQXYwaBH7iiRgEDJ2605xBxtZd2kMsnPxsouQwm431NWeKrPXC1NiQcnh4pD4deX6uzJAzUFgVlpKjejzmrvHwamd65fh0mC6sYSImzcN3Keq6q3K/YU/RZFCToivBwvJTJY7r9HUNwiWNasvbc3nrihT2hbH9HSYf7ePJyNjIc4FZY9ndoKZZYJXwyEBQpGnWkeFTv60VZGGkQgVn3BzjD4Xk7EbGh3l1Rit3mRjvwUmwM3QS4veEb5uF5ecKbHbZtH6h5UyK0ChMOiMDCxOyetjlIVLL/ylT9odAGUbOjj7m9bBM2EIGGvddj+Ro5vNalnuI5xcPBTs5m5yCLMayfbRjR2JrEQES//IlDlBI2O0r1z000Nin7nHDVnJkFRRs2JlLhnQPufz7VMMbHfuaw/mry/ba22870MOQZmKXxHnJlIGRTmJhZ1GPj/cCvYoLdMSgJxpTHgkxax5TjQvjXhbwMK7Xti7a9evXrH1Sc5nICYzZ/ELGEWsFZzX1W3I0wLuRIeRAUZjdQmXRx511F2K/69LpH/zgB3b91nW7cuOGCVddjvbUno8//thOZJxuvXTLrr7CSRvrAjwBkTwTtvH7moAAE72H0TGvhH7QYxb+/uRP/sTT6uh3IZrwDKO1jVV5z5KNcLB/YCzQoV1dGSnaFROgEuu+cOmKx8bzInUsTCYzkB2whAyjwJt1xiyWywPGyrh4sS+NE4vV/B48BNCnERntuDzxrr04eKF5bonUjjRPbWtL51nTicqoz2UUWRMYj0Uo9HlCfS4BlE0VllHWlPepYy2VdByk3Vv58wJ8yuhSMrVn9794Yh/+/Of29OG2vJF79vwhJ/QfOVOmvg1ZzjDkUSio20xqHXL4+rdueK0SjvZC/kmHBMcaw4eaWxiy2qD7IfqRv/3v/jsfLBY5likhhdeAaoDikbjAiKOGinpv6ECMKwdQd2GkCJfAg8NWE9m4L56Rm5nV5GTSLDAQ3+T4o6yAQa6WGHJSoFHOC/hFEUYdMTpdi6piC3JXU3Ex5llErFCWqhOz0FgANcjrg6QiaewHnLw7ttP9qu2/2LZuo2WFXMLWlyrW8MU+uV2aRIQpJuZBucxhp+ZpP4f7T5whj+dtTYBATvYSNtgckGcphiqgoyQGJI50uFr9SMp7JoEPGCeTN5MLSL1imDNZEZ6mpwmFuXUmbTFuSgyK7ZRyFhIbqtdOLaXvnd9cN05mJk+RAkgYLn1dkzuUewhxjlijjdWU0EY0WWoImzAGA0G1hCWdzIl9EubQhOmVE1ziobSYpDwUWbeUGOBqOam5Sfoi83DQs2r3WEalYU0qVvU78gKqUtiijN7Qd/xl43m7e+eONc/aHrtdb8pt5ZRjXSMhNlltyohVe1Laur3YPrJjgfkUAJnF5F3U5Z0M5fpT7lRtH57YVnRNAEOsOCmuIqMiJYYpEx+k2hqbEEJqd3dGNSwpYLJv7UFNrPHYwgkx9OxARiVhi0tJb394hqcig30mIZeBjNXZJBAVKOclV1KU+FRCPLeWGCtM+e502wlDWu0a61lqayw1xhvxdSvq/uLe6nPWjjx7p2fPDnfU776MgJh+VGCtey0srdr33v2+Xbx41UYnE0/3W0psSUY1F02BkuaEmOvjR0/Fr07F8lO2dIUUr6RXtRv1OnZ2fKi5Tnomw7Jc+Tu7j+2zO5/ZibyKaEpzn0JCBDgCCTmvahcLxgIXGXHkiRNDkJPbF6/4MWnVFwf6XbKn63OIAPoF2QhLL8lDLuszpUrFiuGprS0t2qVzW5pDeZYiB2zwevf9b9kbP/ieZK7jXtyD/Qf2ZOexffjwF5KRqp1/+aLdePMl27x0TqxV4KuGjKdQBw5MlY2WJ5aTxxSVXNYlA3fvPrTHD5/KU5jZkyfPpS8iXhqHQVigKwzIyT0fy2AOohPPuCArJ17I2PLWphWXROTUh5yMXDpdcKPvexJELNh9S/4dC4jzSUR6J74o/QeTORuyQ8ZVL0ghZONFBiNVKDs25eXVP36wYwfHu3ZX/Xqy85Ud1B9oju/Yi+rnpp6LscuXjdX185nVhgfWm4u0pAT6UcFKeGQntabVuw1PteRgByme1fsNErZsIbmo+e7bo8Mn9vkn9+zO/Xv2P/9P/8r+yT/7HXumMTirS1cOBPbycqNx9knMBMoaSenDMKR5yCbtrPNCYLxpt99aFeMmy0leVVL6HR/IsJ6pL3kZ1oI8e8nSIGSDzsQi/97f+GsfUEqSGKdQy11JVqOJS2GRyCWEAfJ+UK2MKgsB28XSUAsBi07aCFkFFDbiM1gxz72LCbglSPmFpFve4VxAISbTkyXz6nAAjCaX2hswN9xkmGM2UfLVZMJ1HgsUSMBki2XOrStKOIbOCKK+0MERVEF+bEQWF8aZS8acId376gtMqkXlrsK4yJf12KkMAAyl0ewGTFiDyX0apI/p7yySuKUTemK9vzn9GncVJkDohj7XZY2JUXOQI+PUE6uCCbNNmVgdxonPxxNis3rtD8di1fIc5CJ6vVW9x/seTxdo4zFgkUO6j8faBMjMQywsIEQRSD7XPw+jSHtK2WC1ujfteSywJjBmVbcvcOO6HDJL7DkpAGeBr9ccen6ypwpqvLJNUvrkMomxsHrcmjYdrNty7RiPvd09CZnAdCgQ1hxEh8HJJOlwcCpMblBwZgDzJbPAd8zjcYixw/RjGaphjawlI8i8hOITz+Jp9xrOGEaZYD5K5YTLRUggyfjPqsTcuhZvBqvdZF+oxTaHKRNTFlMmtvr56Im9++67dk19g5nnR9ImfXA5u+rzMZ5gtMRyq0Es8dlBUPMiyQ5TgUNfbiOxzVuXrrlRPxDzof0LqRWXw/oZJWA195JzvMZpqm03b75kxdW4M3WMLfJ+rDmH8U81psjJH3/6C4+pDwRQjE9IjJb+i0Lq8yOL6NV/R/TolwwxNRBeu/YS02K1/WOXnVJeLHRtzXUSUKamAguiOREg4qtFEQc8V7wOqg+SEUSd61UZYH3BPv7iE/v9f/n79ulXnwUxT80LjO2dX3rPd/KFZTRhrAAK2U7oEo/JJHi/klu0U5GOf/G7v2cffvixnYmt40l7Hr1AlhTPvH4+f+GcLzqSjUWsm/KgZNc0JYvo1zfyD8EgIwiyixxTUuEbZow8YKjcc5M+gh9eO0fYA8NkPkkjBU/AJzzVbp1qgA07OjkI9FPGwLPEZACJzXNaCil+eI2QSl3W8Yu1G/d0+zN/P5YQZmTw7HvumaNLlCqIG4WRmjbtkXGVtdO9hrz2xxaX60Gce1hjPsdi/EX1SdfSk0d31nD56s6qGu/Ltrala0uuB/LUYeQsICJvibTGQ+1GlvG0SDuM/Ad//W98sLiwJFDhWCYspKREr+SO0th7d+/4YHA0DnHRAGREdwFfOiZLQpyHSSTgXT2r+wAQh6a4SC6XEZjI6ubJJMiLBXXE0tj7P7Z8Si7wpClL2LTqQd0Odnds1Ijqc1nLRVbFOqO+K6dxKte93bGCOn7u3IotSvD6/ao+v201DTH1hqNq/EBMq3l66NeOy12h4tqjx18IbHTNMvv4dT0xtla7Jut4qkESC0Qr3IXsCSjbGqiOhDMkQUsZZ+ERl2VAyCChNkVMoJgAJCQYMLjTzqmMBQuTnB4Qso7ueXaq78iAJTXRSxpbal/AFv1sOTFUNtpQQzcsF6a0tBK4MmIGxJQpYcgWZbIsQiEZNbEFtoQXM7jja/IOKC7Dsfk8F2yxyCYOdmVRmEcTHMWIyJIl2P4qNqI+cCYg6waAxsmeXOCzU1+pxqhs1kty/dse5yyKmU+l5BHunRabSeZ9B9pUtIEax32BSUaMOJVPCYwm1hk1LVdNu0eSIP4s8GFnmZ96LkUjH3Ms5jQY6hmmmmDOksWxh7Qs3rLKSk5GlWL3YgzlmNVqZ5aJse1YylUXKMvLSrSKX4NykDool0pjKabsMeWG7SYb9v6779nVwpJx2ObCUAI/mttSbNkK6s9oJBlM523nRESgO7D7zx/4+M7ZvSUZnpeydun6dc9ueSj2s/fgUK522irJDc8jbTXkJYm9NdXmgeZ0VhzYW++9a/O8PCLJS1z3YlG5KWMOUMCoP/30Y/vRnY999X+cDbbzTuMysmxcQAElU3O5TOT7YjTp37DV8W3a337tLRmjjs06Q2dRG8sCWhl3dt16qiXESUZmGg45SblQYkOSvFAWNTW+2YzaLmA8q5/YH/zB79ujvcf2fPupnY2qlhJzW766ardeu2UrF1Y1V7oGCCKdl12W3JNPTiEu9UnySfw4lysJ9Fr22//8X9iDBwNrddoC3Zyz9FKpYq/98mt28cYVu/rKDctWpM8yQjPNIbsjp7I5I8lBhDWBlGQxm/WT6vG6vUSviAaldKU+8rGEF/JoKNHJeXyQEI6GwmMvqg05YRBpeBpkMUrJHrUm6i33MMmXDol55goywJWxp6kV1b1LN1blyZ5YrbtvbXnHoZTYu64zETHriWQR64+LrIRlGNyb0eUJebi3KAzryDN+/uyFVRt1zZs8Kxmag50zycl9957aMk6lsAjiqG+cb8r+ipnkHS9yGJK3nArb1VfTdunyuiULTclTXfdqyUCpjZGe5Ey62ivYuB+yEc+eMHUgw8SuOpAeawUTBrWdmekmMB8AmHAEbIrsBNgsqE6wnb3a36yEYoWfPnvqhaaJucGOuEZU1gLG50Cugec9fvf6C2K3sCkOJeVEZFaLAXTyoGkTzARWRzztyuUrfnYa9/KaCOm03bp1y9kGn+XVLSi+lx70AavOkUP8nd9hQFgnGCBxY/oRnCEnq6X2fnMdUt64Fu/zxMLzO8wbMIbh8+B6nmOqMQh2FQarxzAdQJYYlrMk/SPzxFd9pVy0hXi7x/LEfrGwsCBcNO6PESReTB+xzjCOCxcv2KuvvGrvv/++ff/737df+ZUfeMyQin2cK8jnuSYr8HwP5s2aAPFN9urTNu5BBgb3x4qzq5FKbfQNtspn6Cv9oR9gIHFofcHHjLFgDPgbu8MAIYSX7ATitMQ8mXfm95tTZ/g8TI649tLykldgo38oKIyb92kP9+YVw0/7uQYMnQcM+X/xgOrof/q434c5JY6MfNJ2Hsynu/tfzyFyzeeQX54enxWTpb20h3kgxxzAYyyJDXPNoKKYQEqGz6sOiklSe4F+wXiII7J7D93ZffFCryOP2ZJRE8xBEDvkyc+wefoZ6JnIj8b9m/YRtuCYfOaG+hvs6GMcaItncIgBQpT4PteiDcw51/Qt1JojZJrnC93/Zz/9mfcVOSOOy1gz32xA6fRZEGOzivquf4w116VRPoZfj+NplbMHyc/X2CQFngJaroUusr0f74sqfFwT2aUvyJNnSmUXbG1hTTgS5OZyRBMbs2CMAdZ8Ez9m8RbPJeFzD+6ADYC382nkUZ9j/phTaphwLzw7rouc+ziogXzWdwhr3PiMz4/uySuynUlmfa7RV+5Jrjmf4wFWwOKD7IuUyzb69E1fiQ2Tw//ee+/bD3/1V+2XfumX/Jp4rMwj80Ttau8D8qGf2QPCDuc/HZuv5YwYOp9jrLgf8XZSDjn9J/IXfvjGByuLWStk42ZybWZj0sqqdnywayd6NqpH9p3337aJ3Nlhv6GBYkebGEKsL1a8YyuxRYv2BJRiXy0xwHBsYpvrS1ZZK3oxDs6cQ6tmI+pnyEWIXrCNhdu2GLpmk7OC/dPf+an9D/+fn9udj7Ztc+22vXnrDUvF5XaKsWYzUYukZxZPCywqSStvlOSXlmySlqJIwPJyO28UJFJqc/P0wJpyYcbzgSxaVO5tz3bPjsQQ+rZ0/oItX7hkxeUNm4VStrtXs2ZtLMZ5Xm64rJYYakwYlE9lxDwFHNmSzdXWbnMgN1+GRNY4LitO3Yt5iLgp3FnDpVdyMhEC2CnvsVOq1W9aODm3zcsXrbiwKJc7KqPVsQdPHtnx/pkrazqWtrGYW6O5I1eobTkJSGQqAZO1TOpCuUnWkpOwLSSK9s7Lb9i51SW7cUHtzZJNUpd7mtK4Nq3WO7NoRkyymPc4bktMmzPBQrGSBKAsFlGSm63fI0VpVNaqrYHVxMIGmpSulG28ULDTvJjspG11scFiVPeUgMflVUTl0u4POB1Dgl4uWnKhpLbF7LQlENoXmxCDSghYT8YCYzn46YW0ldiBNZVBHoSsKBaSnSettVv3A0uvr7wkb2fBxnVdO1S05dwVe0wmwfHQQpUjtV9tj/Ysu5yz06/ydnDSt8XWZXlBRStoXpPhqY3FiCbyCg76Upp+1DpbjyxXitiV5XPOBKenUT+HMB5dtmi6YFMZXRjti86h9Wc9+2r7ri/6kvVw/cZN23qpZy+/smxroSVbq+Qttp+3leyKtQ+GYjFi7PmxDaZte1L/RGy3Y2++fcXvf/b8wObtqbVrcou7Y6uc27QLV6/bH371mf3Ln/3EjqZ9K6wsWERzQ9pmVjJZyKbFAkd2cLhjtXbfMkUBYa5ne7rGouz80lLU3tk8Z93qgV2QN5gXu07K06GYzaODfc1dXbrAsfxk+QgcN86LmcbsmEU4GZA6mxHkvi9WitKr/97OnV+1jVcu2WnzxA56Hdu6dMlef/nbku8lywzo55axl3U0InOG4j4ZfT8jLzPp9WwGkpX1xUW7/8Ude/Dlp5LXsb10NWflrNhrNmQvXdm0aD4jdp2Q4IuAyaUXPKptMX1fXvFQXldIpGdK/RfKKMQESJC5oeaoaWPJO+s18LWo+sqc4O2yqAcJpJQB9WRYewmHCXOWBG7yfsQmQyajXlizcEafn6sXArmogDiVlP4W1q2UvSQHmIp4Oen1RVso3bA0J0fL45pN2Oqc1zXlfaXYyzu27rBnXeEIJ3bLMfJdhPKLrCOs6+r6vUjTOhGqEM5t47WKFa6H9QzZ8ZN7Vtyc28F+xxLZiBWEbxXJT1Ze69s339EY3LNFwqvlqnSe/QSEITXvkQW1N2vWzUknKhr7rLwy4Vi1Z5G/9W/9uQ+oh0w9C2pg1Ko1t1RVWbXPP//cY1kwMbYGt2WJ2bJLrI0DGHnsPN71s/ye7Tx3C3/x6kW7cP68b9nEgmEVk1kNQEwKo+9FkiyzR+zTn/3C/sv/4r+03/nj33HrdlmgSQ2HrZUNuUdsGBDAtKX0crGxjm1NFAy6vLbitQ3C+pkc4qJcWdgDjBtLyonXxNyWBGK+Q+36VbsgMEvKHcea1Ro1Z4tTCQPufJ9aDGK0sAwsnjNiWTA2hACebqll4WDRWFKsZ7DLb+bMglO2sXqEe3AnSWnB+rNVFgtLYX08gfv3HvlpKCxsYEF9y7AEIBQjP1hz05RgdCUQcs3gKOl4UP/32pXrAo/rXtCeGJ5E1Rk1MTDymhMCT9qCm8j1iGniWYRkCLDi7d7AxwZXNOgDLGWsdsHaZKXDQUw4LgVgfFICYGKC0XzSP3c6IuZOHrIUSveYSmhgHjEWJDQu2VjFmRSuJawuFQkYE6cTw/66g44zW85y5IfmqCZXXOM4ChjrvcOHzrSH8Rc+3im5kVzHjirOZgtNsoLkvTBW6tsoHjDq2iTIsjmpPBWbKdp6ctnvmxFYOyNSv/h9EqYmSMTOujJgAq4HTx84G0zqPvTzyuvyQmS0F2ObPg6D/YCdd+qEgQTKMq6epTM5c6a5cY6854QYWsvDDLAtGB0HirKW8PGDO77WYSIUpIZGBWCMc7Ec7Aysnp24p0ckA3kmT3l5KWGvQTBu3rRXNq/6vJaSwbxEpS+87nnu+4k8jLwfJ0axMJhXVIbM11Y0N7RvZaHoLO2gemjvvvOOtSQvsMn8yrK9/vrrdvHSVXkGaXxWl9sxmyv0XRgF5IKCOVyXRWnGmc1OyMGDh/fszp2Wxm0kNnfdtmSESLGMlWTIpOfxeNJDlpTD1TTpSb0ZQiyEsSSzIkfcR0Pg7ctkgxjxWAbBd7ORYir95V7Ik1dsU3uIDxP7ZdegyylP5IxryOB2h1WXw5QIFVkqpOTiXeby1DPXq8YLj41QKh4/ufeMB+sVeOXdQbB/ggf9RvfcIEhnyGaSJvn1v/EkGDPkkPWzfL5gf+a1X/N2PHsU1FIpydBxuno0PvT2zJN7zohjxY6/TkV6uG8sWbaLixc17pJX9Yn3To6PJfM1i/yNv/k3P5hHJVRigZmCWF00aY939mz38MTSxYq9/MabFk6kxa66Vu/0bU9suNpWp0ZTe/R81/oNua+NusXScbt+84ZdfumypYnFygoOJXDpQtL6w7YGHlCNW7t1av/y9/+5/df/7f/D/vgnfyCFHNjaUtlTki5snrfFXEGsIm1FDXIpl/cFNwp/D8fidtOxZWWZVyWU6VRcDHdkiUxbiif2FO6rTU3rSdkTGSlnXoot1pDJJVwQWJDQcGtSBRYSkKGYA5XTJlFZSr2OBNLsaIpKUYQnavPAiy1FcTcJs7v1FOgJWGYsRvCeXsNzuUIUv5mjnDlZaRiqGKIX416246MzX60+Omh6rBrLj7Iz8YRB4glcH/3eRykIyam/+oF4O2CDS0utZ0BEsiGmPnTmlZZng+DEU2IYYlJsilEjNH+BZ+IZE/rh+JRURCrXTQSmLbVXLrUUj7oVFFhJiCEhxFT4Yjv2XNehrOIkOndXs6MxQ1SlE2IoMnxV3OOWx1I56ikkVjUVg+XBCb7i+/JUxLoEsBi+rsaQba/kS7cabWu0a3IvZIR6EsK9Uxum2x4TnSZ2bU3AUSlmjXPpYidL9lSexUJvxZUzpZFH2cfyvlDimtgwKXsH6fte52EpUpbyRC3b170ElIlpkKo5FSij4GfdhqcuPd197EBB9gVG+5X3Llq5smilGbF9seyjsLu6LIj6/aJ9Ozw6sFB26KVsS0sZN36sNdTqMjDimslCygbxiW8H3msfW57awDfP29b5dcsvcpx91s5fIO0sZjvPH0rxTmQUuYY8geWsvfXGG/bt26/bFV3/Qn7JDXw+QRrlzGpiv4DVE4oonRzbigjJxsaaJSXUbN23EEZ2KPYql1/6RdYPOwPnEv+Xbr1k27VDJzcLW+t2S7/nKFErGctJp0dTGWyRgqkmhBAamQcAkKBHc0CZWA7/nYhYyfipzZPZsV28ds5uv/qq71bkvM2oQI/MEI7IJ0QZZnePS4wMs4CMEIOTBskq9bIZU/Y1gGDErvks9WIIo/pBopozFhgxYICVp0fyMf0P0ORvwXflMYrkkTEVj5EpUhAglyVrAuAEY0FoICiGhLFBJ/BmIW6Uc+BnzvUcjoPNbH8KutJLnh4GUX/y0hEIGjLl8sTf1BrqlhBiyU0TdijP5vHjI7Fg6tmUrLgoGRaz5sSUlQshDz8urCYk2wuay5Dtbx9apylPslSyR/fv28HBtmT9vj18dFcGdtsi/8V//n/+wDdGiF0Rf6TDT54+EStue30G4lU/+tGP7eHD+26pElJEOsoksurZPq75luFX33jVLX0sl/STGsiD5O8MLNuPyUE8FUv47f/xt+3/9l/9V/bwwSNnkltysRYFPFfElF/VZF9Y33QlSomNJFZXLKSBh4H35BIfiYkc1s80PRIeCSDt6bIDjYnUd4gj9iTQsHti1lhdzveDoe7L/YO1s6WVz3pcXBaTg0PpCzuAuB6zBxNm0RIrTRwMFu1pgAIuhAFGyXswHhgv1+NkDuJoJcIIak9PoM/nHt5/4K++NVvWfSaGhwCSc+O1OeZdXVMMXRY0I1YlruixKU75hilXSqRDBduVYbwirH6fWEJWX+A1FxOCoc81fwjsWPMHs2BRCmbCIaKAD8e/0+c8J7EIJCXegUcwiXucPCK2QDbBuE8u59hrZ3heap4CR1O5zFN/PzbQ6ItF5XwBUoA3/jrWHlG79ffwRMZJ182nUNaYt5k4mhxTzw9vyXAy3gNZIZ+rVQGpBH8U3xOLu2glARrtjJ4t+Vlrq9Ot/z9QhikLPNTHOqCscX0W+czvtxAuuhzEmoSS5CZOgnMb5xT0gYV0goI8B6f7nnecSkthBHDX3ghOxkgNih6rnB7HHGylqzJmMbW3IaZct8pm1q5evSrgGjrIDTS/jM8kNHEdkbfvwDOTe7q+tm5b1+X1Sb5DLPoIbPIFuaqarfv37okRtSwjDwd6+ua3XnO53xQhYr6Ls8C7nMmIEvN++PS5jMmxQJl875BdvXbD4/yUNmBeLTz231ek4Hu7u9ZpVB0EwinGR0Z7kQyJkS1sbqhdazKGMjYiBwW57kMRpWGEsJtQT//BCsNiIACPM1fNJwbY4+OS729/+9v26puvOEARtuOwi5lYaxA7lwzJZUeuATdnMnowtsjFWKQKY0q5Wv4OMKJ/gBvjjvfN/JEBQt4xsuMej+aWz3MN91y4NL/rZwA2wmYPyR8yhBzgxRBP/uYa9In7svYDPiAzjMc3ni4nDfE52umxXukN+MIGNO6NTSAbhO+j18wBT3SL+3/4z3/s110sXLGXXroluxZkYUwmbR+frSsJ99wzC9Q6kfcv725vf8/2D5u+DtfrCGskR8gYWVncK/L3/8E//OD4rG6ffP6F3fnqoSYsahcvX7Vzly743vpGp2U//vnPrCMgWdsQYIpl7R+d2PbevrXlCtePT+zi1ct27ZUbFodhiTlQof+4dWDP957bYWPPsqWU9Wdt+5//4Lftv/2n/097ISG7cnPVXn/vthcVWd9YsSsXt+z69Uu2cH7N97ZHQqJTY7HZmdzniFhe91Tu4TMxrSOLsXIe4pSMqj06/tJag4aN5gLKYVP37jozWV3lWHSxbbXJjxv/xcf2/PETloM1cBppKknJxdo5PhTgCmxZRR9Mrd8V+HE8/VTWOiKB0edIeyIeJh7trHguQABceYbGWbGWHPxQAk3d2risIDsh634i79H+qQRETDSclAERo+2JBWJw9ATk5yxaSHAScvtJgxu0RmrDwFenKUx+/fpVxErGBTYqAcxG5ZplrSfvww9qnXJYpoRZwEBWQkeKCOh0pNQUT+oPZmLcC94fiFW5uOQsnrq4hFYKUm5qHYtguQGDQZC7PZjLMEgoc5WSTUdiJf0hvbc8taNhwlJMPyVbApgqyeBkkgLeoc3HAsZUxIoZeTkZjYkwlMUvDJ0+rHboKWBntb2Uqlh1ui0gFwhEduzi5pYVxfg4iDIqpvz86VNbHW0600lKslCQgUAZpalqDmBw+7EHVsqXbCW2oP5pHGpSGL2mQ3kZc1L04h6uOu0h9ALm9omdnB5ZZSFrl65clGe36fOYGZas2+7bvMop2qcmrBXIhOysJ5YsT2D9asVW1pflLR774hebElgUiqxrvqddOxvVTVxP7ZPsxOQFFcXEK1lx0L49efZAHuGBlO/UmTJgcPP6lt28edneeP1NWxCgtl8cS7bmlp9EnTnWj6v24sWO7R4d25FktCqFpRrg22+9JWWXYRUxunThvK+3eH1usb6d3edfHxIwt66M3u7ujl169aaP28K5Nc/tbXak+JrbVFwAweGfiZ68QDKB1F/ZCUIQEkREzeWNUBNGakH69Nqbb1o8l7KdvT1ryKCmpVvRBMeViTFLV8i6YWfeTHMs/JLuWkBoPDwwF0ELwDICs5A2zeVusmnLwVqNBLQITRCigMxhjAFLQBQAB5S/WRjDgAHGUYF6hqPektKxKItr6BaLsAG7heBx77Hkms1j5L6Tvz8YkQDQd/JGnwNGjeeHYeErIfXF5N1JlzrShx5HVklu1Sb0irRTQrztVtUuyCt6851v2803rtjxmWStvSd4qUp3UrZ5IeNhR041aQsPJj3hyChu03bKRg3JTxJmzqYYYZrGm9z0yF/+S//rD9gpt3ew54PBRgwGAdeJY2hScudhZJcuUvF/yeNaxJ4//+xzH6TXbtz0uskLLGpoYMMJ84E7rh+JXT+UAsdkbTuef0fsqy32Wcgn7eWXX/Gz5NKxrOdVFjJZMWkpg1y6ou6j0ZI2E4NO4ndYWwPJWBWXKh4LbGuAqWFw0j7w2CJ5hcQgqWrHxMImcUkeP3xs9766Z59+8qlnczDouET0kUFujtpuBXGnYXJMfhD7CmJXnJ3F5AZxpq/jjHpgxbGwFEGitgALFjAyNj7AVD1NxieQEo2cH9iXZWzr/gHTJc2NOFI2I0HVeIVmERfgQZdUuritLK4Gpw8XS3/K7LxuhgwNn293m/7aHQiUuagECktPChsCMxgH+bwhFl/UDxSG9gLIsPao3HqkryxGy3WyEmY+T7lNWEmmmPVV+9xS2ftMyVP+nnXBl/IIyLw6mBizewEyKjwi4yD+lokG7aQmLvNDAXUUje2rMAy2XTMO1ciBxm5qqaWOjPO6+klB+aH1nqfsQPKy9DUoJwKUsGGcDBdAOYgpn+ae+HWWYmUfh2SXTJ+o3P+KM6e+GBFyURu0fUdevUdqXM+u3bjs2Ttb16gFMrfsuOSpgqF60hlqdB5UGCQGzuaNpfMlb3+1ceSxcDYOcf1wMeKfP5YHR+bPLC5wUXszlbytrqxaZXnBjQLEgJofrKtcuLBu7779tr1GGGB5xbcrP/roC4FN3tYzZZfP2lHVGVRfBhHPYaCxviFd+9a33nFAohhWamND8iN3+MUL68krdQ8mlfD7tWS0j6Wr9SnyOLSs9IZaMoTf8IyJ0zPOg2SwzyAeErP0rNwgVi1NdlmFPwN+iyukdkZt//hA3+tbVszfPRh5Xh5qIJVN3wPMYLx4kBhPZ6OSP3bmuZyLOMBSMf54eABREK4ImDHrIVyHa4JHFOhXE3wueGBovZYHgKzPIFd+Eo6zU3QzAHjYN/pFuizsGALzv9Rf0Se1qyOPh45iLGgf96VdrFehj/yOfHpYQ0YYrweGC55RN/n167c8K4NYMn398Md3HGcmo470ImVvvHXBIxCTecvnU0Tc+xsOBVXxqi0ZeOkbY8Zw0/fIv//X/8IH/U7NirmoXb+ypano2ccf/rHtPLtr+UxUTLFhqcTcMyoIfHLGWyou5iJ3+9VbN+173/2+GPS6V28iJjtD6cSZDhq7dlI7tsWtoh2e7lmte2LlFQnqBblpZYFAJWmFpbS1Jy1LLQq4x1X7/PHH9nDnS5tF27ayyi41NTOuAY035Wa1LFEQk1iJ672e7Z0+tqcv7shNK8tTkoUW82q2qDsh11LscNSd2cHemf3e//QHtrd9bM3jnthP3IpiVGG53KOmBKcvYZgKTDqy7q2wJSZZW0gs22Jq1fKhstflGJyqP1UB7oncuZpEui3r25VbpKd1ogLP85ZPlryKVLsqazqQUE00uWLNvgEmVbR8WgqR5rXguZfkZY4H+p8ENyrmzekp86HcTbH0dCRjG/IeVpc4cSNu28+eypjtOfsn9mtizLiUB6cHzhimka5NdEGONvdkeupmaJLnoaQEilhfTuBFrJcdgtQTUT9hF0m1Q8rBAlo+l/FCZ0dikPtHB5o9vSf2xgaFLbFX2O+4J/eTEI6u7TU/piOxWymK2CRuMII7F4vFn2A9OyrQpshLLpGRgk6NQwyiagW7O+XUWHgql3em9i2InYrVb16O2Wp5WR6DFHs0s9MvZTCrDYHyhtiDXFoxZU2y9eO4lzM7061Jy2xkdi2TytmCFQVUMavM1G4ZnlysqKZxAjJGZmSNSce++OJz38mZK2Ts27/0Lbt2/bL6WXCmnOrnbW/nwCKtqLFdPyVAGA6l0BEx1AsbllgIWatT93ULmCYhsmK5ZI+H2yIGZ9Ycty2SjlhaDLy0WLTKalFzlrO1dbY/z8SUD/U8sfXVBXv33Tft+tWLMrIJeVQtu3fnnn354498wXGrsCx3eGzHByfgm4yKCIMICG7vyuqyvfzSbUsJlEKaC8DVwh17+vSRxrTvGytWFxYciCYR0/vP7M7OYycFgHKWGilJ1iwEnBoTGPEgxsbgsKRD7/tPmk8BHQcmk2JYrdYdNGJi44QMqt2WxqxsJbVlKKDMSv9gp8gaIUAQFIbJ3gVAHYAkvAPg8eB8TCoLwqaDo9qCgj+MJ/PLPTD2hCFSiWDzRvjrDC5AD0MQAOXMwzwjebjsiGVz11hyCiGQy+eLsIQe+2RzeOjxmwXEoJgaJAdD0RWJgbVjmCBsPKm7EYDwzCscBrHyYJGQkrqENQFnvnPuyqpNRRT6avdRc89+7w9+z/ZqTyyemlh+MW3Ly3mBsCRfnupkKENYi9jprsC5nrBKZsWGmoNkTEw/VhCByVpomrLIyzcvfACLY8sqq8xRgS07iNY31owdK1hF8jOpms/fFxaW7Nq1q0aReM7UunrpqiY6aSEqCmnA+nNO+a1Zs19z12AoIPfTWiUQWC92V1H/l8ElB5mtr7iBHG1EjYXTw0OPoXGG3MbahuaJASU5JYjnUJibvz+Xa3dycixwX/EJ/6aoN64/ADHsDT1f+vHDJy68LEDxfbI6sJZzDTiW6kiKQs4yoQSyMVAMtiMTb+XRbnX8e1hV4lZFVnfdUge5tCOES5aaBS0/NVoMgMn3kp/6frGY9xjfxYvnfVUWgMCS+q6ofN5P+aXdHIFETJJEebJd0gJvz04Qyyc7YW1z1UG41Wt6jO/p9hNvQ3GB7BS5RhIuGOiYFUg9QpHgBJNoLBXsxIsEOw4nug+uGgsYjMNUrJFVYgosPXhw3549Dap+wcpp19Ub151hwNbweNjEg0cwJ1QgAKWMIYx1PmTnpsYoRArX1CKDIEZXyXFmIS4pMf6J3EbmRyAvJQE8xoW6M9nlK6xoa8zDwTwf3SH1b2iF3rKPrxw+tNIGX2dfOFOWbJ6lnnkMsTjP+HwsR4PTmGV2HExqAhYYLps/fvazn8qtb/vpzt/9/nfcE5BjrHEbyc4n/aSIRC8deDCpIP95mhj52so0MfR54Ch6PA5YHDHDLw/v+jiyhZzxpQwmckRhd3QnKkBRd+xYxg4v84q8wvfefc+zc05OTu2zT+96XvP9XzTt5s01W8uUnInt7+y7h9DS3JLxc1Kr+/jcFFvOinmN22q35qQ7rvsCLVXlGJcl/Q1ACyWj6u/PrBueqv3ycs9veC4vHs1E/waad1jZhCp/+icTqVmfu66hD81aUH2OuL57mOoHObuRpLwtjS9VIGGgaT+hiJhykLXhlgR01QOAq9XYVMPvxIUDGWceyfBC/n2Hm8Yy8CphogPvB7qZiWU8JQ05AqwZZ2fRmmeugVyGJBvUjWCM0XMW35ibXp/DIiiLGixAYoiQKxg18vfNK2EOXcqvhW7yCyya8CK4AgB7X/SPODtzShvQaXK+i/m0SE3Oyvl1/9wvfvKFM+xlzcM5yc2jrz51OY9wOK+8gOpRQzr9lbXqA7/GKE7YghDfxNex/Kiuv/M3f/kDm9QskxjYlQsVseUFW1tKWiLctmHn0Cp5gZjYxXzQsY3lgi0W5O7Kum0tL9tqpSSGXPCztqA/nLZB3VZWdWu9UymYXJUogNG00+aRNcQ0au1Tsbw9CdmR70IzCHh6ZB1r2sngyM4GJ9aYS9DGZ7bT2rawLl+WoDbjdXt2/NQKK1nb0euPP/pji6QkhNl3rCCLk7CCTQcxS8zZR56zjpjtyV7LDp9UBTxRW0iv26WNm7ac3RQzk0tdnVrrZGidF11xrJJdqly1m2u37XzxkuUmBZvXxepqcocHGcuMc1aJLNmGXJSV1IaVIwu2klyzC6VLtnGOXOe0VdILtrW0ZUmBUuesb1Mx52y0aGlZwWFLTEmT0TiRqzQNWzYpFjeLWrsug6QhGMlYp6Iycuev2ys3XrON1U1LwDxkQNgNyEIQJw4DwrVWzRcFOKodYQqnZq5E1XrHi8aExYyLpYrFEkUJEZkdQUyZcAUntyTFEhYqUlyRDxjvooSWjJSdg1376NOP7PnhvsaVJP6M58NOZOTmYiFCUbnILTHynhQmbhN5lU25yHPdg6I6mYQ8m0TEGseSFf2+Wlq2o+N9K4rFZtJJeVYpGwpghMUeL5+KMTfk1aQKMo6zlJhYw9ZKG2IMcevWxG53C7b/fN+Wp+fk8guIx8F2+EEqcCNPpVDDydB66RNbKC5YWfNO/ZbV6JLzvVlPhlTXamlwWUDZqe7J6HxlmUrcGefl6/IKJZ8jGY/d7UMbHIh5hmLW3SMHn91kISlXw7ZuLMnzkBHKCUzCum/jROOb992VxJbv1B5Zjc0jYs8L0on1rQ3f0MLY9jpqs5gQWSv3792VAhfsldu3XIkJlfzTf/bP7ItPn8nINkyOo8jLop1b3BAj7wuwa9bWeB01mpbMZG0gEjEQqfn2e9+RQZxYMhJzsG4PzwRaE4uLLSIfnlmRLdjB2ZmuUbWTfkfezczWLp8XS990AOgNxR7FvivFiuA5Js9GAKXrR/huOOdE5NOffmq/+89/154+fmo3rsowCxhZaF+9uGkLhUU760kGRbBSkjeP3X6NxZxYz6YQKi16+dshm9M07/p+HA9bLj2AS11maoWz3R1A5AkwA8h4QHhkUckThtUX5TTfECcYMMbRQzuEGChXoL8DuLSDa2AM+D5rC/U62Ucs/pEUIOYvI0HYBkPAeBHf5h4wYcrk8l3IB+UVMDRU5yPmzd8JL5Wo2yxCA0EjJS5e0DzI0ByL3O2f7frxT5X1nG1sLstbEhZJh5m/aVsEbhCxYS1uT+7v6zViV8/dskR+zcb9pB3v9fT+kT26d2iR/+Q/+psfEKNdXVmSsK7oxnJx1TEUj1gdO5xgROl03nedZBZXfVUS0MCihJNyqdXo6SzYEVbrn9njx0/s7qMv3O3e3n/mjPWkeuRsi/QdBxMpGEyupsnFvSCGwyCP3SUZiekGJ3A0xRpSlWBlnwnjHo8fP/ZqWDCj6HzDJ8TdFv0dF4zvH+8fiflsW1+MggftxfrxdwSECcQSxnFN1BbuDUM5Pj7xve/Ei/wMNk14EJtCwDg1peeWkM/DsMqbCxqbYOejx67INtB1ec+vK2ZPm9Vybz+uLzFDygPCPHCPFpcWbW151Th9uCSvxGt56OlnrMnwUZ2vUKZaWsJXvX0FWYAEcyAV0O8rxeM+BBDQkJFccsIY8g3cOyEUgtZQYhKWgguIHnE8PH16tr1jT548tgbxa+J2EjrG9/Tw2JkuWSvMG6UpXYmoGKM3cjF5QAj1GBlJWyaU8nbFx0GMMCrjw3U4DorfYU14TMSovf2ZesCO8ieSt7yf6Yjb3HgadblZnm+5QkqcfTyHFJP5OqYM6xqWq8E4CUxQtCUxZZSJ8JEzHX0GJduWwty//9Ci2bAz5Bs3L6tPYsOjic/lrB7sWox25B7rOnhq7DDLrWh+BJahLIs7Tc3i1Odt/PXpyU+7O87YY4mYZ0GsbcnDlPJSv5txImbJvN//6q4z6bfeetPzvH/ykx/bY3mK5KkC4EkZK3J38/I8CJ8gt4xnWO1Ab3oaL+ble7/0XSstLfk2bQDkrC0jKn1dEcDCvFKat5jml5AWcrvfrjpjbMpjXVtbtXKu7LpQyYh4SFqaJiKlByzw5OzEDl/sOzM+PjxxI37p8hXNX8y+evLQY9VrFzZkPMUK42EBMkeySSh4IEx6BAw0cP3pN79/o+voCB/EAPAgC6TePHXPizUb9BhZYl3Hwxj6Pm3hd8aSdSPWS5gH10nNW54DNSCKaiPziBFgXIhVkxVBzQzujYHg77qF6wPrIshf72tQ93ULyQt6Qv64bwWX8SBkSPvBF3SGsfYYuGQEPOn0Gy6/rNP5DsXAEbBsPMjDvrRxzirlig2aPcetx3ef+76F2TDsnst2dd921ccXOy+CNQ8Rrsh/8h//1gfZQsgyOQ1UuCvWtS9LfST3d2CZPOlNCXWO891CYgAC6NyiySdzJaTM5EiDEGOnUkhC+vypffngM3fVqu1j36v/ZOehL3DUm1W37Oz1Z+ApEYirdCwW3pNVHdIhDRjZHyNNZLPdtcOzqgRfVkVNy2crMhB5O9qv2ueffWVnh03fgbQUetXiU91/GLNZN2zzTsh6taGdbJ/a4faxJSYyHlMN9kyAPI36yv+4N7FZXxcdh2yrsmqpUFIkSBMpFzw0JCasCZhKMXHNG1JYTtQY6X31mcNvxx0xgY4AoSXXsq1JafSsdSxv4MWxDZtjK8Tzlg7lxNbUn5FA0HCnNXbjhOhpWGw+bcV02ZYKa3JjV22lcs4Wi5zgkhfbh1npfnMqxyV8azInZIsISZj1dQEvdaOHYgGSKd+lRm2G6ZzqXpqTubwWAfF0xkGbuoYUh7QjedcObtHQSMIUsZQwWnIlljoXA9q3r54/tsMTMUbdJ5FLe50RCt7ENPjEgieaO6rzdeURxfXlWV5fTkUtp7FHoQgvI4QruYqHJsatnkA2a/0m21vFMjwVj12IcuvFAP1MORlGDmyddgTWsTMrJZeNAwDGnbnVHkS9KuBq+LzN1Q9BtStEP8UC0cTOZBQG5K4X+lbKl600zekzUZNZ8w0QUfUfRSMGygLus7Nte7G7Z6ly2C5dOm+Xrm54FslC4YKlxNimVXkczY7lZmSjRPScWKEowpHtC+wKVpsIsI72xOjjfuLGoYzVIxmxU7nXE40Rq//UJGeXHTtCOYNv2Bl5zerb11+WwidtfWXLbt9+RXqya//qX/1rEQB2dFJYRwZVskIFtrDkg3WBSCxtZbHxuhhbTbqQ4hQQ9fDi+csCoaIdvDgQOIjt5TTHAodSkpOT06LBM43bsf3Jzz+y3/0X/8qGmuSjwzOrijG//tpbVlosW7PbloxmxOwObSgj2pU8P7+3Yz/6w5/ZR3/4C3v28IV1T0SguhN5bes2aPXt+f4LEvVt/fKWjEJRciJmq3+jYbC4JkgSGEEKCN+Je89FvsTBIxEW8iRDkgFCzgCth/hArpAMXTs475NrAH4BUFJ3J9jkhEEiKwOGnUrJ44Jly1gBaGzOwRsvFOSNIVu6BgSSz0EYuQehTq91In2CnVcqbCoLzntst/tfEygKrgUHIDvr1jgTzqOsL5usIC19PYkpE2vmZBZ/xXtUX3oDGZIBZXKpEzOQUQzJcBetsJC3c6tXfbH22d1T+/LLJ3a2M5BMTORNT/1EkrYw4Uje2ZG8+vqpMKWrUf2P/nf/xgcMFBaG2N7xyZEGpeusDCVLZ4vu/nXaovManJTARAgsCdIcadCSYhtqrX318K799Kc/1U2a9sbrb9jiRsWzLU7k7gEGKCpZHKSlYOWwwsRMm5OWx+4YBFaPCbkzOBMxA2dCvaGzWo7FR1nu3b1nX3zxhbsxKPVC6qa+T7nMup8Icbh34BPBcd9MLgtaMDVKS2Ixub6bMv7TKydAwNQ9DxE5kSnlfSYHAWEiAs8hcLv+f7EzvIOp7Zzs2NnpmTNsxm+gaxGr4nswWNgYMU011a8LU+YexBppDzvlPKamMeV+FLchlsrGAD4/1ER7PLcbHOTaF+NBIGAZtGcWgzFJJQBmAXYoIlasuaOALr9TzQ6h73ZIoZPbpnZ41TgxO9hC7eBYDPmpPd19oXuJ5Yu5I6hJGQRcvuU82R8tOzk69H4tnVuzzY1NG0XFVuUKpoZkOwjkdT/GaWthXUqRsv5ZcGIERIxYGlvn/dQI9Zd2cHgo49ib1L3f3dhzyZuUTV4RMfKTB5Mg1hzZdPlxUNYg9lPBgo0w1K8zL3VcQbMyvlynMMu5nNg4cIUP6mfOqHYbB14BMK3rUyXtosCFGP21K6+5Rzg6FUCKUZZkTF1EpiPPA44VKOsat936jph017MQ6Of+7oGPS0/tYR6ZZ3aacgIHoIEnQ/vu3rvj+c2Xr1zy2D2y+ujhI4/fN2TAa2fE5o30ZzHBgYX1RHa8z2Jn7FylfbdeecVBqiyX+fKlSyILbb/eVEQK0AiPZBg0bySyj/T73UcP7ONPvrDnZ03pmWQpPbFf//XfsHw566l2xXLO9WQiWeF075/+0Y/sd3/39+z+54eSlVNhXSBPC0sLMkZHtn20q36l7NwNNtuUPeWuO+z6gm2QZREwY7KQmB9f+NXvjBXjGZzYw/mLbHZi0TYIN3AwBPFa/oYc8Z0gK4Mlqoh75xhqgJZ1HkIIzAtPYtJHJyJCGmfuybgjc8gBOfDoNN6vF7TSOPqCHdilB6EQ9IjNaIQiwDauQ54ywM74gx/ghHumrteB4UB/qcUBnk1D0ln9jQOP+RyhMzyl1YU1GfNFD6N9+uln9tM/+IU9f/bMouOgFtC0H5xUkpKR5D5gonucmvPI3/oPv/9BZyZAHtTtjLxFMd6UJq60umLZxZKUPms1CfVwLsFfWLF0/qJGWOwoVBBLS1qof2q/88//R/vv/sl/YztiyueubNp777ztJRa//OJLMTsBgZiLeqOOAIBiBrL+5AKzk61dE1i3BMJtuaNtDVZbrKkv12DCKcJl2yxeNzn6VrQ1G1Qj9uhDUf17VYt3i5YcVSzSjokZC9yPzsRUD/Tcs/ZpVYx3aGkNdCYuhdGkZORuxbHY5GTqGZoNbDYRw5UR6fAcBU+qSbFIWe9y+KgUetyxwUxWcCrhH7dsoNepNIhcVE4rKIQFBqzgit1mo+SLyh0Vgx635xYnu8DSYteaRBj4iOUUfUbvweSoFz0Yir1zOKlYPFskknItk/Gc2K2AOhT3NMFBf2RjWIiAl7giq8xRKu/JYIZSpP+Y3GQMAe9ThUvAorsMxaiJm7F18+xkX98bWlZWPJvhHhoH0duvPv7Sdnae22Gn4VvRqWUxi0hNZHRhGml5E10xyJh+Pr+5aRdfvWaLUtQXg1Pb3t+xdEPgHYlbVsyOI4LW8gu+C7F1LAYkQ0++MoYIphKNSWRl1HCbWbmnDne4iyeTFQPf9yOmygty9VpTO7k/t15rJE9ow+PwoVBHSiwQzxCfnNiJngMZrFiRMyErlhdjh52WJae4oCGBMop6UA8Oct2ubouVNS0ur/C111+16y9dtNW1Zc3PsueiN7Y159W6mDL5tmprFFDO28L5rBS8ZXtN9TWTtOXNNd+Wf3R06kYrJg+gnFOfyyu2Ul61ivqfIc46l7s+j9knH31qL56KYWu+KJ/KXoAvv7xvu2KztarAF2KxvOay04IhtsfW6PTltdTs+d6h1SEnArKIjOUDGU8Jn73+rXfkUQkUxKxnkk12Bpo8wL4ITPOwIRbPuk3d6/xuVxsOLJaO2Pe+96u2saT26z4LMrZUnnvypGlffiwA/+NP7MWTlhWFWeuLm1ZOFjSGFNCJyys9k040BTQrdvHWZVtfXbNpbGYDXQe2TKgAViwao7lmfmDCfX+PHG/YM8SBw3WRKU7zAdjY5cl3Qe3g71+HjuRVEJcn9k5IBuNAaAnwcrDXN9hswu+ED3b3tj33nDUC1huO5KmfcqK8QLlcWtCTQ37TIoJd9xrq9ZbawGJeRjoSFGbiswDvNwfQYgjwbpAFiBht4ndS9Ejf4+EHgghcOZ2FfQRU2Uul5RXKwypofOPpuHWqIburOT9+Jq9OuBmflqSvEcslyurbmg1lJMa+T0LjIE+X+iGRv/bXv/UBMTE/70qdh60wEBSSZoA67aE635dLWPDYWpTCNjRI7jzIfrz7wH70Jz/yrIDbL79saxfWfNDaI3VcSvF871lgQeX78LtbQX3gmwnoiZ25dZxoCnU9QiJYo1ScamEpufWyNpoIiquTG/js0TNf0cUiMbGdOpaKbZMTuRM8g9VMcn0ZWNg8nyPwzy5FWD9xKawUyd/jOS5SsDvLY2/NoKYB8SiuBzsiFsV3vAaCXom/ET/CMgrnncmyKw/vgvQc0mZG6gcWkaNjEB52MNF/3C1n2uyqYKBiQX4nTNnZgmScz3HoKe1g0QwmFksJtPVHP2NQYybE9lgvTBnQ6VDkXX2MJcQqxKC93KbeR6mIjddrx84UyoWATUTUDlTiwef3/T4zsSxqKqTy1C2WIE4CJpPiVe0q5nH9ZARLVOISq4txllneBttBfD0tZs34FAQ8nDTcODjzlWuyL+gPsUdeYcoINcXwvR8yKDD2+vyh9y+/FGSdHD0M3NcFW/HvAcqMUz/FSeZTOxNrYd7jizNnboWZGJIUUvDs2UAmQEEmTiWXjMPDgyfezkQxam+//Y6dk5zCQO99vus74arPT1wO0hNc5aTYN5sUspZejPkaw2nv1NkZB3sekSEkEkA7EpVgrWVza9Pz+CmVyphz2gUeS1JA/q//9R9brRmc6LLLOsvzbds/PBI7MrG9ojPptSKpbNJBudTIV7slFl3t2yO16/Bo2+6LWd+9+9SP8X/rrbcsLHljkwshR/odlcEmXPjVF/f8JJyJ2B56nF2jhoZZTWSD6m4Xrm75uJL1Q57///t/+H15uD+x7cfHApKIvXrzJdvaOmecGUiY6f7jr/wMxO/88JfsrW99yxILIhkae0sEB79Ov44pS4MFuBgJgbPGBcaMJ8mDcQqyMvg5wA2MNKyQTR0AqX9GD19cIx8fL13MFzBGN3ni8QU5zQJByYJgQ5580mPdZLI4Y1Wb0W3KCnu983rj6xAFO1PJ8BLBHEiGxJJh0h2IqPSYvrIGw0Udr/i72sRal8eo9R5yRFzb8VLeCHsb+por9KlQDKoLZjzVLuVFnZiXtIgl77/90nc8L34qArq3v+/ZSozfUbvqbQZrPKSjR+Qv/53vfRBm4aeQ9R15qYoQvlgQgkvJ1Nh6P2L1wVisWAxKCj+Prsh1EfCMMrKWOUt2dzSAaXv/l9+zdzRp7OrqaSA5uBNr9uX9u5okwFhsmMUo9rvPZRFwj2NJK0fWLSPWnZzmLTnLWnZe1u9ie5OKRXWPyZmYcydug0MJ3fO2DQ6QQwH2sGKZqQxHSGxJkB8PqZMSxKSssUixngIzARqV7cLEuaYcHS62FRnJAlP3gJoPYqmLYjQ5XTOjdqVkhRManKSEJiHB0uvCptjbesFKEu5MBSYpVpuWhZy3rdo7sdCJWIAGNCpmRB4vJwdwenYYJjymaL1YuawytTE44m4o93TQleDKMvL+NMR24JjHbecz/e4TDwsQQxdDZgVasGgEhcnr5JRfYspThEeWdSBGAnOeiGlTnzmWYDMI6XxyK8F9ARpCOh131eeCLZRx4wS7+l5YhmH73jMPL4QAE7mIIwHxUIYtNiEGGLXFqAQMBiDg5GSMbjwI58Q0HlsXztngYcd2d/a8ZgebMjJi98tLiwFT1vxHNdeAOCYAEIYZcp+5lIr0uMRAHk80b9XRI41H3AqVrDXrXTt+OPUxK8+XvR8WCoql99J9Z9inGgdCO7EihwmULTfh6P6xFed4GXIP5bkQl2SBi3DQ07PnnqNbWs3a66+/ZhMxOsJd2w/EgnelJOyuUr/SAnPcz8XFjO4XssbkWEq0a70I50FmrCXywhpJq6lXkYOIvBrOtrx68aq7rJwET4IZq+6cRXnu/EU7EituyLifakwGUnY8mbYAOJkK29r6TXv3/e/Ylc1LAoiBDVtivfpu2L0KGXzizHrdO5ZHKdyaDXsyKBfFdCX7CQqHvXCgiIp9IRf9JifmJG2BXPeVdZuzQ1Jy9OxoT3IytaXlRRnpM/uXv/e7dufOXfvw589t93ndq5q989a37Xtvfsf7kxFzL2Q4SShpv/aDH9pv/Llft631TTvp4rnpfhkWciXTat+fMmXNCwyZdFBiqwCzJlXzFcSQAW7AkvreGExi0ABfEEoAmHUtyQokit8BQTbm8FnmBhADYCEp/I4RT8jzwxPjhPy+iAzXI75MXQnCZbsvNLdSbYrrgz0sfIM9M8klpQdG8nwJ2wHYeKc0AEPAOgQADgnjmmTQUAuGtFfkCqIAeMfjJSvJoFLLmRDNzATikht28PKaja3awtKyvXzp2yJRGXtyZ892dw/dC+n11b8u4V1CmtyZa4px/8P/07/9ga8al1adlbJIkZZg4STAEiPhjCyJ2Fg/WK0c9mOubIlY3goCtfHZU2cmWVF2BvDRTlD/+MXJrv13/91/78WjebAdl+9jjXjV5f1Rzq8yD779FutHWpMzWykVg3O8d+ID0G8GMW9KFuJSsEcf5sdiJAMKE+a6WF2MAfmECA+CAiNPfZ1NQl3U16SU3/rWW1LON+yld17zmsQvi+Vfu3b967qzy8ax/6zqv/nmW27hXnlFLu+1a7YhF55YJK4ODLk4CVbns7mSsXOq35cASWjmAmlqfqTE1hGmmJgTlrwuxuQ7ezwLhaNnghixM1dmhuUcjUMqGXELywIpsSsYvf9VQu6C/HUMj7xwZ9pSIgocxcRUvYBKNGDgjAM50RTAgekWxQD5nqyCt/Pxl0+YBhtKKZnXulxhxj2s8eeRETgzhkm1v8hBB6tFj+FO8kFuafRI7tmdO5aOcmzVTKAc8/Ho1drqk5it5s0VSfMKQyKGTr8i+jzeSHREjC1mJ+M7/v38ctLH5/Tp2NtfNjwllLXpv/dSUgj131PiNJ4UCiqIwWYmQfYLYQxiyqNekFXRmQfrBfutQ2fUlY2i5vma7R1sexXETHTdla0QCmpYJ+UBsppfKacdFI57++5BxUpBuwkxIGdstSfvuKexIZvj8pXLGl82MkkW1T48Q9Ss2eW05phVNY8/+clPvIgT8iQhduZ99frr9r3vfc+urJ9zxlcXgDNObPnF05LGicEWNCaArdnBthTAmrZaWgw8lwjZQGLLLDwjfwJ1xu+p2D/9G+g7tPPJ4Yk8kKotLJed+f+Lf/57YvsnFk8uap5mdv3iFfuVX/0Ve/+NbznDrmgMyG/+G3/rr9vVGzdsHB17vehDeQwcD5eSx1Wtc+SavBI9AJMg8yJYUwGQkTMHWI2R7/DT+4TYaCeeJWLocWS9H4CzCI1e0V/6xLgz1oQNCGcwHsgMHhi7XNG/UFTeCgOjseZ3DaytrCxbubxAq6THFW8HTPrgYN/j737ika7JWk9v2HD5QEbJqvkmJg2RBDdI4yRMxVoU8sVniW+z07ak+UumCpKXgjyjiceFu9269zmbDGrMzHtfV7k8GNmHv/iF/fwPP/L+ry+uen+OWkduZPCy0SfGJPL3/9H/5YNI6Jz1pyuy5gW5OVKo6Zq1hsvWHS3ZQX1mtW5CLFGNWF2zcaRhnemZJunQWtMDS5WHdtA/tFlpal8d3LOvju5YN9yxh3t3JbBNdVxCcabPzcVMBU6RVtiWMgt2Y+m6HM2cLY6i1t+XK3jYseI4aksTdbQj76guJejHbS21YaGGgKijjkbY3y4WCOuU0IY1aJlSW8yuZZ1xx+uq9qNtMfqJxTe7Vroot+LltiXPy7Jfr1nupbElb4nlXRXbuyowuC63+cbAqpUz68vN7C9IoSxttbkUITe3jUtrMjbPxI4eWm/+J3bW+Yn6dldj9At7ePjIkgs1d59Hpao10id2FnluO6Md2x48tNOQrpkTuAyqut6JNaQQ7PgZykUWkVNf4mLTmvhk1Bqnx1Y/PrKJJi8u4xSbh6yUztnaworH7MoZKbtcqNODqj148swOZaj6Yj3EnAvhJZtrfrpnmvgjMYWOGJgAIyqGOOu1bUFuVeuMY93nVsylbax7ZrIFy0qpm52RHZ/N7en+qZ90EZ1JCKV4yd7QLpayVo6J3crTSImNxDR3VOqbNOWFaM4WhiUr97NWuhKWYKnfjQPLrGfsGGUKD+3Wldfty8dPNIecsKx5mOh1HLEJdG8o0JI7Q2plP3pqjfGx53EmZhVLdxZsfpo1G/Q4ZMSSS2MbJxt2NNHnTECfIVY+tkH9zFJyfReLTcuJlWV6FX1fyja/KCO4ZF2BxZk8ktPosY0SM7uz+ws/6fvl66/4SSQbyWvWP53berNo65GymP2hgHHLYnmB+bRpm6+u2qPDx/as+Vyeo9jvakqstW/1dNsuvnHZLnzvohWu5+2/+a9/bC2xv5yY6+rWJSuJXXZaQxuLSSck86VQwm5fuG7LMpb1Z4e2+/l9C1W7dlUkaFUu2taFgi1mNBapuIAIUrNvTcqdJgq6rojGLCGPQk5cRm493kxR4Hh6ZFaK25u/+h2rdIdiXXNraf6SGenTuctWlWH9kw+/sI+/+MqO95s2aE4tG8qxHcGWM+esEluz5/ePbNZN2vnVa/b2K+/aD777b9grt9625fUb6scN27r6hq1fftUiSclepGgHe0f22UcP7NlnX1pjp2YJgf/CVO1R23MCOSGvcaI5esmGsLpkKJku6Ptp68jT5vSSLgAno+XnXnLSjwzVi+opyUI2mA79ZHl2lVLOlJKvR2cn/n5EOhKJR4RPTX1m3+qdhmULGVvbXLfJMCcPDWadEIlaExhT7U9evLz5sNhqQvc/PZV+NiXH8ug52Z16zrD3JGM+OPMsHEgT6Z7NdktyTnhQ7nZE14UIDAdWk96eyUhQJfMFh8YK3AmU1kN7Vh0cev5+KCkvKyMPn3rwIjVkkEUiYystpe2w9pX90Uf/zE4GX9nCNfVfmPOiLzLTLcsLFcER7M/kcVN/J/IP/rP/6AMYCOEFyGtIKErMqNEWoMhyE2smVlSgmLWUiFVpuHZUlp7YTGzacUuYycsiyI2iUDnW5qwmN0csjXQsLFUpW3bLwQIMbgfHHfmJADV2zMwtnYA9iXn3A9abiud9dZn0MCwLq/VY07Hu5Ynubu0SApUHrtwXL18Rq33T3vuld72a1cvfumrXrl+zcGooZpfTxGLNxSwFCsTuWm2xQrn10aWcZyNkQhW3hPNmRO1P23o5WOU92PsiiAmPz+zo6Ej9alpHys5YXb68LuBjAaElKyxQPuuJLcN0EZIglYZi+XgapNRhGSnJiGWcix3jVjc1RjDhKKEXGIHcRe67uFhxZuer+RImiv/AQHiFFfQnw8DF0j1gpGRzwHAPDjld91juMTG4sVxiGSUBanmx6Ja43eWk7r67bDCSF0+PnUlzlBA7ORfywUkny7o3DISsGGLLZICTX9yRslElrSvXC2+htCagF3vYfh7cNzoltzNnK/FFd98izWCNQL6C9zsk1gELDKcT3q7hWDIj+eIgXT6flGww34N+1xkN1ffoN0KPqxBNBp4atVBgJIUVFuUiMmawRnlaswX/fFf94zqtUM09uGdHD90LevvNt211dcVS4ZzHrpPdIEuFsCF54nIwPFafzMf9ez3reqz4rH9mnBO5IkN96dIlC8uTQc4z4S1nxof7+369NERB8xWVrHH/hXLBXzkSH7nmDDs8U8IInC6SWQk8D9zr7e3n9ujBtjOusMAcxlyrcapJkAYYZCvQr5nAJ+c7RG9prmB29YbmVXLK/jwY5rPtXa/P22gFdXwBGX4fTYnnChjVR/Tk7/yHf9+++93v2ptiyBvrm/IGiEHDPAN5Ozs7dD3pD8WK1bdEGhYM4+14v4Zi0LT36PTEPzePBqdrcAQU7JPMF+Zr7mMseZD48jshTuQ1IZa5srzidU/wREibJUTAOgPVJ5El1iBAJxgrjJnrw5S3d7Zt5/mhyzMygJxBNZGLYJcfG2pg8iEZzawtLS7591nXItzBuE1mwje1jZ8ZF7xv9PSbLCvSPcEp1huY77W1da91gewi//O49ED9IW+dNnJ2H/eea44IcwzaIn1VYcfuIU2T4XvFN4PJlbIdzXdzO4hzY7DAAxLyIv/7f/T3PsB9HukJGIuk6WJ9t1isYoZ8W2lErj9bFQHMlrPfMCUMO3Kth1WLp2K+zZo8vZiUZihhYisw+9wPXhzJnWrbpEv92IHcWYG6bhIViyC+lBxvCJBZBS+KHMnd7eCe4/7LeqqRnb7uoYGbiz7H0up4pmnzmNya+KlNY1U7f/283Xztlr3+7rfspddetiu3rtrG+S2LZnU/9SMkd5eUpkk42DU0lPvEIt1wEBwJHk6mLE3h+WFCjPXMRhJudnNlErCUntWaz8QoyUoZWTpftIsvvWUrm+ftWB7Emfpyela1Y/XvuCUgEAmcyOq7BRWDOW3pfpxBKMUuL+bt6suX7NpLF+SiS2kl3BGx8Xl0IKCRoRl3rd4US6iqbxrHaGemn9t2vXzFoi21p5G2pemCXY5dsQuR87bUWbJiNWejWF1eSERMKG6VpIC1ULFKImfWFmjvV2142rSiXPO0vJBEP2wLUblbAs5QfWwJjTfAnhZInl9as4tyoVdynG1XsixF4qcJa51yEs3U54U0M+KWoz673+S5SEgv3Thn58QwDw/ObO/FriXDgdHJ6B4ofqQ9kWzp89OQGEnCwlJWjPw8QQ48Gyc0R/o302eYc5ETF1LOOwNMwk7CdH+BNwsuEYEhizJstwfcl9bknsoAxkbUFUnJy8BdbMtzaggExDwSAqhnj6zaPvWNG++/9V0ZvrxNWjJibXkTUu7RtG/lBXkGCwVL5aO+eNQa1TT3kr3Y0HKFnL2o73s/br5521Pf6mJt0UjMvnX5227IYgLNgYjMye4L237yxI5e7Fj97FTMMGR7O7sCoJatLq/alatXbWtjyza2tmTUr8pYyYOJpS0+lNe2d2wnT09sVO/avC35PKmrXwL/qcZqHhU5zuqzSf0csWWB51Z51V6XPHE8fkuGlY0/ZGRwgvm9+w/swYO6+jK3lHSS+hsJ6fHrr96yX/n+L9uv/fB79lf+yl/0bBeycWSvbSqvqCPj0awdWVt977XrlsvA4SZy1eN2bnNV5CymvzXs9GTXWgKrB0ePNd5ivWK2nI2ZK+YEfGlnmx0Zb+LwLGJD4jyrRboBaCW/Nl5rW+d94Y4zMP2oNTUE40XIDHLDadbEetm8xCvARYlZQpMSJA/JcGZgZUHES1g14vxHcqjFUAWLwp5jGRQRv5DYr97v9+syrsdisaciWw3Lp4vqn4hiSCQvJixIZLyGChkRvY6Yc71t3XbPODdweWHZNiXrpULZv8OuVDb+9OUZsTu31+x7lceGiObR7om9eLFvTx7Isz06sdpZQ4SI+PVYOClCNBX2ZdOa/yKJUiJZInRkrAhbI3/nH/xvPyCW4wnRshh9ARcxqTNNrMdMZenJ8WPDAavd/V7LLRaHZVK9f9StOQPuDrr+ebbcsjr99PlTZ2LEXrAqcyEVTGIghopFCs+ClKW1olgHgy9LxH0RAQL0fBfLXl4oe7u6AwLvAzEtszUxjVuvvGRvvPGGvfPuO0E9Wk0ulnkeZtFraie1bd/115PbCxgPYPR6n1QyFnIymbK3qz0PVovZes3nwoNga+egReqMAC9J7FfeYiXtNRBeef1tZ7J37j6zhw/3fJFPcqLBdiMtK2uy7klbqCzJ0uetQqlMMYC1xYBhrS+tOvNdKgfn7r373vt+7lc+nfNxycbTYskLvrWcB+lInCje8ApzIbGqknsQWU5U0HUHeQmtW/YgV7ai8aJ97BhkPKh1T79OTo99l94rr96WopCjGuywnEoJyLo4J6BgR2chlQ2Yhiw5rKFRQ4jrYsdtZ9oYOGe+AmRYjFF4RUyvJYBj+zdGl/tVoiXvT2Yc93mTjjjTgCnDuGcCCEB3LFcVBhis2IsnSBnxWEStxG40Jl9n7QDKyIk0xnNQ+1IGvl8WU4exRSfBkfWxWc4Z2AD3FDaT7Hu1wlli6ucbXrlw3ftyticAEpDNpUj0Z/PcuscUs/L4GM+dw+devS2cDnm/eqGenb9wwVYvyTuSrpwJDGCI1edB1gs5wqRT9QVExKglbJKdpB373JEBEHdmu7aJi6051BOPJBrXWOpzHDWGMTo9ps4uKYzUOCGrhx1uZAiNNa54pTL06i+FdWCub9y44PP+zckfpfKi5iWvcSVmSy5zyd586y374a//UCD8V+zf+mt/1W6/87atVCruFfcEel2BOXn9XopSAEQdBtZ3AEg20KCPuPh4so3WoWerHBy98GybxyfPXQ4SMrDONJNxZ7JTkVbmi7FGzlyOarp+sxV4whovb7dkEpaK5wYOkZEBo6aP4AWyiGeN4WZ8YMh45AC718/Q9/Hw8jKczANeBaQAfUCmWNfxRUYRAa75TZYZY47cetEjzbeve/h3grUs5pz+sV7FZ4nfk89MG4jRNxpNb/dJ/cDbSb/wIFt1Yac8rLPjU39t11veLjaDYVBOj6gYeKAxmPg1two3XK/6FGmSnKeEA5H/w3/yDz6IRxhwQfR0LrdX4EhYYchCjdnqBudiQczFPgTAvcGROiBwlzKOpm0bz7sa2ISfANsWQ+lJAZ8+e27HAhO1WVaEBsU4/s/jJbl4wYr5suVS5AJKqdtrNhpEZREJ4JMeIwYZZQfbwGsbnLSfWzIXsc2beXv5W1fstV8+Z6+9d8WuvF6x9StZK61f8spcIwkptRhGQpNIWsw4ItdBk7x7/NhzYoPzwDTACX2nIFBLl90tKqSkyBLgnASaM9oW8hTlPpPCbatvdbFxgV42Yhm5sBN9pjnO2p7Y55dPxJ7nMiCFsDU02FW864zZuWtr9vr7r9u3viNj8e4rtnVlw8obBUuX5LrnxKZCDRsl5BJfyKkP56z4yxGLXhhZaFnM7/zIzt1etgvvrtrm5SVLbYRtd0/gMD2R4rSs2T+1SU+GKTS2vBh+pZC1cbpuC4W8FQRQcwl2G7YvA7dSKNnNi1dso7hoISm1Salvnb9m7916y+KDkNW3TyxBZTqxoy2Bw4XFc7aYKVpyIsGrDY3SJaKZul/cGscDa551LTpLiY3GPNMkzCYYjdv+4Y51apyOwdrh1J49ESvU/S+tXhCqy22cy4UdimmQIohHJVYHo5rpb9SYoMAjyj9nkUfemoTQFZTUQRbcqPVLtgWgLC3X99lkQUht6gY/m1m0cS9iiVnaGXBY7/fYuh9pWiqjfmrsHj/+yiory/bm629aNrpoxwenVnuh603kZk4OrVBO2upWxTIF6QHbqTUmD/ceWFPXIQXszoO7VtlatPe+/b6N5S0SjsoUC+7ptR+fycM6tG711JJio2sC2xU9kwKTgdhxUgCxKrf53NY5WyhK5gRYQdnUsOR+7CCakX7kQ1nLiahE+3HLhRJWjuHxxKwUzennlNiydCeUsgV5Q6WojK+8oWURi3ghqnHNCMiSpiGWwa3Y4tKKFH7FtrYu2G/++m/av/lv/Fl75+23fdPPRKB0svNCesmx+X0byriMxPrHIlih8cDiandWBCzD6TYynHJsyC/V5Pbs+YMH9uknH9qzx88ELodWPa3bwejAlldIBeRw1K7HgpnLtEjBkshF9fTUQxdSPuGAREIGGJADkCFzB4enwgN5bzIkgG1bhlAi4brJ56lSSOZDTQaDRTe2P2dlfAmr1QWci0t53YtFZ4wQG3nmMgosLopA9ptWrVLwiy398vjEjPt9gJ6FPfKP1TUxVbJ8Jv2ptSTHJ4dVAaq8hJa8teHMFssrvp2cOoU9EY+9nUPbfrqjzwkjmj2rHtU0drq3dIkKkZOeSKG8cE74ScgDKspz5YQV5v3cxUt28+XbkrVNi8lrHKuDuZzkiA1gSXlMa3lPWQz15x11XZ6pRqI/69th7dh3p7U4kltKsLJRdEswmdRdWaZyC2FWC+WMhxdCmix2ux2fHDvSn8o6fPTRR1Y9UcdQHpEeTjxIztmOO7GF9IIzk15dndbknd4LNkpMxHyIYbebp27pShUKq8iS5ka+Wn7r7fNy9y5ZdlmuhpS4PYKpdCyTv+3XbbU4yaDvFh0G1Rq8kEU7tse7P5Xim3VHp67MiWTBY3lxCT2Wc/3yeTGQoRUSJQnygs0FetSXPhOY059O/0BoKwARa+P3/OJLHpP68c+eeexu2NIEHUu4hXs3rm/Y93/wW/by7du6Z9qFhk0jML8o+bgwWrJMdL1lMRhiZifZXf/7pDF2hr9oCxrPhMVrCfccZkdBpa3qk7Yz5lmb5PacGPeWUW+5vrTnLABBZhx8BViWXm86O6uUyr6zEs/j5s2bdvniRd+Qcnhw6OzgR1/92PNSC5oXrHe3NvXqfS+eHiEWAr287WxvewEpYvPLm+VglTrHsfEpm+aGsu5pi8kNZBz/8Pd+6jUhvn/zl8UIy7baz4lp1yzamjmTTWhOmT/LsKJO1T2S9DlMIIg9AvbMKxK5tCjAnQcnVJy1Trw9bEryFD8ZX6p0zRIYlr7ljOOACvJQw56l0422XfEftB7aL37xC7v1zuv2q7/6Q0vNKr4Ds7sfMM309MA9GMps4sFMROmfPZMXtP/QWVX54qJ99vnn9s6f+bb95m/8pj06eebyuba6aXv1Pet8OvCTvGscGiy5XiJDRcAxBmDEEDniCYZdkRfCnODWe3aO2CBrCRndVxOtv6WYQDs7CE6Mn4ySztj6vcBzqAr0iW/m8kF2UkzAQ5bBxlUB9KWL+r5Y+tGRmKY8JM0LG2KIeQZV0Ob2Ynfbx7En4gSDvXgp8CzbrZr/XaMhnaDuQ97DCOHY1/epqH3q17R7ZH/8x39sP/nwX3r2RqcHcena3XHXfumXLtiVGzc0LvIyUTY94nLNycIRQfRxZkMP44YnjELySjtO5akwz+QfU2gI3UK+6TO1T2CzyC66wfdhtdyCv8Nal1aKYri6vmSdv82EKbBpPEGYLgexco2YDA34QL1zPAp6DHMtp847DjTFfGG27FPgAVjSDl6ZR0KvPDRUfm+PJ+uX/rjj9wXDYOBjvQ9OUEec9wnLMJ9UZSTL69bNl6RTMiqEi2Hv+8Eaihwin4+8POTQaN7zKRFPQa+tPpF1oXGjmoPyPNr1xlpEVl9gMZ813NLlpZTcPCLmxPe6AkWU4unDHfvxj3/s1oMUlL/0Z/+KF8Enj5JBCuvmbOv8/ONPg+vWl7yzITUQUJmMAfmkbZ1b9IT8H/zmuz6pvXDVY0nDaNNBobgit0qWqCMYo1rXyRF1lBnwoIRhu7PnoDkPH/l1G81d/z2TLrgbmc+uOghdvlDyAY1FcW8GAvKggFJbrJQZoKAN14tkOCY8bKvnv+MW/sNPdgUODasdfu7CWykvG8eDv/LyW96+mtg0BUbSco8Ao7LcK3fzxBAZN4wQk/gke1fwIwvvucoSOllktlJHm8HixkJ42Y1J75AQxIkNqsFmmFKm4tcjk8XdOYkq204RBsb14MW+j3dFXgkucDErIdPf8YYQlry8FOb3+YMvHVz3dhrGZoJBWz/v7en7bReSXK7o49bsnMhzCltpOe7HKBXKEkSEaC3r4NdSn+j342d79tu//dtWDhU8rLRlJc1Fx8JVIu2EMKhTIFav76obtrW26e0hNsc8UScBZYfpcHQ9KU8sslSbxz4PouveHtYurkquRKD8kdO4kpo5ltxizBohGQIx8YeNXS8E8yu/9b/yheDxWZA6198PFo4XVo48DHZSP3U5aEnJPv30U+tFKOUoYc1LNvT+Oz/8tpODF/VDN/rxXNLu3fvKmj/adeWajwmzzC0jMCN1kPAU45JOZx2cwsWihzRIqQKUjQUogYOsus01TyExZSGHDWrB9t7wvODjkdU8M98YKvqfK6TcxWYnGu34/MU9W11ZUb9n7lbjlZKC57vDxDZnmnvaPx71RGo4P1MGUP2PyWvZefrUVhaody1JkwvC56OJtORCzFFDzfg0OflbQHdY3fMDkr+8/4nrdX+E4TRrbe17OVFi5PRXSuLz0xFgZvR73HfCJWSACRlm1DYwBF3T+IrtVhbWvV8kDUD6kAU+zxhgXAFi9IeSnL6ZS+PAKxiBER1QN4f+6Hvk4SPrkJCj4wO/5vrGquNSOBLy9ROIA+OBQSQi0DkJFmRJwYPMUCcD0sAZf7SFU0b4HLuQPSFA88l8eB0Mjc9EmIEx5sHvGF3khoVZHmwa4/PUskYOCF2x0Mz5iTeu3/Dj2NCruDwdMq1g5KHWuDanUXMJdSaRETyIxo/b1hhQEnBmx7XnzmCT6aFfNBQKduolE5pICSOpUgyE/FHbLG7Yl4/v2x/90R+qNVHf3/9v/tqf97zMlFwyrFBC4IPyf/zzX/h1E70NZz66qK2urdrF8+sCzU27cGnFmdDQ6j6Z4zg78aiVEeT1hdjooU7nFm+Lye3Y3q6srAYlKaFSw2wwOvH40nC661btTP0AREuFRbt+/ZqtLF3ywarkBXxy39ly/eDhA7HET52hzCPkOM9sINe5or9nF656rG8ev+Tg0+GIdinD8YuP3RKXikHNA3FqtWMmkAxir/GwXH1NMulvtCspi41VB5SxwM/O3XdjEJmoT2rPpIoBkeGZlT3mFBY4A5rlMGxC7OLr2DdZLFCGGMet63u4e26MGhojfT8h40Rs+Wj3QEIYt5IsPtcl1oVLiPfCTr+KlJTP/8kffWp37tyxVGTVjcG4L1dZ/a7VgthZq3PqMbNwoisDVLGCPBmum1pMuJHb0xyyiJWS+/yf/+f/V9u/88J+88/8pl0ILzgIzk+pZidWLVAmv3Mq4KDfVy5c/lNQJgbIUfMox3ja93GOJYlLtuy0zlmMgLKAQnKUzqbE/G/Y8+2AqeRjIR+HgeSWca3Nz3z+XoxkoGQc/82/9O94zYvW/tQ/16YwTKtt114ae6z5i3tf+PvVXt3zifNrJY9FHvWr9t1f/q7deu9Vn8/WPMi7fra/7bVe1qu5gMFpnnllTYCwSyEdnOZ+/fpNMU1NlOaH+RpqLJHThAAlIqPKYYCz42NP6QJsnj4+9Spi9bOgrnEqQb6rwE5zgtyUylTl429VtSdirUjPY6p+HJLAZmmBOuhihpFgF1sUgMYgDLtQMbPGiVzuI6uc37CZ5r0vDwQQGQjUyfEfTclXH1qLTU6Dvn2mcWE8WZPhUZNxxgOdzMlqytuv/N13fJyRLeSEcp7gCYEo5PdEVpNx4bRpSARATTsxLHx+KJefdgKwyDWASmyb9QTyv9ExYvJs2GGB1zM4MBr6rgNrh124TV0z6vsLiLUj14NhT0ZCslYKjAFpcJBNsIo2wKiJ/e8/kjertjjxkpHEYJL4QPU4PKVUUqxW8yV252ANw8Vg+N4CeQZztYP+8+DvkZj0Ug/2IbhRxzGQXM1D6q/mjTbTN7xWnn/mu7/p/QGOuSZhkMjf//v/4QcJsSsEDqUgZyUTSUsYpHTJiJ+N1+22ddGuOkjlMBPzIZwh5VwoCciLVpUL1O2MLJqJ28biJWNP+Z1PHtvdLx+IeU1teUnMVIyLHTRRuZtZDdTiWtku37hsL44+t+ULKXvnu7fs1/7ce/at91+xpS25UFmBmsgEoKhZtVk8KZeKhYGK2rAshs7xPwXrcS6arOVgCBCTniJ8l/RHojAFSvSZXJm6JurI0qmiXb9yWwzrJbn16x5fjo72ZCbk8jSfiy0+0CQ/0/uylnEN4Kgloeq5dY8lVm2hsqJ+5+z5020J09zWZfHWSktBTVksHkcjifGko2IEM7lZLP7JjVwoVCwl4GhUa2rLoVFnt90J3CVraUCPk1aer1lutGhnO12r7xLPitqwF7a1cxesp8nsyVw2NeYHnSPrxeQCVyI2SFGifWKnZApMZSwLEcusig0Xo1abtGy7Ifc6IrdLv3ejctE0h5GiDIKw4HhYtUN5A62nh1YXI9l5vi+lEQsIp+TidgW0FzzbgFMTUM6IhKpMDDcZ9yJRczEHPBXq+g7kgq5unrNzq1u2deWSC/m9u3dseX3ZSlJGNrzMh5waLk9GgpxIa241p/O5AIrNNnLxYHcIf58iN6Q3CZzJngnHSdeceUEmTw2cjj1rZlkEgRNJmkcydGpzSmDNOYLN1q7ktWHjGEn+CRmLloQ+bn/xL/57FpVAHT4+8nrO9Z19KwjYN28EBdv7Apk79+/YcefM1s5vWl/Xq7bqtnp5yzYunrPccllyKKWUdAGWOzsv3KOIN8Z+jiLKyWnTa8tLMvgL0ouECMaWhdRmNURqOrcZYZm5iIPek7ZZX0ATnnR8g0mP+JfYXEiyw+nqs1BS3kjJKssCXIFITrpXkpHMs19AfV9c1djq9ZWXf2CXzr9sly+9rna+qs9wosmKQH/JT+WxZMFMgO8rb2Mx80nIUmGRB3aUpuUl5ko+fhxV0m+PbO/gxB7ef2z3Hz/x7IGGxvrO3a9sIjB8trNnz9Tnk2rLLt24JfkI2+V3Vjx1k5AQoFbIFq0gAnDt8nXJsDwR6Ud0rvnUHGAo+n22kOMNZ8Viz4lcxK2j3znL8uykJtshZq/5KebK7son9DOHi9bPWh7rxQMdSmYS0u18pijQvmTF/LKUPqG/y3gfNW2qfmaSJelc0drNkbVqA3nyYzF0YuMJP0Pz7KTt708G7KYLCydY6BNRGIydNVOnh/rKxINZfJwLlDGGsHseHOeGZ5EIs7FEYyu+wGIeD34PiUBRqxlvjXHxqIOug9yzftcTUdmXR87p9PVOVTIjUhdJWrUmj/Tv/f2/+wEsi7xCrMUoHLjHrHqD3rk8i25iflFqk1IEmt021EXu+Y3qAmwsPzvxYHSFCCUGJ3b/zkP78Y+/0GSPfJU0i8snoKfuKcyGNDss5ubqqle9un71hl26KBZaKLvlYUso7eFYGXb0RBMSKLVrFla7ZJGokkY44ah+7EwsIsGCyW9unPd80yDYj73WAOt6LI5xP4ojef/E7Ll+jMU8tb/WOPSwRVfMiOuP5X50JAySA1n8rC2tXHPm1h/FxbwOxRyJ18Xt5RtXvT+EdbGMlPNjgsjP9jrGyYSvELPdlJiWBsRjsBTnoV2HDYwebpOER54A8Xx+ZgUbT8Ar0B0de+gGYWnWcKXYOhxkyWRlEOg/Vpa0IWLI9OvJoyf20ccfiTktefu+qRvNXCNkuHLcK9UOdi6pxe5WlQqrPj4h+TR4MggmecizaVD/mIUSYrhxGVcWZ1Jy41moq2ys2Tm5sCvnNj388FSKDbO5vLzl9+WABcaZVCJn9WIHMN+w3GyYJwqBW0s1QXXAmQX9YAGJ9g0E1igPp3ozbriqXJdzQj3vXT4VDK8nYwNT60vYAfO63iNmfOOlV31826fBWI9lSMpi/MVVSbraVW3UnBFKkKVsURtpvrwMZIHsA7E4zRtj1vr6FOvtFxwL/8QuZYOzFNk+T3uvXLxsa6trX8cU1ScZr7B7koGnBKfisFzaSDs4k5DYaLsV5FWzU5Y85hvXX7WXXr5tl26/bpfk2V24csU2L1708V3U3xcXy145MZtfFLCKScutltVxYGeB1dk5XvVEd1R7B40zG6n9/XbNx6ErYjUiTKT3q2LqhNpe7L7wutrUZmiStaA2dwbBzrrDM1JbJW+FjOdtL3x9VmY3eeQnCZGtABPkBG9PcdMcc0Yhu91g1KtivYQR2t2ejzP5y8fEwOdBPj+yhRygMzBHdImFQ3bieZ40xEDzjddA9hHXIlwSjSU9Hsy6BfKA7nO2KKEoxjWTDWq9sDmErI9mU8zawxFBjJhYr+OfZIj7Mod4DNTmcCDV71z3m/xl9NIZMp+TzoX1SiweGaE9hFmQVz6DHMVEYvgetVACJh5cC2aPp1M9OXLPqN3s2HA2sIaMTuQf/r2/+wHH+fMltUbuC7G/mYOfp6FYR5PYllXsqkEasBhuByvmQX3SnsApl8nLYuQkbCHLpxa9GtbzB4f28Ycf2t5ux5Vt49y6Xbp6zXKLSUsI6MO5mQ3mPWtNnts02bVoViCb0/1nHOEjBtfpWZe4WbbsTCGZqjiLm8/l/kQoal3RfSo2DtVlNeOW09/JI1wpnrOMXEfOwOuSfqfrUXWNDSaxqNyWCa5TVMJPNbWiFRMsVoY9s4QqUsSCqN97ejSy7SdjyyXX7Pzqbbu49h1byl/03XPV3bqEvGvZUMK62wLI6sTy86Itp6QsETGDrizhfs9qz+v28BcP7fTpme0/3LejxyfWb4wEUDJ0fbnatYmVf3TBCs+WLbsj5vdAY/g4ZauN87bYP2epg5KFj9Tuw6xl22XLNssWOYlbsiEwbEoJD6O2L0/m6Kgq14xqYFEpypIMQUYKdmBf3rmnMedYfIyMAE8sLZSQ9RaDnMjYDeZjK1newjJ6A/otVjqLyxSkBPAVGRSRLGoLzKPkEpMFIWbRDUpLwq7SiZxVpCQRsawiDFH3jpdzLsQHR3v29MUzzUfJz/ALUfOACuBiIJJNN2gJGdqx5ohFIIrEY4VGswBMJyG1R9fJsQCn+SefGSNLyhxrG5wATXx22pGAy4iE5x0PCQ0nYsmA84wiVCYGnLdf/cFvyQ1dsv2dU5sKkGoydEl5FlsbC/IaZgKkI3shlkuu/jAmhi6w7MiIhwUSuRWxTSlZV94Yp3yPJU+k9PniqzwMQnbRZNJzUKXVfsBwRUx5IqXvctivjAwbrqSjPvYR6jT0qMEsD0xe6VA6MNXfqS/OCR3xeNZKlYKAthKAquQYYiPBDwCXympcTEY9JMU26ZsYlckmyeuSy3wmBrh3aifPd+3o6Y4dPn9qz548leI/EjOTDJ5yvP2+be/qvZ2ndv/uXXvy7Jk9392xF3u79uzwuZ3WTq0f7ls0HbX3f/19CcHcfv+nP7Ldk64Vt2K2uLlke40Dkc65PJKGXbt+w9ku+xIun7si24DXGLcbyzd9162zc3b3yfC3OYcymVeTs7a/L1Y4kj6dNPwJUw/PKbObFdMtSL5YIxHREwasLm7YuY1LdmHrim2tX7TVJRmnsgwilStTObHlikjBRRmzW/JQroicLAiXCvJ6M1aiNoV+tpm8y56M+sQ8U2ehTNZI0gkeJJfMIMYYMsTYw3YBVYghMsl7YZivnvyN099Dc7U5NtfP+pYMuZBTOCUZJ3NF842hcTDXK4BObXR/jVJdEZI4d2OP58K60Kjes8g//kf/4AMUhJs4Q+XCeu1OBca9lj3fe+x7zUMRkvlTcmelnFIGyj7CfAe9oAbosC+BJlUoISuWLEoxg5jj0mJJrvC63bp9w65cviyBCopvJFLEUCZWq+46M0vhCsuixcNy9/SIWlB3NJVkYSijjgQFYmb6LJYoLqqfEChaoiuF1kDpe1imqCaRmCiCDjiEwgNnuAsLebfYMD9elxbXvIB8OTP0ak+76iexx6HcSXayzUOs5Hbt3Xd+zU/bLgrsedSbXXdb67K4tLuvQYRRHh8ce9yLanZYUT/KSe3Ecpd1fwrDwyhJC4NJtKWYHqs/KbrFnUhSYAwU/KfodkhMH4bSl0fC+2O5/sHix6lc9JaYs1w1fX+vd+gLeoRCYCC+u0/X57tkwrz37rveTo/Hi+kwd38qJHouysgR04PZODvpj9wYY9hgwiTT+7jiN2H9SXzWQ0TWGWY6IyMnoASMWdWui9HyOQzxgTyP9aKMjcYhIyVlXsJSUAQAd5FV/l5z4H+HFNBOTlZBLmaSQ+YvmQ7OFhyIsdF2dj56rFBMGUYemgQnQ5jAjb+PZ2J4atcQQNM8xAoL9uf/3J/347LIqqCkKwtiC5mk551PNf/Pnz33vHwWCmHIjPMkHJzhWF5Z8P6Tf0/7kDVnPuoj47aRWXGDL631z68vrzpjGstL8AU7NYM4pm+c0HUmuj9sjRowKOckPHF2JX/B2aDNk2KB0p+0QBl4ENjoRnpmgpgwMUvJkV9Y1xyK9LSPTo2StQe7u5LN4OQQFtPJJz6rnri3FZzw0XNPB1k4Ozv2cXj01T2Xk5o8BT639/WOUBgyC3zvfOdd90Cf7DywSjlur7zxqi/ck+b46quvWXt26DvyqMjGPC0tLvsrsdiCgDURSltXhK4rbED+WvL2yMphrGHnYRl05Iixgf0SQ2YtCcZNTNmfa+u2sbBhK4UVzZsAVmSANLWEvPO29AMvi516zpx1HeYfWWOeNEQ+T35grJgpxfZh24ti+yxYLwifWEgkF5sUS9ZLwAu8KPYLrK1t+HWZK66Dd+C1gtQmb5swhL9LZVz+2BgFww4qy2maNFfgFt437Qx0D/Yc5EVPpO/EsSMihq6jx8KV+bABP5dwyLWSYA1jU1fOg9ahlF6uc3PXha24FNOg5QUODXcnRqOmOigXQaDEgl90lnNhuihWuZRdtLGU+ExMgrxSJjlZkiuqxu83HnjDMxWqNI3kOu3SdrnhgZuTD1d8kuZfb3+t5IKtlrBd2jVWG+kMp+cSuznofOr3t2nR25OIBSBAHVfA8eD0gdwXuRTJYDW91xNr0wDmc0uWjxcsZbv26PEj+/nHv+/KmSum7JoY/WL5lg/qQu4dV476CUfJVzUmL7xIea3x1AvhLEaX3e2MyQ2jqPUlWXOEWEPv7im7rLhOe0j4QS5KOADt04YY7vGR/crCd7yf5O3iUrXGXc+SmEp42IRTqOQ9DMBuLL7X0dgDDmlNKvdt5DGQwcYeGFxFbi3C1uo0xI627d/+d/+qpyvCimB2uHEIVlpunYbBZuOZnw1XrGT87/uHzwTucnPlvvJYyiz5Qtv4lBVn0bEG7mLDuqdjdw+XS1Imqs+9csGFtZ6duGKRX0wK1bKMJe1ON8UIZDSGp6QlyW2XYiHMg2PCOWLdcosxEv0wJVPHNpHxRsFiqbDXZ27UOEFiZEkWpKUchay8AQFPYlJxuZ1Mg5IApEoyz015RYD10o337T/4D/439tOff2yffvqJFeZVOzw6tNcvZLwI1Vk2aR9++AurD1o+b+qZ5oGYPYRALG2t4MoUTgTbxSNiRR4Ckr7Qr434BTdG5IZz381Sxd3rsACZrJiZDD7zy+nv3j+xZwwmu/AAgfxi3nccdatDTyUMz8q+IGmrkj8es4CkWF9jzwYFsViMcKsdHKN1dhyUOCUejxzEpPAefmPJXiBxcLrrRoEDVpGv0azl7YF8+EYLgSLyNBLj45ilXZGkblftXSTlbsXe+sHbduvWS/bjz3/q32NPAHr7xVdf2re//b4dyAD4515708MacekBMWVqnBxJ79fWz8tzGVlPHhLhwRcnpw6+c40ph/ReqlzyBWm+Wy7KG9Q/j9HqMdU/QqFOsr7+B3kB/Hgy/meDFw7CEAMUO4I3wXf1OcgOxpz+kdfu+DEOCuL7XMqwlteWPK8eXcLQRsLB2gYxZTfCIg+EF7sdGUz9TjlgL4oP4Os+yUhwkDOVBh0XqTyn+3TbFALr2mhAFga7GYOFYGqPA8KELiA/7cahH9acmiWcFCa6AugP/rN//AGdmKjR3CUkhgcZasmiku83FFvE8uUKotwSKopYM8lTuaKsRGrM/JHPyMXQ5ORlyVjYiclCFuWyZGQxs4WsiQh7JzgilYB5u1934aQ6GpNNXVZiUiH2KesRnopZadAzcnWwNDLarswehxRbAsiJP7b6+64kqWTZ41GxqNxnrBTROw3i3FiowxMIVr2JVTOBlMnUOxafBTHGcFSAJgt+4cI5r5FQLGx4PHjnKXUtDuzR/T3b2dkWsAQsJ5YIzmqLjmG+gSDCijnEk8GuntZsb3/PBZIJ5+giF4YEiwrEVPF2xfo6QT7qUMweIeqKgfD5lkDRs1Nk4QMGFey4HErZeXCgKp9vhXB5xdx0TQSV7bysKlNrgZ1v48lQ7d7xMpWeEqQxRDgBMISm2Qh2TRUEim21oz9oOyPg+lQ9mwwC4xafybCpnxxz5bGxGVt3NSeDpjONSCnjYD9OBavpqxur3s/T7b1gfHuaY7Vf2u9Gii3RzjBHQdxOs+KgIkqu36VUAnUePYEY1xlqXGBXhQxrExhkk5E8tUy05O1nnrnPcBKMT1juKqD/6rs/sBUZi929A5c3arUwVte2BJ4Cg4O+PJ9dtXEuNitFOevU3KPJLgR56YMZqYuEUoKUUU7oAdxgXHl5EpdXrjpLK0pZIS9RfYf2JBkjzS/RBl8DUf9I+eKECiqd0WfIBIyTUEeDcqVS7tpZz9s5OGpZQ0bnyad3be/ePXt25559+cUX9tlnH9vnn39md+58YfcfPJC3LbYoY9fS3DG/zD3GlTRRSMRQTBLXuy+jQ0rl/tELozgPNTQAJspzAhZRzwoSG5QcnDu/bq9+61V7V14WJTqRk12RJz5fXq74fHQlP8hpHQMhnLh145atrawJjMfygJJWPavbJ598IkMjwyk9iqXSrjfErvg+ISnY8O0rt+1c5ZyVpb/y3XzuAOKh/vX5JybJszcgxxqmH+SzOytVv6bhvvefE715DwKG/OGp8VliuHwOnWceiC/zpM+APXqIceJBuwBM5BoZZzyQRTx+juCiOp5nYqntfJ8PxsLIDcW1MkFdbXbG6rXI2YEik6wxcd3w1x4mMsbnBdP++9Ji0VNHS5miZ54M6n1CIqIwagRKgaBMvk7pYEWfFLBa/9QtSijOYppsWCwAl8Gg4e5QKZbxm1bym1bJlsWPix4OmE+Chb/9s32Betp60apf3zItuehde1F96GCUiS07MwqPox4rXM2yDbVsxUhJzWaHjJggnZA+o9RUi0L4WTJBKKaGEsGcqZ+Bi1yUYg6s2Wm6+5gu6ot6DKbBAkfj6/qoqaTcFhmbRbcBqAzlNOX+qi1YzuOdqJTkxI6ewLgiNmqyGBaySlFgofGKxg4FymXjnwtKh92IU8uEg2A/GRi0m7xHhIXdhizUdWZSQil5S7+zTT1+advduqhYGePV6QdMcS7GQfttqDHQ9yuJoi8oTOoDd4WzbMuVMpfGN4NJl/Ch5INJUAp0KsYJOIxkRGnXVMLD5xLpwIWKEJOUsTsuj1z4VjdzYjJHksa63NPLlopPnQHtfiUmovmO1vNB+OMgE7jlHYGW7lfbu+ueTLcSsVdfe80iF4v++4Ub5yU/Dfu9/9c/0TyNLN/WoGn+o10Km4/F9DkNOG+zetSvR9iA7I9IPigB2psH4DoLjTw1jxMpnU1lqZehMZKhevrkqa0VthzkxxMS/5t+EC/9DlUuO+h++8/+bQeVJ8+fuecxa3ym++TtW1cFRBqPnxwOPKwxS+g7+t5u59AXrtZubngqVidE7YW4ZYtx9/QI3pLXWxLRoD0XF1/X+M7kccnTwVsRSGG8ytIjVuqjI7aMS6/6HLDAImnra2bPdnSRG30HhjYZBbm5o37G56vdiOr+dcumg+OnQmJayCbMDybPdmseIQo2aR4AevpZawclLdsjybnk4MbrV70sQaYSc307a+3pWmErLgRhvGEzCMvMOElH7exay9tfPFfwVLunZ09980x1WPWytW9/712fj9ag4we/7t8Z6Do5+41f+Q1PdQyP5clonB7fe+Jk4OSs4ZsmQiJnjMPyhQt+/5b6vZxbthVbkg5PrTPn4AmKL40lj6STBmlvjAV69M1TTeUy3laee52fq9/BqSQAZVYeIEabwy4wnoVi3vWJ8aafeIoA7lwgzbVrQwG75I0xRj/0o28qCQlE0RNOdYEVc6waekLNZIz0N3nW88mxfy+Z4Ig1GeVwwq87EgnBCJ8e1ER22tasymhqXtjUg3xLsH3elkRmAOXhWd9+9rOf2XC/Y5F//A//nleJ0930YTGWyJzooTc8JQXIFcWCJDQ9QFgdn4vr8nlOxoBJV3KBRSjnliwp0YxaWsCtAZQFJ88T5S/kilbvHXvcM1KYaNIpENR3N6ZxJiHTIIx7sG8Jd0SurCxdRu4n2XsUCXGjoInwKmICZA40xcVhMqMCDzo5GQldxbpDIQ5AlFI7E+xZeTE4nXsylTshEIQNIqyk5PgJzfock98X48MIHewfuhv5/LGY7t6uzQYltUfjkKp4e8uloO5pSMrKJLVPgtfFclDfNh0Pdi4Oe8EpCLt7+74yfFo/cxbTpnCLBIJFAneBimK0GlcsNEZCPMvbHxeT9FXjcBD/XS4u+v1TkUQA+vo7aBQdll0ZO922KznlNWHWXn5Qfw9/nb9LGIlsAk564POkNTIek1IAiqHI2KvgaeTcjZ+KneBx5BNBLD4jY4c73j1BIIeWjZU8A4LaJzCgp2d7QftWCj4+laWKM6SuPAbanxcLgnG4+6GtAAD/9ElEQVTEpiibDOUMBROrjgTZIwMpjf89RRwQYzL2cUhlkr6zMynw8Sp2pWKgkBg6GdmFvIyxrh+NBgrM97hfdnHT+3Hp1tt2T0zTvT61u1d/7jH+NRkRQOqx5A+ljqbjDgj1XtPBZ/3ShrerwxllesSTEW9HSu1jLaUgICqJPKQjhNsmvp0avZgT+lD/s/odOWjXgvz5vsbba0uoHZ4HLAPC2XeypQ7+dTFl+l0pbziILi1sedxzf48T1adOGJinVou8XMlRu+XtPzw91jU5wzGoPVMXKEMq8Mz43ln9xD26c+oPRpZDBGByW+c3PHZ75eI1z1snfZF57ktPiDU/O3jmxmpPpIo6yi+9fsuzWGDS/B0Sxz6Eb936Zd80dXH1vJ/ZxyaltHCAAwCIuW5unvOw1v7hsev59a3bRlmHp/vb1pFXFhH4saCPTDL+6Df6z9zTH+aAnxlTQNczcNAvgTp/68+P1e5gly7fZY7xApF1PBg+x+cD7x4PWYCoh4d6dL1Yhp2cgYGCAWOQmAdivrBfZM1PktH7/Ewb0TP32DXf8djY9ZY4NfrCgQK0IRKS9y7c2Fjf8r9T8IhHSNTcY85f/4tHQ05CI5NAT89JbkOd6UC3kvriLuonmAnMYybQ5EGGLEyw0TkOrJE8DNxOjikiNWqx/LLnfeJADgXYMxMj88xfDZgmuDcOjkPqjVo+sKksQp2wMUxBjd978cAL3lSPaw4mhVTZJ/PC2hXPfyynlgX2cp31xKWZyd0NFpyC8MYoXHaBZXB2DndsFq+627a6KcslUMvrc58+/MQefHHfJ3e9fM6FNJ8MJvHccMFjUoRHAPGTo7rHvgadQBBCs1SgbJO4L2QOOdlav+cIzQDqy/sOvq0enoOEa0K6IG50x2NTIzFijbXcfWJg5g4aoJHTGFKw5ln0TuAOSdmZ8K4YIf0a6rOebK7JYn7SAkHuF56kNJ5dzzkFHORrSAg0lhpjhJTiuwgN9S64Xi4cFNlOyXMhbScx1X0kpPlU3o1If38agKaEjvEq5lmwyVo7KqOma44XQw5uMCc6sPP4rhf4iUrwYaK50U0H8+3HT5wpfe/d96X8y1aSQF+6esWqcplxYzmi3hchc8Hmgt6EsxtliNorziimw4bLW1aMlXlJhNMupOq5K9jy+TUxrpetsBnysM5XOz9zcCBT+6WbL9ne0xPfHr6cv+AKmI5WvCQlxf6fbz+3hzsP/T6Z5aQAVeAzlyETqH1xp+5lI0+HzwUyDyy5MbUf/vCHVrm0pH4dS6aO3Xh7vRSRj3yKojEap2xQqMaKAztRe+ZtjbWAeiH89U68cRCe6RwGMeVObeg7C09PWras8aFEJuN249pl/95Ibi4Lo81usDBdWtrwefn0zhP7nd/5HTuu9t3I7R00HJyK5SVfmBun2+42L6xJdmRko6m6vf7665KBkP32b/9rC08D8rG2esE2t7asvETqpFj+Op7Qst2+9L6ns334/EP3DCeVIBb6Yu+ej09uHrGFxQXrn8nACCRLi1fU75TELzgGq5Sr+OYw1nloF6ET1mbwItBjiBiMEBlkvBYqC+5R1HVP9CodXnBjgaFCjmkb9wEz1tfXfGwBO1LIuC/sFf1wQ67rdKbP9d2Rv893mWOMHzFlfieV1Neg8CZF6sAA5oM2IV2L+XUHTQgfniw78OgHniceDafj8B3+sVAI0+bvKDXtyAyzjmOj+dD1MZaDsIXkSTQ0H2K9Al3IFUmbrAXsPtv1EgdeaVHXi8hT4TiwiyuXXF+ndWHF//GDf/yBo4arPuAsa+L/iOkRJCBmogYItGkc5cPIAfwm3SMZWxBAyoLp0zDXKQwnpM5Mv47/TAKL/c1Zc8SuHOxEfWl8oZB2BpTPFfR5gXeHnV3ia22xzN1dCX/JMxESYtDkuJKQzSSRR4hbkpDydfodDULVO53O4+boumK0uPmPt+97tbj6ad0HMS4mjWuUilHwWsz0TECv9iXkfuCGcRipM3WBLh7AoP81A5PbgbIJVrwfuDcw7p3qPd1X927UXIj7svq4NWRL8PliMecCE5chQbASGjuERKRef5dwlILsA2JbLix6ZVyG+htsPypQ4XeqiHHf+SQ4IYT0Q97vi3m6G6wn/Uvg4QCuYgBYf7a18724LDfzR4wYgR722VoqoRmzm07QJraFu0xMGgXpyqDyfj8qgIO5RIM861Sckx1W5MlEg2yTetCuhJ48+D/uPqU9UQhnoWoTQk14gTMG2WqaFovh+uFesH12OgnqKkfJiZey4q0hkvIFfA0BBk1WSjQTyJHFh+4upjLkc881v8ECVl4eDfO7WFqx6zduCLiDsAYsjnlI5eUaS/4wopCBekOyJmN8WN9xMApniUumRCkC97elvxFWI+TBeOZzwdmP2UwwzrM4MXr1YxrMx6jZ9zWIsxcndiyjsVpZs3/5+79vv/8v/pW/z5FEuMswL8I8w0FPspd0lx8QKVUWPXYZT2W9Pz/+2Ud27+5dq1MgR/JUa5A/rFGJJR24ZjHS6cQcx2cuX5vnKs5cX3rpFXvzjdu2WAlqO+zvH/sZfvuHj+3p06d2dPrE3erwFI/LrD4Ocnfjxa/lW4LDDrk3br3sRiQdy3vYhjNaAd5ne0f2+Mljkap9/x65thi/WrUWzIPGCnkjw4n5B0BpP+Dn8ieCgx6kBO4BwxWRkdyBDYATn+V9roU8OLvUdx1n5GkiM3ymPTzx8WCOYLw8KEtAnwFe3sOo80A/XJfUP9dJniIthEtoi/7ssuT4on/c+xuGDuAy35408DXA05bEVDRL1yRbiHaMBc7chwgBHjYxbaIOcGOuhZfAg+JKbEIaNnrB9aZhn49hS2D9jz74QKAMEqgZc1gZsWUaR4wpeAUIdVU1Um/o73EBWDopphdlH7iEXDeUuuufBERML0ji7wYLTVOxNqCMTSMSJFY3iY/xJP7CAacrsXVLlXJy4drWkVDLVsjdY8vlkUAs5ULsR7IInKOurgI4vo/vZ6e2e/ql7R/dlZI9l0sJaEthNcgj3b+2L3eupnbUBEp99aORs2knbpnJitjhqiw1JTLFQCNp3UMgpgGazASKcymBDFEko35FxfjlJvV0r0HkyDpzKd3gsR22v7LjaNWa04a1QgLkqIQtObFxYmaj+NTGMbGqUlavGjVZTDXKOHhzKoAeaMLbEtREWv2ZUw9Ao8jiGbuAwmKzMkzj4cTzJBFKdrmFZBCJxw7GPbVRXgn1YYmBCdDGgFporDGWZZY3kpPbn8lLqAUY6Zx8DRlQcs81ocbqE6Va2UkWkZFiY8RE7m5nqHEaqd/zqXwSGRbda0T1Ld0jFItYXgZrubDgO62y+l5a43Us5keOJka22a67QiyvLtuaFLkjRp8Wu0FYOwK3brsrdpywYq7kcjDqjiw0ooaKvIgZ804qoeTNBZnFWQmyjCeeVYg8eslpNB2UL82VUgLGouYnLuPAhoC+ReRyRkLyBlJpO3fhqi1fvGQPxOoHUvJ5ImxJGFGSkySGdlw71ffq8rRidtY4s/royDIiCPl1KWla85GSomdTdiJDzynfpXLRn4VcwplyIqG2ak5mkhvy51OxovqWtUkvbFXJW6/B7kTJUS9iX957bB999JV98vmJwLVpW+evCjyvaf6Sdnxa0/yFZTQ4qWIoj3Rk1UbXnr44svsPn9rPP/7Cnj7fkRGhtKU+0+lJPeT2So7YOsw2dA4H7vdESJIZu7C1IoO0ZCvldXv95dfsu+/+0DqNlu0+2bF+qyOPpGltjVevqbmWUa4LFHyBNibfliyfMtkb6OdETHXDrm5dFEhKu3ua32ZHetb0MNZIvmur2bb11XW7KU8Ftq8J8kVSDBhb74NSl5IrMVAysfAk+QyeLYBNxTdkHYBjAZViQQCvn903E26IubDJyrFJCAPIwoAnwhSvNEjO94zwEoAHHsQcsImv8/hmAxf34vPgWVxyhDzhpaFXxHipi8HPASTraqCtrsmDtlHZjrBGkGes9gLakmnII/kRADAnCJGbzIIwcO0EjPz/rjRpoLb2oRcxy8cKloRgjvRZyce189etXJS3rp9PjmtWkyckUP5PPfuC5oDwARgHDNkfKLLaR91bGAEKiAVjxxJxXUG0vqNOo9gaMGKWgDLHv2PxWHRkZ5OvwBKXYaeWOoTFwnJQUg9LBpPC3c8kMkHYokAMV1ZUoBzcL67PEmZQpwUqMTE/7i+OYM92n/n2RO63tEKpPNKpgm2RxGSxzAOKrcMwh7B6CrTL9ZY1T+s6CAtxOpijn3gtxYExwvQREBZW2HqMgLGbDobC1nPCCLFyEN7wGJUmghNAYHbfTPBI9+Y6U92beBixR/o+FTMgxiY19O+zgMn75MfC8KlF4hZWY4al5lBUYvQTL9IvEJOBRNiGAnJ+l4T49+O4RFh3UW+32AJ79wCSebfI+VTBww4JCSxufqcasJMM7FavYQk+3xvMNIdqe2c+cGZE1ggeTUjzi+eRVF9ef+N10f20iwlH2VA4CMYNw7qwec7bvbEWuLA8UQYqmMFIm2IJyFVknPT7ecFtjVhECki/41GyPeSypsgtF/BJ8PlcNBOcNZgssfgiYJoFpxfP5THwGHamHm65cfW2JeS2P33wyOUnUwiKpLcGwfb2apOTcUgRizuriqQn3r/Vy4vO7lJFTtpJWbs38PuxO43UvHIBQJYsh1nwlZsq8sEjLTmFeUUJN6k7BTbWkL3SD8JDSRmXdvtYrnVXcjhQG2r2xRefiz3v2sMHD+3nH/7CfvSjP7Gf/vxD+/jjj+1nH35kH/7852Lq9K/Nnhs9xMTEtDGwyVTACgeTYE1jNterDPjSMnW59b7cY/qdjJXsk08/tc8/+8IXujM5zn9kQVnseW+o75jnHcflWaJ/qQUWs1h76HkYJSEFhuE3ztpeU2LvoOos+MrNl70UaD6bFyt/yePrABZEjPH9Rr99Nx4esAMyoTtq5QQGgPkPzVg4E4FBpoULgCDfow/sWmVMmXc+EzyFFJJ7HrQz9nUNHK7pYUPNJR4szBZPmI1EviMVYqf5h+1C8CB6MPOxWA33cuTTe99cG+NCLBlMQe94n3bw+k17STnst9jJKTl2IqF2C99YYyFrqC08wdumD1my0OQJ5dN5X3thpy2Ga2t1y9uFJ+8Lo3unhC/+0w9gyN+ACACrK/vFYbiQaCxlX24Wp06wYp1kJVV/GGgQZmJSY7FKlAP25rHiiQZGDWeACZhzujLPMHFg0fSZmIFgVQoo1hHLyOVXJ4cS5FzFVhY35N4u2fLiqp07d9HKJYEzq7q6H2kxWFQMAIVpyCgY2wM7OrsvIeDYm6m+X7J+t2HpSNYyFP7uZWzYlHEQQ86Fy7YSvWyVxKotRs9ZIbxoL4527UAW6qRWFRsZWHfScsbYnIoZTzv26OgTO+nt2dnksTWm+9aKPLdB4timhTMLl9t2lhhbN6LvRARIka5+lusf6llH40Gmxd7JkVV7AniBMjWEwtG4M+WxZnKE5Vfb8kmxz1xZI5KWMZNFH2k+4lIejdk8ijCJJep1rGuOpj2bhgZiveK3YRbIJCzyDMIRuT1xvBiMFqxArH3e0TRNJbgabQkpe204yDUmJt0XIDd6TdvePxEr5AifiFijDJf63hdjGWgOfUFKwAXDnc9lNKacjlG3492q1/u9snXTMotZ3TekOcpZNBmxk6MjP7Ejm8760UcZL5ovYyRQglU0pdy1E4GoMJhNAIHQ82Szgl5lpqi/wmYWjG9Un6FwugQPLRTQJoziT3F5AaFo2hp9AEsKJGPTl2fRG87tIgfgXrvpax67Gv90saDPyxjIM3lxsmf7ApcesUOB0+morfHQyC9HrLRSsoXLBVvZXJHzFLKmxieeTtvCyoKtra9ZhcpvMHi1Y645gJUdVcm6EUGYc6Q8m0Mikk9CLQuWKS3aoZjl091D6UrUCgsrGvOhffzlC/vq8badNVvSmYQ9lyLefXhoD5/27OCkJ7bMxi15Un2Bl0R9DCuTsZ1AZmSs0xkZADGzuea2enJsJZEXdgdycMRCoWTFtABS1w1PovbJjz6xLz/+1PYeP7eUAPbNl27Ye699y5Zy8tZqxxYrZu3ChQuWrAQV3JKVlOYLsiTAjqdlNKmu1nMy01fb2925rYgd37j9pvTzgnSNWLHGVmwYwAVpiZVDYABKDDMMlidrFTz5W7Va87ARqZdsGJIdlm7gh0teJfvE9zp+oIbGk9Oxv3lKVgiUajj0HQG4ZI+cYlLPxpyKg57pZzKceI9XwJ6yDoThGDvWNlgAxKtLJ7NOoogRED7zdFnpJovOALhnQgHEutYUhs/hAcyDYDIsnOxBPiW3pO1Re4cFVraQt+VFkG4KQ2ZHY3yYsH5TFGy3bdX9uk0bIhiThB2+OLGjvTM72D7xgw0mPfXpH/7jfyxQDhgyqEzsFytH7JhXjpGZSptGuilWAvqPpUGBgoW/YJOEK9fXVgQGhhX0mA0MWUCOFeHxjSVCsBkMFqJ6k2C3FoPGoiGfoUhNJpG1rIAJt2AyCpgu4IwV5JWc2+2DT30TAaEV2kvpTnY0UcKQhbQQqUay1OFRcFJGMRmUCh12KQnZtroXXOoYZ8Vh8qhOxsp2tXnk+aINsRuEiFNvgxg5AIVABHmNDRmYwHISU8LF4jIaT2ybXg/3j3xscDgYAwr48EqUidfpINjhxCYRLH93HCwQAqDEuuYCJsZRHXYB4RRg+knclPkaT4NsBYSbz3HMDoogCPV+EqvC0gOozujFrGFM+y8ObXd3z7qNoKZJMRls8piqj3gkbDnFAPelBNTqGMkLgjF16g2vgrYghsT4AYrcf01MEmZVO6l69ko8FLVz58/5SQsUeF8UM2CN4OHDRxovYu1iYeofig64TTXuyMCMrdhqOzF0MlIS8bxfnwFHUZJZKVeG9QB9TL93+nWfBwqKIx9sz2XhKbm0Zi0BFt4IcUBOAz87PbWd/aBaYETjijywzL0gJlxcJs+6bMvnWGhe852txGAjMbFs3Yw89GSK+P7IFXDoBdPlSUVhyHJrJXfM/1yeDALCblPmYdybSDmbVj2uu5w+fbptnbYUUvKDS02mBe0eSrkJAckp8AXCqK7JgnZHRIH+TXRtGBjeBguOHjrRe1N5sIQOMMoep41yiGvOPSE8vy8/+8oX1chkunT5kv3Gb3zPfv03fl1zs+zXfySm7p5oKegnx19xHd9Sr/mY+5mTIgjRjOt9trDoWRurWxd93JYXg5Q9vCmvn63+IEfMGe0DI9AP12l9jr7wHm3jc+SrS4wdALkP3osDuT7HmsQ3TJmn65euxc98lusFh1dozBF3PQFW9gaQjcS4U/vim92UkBt+pj1gB/2j8BHXor1ubLkHII7saVxcyXRh3tdt/XO+QKfP4h3jbfN9dByWDkDTvm9CHrvbu9I3EZGjqofSPv/F514a9vH9x/b8+TM72D9wI9Ztdf2aHP4R+Yf/6D8WKAOUQceI48BsdG8HPpgzW4ah52wscavilnTqFikhlkUhDeJbQQgD60Q8iL3fuKACRq4jK84x46G53OSwgDpCuldSrE/3EbPw7dECjtEQaycllZtGvQY6PtLgEd9kMcwP0pTwVhtn9uJAjOPOT+zxw8fWa4uhtmWt2jN7/OCZg3AymrXEJCfgkfI0NZgCxmjPZLFkkZodWbGuzRaaYqxisjNZ7nHdqv09O6y9sMPWM6t1TyxanFpnKqUaHVlHruIwJiFIEjMe2SAsJZDlDUVpm8AywqIo4QsxvbDYkwa522AhR4okjwAmkdL7LHwk9ErNh3AnYpUcq/FFi4ptiQv4uETTYn9yiVlgw+2eSelwe/FKOCsxLOY8JxdZ48PGl7BYM1vh2VY+52li0yE+GxKbbmn89J3E3KRjtivv4MGTp75YQ73odCUn5So5g6Y2A/MYyIGUXnPH0T3Tcdja9Y7JFZCrLvY6iFvtuGNPTu5pvnEzxYSkAMTdOhrXkOaa8986nOoshRvIzdt+vm2ts5afJl3KlHzLNbF77kNbfZFYbWftIMaCisYgJ7ZJQXtAOS5QjCb+v6T9Z7BkWZLfiXlorZ/WL3VVZumqru7q7urpHtEzPQIAhyCwSyy4xAKDhVgOQGAhBotFLmw+8hvN+IFGGs2I5SrMEFiMwk5junumdXVplTqf1iJeaB3B/89v5vRgjVjSDPEyMt6LuHHvuee4//3vfvz4Yf5CciQPLS3AbIhlsZFoi2pf8kIWVtZtieX8avfu0b5NxLS6ksejixPbZgnx+bFXYUukmSTMWi+r/s7FLFYaW2GmYFPrectXCtZWu6gl3GyLxUnm0nh6ArGJGCTKN5QxRf5zlRmfX0l6FcNAUVkKHVJ7SS9dvrRuC+vLVpiu2Enz3A7Oji2U6qtdZnsn8g7lCV60ulbvSO4l7wMK9EgHLpptq9ZFQoiBUhRqRLbBxLL5iBVLgLKEWdKyIGBUq/TULavPSS1FjnA4DneO7GR33zoCt6za9MzVy/b6Sy/ZIoxd3uHexoF9evRI99G34uK0AyorG1syBJ4TT1SsLUMhb4Vqbujt/NJVGeBli2eKMh45j9kSbjo7PfcYK7oOiQG4ICj8DsiR7xssmlHTekGGF6lsiaT0RI2HwQ7FhJkwh4Sx03Sr3RSpk8dENFDyCDnkmJFk1MOgyCcXGRPakkyoF+h/5sDAaACNEBQgSVgVI+oETCyZ+DRL9sEZPEIwMFgNiAEIJpMJE+lihLQ9VArQYnxj4KB+qAqXyKVkQMBH3QSgKVEFA7LxrOUzBSslKkZK+fnGhW3c27TjB2fWOpNettTGTkRt0vXVx1Tpk8brNtXPf/8fAcp6U1fmtgKGrAvq7FxY0OsrbWhISB6kuxBurbAcxLficqmDSSG9oc+x3rgXEia39sxqYuUCawdYY4XYdJIcxUbzwuOduYgELyTw1cABYrBcBi4li+8TPrrhgB2y88SF3bt71z4gqf30oddTphgKrGjYnzgjo5wmsZtBcyzGcyLW1PIUlX6DHEfKTmY8DtaMVj3GWb048/jX6cWxM0nCBD5rK+ZBjmuVurOSUibRiKn5nmX6PEF2iNo21gDh1uDmc5/EOD3tRlaHnShyUlwEnRgdgkMWhse26sEGoYkMwinhipNDLZaYCfvnsr/OLqi9QOoNcXsEAKvKdeJPmCT1Yel3f4WZ4G7pNSvLC/sIycWGjUzkRpPyt7WxayenY2tcCIyKSVufDerwxiWkgI4X1teTnSSIo490f4xlv9kLUgZrLRfGxiRYrNFFkcVqluaWnI00q+RN921uat7zXB/cfejnYwUZedbEBmkvmTVuyIjR6hGW/HGelICbWPL09LLLDhPDzEtgWTkvBhA56Wt8WM1VPWdlYdourV+1uICqz2a2h0d+LaoaHgigqQPM7t4wLJSefu3o+5xvHH2SijYvlqnzNnsCEfUD++ORr0pJysCTo40aG7k+sLlwIuPZR6SBQmIwuJw/MgkWdVycyuiLRd28ccu+/OUvC9AWPRsEZjUzI70K5dUXAhnJOnnrhAK4vnsFSbFvaSDXZRKMQvbFUtoZKSSJx8LMrMcuY2L+nk0kTwP9hU6ROoiLzf3ls1lfvn350pqPw4cfvGMffPChdVJ4yBNbv3XZi+Cfdc51/EAykfH7iYsJsfirUxPx0nlm5lbdw+gMCDFp/GvS32zOvVE8J1YVol9UzqOdyBzgxneJ4SKz7jnq3J7Xrs/oT3QEcGT3Ecaf+Ktn+0gXAiYrjw9sUV/xynnAB8iAz7UIf5B32D/9kM8LFCXPkEXmlgB4+r3RCPoeWaafz47PA49H5/KsKF2Hc8Nyye4hk8r1WD3KuBJrlni7AYKYtiQnyLuvOdAr58ajdRDXNYgZU67izvt3fJOA+knd5a6UK/k98n08k470h3FpN8SYf+2f/MPbngYn60OgBAbCcIvkYzPcAiMY4oUCPX1RDIGTuKVRwxtimcRR+rrxkd7zGc8sBYQCt0Q0x8/GbrAwbF7dsgmsiDEmJITMKndkyUZiTrByJrUYhIiYDxN6Q51XwyCWnPICOYmsXEYNNvVm9x5U5bLPyIJNS+GX5b7O29zMFcvEK2pnyC6OL4xt2kODtlyNhFUKGuAole8e2YFYns2f2KtvXJKhqoopH1hzIEGOd23r4LFldPwoHPIlrC2xlHqjbxc1gWZqSu73qoQjZ0UBiji/TWTx1Cqbysx5msunb9+1T955YA8/OLacGFRZbCOp+6pIwVK6r7EMwUhg2amyu0TOskWxDuJbSVx33bPYL/GrRFZCp/7p9mUk1JZyqejggevLYpduh8UwfNZT31MUZyxBpiqXGK1cfeojTMiLE8uhHkV/GPWY+el5006qolOQg8zQ4hr7l15/2RrHBwI+sVAxlAELSMRaWgI16uAy8ZGLF/UVeUqtiRSyI4rT8hQuaixvbmyIMabthRdf9LmAje0tr4d7JHAYyfthiWopW1Cb5VV1B65w2Sm5rTK6DzY+8hBSpqy+FPDmxFbZ5r/aaov9zlpbwsuWVNTokIhoLI51jwmrS+4O9o8Fth2bmp61hdUV3WpQ6lPqYY/3Nmxzd9MebT+089q55IbNRcXyJEPMeZxGGmK0Y8tOx608U7ZLzy07kN/deOAy3tW4PnvzpkU9/COiIQNBRbR5AQ4KHaK/mX13rZGyC0CS0ouBPKlq60wejvRIhpY81kh6YtdvXLE3f+Zz9pnPv2y3Xr5hX3rzT1tO7elI+ancF5fxDkmZfYWelDQqTwdwYTdmVofmxOxLRXLcMV5jGXsZcLUfVtZutOU1yvDIIJH1wjhNTAZVsrKyNitAVZvPTu1MctNsDmxP/dZKyFAKHNNTTACXLJpPSa7qMmBnApu4lZJlu7ig8FPCrl55xtbXbol4ifnVATKRAekt7jmGFYMCGQPQIGSkDvKKkAFgxJAJKUBeYMl8TpYW4SjqrxCWeZo94SE89SUISP685xGL5YIz/A2xackj60ouYbtO+uQpAJxezRKCIwDiFVJCH5Dnn87IC1Ubc/qdPGvCQdTdLpYKMiIiWGotYcuhXEomkpFrPFVSHlsNXR89iDIXJoYsPBsLp+byC7a7v+eV39ggmXoX0/kZK+crlhpnrC5d+73//n/yVX6V+LRwIG31femtZCsrUpeKZUWehAEiUOx4Evk7//Dv3sY6EG+hlFzAkeWej5m1hJEQVh95MN7jMLo5LMPTPGW2xUZ4sS5YNFwHOgaB4MFgOfMGkPU91oDTwVwTy0JO89OH/vRjeN97R+fERfEUGllI3vdYDteRRYRRlgRo5M3Ozc37rDl7yrk1ltKTNXF2eOIruNYX2M4pYsdPCodcWVt35lK5XhRDuKn7Id+3b8enJ24dD46D3Z7zUhiYdFsGidlWYuRcr6j3mRRIyEWFycQ0SDDdgRgEsdfNDa5jGkTT8RmbksA7A4T16l46AnqEpZLT4FXKAmWqsQlEpXxQgEGUV7wakszFWNJRCU3FFhZldObnnK3AJNm1OFhxFFhmYsv0EyyU+ylkxRplub3QuR6nRw27e/eeWGRD90y+pBhCYmwVGTzqWvfEOHE5QxJyGElSLAiviJ0peH/4pIYFqyqRmU703MeSvFHc2IJAl/GBPZKx0CDNUfcaksFFCVOxYNVVn917dZ79c/YKjEvCOmJncvemxJDlcpYJC6hfO+2xL+v11EuNX7mcd2bU7rLbRNy6AjLuE0VFyYoCy7Du/ew82IWbok8sMiG7BnktluTl6HUo2aYdZxbstry4Pu2M7/B8R4ZLBAE4k4eQywSLjBKRpBuRYbftnsK7P/qeX68lY398dmJntTNfTUgsHiBmc9S8+oIdN7x/mITCbdcDIKgUGcsFu7z6sr3++uv2wgsv6ToJeXXsXn6o/un5PXUFPLQTIlSZytqzz171LJGEKLsvjpDHAoiwiStM66LaFsMTCdB9ogekGMKOsjJC/H24f2B7e7te7+Px4w3rJLuejVNcmJKRS1kn1Odwlyf0dtAK6k5X8lOuPybSxaMrtSXOmpFhRE4YAzw52oq3jKzTb7BGxhHg5344N+OOjPAkY2Rvb9+/xzgzpng2yJiPv1gs16XtsGFkDCbM+Z09y0J4uzivrusTdvoh1Ed/AMI8mDDkO+gebcULxbMizEibiBIAO/yB/iSlHLSFfH7eds9FzJnr+8ShDA/9PyI9UWBMWQcwCdnCo5vJzohMQnbUX2r75t0t189UiPo8OodEwVe8iskPhStgK548Yxn5r379126zLxoFSroDWR4msmTx4wKYZARlQUDlRA9ZTCClZA25DFhQpD5ibbnTdIVskt6X6wbLhe3ytw5kSoubhM4jnHrXgdf/1u9YRjqEzwI3NmDWug8pnz7Rex4a0Oc8mYUmcwMQTAuAry+/ZqvLz8ptfVGg8qKtrNy02bnLAugVm51fs+du3RTbjdj5xa5YTciu35y1Z1+5YsWZiV0MDi0x09fgCHSGdd1n23b3dgSsbTEx3EXddydiR/tndrLfsYsTQIkl4NM2amftYKNhZYFFYpSRuxy2+mHbjraatn1v3w6227KEZtPFmK0vX7WpQrBrbkiMiRjeoN/QvU1sZfmSGL+AIi9GLAMkh1m3L0CMSXDVT0wqsUQTF3qmPGuLc8v+mk0IvGIZHdqSdxATMwpZTgpSLMBQWKyCQRR4JgTcOoecW513bDvbF/bp3QMZGrVtNu+MnIUZZbGFq9evWFLub7N5oVGj6HhYRona1cyQm4S8HuR1SmFjGmdis8P+hViv3G8ZI7wYPJ2amBbhhrVL6+6W9QltSWE8j1PKxi4i3bY8BV1jInbPXoyx9Mjjh+G0gA3GX5QyxQaeJVKZK1giJWMv40Et9/6wKXf5WP1HhjW1aWNWkmGDsZMBwq4uhwL7av3UdvY37fB4T+yraVOzJZuZKqkpfbHKmkCkY1tdGeHxwF757HOWK+bt4wcfeJgqKvBhhVs2LhdcfZgNyUUndPNgS/2etY1P7thz15/3cgGN6oXusyOdEThIb3CZPa87lA+8nsRIzL0jD4UJbbJkwpZTXxXieSkl+ydmrax7bHYurC7jcV49stMTwmhdK0t+2i36z+yF51bsqz/1Wbu0RuGfqvqwqrFlK/5T6UywAELdLONWEesvykMK20VXgCeZGye61ujXbOfkyI7qZwJVyZtAylJdX3lXXpp1BtkTYaK8bULtYx6ImPL1azdtvrIi0KBGdDBf0pe32+mgO6QUstAmCBPAWAPWnHbSQAiC6pHTFUp6Zh04icUDbgAYiQJnZ1XX7QJMHS9S+u7ZNyJw1LiOChBhh7yPd47H7PsIEkLocz0wBzQBQ8ASSa9kk3YxpwKIEu4h9EBmGGQIQqVL+qId1zfJpa+p0DV8QlA/GJnF6UW1VwRPYy90kgeeEXkVqIqdw6ZbjaH+Tlha7xfTpBDK+yOkOArbh+9+ZJ3zrkcHDh4dBmGuYVJ/RzwTg51Zzs5qAu5gk+gMnnJM9/4Pb/89z1PW9RwQPU9QiP/kFiX0cg8EvNRU8JVj+t1BVjcJkAq6gr/1uwfZnzBiOpT3AVgeT7dK4axPf+OVhQr+fa5Lx/p3MC6yd3riOmAJefINjycJXAKA13t9PfU9wiZJsRnymlPZtMfQYADTYgwwmitr815oppwPmFr17MhjbsRE9w7ZZDTIF/7447t27/49e7RxLoHqylUs+yxwrSGlapBLLYMlYa7JRfRlueGuryR89HjL9/jb3NwTU27K1SJ7wuxZuavU7c2LqRAzGwsgua+UmA5hiIWpZXffJFfu4lEbyw0TixN0zxMm+nQ9akBQEtJXw8nC008Yvbiwi78zvsChZLMzFXcF3T0U82NZOAoQFUAQcz8+hFmdiwnEnZmUpuROidFMS4lY7jkr8Pe94dTvHjunNoAYFHtzuTAPghn08DDsDHg4ufD7YTxpJ54S7/fEhGn/+vKalEgsQ4LLffWZ1KrXJdRi+OqgosADUOgMyA2XSxfu+fsF4qb6vjoiyEsWSOCRUaGc8RuPghj2OKp7lyta1L3DPBpiR4zrsdx0xo2ypVwPz46JrIzYGmyE2hM8ttrHXhXwCz/xGZ+0OqzuOvs6FzgSk86nK96+8CDspSi/961veoGdvAwg5ynMBTUTSmKTjIP030EdF3/EllQhMWX94GHBlNAsZJjJqr6MStSK0qWQ2HrL5fXWs8/p/pO2u70jYJbCykDNyphcvTKt51WbmSk4Azw52dd4wCKTHiuNy1B4XrHAAS8qm3uyUrNL7Q0B4Yhl8/L4WgFbLxRm1B9zliyHvV/yc1POQCcpxvfJajeNWymdt0uzlywdzli1UZXhkIej9rNFGWBFyAbgBZCfxmkJWeD9IHe0DXkBU7w9asMQj1NMlXgzi8rIo4dJA+x4LQAUXgseKrLJ90EFGDgsGODn3lmUQi0JQhTgBzqBtwkTFSo62ybdklcm8Yht4wHwd/D9pseyn2IO7WIAkdMRacAwbX2OkSEbzJMNRszjiIgx18X1pDf0WzaR9UlKShCcV89s89Gm/f7v/76d7rMv4NC27m26XFBgDE/v4kQyKLk8qZ7r3vO2JGJC3nJZpCHyt/7BX7lNLisTUFEuIjwgEtUYnGsQTjwe2eu3Zf0JUzDJRKN0rKw9N9qRxQwJUcKEPkKBdeMMT5kvFp6HjJF3LBMQ+Ai4GQRKRgDsHxsEDnwCyn60HjqPA7yYANZS/FGDI8GW1eEZklvIzgCswuvICrYANj0HGiyerT5u8ayDWiIjNjKq2oZAeOdky47FCD/88GP75JMHdnHetpnKom0+PrT7dx5b/WxsV1dX7I3XvmJTuWmvwVFMZmw6O2eLlSWL9eN2untqraqs3RGF0qtix2JNbYo1Ef5h4iBlM+royqyOz0atLWEYkv5BofRCxLJSsLwEM6xbG0bl/klx+gJ50rXCCQyVmCqTIfGUZZN5GZQpq2TFOGSJ0+GcZWJ5gXFPn4kdEyvNZa1Sylm5IKsrIM0KqKNhajDILW1FbG93185PBBR6v1Jadtc6o2PVxZZTvy8vL9rV2Sl3mTFeU1PFYFWjPClWH1Zrp2JHPQ2vfCOYihTS6i0xg5yYc8JS0ZQY65RPipHCxWKStfVV3Q8upxRQhog86LqYMmyVHFOyC3DbD842fL4iMxW2ynTJKgtFMWMNOalrJSmmjsWb6YjZDkfs5EzqV1wshb3cxF7Up225vXvHO74g46R6IMN44TVIJB1WKlCgXC695Pj4SOyx1fS4+bnY92c+87rduHXZmRX533hIWzKuKPwz8r7mZxbMmiEx2rJ98oN37YVnXrQbq5fs3/zuH3i4ZGl2zZZKlwQeKemKADgiAyIj1qj3LS6ZC1vKkiGNo8YrTo7/RCxVIN8Xy5tSv/RNnkOvKbkq2/zUjH1y7137wXf+0Fn12lLJfu5nf9J+8kuvSQ5Cdrh3z06Pdi2XlHyuL9lpvWpn52JhsWCxikWoSxOS7ne8YlxaHuEkPrGamGFd7K6rsesxX5GQ91Ep2txMUAAoIfJCTDmk9khMpePqr9K0ZH9GAJTR2PRl5IQBYnWkZXZ1DOsVemo3YQV0HSbMUnh+B4joT2QYskGRpIuLoHIjYAaTJhyQL1Vk1Ar6HiBMMaQzD8nFvOAWYVUWFxEWhGEz0cdEIaE0AL7nXgzMHbiQyHmoAI7gC9gE8mAVRgQoYsIyLdknhEGR/x1SZwXmsGYMCuFH4sQAO+aTdu5vH8j7FLnLT/u5SRfLSm9SYkPkLk/llk09KPLTtz/6N9+23//dr9vhtryR3WPbeLBpsTEAnrTNe9sevgr1JfMiG/22+ozr6Wdmalae/ZSH95hPifz6r//j2+RwoigE3QcSEf7GKmBROiy9lUWUffI4DEtOU+pM3FeAtyX2AsPFKnpg/skDy8KAOBi7SxGw4ACseQ0s2+SJhePJA8gOHsF7DKi/p+OC9zACT86jv7NiSuQ2h8kTVVvGGsDAxSEmFBMzivsuH6ymGupnKpeS2z5lw0FQv7Yrt5asCMpwsrLpXO7E5uaWLOLYdzl+/vlXnMEU8hW3iMXClFfZwlD4yjC5gzC3RpN8SQmqWBsDzB5/3D+pTHw/K1CGUUaIGeu+iPVhcYtSVAYpWDsvoYsyWSrjJjlD0Mjy4H1mumFkOQ1csJWMBluCkUj1nG14Gp7Oo2HwPuIa9N+UDAjf394894I9zTpVqUq6j3lvX9dnpweW6A2cab+wti7QG9qcFJz60mOdkO8zscPEYqeJ2yegTOTdYHQuzpyZAbzMQM8uzPuu5D45o+uTcO/xQbUV1hOSwpFc3++wQnRoCRkM+qHaPHTmNLMUlP5kwQjMPJdDabOSuawrOmEH7q1A4ST1tYVLPs4d3QcMeU+AC4Nty7MjnglD5rq+OlRy2xYTY+EC7YI5DSsZz9/Nl5NiOOeS/46Av2unOmZ6Ztpu3aC4jwzIMGovXXlJ1xrbogzt5aVFu//wvl30qi4PJRlMljKRxomHQpU/+rEj2UCfJmGBhZQBpky/E3KB0V3Uz3ycmfhmH8rdvX37Z//sv7YffPehra4U7aUXnve84K4MDAWN6rUjl8NyOef91Je8s+lAOlkxCgyFZYRhxqRL0u6ZRQEInk6krvtlY+uKu/HhUFZkpah2ByGBaD7t5xupDcwhUKqSIvziltYWKaseEypRf6YoX8r8fdT7lA2UHfQkc8Gq3aDEqJepFROlZjIPdIT30Q0KJDGmyEhBeke8HxbpKy7FHr0KnWQGkGfMkQNiy8iLht7lCnzkkWFyUf1J+IHsDkKswSRp3Vl3VEbd865HwcpV9ISqehtbG/bw4UP/Lm0Dw5gzAOSRJ/Kn6eekAJXrnx6f+NzM3PSc5WQAHzx6ICYsAD6o+kYWrG1466237OGD+7pmzFhX4Z7i0rp7ekc7R36t6IhxFz6JcbBjy5K8d4o0saKXSfmaxjnyd/7JX719ImDZO9iW0p0J1HDPpdwYH+n2cMzNhJyJZMQ2U+QYa6DkyMt1lbNNXp0AQiqpziIgT4c9BV9ZHDXEGyNF5sZ5dQvhf8tKeT4sPYyFE6rxqzqe7wLygC0NGYkJw55DQivmuiVK/uw093QOKblYfLsnJiWKigKMdRwKQt2DkFyNqJRzIjAzfWZhMYOCAHZm3q4v37LPvf6Ttrp4wwq5OXt8f98+/eihnR3W7frlZ21t/pLfW1L3HdV9ZQQu07KcEQn+hYRnT8wzHM5ab0SNZ7noqZKuLfYjoxVPF6wx6lh5bsGZcWPQt/ro1GoS8rY1rC+vY1HAFmZfPCk7wMzKPbyQsYQHi058nkm0WIjKcgWBYdFZKfUy/NXO1Q/6rrwE6lywvcxY94wLTo+xEefe7o7d+/TAF09EQmwGQCnBnNHdGGOMRUKCmZUQfoadmScjmymLjWcSNr3AIgPyiQEVDCTBaiZ4smI5eYvVB15xjnPBIpJiXakE9SNSYtrTHuYi1pkSyOKtsEs6MVWJgMfPyuVpF/6WPDOUPD/Lct++ied4xkl5uuK1O9gqPiQW0Wmd6XVo+RyMZmK9NrFPMTEZ3ppAtS0jSypZtshiIX0WHup+45Zm/CUjMGTKzoak7CE1up6Vmy+lzRYT6sORHZ3tO1OOi/Wyie9UbsFOxN5KsbItTi1JyRZtSgwyov6YK8+ojSGbKS1ZMleUssR1PZGESF7gK8MS1321SFMkBsn1pScTeQzk6EtG2Oy30922Yg4XGaOqcZQyf/ThO3Zxum0vvnhTTsnAmf2dj98WYTiyxbm8ra8uCkwTAo6IJUtFq9XPBXDTNjs/oyGQMdB9sedlTCCZmh5ZUR5PYipqxdmCFWYXrT3pW6OvMSnmxNTNwTelY8gt7mpcgq2dRBakz4OmDI3kr9sgO0pyIkZL3Hco3fRNiGWIAEHPyJK+4ZrTf7BCjFJZoMv7PAA7wgGEDLyGhM6h2/WYMuybXT5gwuCHpMPDIlwr2O6fjC+pB1ij93j6DtRqIyQE8IaZ4114uEZGuad2+KtkG88sII0jD4uw8/jZ+bmHVQBUdAyPARbMA8oHWaikK/bu++/aD7/zQ/8eKZ1HGodv/sE37esC5c17J0RwPCPjQMBLXH5+et5GurGKvIBKccqmyhVrnDcl36xFkNHCs5AxZcJ+bmrOv0PmEUvCR5LtyE997Y3b5G9iZWB0HJiVNWxJcGEepA8RJ4JVpPQD3Va3CYyDGhBDuay+wkU/PGDUKDlMGBD2RGt1WhSQ1pOYs7PoJ7+PnEoHrgffc+DVeXCPOSYti451BA58cPUHlpIfjk5K6TJyr9jbz9mIL0RhcjHYTiojgGDwJ8O2nz8rAwNbicckPKOBne4f+i7MMHIY1qMHjz12yOTaG2+84YyHe6FaG/YCVwRGyfXJ4tjYPdNnMg4SACzqQMcyKx2SwhDjC0VHtrS4JECaiAUIOOpMstGWjg/65fKihEsCGgs8CeG/t5+wDoKWhOXoWrh7nI8ZfSwwrjX3NQwd6T6I+QeVschnxWMgfYt2nZ+1Pc618ViMTHeQScsV16PXCWKbTOByXEJATmz7jVvPOusoABTq/8vP3PDPQzGUSWMtpXfGo37m7+yIWe2YjF/AzFj5RztYnEGMjH0ZYY5pyQ/Mp5yn+l5ejD/jsUMmeGAO9Q4pbrpGIeSMhL0MPVYuJeB7bITJfTflrjNxk0oG7W/UUWQx0n6QVxxORn3Cb2p+2rMGajoeBg85oD9HUlzkYowSS+b3J11jx4fl9TkpTcEe79z3/ilXpl1eIgJRZsWnc9N2Wj+1RZ0TA3mw88gWVtesNFvxFXRqnP5JN/SKFDJ9zQQOcuD6I2NOGCotQI56mA+jS05637f8vxCr4/7mcwLNfssO99QfAq+x+hRWubw47dtXvfLSs7Z+ad1u3bxub375y/ZoJ9hTLyQji/52+/LO9J14WsxVBjBdJiY96yEg+j0az3v2yP5esOPM5YVCUDxopuyg1lXLYdCkt6HfoxYkTfcxCHJwI9InwLWrvg+YrwyiWDE1Y/hbXeZ6gijDwNlKDL2gT7g/sIJ+BZiQl/MnO98gY/zNMV5jRYQNzw5vhXEF6JFHxpKJOI7nOXFPOsjMYHyZb3J5FakBR0iNRE/IrmJlJ7vp8yDbgXZgOGDnMFuPxcvokI436gVZK7vbu/b973/PHt175ETn7OTUfviDH9qD+w/UL8KEvhjv/LxlRQC2trb9+tRxJn1uZnrG2vKgkau+jBpzOGRd4BlQqIhSt+IT3s9EKZCfbEmE6dmfW7pt2YncnBkreoFyuY2s0LKM12OITkhjKggcWTkk5iFgHosRWkjWLl4QwRtZTNYtrBshFSk6ljBMIsIWWIFY1Tim76EUWb2nC/o5SEmi2AdUXgMtyxjwXgG1OiqMSVQHy3ypPZTLDPJoEzJ05IOQGSB7I+HWQAicehKQviwhHRKTkITD+l5IYMPKtrEAUE83BqJnQ7GVgZRlbKQrzeseQvbdH75jrXpXA5mwd3/4ns8yN2XZ1pbX7LkbN20gYSV9BiBhtdpYbYiLRRLvHCVK6siSu0meQjhsSvlMbEkWun5is6Ii5CnzWU8DNBG4zc1dstzUmoBMCjqTFdcdWXss9pHIWCIyrfNLyVtpG7X1eS9tRxs1y6eLNltasGa37owyG03adnXD9rbm7UffP7Wv/+tNvVbtwb2oPbgbsbffatm3//DEfvR21apnJYHGgo0mEvCxGH0kY5TXaPa6luw1LKnfk4T/Bahf+fKXbO9UgCBXf6hxYQJjSHohBW7E/hPEradK1gj17bB+ZHPplliiAC4h5h++sPPwWVArZHJmnXjL8osF60ZZfDKyhvqGXXsTYsxzpVl33x41fmSNyZE8F3HLSkr9KqAHtPNsoT8nA8OeggLISNb2xVh3j0d23grZSSOnZ1Lj3pZ3ImkTOyZkRIz+uWdv2vLUrJ3vH1nr9Nz6F6TkDa0gFgRzOqDATrMqgydPoCRjdrohl/ncc8eZExiJLubElJOSk8H+QytL3FfFzFenk9Zi26aDTd3zsozFrDyhmozi2DoCJBgjqaMwd2qmUrUvgWcmjzJNHF6Q12weqi8aklNqLwjkk4s2kbxN5WcsLh26v/Gh7e48tIP6Q3kn55ZeGdrU5bQtvJa3+edLFrsi+V4WQVnuWS15bnvvfig2GrG5okA33fVwRKUg3SkJzDXshVtia2tTllwp2srzVyRbffvm99+2G6slgfOWZZYFvtG+vLW4JbPUsdZ4d+Rp9ZicFSGKqp/PWzYQGUmK+bUxgOpLdh8XL7bRydjmi4seuhiQLpkgW2tkx51DjdOpNSct60gXpZEicmRpiMAM1Ccjdj0XJmQEik1CUoB4xMGROQaXO7FX2UyNx8ievXTTPbJiXHpQmLX2ue41VXYkGMpgjIbCHZEzdqmOs+uPPGsxRltZWBZLbQuFJ5ZPFo2djNpsuSQFSIpgrIjVnu+fWf+sZUuVeYu1J/bN3/59+9EffE86OLCPhAcPPvzUDnePrVOrOxEjM4YKiB7SlUHNisDEJL/RVMTOh8dymGTIZmO2db5p8aIIVwGPPyJ9OYTKSAfVG8K/TD5vI4HFRESCndMnGCYNXeSv/Rd/8TaxqJnKbMCEnlQdG6vjeI3LwmN5CH3zoCHiG3pq4ASGxGqwVPwLHtgn/hSCCmDhpR4DloUM3ie8Ebg5vLJEGKsafPZvP3jbrR4H+EHBEf6/vs8zcHUC5hz8+/EPD1i5h0EEylha2kEsWi3y/1PxoTMHYkbc7ycffCyLtylml/Q9ynDTiXXlCyW35NtiVaTKFJ4s4qhLyGDSLLBg5R8lMGEShCCw0DGhHe77RK429xGWxYY50T0wpVaDjTCr1q4FxdDjTFro0ZeiYsEfP3yg9mxJOYhVillK2Tm/4MOZxP/l//zf2je++U37nqz5xx9/7Pu2sdPGR59+4tXHyAqASQ5lOImxYu944BnASBMCEdrDZCE7+f7E5z4bxPTkOpK5QBWwK1ev2MraFW9ftRUsVd09PPadKT7/zBUfkIOzExfYUCrhWRtRyRJjlpKhYQwzYoj070RKwbjJTPvn2XmBrq47PTNls3Nz7pmhlCwf55EvlMUkWrZ/cOaeTEyK5ysPxTrd80nDOjWSetIv7HI9I2Y4lhdEvjipaMQjOyRk68GcCDUblldXvBDP/vmGPMJT68ozIkY9lrxjgMtFrhG3V2/d8OyZ2UKwQWtfTJS5lbDACleZMAFg4tlIHpMJ5I6FVOhHPpyTAWRSqun7LrKbNTHutIyqVMOqW3s+zulswhWXOQRi9TEpOLn3+QqLHGasNEM955wYsDRKx01CzJAIwGosByaPml0zJGdhcmklc6W0zwkU14JsnIk8Q9L2DnYObWdnw7725Z+1N998QwYy7gw7lwu2R6OOOLHecBgPBIITc7lH3WCQLFFmfgPZZjGItYJi8pwHzyb+ZMHSefPcx/vW88+5x1IQwfPQBRvaMrYCUZj19LwIiB6EkLyesF55wIypJNeUd8lEHIuReHgWl8bad9hn3Mn9BAqES/Q8YSD30sWUie1G9cp1kkn9LubekOfEZgIP7t+z999/3/Z2tz1DpCA5X9U4V/IYq0P7WDjwwQefiOkG6wnoE8a9pT5kUQ9/U8g/m5oO+kPkjqwQittz35TyZBESaW70T6QfVMMThHt/jjqEawhxBnMvNP4pc4/85/+n/8PtgsAlnVTn6MMhNWDVIZMBs5Ym9z9gz7irACzRIapVkTIyHoodSviZHUXCADrQxoGXcISOI2YTiKkectlw7MjiIL5HR4YjYhU/PkIPfgcuUbSwu/LBu8ExCAeN9x8HmB8fH/z78Q8P8mYdDAFnXv/E5xwRC/UEetv2ycefSCAzpPL6RNTCzILv1MA3WIhwfHpqJ6dncg/ZYSJvKQkwKYLnTdy3ph0fHfpqqQHVxwTC5PbS6U+XpZOD7OlCAi1Yu29Uq2uxSqvVpG4HeZVyCTthOxcb2908soePd21j40Cve2IrDTs9bdn9xzt2996Ofe8H79vv/M637M6HOz5j3ZR7JG9cAiNGWpfJFCMlFsxCFxSIcccI+lNjRilW4s/CFB+1qDqTLY5euHHdk/lbFzVfYHCwfyhladnx+YU9evzIzur6/fTE6gJnwPa152/Z1Vu3bF7gnK2ULQx4zE5Z8cqiLV5ft63asUXLaYsUUnY2atk5tRUSakMuZr2MGfWkY8SnmVicXxBIz1pBzJg+zuBuy132TUEb7JVGYfii+jei+9M9DntiG2lrS2kgClkBaWV+SgBWsV64byd1AQOr6cIaI5MrLmDKzuZt8cqSzazPWU5trZ1ti50R9sh4vnAkSUw8YQUpCyGXV65ft3KmKG8w7JW/QuOMTZWnLS2WzIKQsNseDPPTHH1IiJ7ImvQiwdxCKOFzEcQrKxmBXjQhxl2zo50D+61/+S81tqdS6qHVGufW6B8KmCcWy7dtcUXgnGtZsRK1dGksmZM8pwQ+ESYUe9JTucahGV/AMBhE5eEysRiyvozHiAlOvpATM5WrfFo9E4NM2rWlayJgU/aV177iWSUxJt3UpoSYaVosM5ebEjnLSG4B156uJSYqkGF5f7fblr73ZBzk0aXYRqxuFwcBy6VWNyl0IY0tFePa/YbPUaDj7VbDOk1ipvJcye/VuHXwSuStUGqXSU8WJhGmYOs4X9QhHcHtr1/UXW8gB+gRZALFJzWXCcyh9Ao8QJl4dWxB74X77BLSFAvnfUAZY8C1CRMAfjUB+9aDmrCMRUFx67bwkuLWuBiJGVftcD9IISR7JiYPlxXH1OGhfyrTU25sUiJd3V5dpAugljGONNUPY5tdyNrK6rRIg4YgH5GXKQ8/3rOsvOjBhJ3IzzSG55K1srpvpPsF2ESGJYuRX/31X/E9+ugsOmUoBPcUEbiMOovC2RTiCGPW9WDpKvEgbgomQKV9Hm610HxG6Clw6knyPJ3kT4E01iRYAci3ZNUclH/8CM4RPPidGBSPAIT/7ac/BLZc0yHW//34xz/Gsvqrv/h1vS1PfwYN34nhX//u7/ls7bQsMrGlteVVt7CiJM4MiQdTFxYmxDkAaKqhPdg68ap0TKbBFFnOieUknEG/9tmBBDdMgADoR8XsuH/ceT530oDQd9lhumPNatN3rDjY2feVXXNiSVhWUhJhipu7G0G1sY2HsvbbAtiAKbBiCRDuC4xlKyQIZvMLC77fnMcEda3As5Fgqz3MdvP3bC7Y4WLU7ThTWhMwMpcwlpIwEZKRAHJ/j7d2PduEydIf/ehHdvfBI//ei5fXvJ7upWeuuhLFCmnvv1QpqBuLEaPGCBOl1Knu1YKdFoopakwkbSBmoYGW+xu3uK4vTRZSi+3pNSblpIISYw2DYxY7Gg3yjFkKzPjEBdBP81nJt50R445l5RpL0JFnrCxMxScZxW4KT9oFmYAhd5onzvDyM/NWFDmBKUMEpsTYibXmdX7ij/16ELOPRFhxmJaxCLI+mmMpPQMASX5CTACUp7KLfiQIg8h1J3ulJgNPdb5P5dWQD/8//L/+G5/0unbjstol8BeBhuFdtI79eokssVN5T7EgVhpNIDMspHgy59DKONOrHje9GtyFXHN2mN6viURoHHcudm1bpOOoeigQKduXnnvT5lfmbb644GQikgnWAcCI8QgTYnb8PRqR+SSvRvqFzrLIy2tECPzYD48+IBZqcvcBSnZyYTz6k0BOm72aTxj6LtTkMfck7zovG+ZyH+xej1yz9yHGFlaMPOI18SAWy5g2ak3XVj5nPUBV5AB9dMKn8zGpiT47DOgXPCQ8w4lAG7mhDAGyH8NwMcGm44hZLy7IKMvw726e+FhVT889Nt9pCIh1X9QHz2ZYqq5x1Ze8bLDakM6lPW+dSom0X2Lm541Lr91jyMX98+vSh3Ux77RIBe+TsYEnRpF7rjcWzjK+o2HAlJ+u0UCnIn/19l+5Tb3Wflc3AEP2xRiyshI+XES2gYmE4xI3udwwZQ3WZKCnrEZ4HDVKHPrslIO2ngKxIMSujkJAWVGjzvGaueooXmHLJvcrxHfVEECORxCK4MFr8KShPIKsDv/1yePJsf75ExD2fz/+4aEx8+vDShFk/ad/UiNeJQQxtQPA/eY3/tDee/8DuYFiScWSra+uq7NHEia5WDOzsoyzOjmsuWYPHj60T+7c9U1R7zzYlruzL2U48/CAxl64TQ+M3BDEEhI6KXlCDDkj980LyagZtC+u972W9EAulvCD4jfNet+abZZein1JQ8PRtIAd4YuJfchta4l5dLHYcvHDaevWxJok4Ky+kmxI0dTHOlexnLXV5XWblkV3wWF2V67ncCCBgy0Q75ThmBczUUc4U54Xq16cmnYG0e/0gv3RyD9XO1luTfL+tAT68cZjY/eOUqlor738ms0urVi4mLYQKUWrclXnpqyW6tuZ2FJ0XqCfC9npuGHbnSOxZXHWrIxAUeyoYFYG3DICUQHmGDADCIYiBsykq+/DAqweRk19CRNjvDudlrwCwhHyCgZdoVjY5tYWbPVqUBcY1nbaE9NpCJgGVYvrvfSCQL6sa8ghbIQ69vh0wz7ZvmsRGZoZsfSZeeqmJMQ+peS63vL0jL3wzC0bian1xNIj6vssgBUqej2E/iAl0Mlaa9zSSErunR2jA6AD/hjCJ/mXviBnH731nv32v/xt++E3vmMfvfuh7T3atkFToCQDNlH/ntb37MNPP7K96scWSQytH9uzmPowlm9IiJo2jqkNib6eAlEZePmY0qOJwCtq+9UTeTQ1O65VBfwDOzxhu6YD29wQWTg/tvOTmgClJ51O23PXn9NYyyiGxUjjWTtm0lmyY5StExFjF3V2wZlMxPzVrkC/BLzjvnW6LbE7jLeMZmzkWR/Ls5fFpkVcxBbRq7DeR59Ozw7FMlvqI3KyB7KNYv+6DFlX/V5L+sLOL/sCXrFyjfeFwJZcZjxw9h4EIAlhLMswsvweT5f0RmQABsx7xLV7whTPDtPJCSGxO4+TnhGZGGRGBeCNcSbsQMocXi7v4QFu38er1HmaJCAI86xo1TPp4Tn6UbJSYUrGKi8jzkS2vIEUtUgk0ybjU2MvQBhyxMozpGgSJza7dHnJLl+Zs3xKbU1K16I9y6Unli+GJWM6R7qne+jYOFK12iFlXFkNK4SNCxMkPpFfvf3XbntYQYrrIKXBYYaTLfKxYKz5x/LDAniMdSDHIRCO7NFghR9aA/g9fd9zkSPEVQFT2DcdFXyXB8fwRLz8e2idP4OXp4/g7Sef64GIPP1u8P3gXX6Cfz/+4QEOB788PRe/P2mrnikxkIrcOSbzYMwFigPJsuXVu3gMjXrTLXtdAkPN2KbYMgyW2qjbW1ty52G4XXWhgC2GCxt4AQgKbtfUbMVjz9liVucR65JR4kGhHy+aonugceMnngq7YCNMT3exZqnv0/6GrfjqSrk4FIfiQU2Jp32KRfdFGbKRS0vznnfNSkzcSVLGsOysSOR6jDHJ9FEpAf2Q0bWoElYWxaZS17nYOv3REmMh9porlHxHjIlOznluvfCix9xnxe5WV1esMFt2Rt6Pw4AG1g0HdX3ZQQXmgevP/ckGukFMRHR/AvH1/KyEmbg9C0tY4l33/mSLePohrfY0xATP2bpJ5yWdj5gyebSARkfHUTvk8pVLlq/MaNSlfGJSR6eHnlXR6rH5gdhKIeNMmVl5GN/pKbH8M5vR2FLvOa3v0s690wtnmIAHWQsDX47dt4zcV8J88XjRmVFIipqQSz2OBrUZEDcfI+lHUL42yM8Gohmf99R3X//6121DBh3GN1Qfch+f/cIbXtXwrXe+be9/8FgG5dQZeiI38vamZbyQP5ZtEzNmkwTknnx8F7RmsKLv4rgtkKxbU0aaKooAdKMhj1YAX632vRQok+Zf/MznPRQwaPTdM2xakIUA6XEvVjjA36Ri+nUlUzBgwnCMHwt8/D51fzDt6dy8yx7hFOQ1V5J3o0etee4eDPrPOGK4yDIijRP5adSC3bdHEl2yEYirc35Pp9OTErDE0FdX1swLJWms2VGGjQZg0HzGccznwcB9wYfa6/F96DChAPRCr+owfV8mXOPBsnQeyAhzSQdbHY9PYxS474j6lbaMkatyyZICS7KE0mLA9DuLkQjrsAUb5/NQF/MY81PCDYF9krUBFbU5K0kkzh0wYuYQ8EQTMnpPJzJp19Em+dgZK/gK3IzPD0T+xu2/eZv0HUpNqkmWCGekIGIBUdyMhLHRKOlhYSM/ArdJx6on+J1ttEdCeWmq3tfLEwCEMXgneegCIIaV9h1QiCX7pqkCL6wYbhKyxdNZtr/6afzBd+ms4KHrymLyDAobCYT8ok9A2P/9+OfJN3T8j98J/ucRvKYFBkkZIADio48/8SLT5EweH1D8XgMmd+biomGf3r1nm3IDWTnIQpEtChtd9KQk6hsNOGlhWPCwpBpTUcimbWZqSi7MilylRa9CNZIrTpEbz0eJJXSs3Kq0gFkCTo4iVtxjYmJ61IweCsAjpDXl0xbW+UPEqtNigrr3vsBUyG4TeZCsbqImBQyHetTsxOCrkKbmvPBREM9r6qoSzjBZK5RcFRCnpPBi53H1I2B888YNWfK0G6JGvWUHh8d289YLdunKVWvIBf0X//JfWVeAdHRyZPOL7AyzYuNa32OsiWJK1+jbxvmWPXr8wHZaYnpJeRaDc7FA9jcUo2AmOhGSy9+wscA7VUnZXHTB4pms3k9aazCypgReDpwYUUrflyGDfQogPO1SfQ3A5gtyBdNJHRP1MEllumKZSk7y1be9+oHVu007H9XtuHFmkXLUxnKRB0kpe3Rs3UjHGiw5nrS8Da+UF21Z7J9844MdMcuDMzveP7Ce3OaErjuVSPvCl1K6pDbKG4iXLZlmYmvG2zUWY9IvLk/oBaLqS38lc2qxjNDYK+Vt3Xto9+8+sKQYKLWZKYmJ4T+T17l3dGaF6ZQ99+JNe+OnbtnVG9fUvn15UU3LT8tDpXa2gAccHk3YszIsvcnoWnFrSwyq3Ybc+r6AWO79SV/eVNvYlYUwTUrGqCtwFAZpnCf202/8tBd2b1IKgFrXAjpWy46G0mEYc0heMSl7ujcHahkZjNiYZFz93+0x8Sa5FJlhIcagKzatdsGkAetUWjqge++06l4ULCm5TQlgC/IIKkX2OMz5fAsYwGRc9bQt77DlYTJSyHzRiozfii+qmBa7FTuXzB0cHrjK0p6aDCUx7r2DPV+RCq5ANrg+ITz3Rok164c2s7qUBTPID++RLgqr7+KNtYISobtbAujDI9/8ghWDVKckHdNLyUo2MznpjJhvKME2ZmK/ybbH+KfLS248p0W+WASC0dclhSfBBCxWri1SxMbCbBDSIwQaYZIv7Dn1jaOxlcoZm5piIpd5DLXzV27/5dsDdbL61B/JEMIet5RcHRiAoMZdB354+K0+BUK9z/p+BBFWGTC2wF3wqmWybr4ppo730MWTzwFJZ9ICAxmbAIT1pMP49U8+mPH2hwbEgRWA1fcYeNoFe3zyyY+PefLDw8GbY/Xj3wXU+Yb/zorAqFVbVdt49Nh+4zd/0wbtrkC4ao8fPhY4i2nIlWWlDxt/wlrP9dnuLoBcVSdmbOBunsBVRojzjfQd2lYpF4OY7sqihwVIAyNn0zcr1TVj6mOMDRsEwCiYyaYPyYMm1uoGjT7R7fMKU+cY+gzmwYwwd5uJBnnDnMuzPLyviaNmPHGf7Bj/3DdVjesY/5raIFWUwuRjTPCwpLbkuz9ndW3OD4DDXC9fuuLn2xHr/OCDT+3y9Su+hXtGTAUmuTq94LPM3VDfPaNRlhh8y3Zqe+pHuc0sVFDbWWE5OzPrtUn4nDARWQFLkVnLyTvBkBOPZwKI6yV0L8RsB2pDdmracmIf+ZzYxRN5gDUipzOLi86cOjJo7OKwe7znfRQVONCfU2IwjAv52F7DWbLOuNKpGOJryZKUKq3vVWV0N61KOqQM2UR9gMd0U94DzCeWLiDk6jtpIjM64ax16jUbxVnUwHlHPgYa/EBviNH6wieBl67/8fsf2PvvvSdDTGxYg6C24Klsnp46U6vMsthmyjJFiiFJpqT062vr1h4EYQE39SIobDnlk7UCZO6zJ1TGE2qcdD1r5uyAcpYdeQYlj51OxNzIVw7HkLOuV0uEuSXGcc+qGWWeVnmTnj5pGzFtHlRFBOw8dqz7gInCEF1vcmnvn1GbfHLJ4KjrzJd+BsTPL07Ujw3pM/opu6LvkvnEQhSYKDKExzCZBFkerFq8dGndGTLMkQUt9KlnhOl7x8cnzrTxxjieeQs8KlZ+Iqd9eY7cBx4qx8NQ6a90mvRbei+QG8gP7QekQZtsdNHPd7B7YIcH6mudi35oS2ZZ4TknD5C8/VCs79csVCj4Jc8uFejP/Myaj3upUvBJ9ZH0jP5KZmI2latI74aBvKtfYfSti6auJ/au5hB7H14E+eXcL3pIpc7IX/0v/vptqhglwmkpQtrrKbCfWlpCx5Y27HvlLrZbadibrIs6i9q87LbBxB8PQNbdB9xyOkVf4aZJG/q3Pn/qXvCpzufxUP31lP0iwKBGwK6ps0EhG97nnHwvYCNPPyeeRSfz5LwOvgD+EzB+MhZcjouIBQQTJS58KLaO78v6/t/+r//3YHfjDhY37DPWMTEktdqX3LbERomvsuEkxWMGYqPgA0y5KIBKygo2pKTtOivIIjY7PSVWkHewrur7TPKQO0nRG3Wbp/rUzwXQsY4AQC6VWHFIzxEVvSZdDa76LdJXP8ttHDV1XEgDHXVQaXclPHrF05Bj7sYPL6MvZqIvSrDF6HQNL+AtiqS7tbQsN0EoG3cEiBExE3lFalteRniqVLQbYsMILKUgcYNren3ltc+of+NWFCidC2DnFmZtd39f7KWp3+d0T2c2OKzZtARqIuOcEzivrQPSITusb1suHbNL1xbUJrFJycFsJW9TAuDmxbmlNKbPPXPNZmOLYqk9F1yWJFNxK5XKerw2LkZZh7GqDbjt6hApIZOAAnH1O0F0JtCOjw/s8c4jeTA1S1cyli/mbBCXIslIRDJifyIIE7ETqtU1GheuDH15LBjuK5GSPX60YXcf7IjRpeXRzFrtrGYhgce1S1ft9VdetbAYfF1sVvzR2GsvIqUKJYs+WRiLA7oYfMQLQMCnROHF0HChdSyGdn9v1+4/eKD+rVuj1TCKJQG24vLWwp3vnbnHMLWcVX/PqN1jq2oMxmo7mRDjSVoXYNVoSb8LyIYsQSY1UoxU3k/jrG93H92z2fyaZLQjRZ91BrooT200gBVKbmtdmy1M29rKuvVrAxncq+L5Ea93zQRxlnCM6DgbRgQ6KHFxVqC/xNY9e2HMWIl2y5sj/fBC52ThEwKHYZxonCnWw8rE8xMRF3kVrFfgPWoQI6Onx2c+YQfhqRQW7dkbN+2KjD9hUg/FVFl2PfDFLhh8wPvs4sz29/fs+OzY6ygfHB1IJk+9bGpNY0pKJSw6I2Oxub3prJQiUIdi2IRVPLQgnQeoyS6j7zPMZejvwahh3/3Ot3V/Au22SGW0L3YbrAas14/thReet5c/c8WohX3rpQWbmy9ZLNUSO87Z9fU3bH5+0Soas1QyJ30XqZXnnUuVpP/TdnJYF/tl/03JZE9tijLRlxbg99R3fd9QlYU+wZ6jfcmsDMvf/Kd/07MvfHdoBGoiK4mA4SK5I6kfDYbHlZE8AYEDoAQea6OP9bnAlmOkKFgqzuNLp8FEMWSOD7YXAjz19p94Zct5VnQRv+YVsAxAM4hpOfv4X3qA03qgYH5ebzz/nnzw5OtP8xvhycH1aaOUTACHWfjmH3zD92Rry3UHICbs3CGmAFPHvSFNjvcvpFRkEZAagwJSlJz4IXEmGExC3YfFw72G6XV7TC4IbLHc+pwFDlhu/qYNdSnj07KHPBB8+o9mc21cLe9PdbR7BVIa7xsZCNo/k5tTH0shxBpgKL7ri45n4gOw7nSCWC5FfOjXTBa3LOOMGQGNDsLBCjg9KUDOJqnEm9n4lOppuJJFucFsEU+q3P2HD+Qx1OW6UZNjZEsSvNlZtSERxM7Ow/IyHm/Y/cOgrkB5YcoZBmliZK/E5B57SqEUFEZxuXTN74ei7HmxUYAhrWsziSPbKpCmP3Tv+i6hmLD6mvOO9V2U9eHmY7tz947tC5g5b3mu4vLYerKCk81PPZYoj4HxI1+YcWBVGKxrvBHUJJhbuWSXL1+2qAwCxdSZhGWGvaB+hBENukO5t4f20b1tZ4SVhfVANmNPlhc/kWfc6t5AxlQj7J6i2stYsQSeKoIfvPuJvjewcqFoZ+dn1pBe0Q+Dcc3Bo1CZeBZIriiWp3FiEQqERlTN5WMyYXs1/W1UKWNFp8iC2t89G/kcgHXoVzYxzaldohcyvsTsm526xmlazP+GZ7FcX7lqhXzRjofBjhycC48Db4L78ZxrPdiii/vULbh+Asp4UoAeKy1H/ZifryzPEH1gTgCjRxocD46DJCHQAC2rBvHYVlfXfIXii8+97p4cmUxk99BWWDOZIhg710VdH3Amjgw7p50+36X+8porOh9dQqyaEBp6w3Xplyti34z/+dmp93NCcoU8gmXoS0fGiX7afrzj/ZYUUWGLJqmtn5Oyxs88e81efOWax/rjacYjbOILrkeLs8+5jpDVgzwhZ+gyCQ2stKXWOZ428u2xY8k3WSk6IJDLWpBFw3ZZnlV0em6RX/21v307SiUj041KYdj6CWbFFvV0JGUFgz4VMyYdTrYVRB+FJIxiywgfMVRghGHkd1bWEedBaQNM1QlckDhCKP4nnlExI5QuAH24HGAJa9ar3kdA/Pv/rqfAnofDsa7BT/Dv/z9Q5iy5eN5++MO33IKyvFLmw2Zk+QjT97qkVg0ErgMxRFlOuYodCRYbarLyLCKW0JIAktmQlTtaEYBlJEApCQt78OGOhxByXYu7cwUeqH8EntJEMYYTG7Z1XTELJhm87isgpL4mvYf+J3ZK/2K5Y/osl0m5OzQUM8knCxIiua+1hnUkVCZjSmoTRZooWtRVe6lgNRn0LCOrPFUKBCMqug6bKYsdzk5VnMk8uH9fwHvo45BM5Wx+YVHsPC/mWfJl1KQB7uxvqy+6+mzaMztuLK/aytqSJSoon1zp6IWY9ql1IzVbmK2IuciTyCZZ72q1o0ObiB0kNSZ5gUtWLv6VqasWxdjI82C2Gc9EdEGjImZM1k8847s+1C7kWdQEtPqEfGBi/UdiXKdHrGrcMJaXX15dsfnVeayZ1y4mHo2iSZptIg+oed6wUGtguWjWKnGNk/yMqZBc0pIMy6LaIUNxcFTT/cfsxqXLtrq8ZoOWvBIpOcXyD8XO6sOJzS3OCZQvW0seTDKicRLYsM9gTMrKPAD5vEPpBvm3xA+bvaZANmPs2Xf/0R1r9juWKqTtTAxvUNT3o2Kbqa7vtEIMuSLwLM0ImDNTvlrVQil1DyyZdEoSo9U/YbZJisgjqJpUyHrVkd19eMf6VdYZdK3bHjvYDnVNVk6yC/azz960lcVVB9MXr79E6TE7ltECrAhZeIqiZAKwoIYx54ewEFpCLtEZFuNQiwIGTW52PJUW4DdkzOuS1YgvoycEwcq5bqsvd116IRmdn1mWp7Qk9luxfJba14tq15LGQl6WfsgOIfuCtFIKLBFLJkR3Jm+MdDQmtyFGrP7DaII7GO6T6qmHWJjnqMsgHGmc8NZZ5OKpjJJ7DI0Do+4bogQIM29EBKCYC0m+Y3Z0cGg7u5RqzdrJCSVV2RggKi83KJ364ss3fKuxUZiYuohXLpi47LWl54nAcDM5PeiRZULoSkRkJAIUn9LvRB+mLROdsWxoUcatbP1xWm1LWHsgL0WGtdmXMetU7aJ7YZH/9B/+jdtYMpgyJ0tqsP13FMKD/TA6ybk6gZ+eLCUWb6Ah5e+uBIDasCyOoAqWH6dBhWXy+scP0BmN8v/8F38g8EGsj6e+58/g7wCQ/388/j1Bua8BJxPi9377t91tqsutgtkWBbjkfXImBhc2i/A2BLJYQlb0MHuOi0xtVhgdBXiYzPCYogSUWhLEm/mbMAvehO9MIaFA0GABrT4rgJixJ/Yu8ZS+0S6YNC4WbYYZkEdKcXzceywudV1Rul59KPZ+4ZNztMu9DgkL13SmJKBkHCKRgStjviDzq/ORhkPsckHuLBMSFILB1WsTtgHUBeAwZXbv8Kpnybgz04PDfb+nldVlr8GwLHefWfFEMaihO8oEYx7Oha0isC/NyHXT+dpNKq+d2eHWkTO6vsCRFVGV+JwfT3EZX8WndjDxiQlT4/0ztIAUOBSTIlb0I4aI1L1Om6wMucwyVJwvnqdu9cDaYiwYdhaVIMO1C0pcnslATjwfOC3DiWG8WgoKwlDNg5j0xvaulHDGXnnxefceTODOHIbnqMoDisszoPZJobLiqwRzcSoBSv51Dc4Dl3EyInFj4VRcQEodYmbwqYecl0x4Fo/GjnFgEQ3sr1imKlvRSlPUVilbJi8TLlkhTMADohAQHDwkSEswxhfdQ/98VI96VlB6VPGZfErRMjdyUmfuI2erl5btytWrVsmVfLyWiovWFh2sTQQkyBUyIxDuSM65F6//rPtBbmGGTsjEaNlTE/DsD9liaWTspch1z8Vykad8hp1qqK0SeG3IMnMJyyurXr8ZIkNIkj7l893dA/9ekbQ3Xf9UjJaVmIAzTDaXZwUcIbu2gzRtwMuBSRPDpfY3+wHSQ5VK2cd6/dIlJ0gcsylPCiaK3CAPfE43Mifh2S3Sffq/Xe9Lnk7s8vIzkvEd0+3qlHh/6ttR3VbXRUCeecZi6cAzirOIR/d2chhknQR9R1ybLZ6ogpd3uae+OA/fSowiSiK90myRnKA+/USeCv2rt3xcMWiRf/CPf+02a8BTEbGvkG+R6swCdYD19sZtDZKsXrhpnUHT6qMzAUndmpML64wbnlHArLfv8ScFCFDwx2CKi+xvgTbOvnn98ZOB4UYcnAFij9UCyFJOPRkoWvLvfBKg9d+egC3v+T/uQA+urce/C5Rxo6tSkD/4/T+Q6yWQrItZCdiIA1blzgtSJRyy4q2uT/a1JLTseBCXC8JMcSYHYIatQE0ICQXF4Zl4CEsy01I6iqqHAFvdC0aPySV6l3CDhwqGrBYDZMUMe1RIUzsHZK2Inch7oY8oWxkLCUT6elfHMQfQEeOssv/g6ZGMRdPjc4SO4hpH3EiWyZNjnSS+J3ZHxgVlCanJG5XBZZeSSqFiS6WyrjEylpMXBL6l8ozfvyDGFuVG3nv42MESY0no4uHjB86a5udnbX19zTphGen42DrJjr+2kg1rS2ZqE+SkYbuHW1Kcqp3vn9qJWIzEyFe3LRYWbGl6zg4+2ZDf2dV7ZPlIF8SwOjIww85InrvY2JjZfXlwYv5hiIIEOxxVP6k/+7rHaO9E7CYpIxnXd9q+cq2pcSPk1Gu0LTIMW/1E/bR5bO3TppUnWZtOli2rvh5XpRQjeTq6ZrMXkgGCgcWlfLdsfWXR5aGcC4wg23VR8vVIhnl7f8smJbnSei8N6MsAsLqO1WIjgSjjMI5JnsWahyGxzlTMemJDyVDaFm4sWrVT970DQ2kZg8KxFWf6NrWYsNJczApTKbFqVpCYgKjjpWDxQfHfXI3EwKmWx6o+i/TsrLUjmelYvE/Jzp4tZNdsQUx+87GATZ7B1i5Ly7v22Tc/6+CVk5xelnHoy5AQVOuFiJ0y+UUm08hZMHrhS60Bfw9jENcWQHUFjgLKnnTeNUxEQZChdrJPZJCqWT06s+OjE68rsSxWvjC9aqX8tM6QsgFTC0PAiZ1NivLosgF4a5yRXwAJwwrYstCCNu2LBDCBeX5x5uy3q5PUGzUH76PjQzs6pTwC+wTWJLcR/4yUM3KkMS4rkmFWhBIeYbIQXSXMRfkI7qmYZcNZ6WmibIuLC/bKrS/LI6tJz5jYZfFc0k5P2FYqa89cf9Vm5qbVfmrdYMTykpczy5fInyY803AC4cw5mna9T8VF0kRyOTam+xZki86GRGZlwKXfF/3HJg2yrv4fSmZCLKP/L3/99u24wIKtSgA0hp4JCmYIcQsC+g9DFrILbEjj8NjNWEMqRSXggWse5CQH8T9AAStOJz21lk9B8H/+VMuDVx9m/pYIIAw6B8+nn/07H/+eoIwRuvvwrr33zrsa9J51pIgwor6EEwZP6pozZX3mzF9twtKzOSzHZXMyZh6DlaDpdSRLDqvChab9sDo8C+LO3kfqExhwB/eqJ2M2pq/UVrmZMOb2oBVYULm99B+xMy9zqB8K3lBdiphm9ezC3TzcVJgJrIbYbFj38/T+GZeY3FYYtJxaj3lFY8Q6I1YoslO0GFNlyttZKk/5xMpEckD+5qYYI48jCTLZCLDxDz/80E5Pj71G7tVrV+QOU1GOmKnGPCNFFuPuxwMG1RwFe9+dSGmI4Q1a1Bg5lLta8O/HJZCsTDx4eORsnPS7jUcP7f79Db9+ly2mdGN4a3EpRkiKxg7gpDzhDTCxxOdzZeqS5I1qg+QXP9rfceZ2eB6saKO/D3Xd85NTH++CjA+y2ZPSssghpT7xWKoABrkuVabtxo0bRunRicaNVLuB7p+6DHhGPTFUmFdl6ZIXxwkNiVmLietzFjxcyIVmHCIsmtD7LcqPyl2lFOnO8Y5RDxtmdqF7pn+KSxOPVS6vLHhK2LQ8CzwMtt5HZoilugflo4EIS1Z0H/7gzYT0UP2dGbNTS9iyE3kL6qdv/Jvv2c4O/NZs7XLRPv/lL/h9zur+VnIrVm9d+CmaYrye8iY1ggGyQAKGRxoYqz4DveaagcdFWVUEjs1uXT9jYTs/O7ez41OXk4jkmfujfCXZOexVSENJ20S/mKBlZSuxYM5H1g9y+rRqG/fr2QiVktfuYHJ5BqYtz4w8+umZadcPwkl4NtlC7oluDt0zzYtYUKWNpdqkhZL/TvYEn3M9mDbZKcxvwLzPj7Z9B6G7n2x6P+w+rtr3vvd9OzkQ8dT9sL8n+exdebRkSMwuBXnyoShzSCZ2XPV+oKwp7RoNmCCVbEImdEAmU3J5I8afErHC2nrRKuERDPui8dDb9LQ9vg/h7dv/9DacDDCjsDul8KgrS3oS1a46I7EHWfxeiIwDgVZIVlHWdRzX4AjZs+G0Bkhj5rISiI7nIYeenFNPB2tZiz9+Je9Zwu07lQhUA5B8Apq6QZ5M1uASMFD/i49/T1D+9N4d++3f+R279+ldzzo4OTgWG4va7taOdxpsmNBFtyv7pu+wizZgzKogyhuOZKz8/DA3Jhk0MMTgCWcwKH1cGvUr14ItI0CktgHc9Hf/IicWzF5usqKDhLHdzrCjY4lLhTMCT1iGWN1AjF3AVjtp2fHhuTXOOjbsSTmiYuCS+yAlT709ERsXkJfyFQ+nEIPm+mExtnQqK8vPyiHKOKZ9oqeYIKdASi9GvrO9ZZ/eeehCurm9z13pPrPBooRW3ba2d8Rgkvbqa6/6LiUUsuoX9O20rl1Wf2Zj1ojLe2LFWVpGXazxyvXLtr562QuzED5oHrHx6L5t3tmyhw8e2qvrz6qNYlAdeWMCNlaWxtTPqaTYjFhxMpkTQGUky/IkyMJQv1Ifm3Flh4qcVa1ePbdjGYumDMe5WM6FXGnSv/D8y9my9WXI8urL5elFW0hP27AhxTySXDeHFhegL7FllY4jPzVTKOkeC777OUoS6V7IYBz4Ttq5QtYS6tPSdEl9tyx+I2U6IQVv4tkBd+98YlsHOz4HkC4J/OVR1Fm8Es8IlHt2zp56Yrrl6bJFMzGPKa++0LDly3mbmReYlMJiXRkBUlpypjEnxi7wIyhIXWji1rDjic/nsMdhS4ZQciGilJuUJAPSnWZacjYUKL8joDBbvhG1X/iFn7f1G+sut2zWmmBXFLXrQtevdWoyOGTzSJYkt5RSTZJCJ2NIeA0ZhxX6pLvkgVWrMGU8PSanmv2a5OPCPWaqF15eviyju2aFVMkzt0Zd6ZpkayzWKXOqc1HXIqFz9+3stC4P6Amh0LiiE4xjEDYUoJExIVB1stTvSHe6dnJ2YhsbG7a9u+1pqRjwH771A98A4Pjk2LObyA6hvegcpQLAE9/STA8ms5FDABhsubQ8J6IhFt6IeDbK5r26bTzetWR43qanluzirK/2Zn0Oo1GTEdHYLS9cF1mSt9aLW737jvXdMHekixobefq9Xs1jy5hEPAR1q2S4IBoib0HvtCRX/aF6A7aePHJvqinjjQHvCE8i/+D2r91mFZLnJOqJAvMAZLmZTo/ZTymN3C/Pl/TZYA0+SwKFBskxEw+MJhiEcj990hTCDwJgjhdI+yvA/Cf+nkyClDmuwYNvOWjqMweypx/8ux7/nqD8/nvv2re++S0x5LbaJLdCr8wmMwu6trb+ZCEFaUxNCftYQkLMVoblyaC3xDi87wTIXkFL12PWnN1wAWEmJVzoBJR4DTUpAO5RV8fzkF4EDFZgiYVt9urOiEMCNrIgZman/X1WOlGH+VztOj9qeJlELia7IQFUN8jAeR1nCT5MZWF20ZYWF3X/T2LKMqTMbOdyTOjI2Mh1ZvJj0g72TLuoNe2tt35kH3z4qQs7qXDMgs/rHAgwXhFxvikJ5U0xZPJPYRzx4pPqb3FitxO76J36a4QMLo0hk16UVR00UOSOne9U7aEYcTqStc++/ll747nXbG11zZ555pa98OKLdvO5VzyWncoU3f1MypDQXrc8uj9Czc4C5KmhxI8+/rZ9/NFH9kisG2AZyTgxw0+VOmphlEpkY0RsrjIT7JWYyEjpMWpVd1/PNH4wsNJ0ENtmI09i1RsPPvXY5vFekEVCmh0rvGoCOoxvLDtlHWtbc2/P23d2cS5P4iOB8q4zqen5WQ+NdcY9O2ueyhhmrJyRgZj0LKN7L1YKnhZXXmnpvOyYLTCl35jXwTOQpAJCgBXSjMGlHTBWHk/z/gfhvs/a64oOPIleycf/zicPBI5lW7l2yf78n//zFkmRLZGx+ey8SQJt3Bt5tbRmP8iRZ1Idr4ziY9ROR3+R+5yAFg+QnTGQo3YHD6Mm9njqcwyHZ/see39O43f5sryHdFHHiWwIdBlvtjoiHNaXt0a+uhePkrx0+gJafd5snLvxw5t0wqLz835XIExVOzzyvf09kYQtHw8YMh4G94icvP/B+3bnbSZ89Z3BqV27xoRtzBY19swdYGiYe2HPQzwo0j7xdNE5oGXcrfvKXDYleO211+zDtzfsgw8+0Lg3vF+ZEGRnmVb3XF7fqa1cKtuLklP0iGSGcOLAx4UFdxg9Gye8fe0WoViNz4AIRADK5K13hbW+elEGi+9V8tIbiTaLypArAZVF/vo/+Gu3eyMhNzENKe5IFnnIU+jtOcgCT3bFDeti4YlcyLEGSc/UsCTPqWh9gS77drESaBLmFYTQU0IFRAAKWPoQVl8CFcZW6NyARFjPEKtj9D6re1iizKQjid4YAJjCE8TRuZlEkWDIHRpzzSevsKdISNZXdzYeheUepy0n5kmN5+ZpzWbzZRuLfXblHhDvzYi1UHj/k8079vVvft1++DvfsWFTzAN3mbXtAuuW3NpSXsfJVa6dHcoViolxsXuF3N/42KbyCZvNxY3QHwoUZ+SZqJN3Qd3kvgQKIGLyM5lLWTIrZaFegAQbRUIIWxo48pqb+iqKFU6IoWSDYuhjCQJb+Q9hcqO41Q5rdrIrN5+6rxJUiqvE1RbfxaUVttniotfinXQHNpM3m8pG7cpi1L78uWfs+hK7J3RtMRe2mysVe2ZODEDsuDCS2y/2srxUFEPv2tvvvS8G8tDu7YphCmBP2m279vxNO7po2Pt3PvVdFYjhXltYt8++8oZdrixbbID3c271w30LdcdWimZs3BCDOB7r/Eu2mnrGZkaXrfFwYtvfObQH392x2scXNiUX+/OXPmOfufKaXb76jBWm5sVYKxIhGXgxYibIiE9esFRYfcUOKLFMwQ3sWO0OiWkNRwmxjahA+R15cHGbriza4sIl+RR6vzawSipvzyxftaxALivZjAJmYnljkYqI+roTkuvaObfCrK4vBj1fWfBavInOxIqxjF2aXbPLC5c1ZlkZQ7OzofQjnLJJQcAfGVnD9sTku9YYN+2sd6YxbNvy1XmfIFxdESBEypaUoUyPBJKTvGSrZ4fyPpZnIlaUhL/76J8L/KryMlqSezioRFkKScZOXIyXVbRkc5ANxFx2lEAb94Ee0gco+yBu/VhfYEBIJGO13oX6ZmA7Z/fkPRzrS3X7yuc+b0vTBc+1fn7lmp335UVI7qj1ywrLc1jbZCh5lXsv/cMGDMTWwtLbAitJ9b2hgDLWM8tIv+Nd6ceR5Ha3bqNq39ZXLtlnn/usramvxh0zKh6y6zcBs2yx6EWlWpIvmRDfNR1dZoIUlSkV1K5Y21d+kkAwPVextsgf3kRpado+uv+JHVwcWH6qKKM8sIdbD/Tdql1/5pItLpYFbseWfzSwrXePjLpW03l2qB/Y+toVu/rMM876exctr1UybnZt6/6G3X/wyOZm5u2GximeVp991LUffuMj2/j0RD2ct4Otc3v7rXe9kl+jUbX5mbJVhQH9ds2miiWbyoEtcQtJTga6ZnsSt0RkxXrDrqeK5qeGMuxDO6net/VrBauItIwnp5aVPR0Mjq1zvGPzxYgtFcLWPLhrjeqepQYmY1my1dKMLchji/zd//LvevYFzBHk9tVy/gxiw1hPf9/FRpir4zzWifDI2gzVgUEMWADx5BUGSafzDdin//C3v//0PMFxbD3Eqx8QfBBcS+fid5g2fwdi++RzfuU/fwvIF/BrMIjJhgXGtI9tq1jjv7e/48yX5dNs2fLp5j37va//nv2Pv/Wv7Nt/9EcW6YQ8tkjqFLEdGC+vxKBgnsSkYD75XMYtLGECJuuYvec1r3MzsQAb8wbJmASegtql7/P+03g7nz+d/YUBscqtMwpmgbkGkzAcDyMhdES/w4h8rb2UGkvKc+SuJqwqYiUxymCxTlBrYmVpxuvCslMFfxMagCHl5IbCUBBQ2r28uCzmuGpNAROMtNHt2w9+sGXCVrVFxo1keLXr+OTcazNE9D5MYFUMhF2vy2JQtDk7E/XYdk/t5XgKoOP2ClnVXzHbeLhp7733nn3yzoc+cXZ5YcV3g74hV5FsAzZODel+w2IVvGLMdYOefsiKsEJpyspkQWjs1CG6T/oxCF04s2jvuxySHcL5llaW7NL6JV9MgAtLG2h3RuNH+5B19wYlP7i6meK8r3zLV6YFwDKKandCfRWWCw9C9cUkkbFwJuz9OIipD8Xo+urvaEJ6oB+uD7vkOuR3c51ENOfjk4uXRSaYp6Gofdss1bA6lQl3PnSGPUy0fDyYu3AiMpbMIxtiXpwX9s8DQ+1yiVei45AN5Lw5qUtWBOZyjZn9j1B6stm0ww22dhvbCzdf8XYsyRvJJXO2d3Fkx0dH9off/SN9X2xP+oW8obtcjzRC7x+GQo/TwxO/HimTeEu185ozPXJtqYY2vTzjtUfQPfcAJUfEwtmuiWXeyD3nZ1x9HYOuB64wkUgMuNU+D2RefUwWRk2eJf1NWiDtp742/TEePd2BZc4nLKk1gzwPdlg/sGsH7Yk8PBkFY2/FKZvW9z0TSTrHeF2cndu+vJoDMW2Yc528dzHy+99j4+RP7JOPduQ5bNvDezt2fla3WQE3Kz3PTk49b3x6RgRUHtjdex/Z22//yD7+5F2vZ/7O/e96f8QSZGh1dZsyMpI50lqZIyA1zj0ry3o/9lpBpIFl156yN247DriMIj/S2cjf/i//1m0fdim5Pxzw9A/zzKuEF9gjxEEncRzAHZW2EzPjWz6xp0F9+tT/Yq4BSJN7+8evvK///e/gN+BU1wCAiUHrVe/73/55yAeRV77B8cEPCVO8I8ao9sDLU7rJFLEvASHry1kuicvHVvppqq3pOh9+/L791m/9lv3hN75h25tbHv8tiBX5qkMJDhMlCRYLSDhY7UbqDRkBgCUpNoQtUARmidkHjr+nBFIeb1OHeyaJ+oj7Q8AYHMGzD4IDp179Mx0fhBCCOq1pylaKlcO0280La4gh9jsSTv3dbTekkH19pqdeyaQAaPNijyUN4LOXr4glFu3a1TW7cfWKWEDJY72zsvBqkrvI1DGA5V7UW2KXE8sWynpWBBYx++TBPQlCxdnid777tjE/USwVbXlNbqA+bzWCkMl0Xu8tLtl1uYyX1gR6+ntqakbAJotfbal/Y+66DnR+CvZ3BP5tXa9erdnh7r6HC1gB9sKNZ+05MfDVpUVdl5ghdTx6ntrUatYlwBhXfVcCTqphVYAvnfRZ8JAYHYqIJ+XLafX+pLNrc/Oz/sQ46kOBnMZcAAq4EhMvlso2NT2r60+pz2Wo4mkdC7ssSSnkMYj9FBNi6XQY+IH8MTGkNpCL74uj5H2QUkhCDDn1sZS8LnllPhkmoI9rUKh9QoaNhlmnEtgxYa4/iC0m5Z3EMzEbxuT1nJ3YwdlDTztjv8G0PAQK9cCK+x15p2qDh/fUDs5Ju4Zir4Mh7nxbDLAvh5Snrp1kZj/imR1knFgn5mGCo+2q69FLL37WDdi1q7c8lPJwe0uM7sS++9YPbGV51SK5iDyNrgAX11nyiwz2NH4yrC3JHoupyL6KTiBpuk/JErowOzUrz2TBxilSWIeefkfogQlAUgJ5zWl8+Z3vgyNM0tI3OoXuC1ISsfPqkU/uJeVJ4nW2e9RVFnuXvDNRm86kfFEXE7OzM3O2srDofUwVQzBkNbFqa8uXZOhObO9x0+RE2DUZ5Sur12x5dtWisqmN05ZtfPjQdu7vWPtCAH1Yt4PdU+tUe7b97j3dY9uqR/J+ziV/klu8+rAYMIWwmF+DSFEL2rekYsWd9ALCsLN7YDune75u4OatdcuJBA5GF24Morp/l8NYXuCvfpFnIyW2Qasj4tdWy0nTG1taeJWTwcsJu1IaLzniFvlb/+hv32bQ+fGHXoLfArZH/V0YH78H5FQ/GhzkFwtN3i3Cw9PZtg768WvAanl1YH3yXnBs8DsLTYLfg/dQiD/5CqD8f33/yTOmtrDLAwBN3Y6kBkwX8yI75M2yG21HnfCj997xKl3vvv+ehLft7AtL3zph0UXbY79YuqcMVaf1Byvz3KpLgZj0YEk1sUWvjSxwzZVhCUM/Z1vGADZDDBnAhVnxGUwgOKfarhOjRLwHc8jkKXJtHp+F4RCP4hxsr8NKOtxSGCl1EjiHOKIYTdSBk1jelAB2ZnraXnr5BVsTYA5gdjohm4XCBKpnpx4LbtTq+n7IKCKOYTk5OvUSpHfufRDk3QpgHzz82E7k+udzuk8xR4ANcGDiZGl2zi7LAFxaWvLrxnQNJoTaQyZlTK5qwS1+wEAE5GIPZFfULoK6x7lE2rMw8nrFIBUEjhg7qu6Rt7u/f+gTLm3yZJE3mVr6SN6zfw8w5f6FLy6L5FUzqz5uH7hx5MH9Ul+EWCQPxl9C4scj01yXuDpMlgcMbjhJqN1xY7ktXlJ4IKDT8WMWYHTEPOPInK4pbeH78ZwUSIDOpqGAAvmzgdEN5JGl9FwtpPMy3rVawITiGvPuqGentU27kLJbrKUxEpCq/xgX3XLAhNEpnYe0S+4HGfKHSJJ7rzJEAWlRG2mnBgJmGx5GPX84OghW/I3aYc+uWZxbczmanpq3/aMDj3mTVdAT6FFFMJZN+n1SvxjmxsImGHezFqz0o846k3rjvgBETA7X33dfll4i8/VRkKUAW4SIEMeF3NBGl39Yt+s+k/Zi/Lo/nsHveDvBHnq9YbADdgsd4ncBGbpwcXHuJWR76mf6X5zZ+68mmSYGfb14xa7LczusV+2Djx6aMNCu37js8yF4QBHdD+28//GnPkEYEVHCUOwdHzro96X/yEM8LgNIKYNEQToL6yfG2/N5CHCuLwxBDm88c8meufGMFYqBbrPMfX6+Yp9943lP5esOziVXzM0N1A9RgXLB2xkaBLnMUl9PK6QKHbnSEA3PvmLMdV2fXP47//Rv31Z/QVQdzDyApScLQXhi7WHN7EDsGxaK2bDKjGOImUp1HHCpisUrvBaAxA1y1uwMmff42/9/8kMGhroYmfdsDL7FuQDhJ8f/8Q9/B+eN6XzsKv30GRl1bCIFiqiDkmobUyRJ3TzWjh0lPvnwA7v76Sf2oVzoR/fuWeOi5tW/UJJJTwAUT6rTh0YtBFwkWCs7J7MdkAOilBhW7BkNAsIlMTxSmBggQCOdZxCDMoZsXY4iedhC5yds4Yqq++GVJwIKQBAaQTiKsC9nwV2Pe2bEIMpiGItzU2IFAsI1XW9uxqbLOcuKbSXU98VsyhZmKnp/2oay2BmxJV89JyCGWeO5cB1W4EVllOpNWWcx2UJlxkKJrO0cntr9jV3bPTm3YSgmBY3qvQsxuKY93CQZX9a9S80GgRexeSno+vyiXbt81dZmZj3taCymMvHYd88q2Wm1edp6ta5c4zMJoJRMnx9u7Xl8nv6mLkZcxgClIt2rWMh4OU01U2DA5I+ENKHjZPRYMJDVkwyR8lTFsxXC+r5EQ32u/lNfsSN1r9uUp8T2Prie+87A2PQTcOhJGWHd9QYbowqMtg81Pl0pNnszsmGl+qo7sSmBDBXKJNkud0zGsF8aE7nUwWbFJvV+2yzbVl/EMvJyZPxbY2oGn7g3hFIRFw4m4QSQ0qUY4QedY6LPcvGMdaxp+2JVD/c+9EUbhRk51uqPzrkMwVCe3EjGKpyTsZqxQoaMGzYAQFI0lmP1m/QPUkCdBPoJlgyz5R4oIE98mVVx2eiUsXVZNjFtl69cU99G7Pozz9pAsrqxtW3nMlotyegUxXO4r8i5HR7v6LlnjXZV7/WtJ6AkNbTZurCOxp7r5FMiI6WC5JWdy0dWlWwd7u9bP8nkXNOzc9R9Hv+HGYMbVEqjT5wnRYQlLNEWIx9NBP6sJxRDZ6wgM6fnp75hMZPXGGuhi4eXjg4OPNe/mBbaqv+7MnLksMfFZNnRpTKYs1l5eXcfbtuPvv++riEvMpGzUU1XuFDfVuUtj1LW2W/b8cap2E/UksOMGKu6tRGytIxNRmM1P7Vos9IPlvqTO0Co8xmBPSGxmemKpykSvgQ0G9InVviyOXOzd+r5/c/cXLNKaVoMvypiBCj3Jcd5z3RB4+PSMYA/I3kY9OR9tGvyREUA6z2f/4IlJ/TkNfIPb//9208B9ClbfYId/PP/Apb3FBqBXo7Rb1h49QKiI/wOvssRfPbkfFj0PwlKf/z7E2bhrMIvE7zvTPjJ+f14XduPf/L5//w5krLg9qTlktIO1tw/2nhkf/TNb9lv/avfsu9977ueLrO7t+ezr7jDdCwz78TIZtWRMBSsKWBKWs/C/ILNzEx7TCxQOLmrUiAYK6uSYIoAH7Eiir+T+M73iaU+nUVl/zssLaGO4B6De3eg1g/XhqmVS1N0nAvn07gSzDyZClbIsboM4wBThlmxbT4J9pTNJN93Rt8HiKh1wf3zOWvxe72O5+diPGgP14YxsoyalLcLMViYzIsvPmfsAfjhJ5+oX3p2djHUPRasJreVNuIm8vriszc9L3lpdjboF/UVMcmBjCJegRBMzOPU9s+OdS3JhUAKN5p9C7k+5SPpdyZSGS8Kn8OMCwIQ9nTriyVAnxB2n9U/PvEdWOpicE2dg51ZSMqijgSbfPqEmF4HrT0fSxiwMzi1CYbHgh88GVKZWHxwJM+AWCcbGLDIJ6l7Jw5cmp5xpo3BJ7xEzr7ekAHQOOn74ZhGTzLe6NW8nUMKx+hnTyD2UJ4G8VQeTGLTjrGoPXJEGiPkJRpNyxzK8JkASGBa7x16PyRyY98+jJRF7oP4Jf06LY9kKjOlz5Nu9FmYEYQLQ34cHiBrCpA/d5MTGTHxmJfahRxkoiXPqoGZMZcSEnhdnrlsdTE9djppywDCQAkbUTNk5yTYyYYFH8gwNT4IGw06QagoLIMA47y6dtXlii2wYKosfEJ+65PAE2Ks8agwhJzH2bX6AS8BHUY4OR+ZGa5Tujf0gLxc5DImWWe85pcWvB9292XQJTMci5yTTcGDPQ5ZYboiYsT7pWGwt+BHD+/ZBx++Y82u2fnFoT24d19yfs8efvSpE6VRp+8FjXZlvFnBmJBOuQemhqHXn//8m/byyy/LC55TPxOmDHZjZ/9M2kohMLIxTk4Pg/UBvWA9QSjVki4u2/Vnl/x7rI5Cx9lUgvOTIIEnFmKxCHIaS3t/teS5kl4oRuT948Zd968/xJRv/63bEif9aBA832JgJDdTaZ9XiqSziqYtdG/1Gr64gWwNqnOxzp9cUF1N3QuwEm8LwOcpw30K1vzFawDsDAjATYCf7wUD9PRTP14sGPhyNqyndEO/m8dc+P3pMxUdWFoUqSX35dOP3rf3fvSWffzBe/b+22/bOz/6oQz1WJZJ9yAmy1Y8bTE3zpNHCfQciHHVqmd2ITAhFp0TC50VC2WFHnmfxIYAPAAScGQ5aEqsDVcP4WsQO9WgEwfD7cLV4cH/nqKmewHUdCsudF4+U6+8z6OSkVioj02ubUydFSfNTUwrLauajos5phOWlHKn9DcsOak2UfEtK7aZFItbXZi3khgnxohYtLvnYlQNSSc7yXT6EwFb1w5O67a5e2AbewI6AVwiV7RsecrWLz9r7314z6pilOROhgU6VGdjYgm2OxJQVwRkX37jC/as3LZSWp6D2PdETBQXXlhj3Yakpqt7FSsjN5WdglHASXdkx4cHujUZKNx83S/sN5tFMDteiB6Dtru3o+eu7exu28PHj+z+/bu2KUNxdLjnSkt9ECZiNQwaH3Y4gTJLfgVUvcaeTYnJEI5C2fYPjoM4tNgPS3rZszAiBcsXZmVsVmxuds3ShRkJT95iyaKDLzuSidg9kT+dWPIm9ID06vdAQtnWyVdGkiUjFtWWR3JxemHFspi5gJWxQfZZTEOOv5wvf8UF3Tp4bFuHG2pPxmr9I897TmRlgNTe5ewrVsmJZeUuWzm7asXIquVt0eI2LYNe0fUzYlssI5bb3U9J59QoihLJeMiMW9bKYlfyLiIVyZzaptdQWAyuJllKpm1h6bJ1paQ19d/333rL2EmZHXUOjvc9JW73/J7ApeWeYDolYOAepNfUkM4XsvLWAL9Fm5ua1Xkp1PPEq5EXwSrKzeqWjLKAV3riJVEh9tJq5gl8oYlYNoDGGgeAjFWOMfUh8WQMXl9GLCF9Kk2VHJgomkS8+eGDe663CzKas5RulbfRqNbteEvyK1mOjRKWimQtcpGRjFXt7fc+tk2xZSb1BFPW3h9ZQ8c1N0+se96xZC9qw9rAjvdknCWvyVjWwpLXtIYbVvy519+QtzkfLO+WcWHBSI0qdCfHdlENFiKh7wn1aT7PgpCEwH5oucLYfuKLX7Fbz1+WoWJ3mJ68wJIMW1OGNCb9kWHSffWqbPQg/QQPRJjqR3vWaVTl2QZGHHwALwh1RH719n92+ykkwyRAcQCHV0d0D/iTm0h1tCB+hKVH6ZjYoi4uAOSgqgsGrDoQbt7DDfFP9dkf//C7njx8ou/J9//k//7D+fhbbzq/9HP4Af7KMyWlahMz/uEP7Td/8zftB9//gVtecl+JNbHKDEtKu9wiE1AXE+VvBnBOrBNmxyPIfVzx7AKsJCuLuE+fVdc5+Bzr5zUedO/008PNoLoU4EKDAFyYF/EiXmHOADXXg+nAEnmfv7kbUo/oU6+nrPZxbq4LI/eqVPqb9iKwhDsQDFbXwbJggE+NGK7fzu6usxdYOisGmcCiLCMrrh5vbokR7agPQr6AYHp61tswFHB/9NFHcs+mPLYOY4Gp0kb3KPQ5daG//IUveAx+0mN1Y1fGTZZe8qJG2amuwUawMNCwABOZqbUChhyX8SBfmH4lH/jWs894njO1cznf2WlVxxPTD5g0eaEUxqEYElXblpZXvc9z+aKz0owMhDRCDENy2mxIubq6j5BvIURNjWar47HUojwIYnRNuZrUQFhfv+rZJlk8E74vl9GBV/jOPRBHJmbrEoaSAKh67QiwiMFPZKzor1Q+bgW5uKGkwEufp/Os7AyyWzBWlFhFIcgXZ1xiiax99zvftT/8/h/5uGwdyOBsbNrSesXjnjPpFa97XUiWBKhMSMtg6/9gAjxkGZ03morKLWbytKNxldcgmbSwWKwMQVcg55vyWsZT2jLxkvovIc+CbYvytpRes42DDc+L/8Nv/aHuVwZe8rSxs+nHtUZnGrcp3+GD3cQzMG95dzOlWR+ftcV1P569O1nVqMtJhqmLIcBR/21Vt73gERkR6AksF28v8JIFjpIp+ok2k39P3zBf4vFhvAT6TK+EO/BkMbTobLPd9BoW/M4cDZNxj2Ww3/nh2/bWD9+yRw8e+yKk+mbb3nnnHfujH37fdnePifRIdmWcBPjUO780t+RymIkxJ5S0C3kJtKkpo8GKwLxQGXkvi6CQZfTd7/7A5zgo40v9dOLr4BsZIK7b0kNe0UXuaRCq2Ve/+tN2+ca8Z3fEM32bn5tXf4sxa/w6dXmH0qXGSdNrSKdC8i7VnrOjQ8fTi/NgnQBjzXXQqciv/OO/dLs/fsqGW0aJv7oU6kIoTp1SlmOeyWJUa+fOnNNyq4rlvM+cxyUscdwQsTtWNXkwRuLk1eOkpKz8Y3Yay4rbgjWNhWRV9UNSOICFG+XgpOcE4yCXnzKHKSlCKiQ3FaCDQaoTojonrxHRkLCOET0T0Hxie1uP7cP33pGlm7aV5UU9F+SSb0oh687UsVSsuKuz7Yw6eyhgIc6ZlPuXik+sUpLwLopJkUpTKflknuTE+j0NngQRTwDLTx1hDBRhCZQGt+ZY52P7HQpie/0JfZFwBQ+ADSB3915vAToIqAukvssAjMW4gn3L2mIp5u0nhsWGj2ey0lH1a1fXhLHlCGOIlRD/Pjk+chaKe0hyPVufs9w4lQl2Tjm7aNn2zr4dndXtwSMB8v6JeldWWvdNFsaFBBMO+Oj+hlxk4oh9AfOMu8XUMO61elYqZuXGtu1nfuqn7eVbzzsDxwiDWTBidj+pV+UKi2mU9d3SzIJnu1ycB+VNASk8iwFV6nSvszpmfm5WylIwNt+cWl+3S8vrrsgslEGRkROU/vr1G/bZ1193gOU7JPCnNS6SdGZFrS/PgH6hdjPLt5kJp8pfLEbNBA0ek76pjMD9kq1evmbZyoIvUadQT3gSEUvWuaJM+AngIBAjgaz6jbixUwCNnTpXstjTvTRcHsrzS7onXU/K3BQbny3PyLsQMMfFnjxljMpoTaM6XE398qO3fihjcWH/+vd+17731vft7p07tn+6KUaasen5gl1evmaZ0bNqT17nrwiOZXCsohaJxdmUXOsFMeYpwTsrM4lPzkpmCxYdl8XA4tarxyWaEes0NRY96rXkxb4iApMLyQurAnOWT07ZnZ0H9s1vf0v3K82TvLOlExmGsNVyWWxaDJENg0syfAmx7LrkGVK1LiM26EnXHF8lO0JkryYnGUT+Wywsy4R97oJwxfTsjMY2J3sJG455ze2oWC+Gntgy+i181TnU3zBqsei2vDYvQyA8YEcZmDV6y+7TzPWMOmLtAuZhfWBvf/9H9tY3f2SNs6ZY78g+fudT+/Sth3Z6XLULJzboCXgRtUxYuidWe2VmXnghgMZQiYRtH2zrnkQWCtJBtYU499kFu31LfsTmwa58OWPPPnfdLl1Zkk6U5OEkHZypYZ5Wn5KF0WkPpYt5GTQMgIxRJe5V5GrtA/VUxJZ03bfeeVusfSDju2pnm6eSvaoNzhu2v7VjebUxJC9hr9axd0WKdkWqEiJ+PbU/8pf/3v/+NsyHmVuqpGE1WJrIqicYGaubWNHDOnZiS8yuCtQ9TsNsKSuDsESgvTNCWLLuNi6LILviMTqqXeF1ORPXkwFgBhbr0J3oZvXj6TZkW0rpcSfQPdwgon2+75k6lDBBTW3EIhHPu3/vvn1y5z23sLQTRjwldwdGvLO968dhnVjhxSwy6WrkWxI3LjEZksuKxQWx44ABB9WrOA7WqiZI2EnR0iBI6Kj94W/qP6wtfXV6XvMYJpN8CBffBZzpEzwN4q6ELLCwHtfVD/0AQJPCFHaDFey8DFADvAAjsTRieGQyeCxLIEweKPnNMGnADiakZnq8uSy2w1p/toRnLI9PKaxf9Q1e+T5ZDBwLcBHzIh733HPP+QSOA5/YLGOMUjGxGZWhpR9zYoE//dM/ba+99LIbGYwbTJZYKO1OejhGnoGUiJKl1ELwXGwZaBSYpHqyJJj04X7IZsEAsC9bS4YM5SfrhPgcYSFqM7NSa35+0ceTGDHMBIBUA1zpRhoLdusA+NOpiVefwzDSt/lc0a+Ty5eduVHFjO/3WqRYBcuv8UYoSeqCzDJ5rIzO616ZXv1ByEntJlUMWQXEYjr+7OLIl/b2RGJgkMlc2s/PxgHIBulPGO6Tk6rt7e5ZTUyJLJfNPX1HhjeWHfu4VeayXuAoNVr2dkwmlP3E0I0COdK5yG9W73ofhcSMkaFYYuyvkSgxfd2XGDTEJ8QOOMjuIMg7TiWCXbthjiwrZlETbLYyE+zCTftxlcvT8gDVz+RJI3OEXQCgrOQCppyQ4XImN2YuQEZZhha5HqmdGNJeRPqh6/FdmChxdc9TV4ciJ6TKgRXudek4ZIr5JDAFRh0JU7Ew6kbPl9BrEDgmCAOp/2X88VT6zb7dv//A7n50X2MteO91rNGYWPMwuFaHhuuRkk476ZFxB1+K8aC9HgaR0WjyPYF+OBX3cSiKXNYpgDUM9u5znVQ/UmkvpfYxLswhsfEChIq/aR9bf3FcMtv1GPtZfce943iWvf3K0gezO3fvyqsquq5JEp2gYSzYA7Mrlgxm1fu6F90nE4nsxEMeeuSX//ov3m6JlbW6TVHutgMmzBcLh+uZIT2qLJckn/YYcrV+LgYttqnjmBFGOGDE7EgC40YJO4OWtWHew4aEQiAFG1Gnw6TJ6GCGlYFAmevtc485Ufh7EpFV1rHsmNuus136iU3kPpKz2z4/se1H9+3uB+/YJvEmsfiUXLHLN5Y964B8zo6OS2dTcusP5bYf+y4FBOpFRcRemBjS/UiwUNaMBAZGszAndpmgSAqFqGXR5UYRU6I2KvFkwgeYBwqX8x46S4zY62ScnsizoJxh4BIxWNwXyvkUmAFgBu/p+0yMEvrgczdSuhZCw4ADQsStcXNxj1AqAM4ntHRtwLX5pHg4wuuTlTACgXFBrI3FD1WBwLZY45ZcuaOTMzs4FoMX+2PSCibaE7Njdpz8T2oLJKUIbJmT1/hmUriUUgR5IH3JA3HgF5+7Zb/w8z9n159/yUMtY7HMTK5gEbm5gndLF6RY+l5I/R+GRfl5yQUmRBO1lgAXVxd2PDc9L/Zd1t9PlrhKsOdXr3gN26TOlxKDZOKTY4ZS+n0BGTPZPYEwO0xH1HZ1jhiyPBgJdEvGpynWd3ggFsJ+czrH9MyS3PBFy4sZJ4qwTwG5WEm3OxJYdtVvzA2IdeqaxHth3QEC6gks65V0Ox8bmLP6iqXHsXhI7ejb/u6WHR8cyyiFbVrnT8Xz1pILSn55S97JmQD77PDUaqeSiZoMdZ+l+/JsJIvdpvo9J+Mkg5ErpCyfKdlU/qbOnZB8YCQoniOWLJYfC1WcHUctL7FRH0upowZLJo6ftnFLANpM2IB+7Ks/h/IQxtLRgYBxJEMWl3GVQbqQJ1bTGExiI4/bFipJkaSJdEy6afIYh3F5a2TRyFgk8zanfssJkCkRG48mBUxZY0cYiheyMhWQv2izzVfPYpmYwJC+wmuU16nxgxRgYDEUyDSlQPHiqMMMYWG3FjxNJrYhRdIY73pQAqMakvxhK6Ukrm+DJrUzJXcC4L2tXdv6eNca50NLjsI+pzRTnvMsB8I4EJih2jXo61pqQ1QG441XbsmQmXREWJUY2mFnz4aRll1+9ZJ96Wc/Z//Z3/3PrTVs2YPte3YsD7E71liOpdsX7GZzzw5P9oVXLNoaCLyFVQOBsRoYHsswSr5DVrdz6ZhF2vbS8y/btVsrVi5O637Gtru7b/k4KasLNp2YsWJuyhKtkO1tHlhj79SaYvyPT2vSk7iI0ZwMVVoGtGaR/93f/d/eBjCwLuSl5sUYvUqT2AZPd7/FCAAOmCEBb5gNDywuzQLdaTSz06TluGWUAsBssaiAFQXXYYKgGi4qA+axMIBfLmdCg+r5iWI/XOf8+MRjlXtb2/59MJ0qXPdwAff33ZX2PcjY0rzRUIfVfbsdFAsmA2pxPfJkYWxMzhDLYvsVatsWBCyw40iUwYc9UlcVZoYC96T7xHlYSEE9YAq0MAPLqqpgRRezzeTE6k/vGx7EvwB8jgdUeR9GF6zIE6DDuHR+gN7Zs9rVbdS8L2grMVlYPLFdj+8K2Bq6Bpaa3Gj6k1jyU1bNuZJispxnOBh7CIWQBbPpPuElpoxSwRhgxzCZREogpQfg7h6GgNtn4zFAgH+fqmFdAWPerl69Zm9+/ov2+mdft+z0LFFSgbgARPKAB8Qsf1IG7WnMm/ZEZCDD9IEMIQyLbdjxELguzAQXlVfSC7mvqq6PV0JfwbAIZSF/zLAzFjs7ey5P7CFHnwZ5roH8cF/1ZtX7g6I5yGu5PB3MIUBV1EcToRalR9nhhnYWBPhpXV/IRAxGaCCl1zl1QpdjWIvnP4u1Yjk04uq3hO6PfRIbtru/4caRco9T01Myyl2PZW9tPvC0vF2B9tnpqc6DfsR98hQAqkMs2iINpahNU9RoJtggNJ+45KwxGdb9ykiEqGeu46PhlCQZ7o7bzyOQMXFC17VOt+7ssy8wCFafwrbV5wIN7gEWRP9AHNCNrsgNj5E8U//eEEYYsmY1SOOEKEzPUB9k3UkEgLK5uSF2Oe/ngUnzivwzrk9r23Sks8RI9ZHLPvU3+D7Ai7xCLJzx4nnowbWRN9rMcnqqqTGWxJQZXy/FoO+T8YJMhIf0gfpyQhGjlh1tU3PjQqCLHOh+9MrFW5Q20DWxs+hqTp4ZHuCbr78u1hsQL8jOUAaJGh1f+tmfsp/7ua/Z7NSi7ezuOJGj1ENcxpeFT806GCCiSDt0v/VqMOeRTOQE9qwwJLNGnsrw2Fj8snZl2l599VULpdrSvy1r91gXELa42g3Tz4TwgMX4z+uudw2xZTDhuNv3LBnmeegHdveJ/I1f/5XbCdKv9IzrRsjLBOXJJ+yL0pM/SEFrFnnwGTmSTDDwGdvWdwZy3TtiCRKS9kCsj1xEMWdcr0lEws2PrJ8vNZVgkbTeJ0+RWVkx59FADEfWNWwjuYbHtvX4gYT8vljxPdvaemzDllxUXbNC/Qi8167cNbG4SU9WjdVvct9wPVjEUr04s5gYLwy5KQbEZFNbSjNgwAVaxERSiZQsa85m5O4DCt3WsVw2ErkjAqKcAzZLmBEaNkFlZhglQbERXmb2ATsUlL8BZRcasW5AD2BG2BBcBpVJQCayECiUC5eN5aW4fl4EXQPH3n/8Tn5pvighBiN0NIyTxHmyCBICFCauwuorQjRMvuHutOS21mUAd8UWH2/v2o4s8GlVY9JWX/d1z0ipepc4XmBccNV5ykioX9oSksmoLSuelCsnBuYJnH17/tYN+8Vf+Fm7deumzc1NS7AEcsQCsyU3eJOQ2l+qiEEJSAXEoYQUDM+JFAnpEYrKbsEoO4yZSyLI0CJmrqkRHdfzVCyDyZ6uPA4Knp8cnwqW2V1FRlOMlhSsJDtbq490dp1E5wg6SH/DfkgTFBsRQ56ZkbudzKnfqf0rmdPgsHpPjbKQroExiWh8kAMUmbkLiaWfD2ZOnHzggKYzk5WhMdXwSKbYlkmu8kXNTo/2JTNdS8sIsRKvftqznUc7dn50aD0pclvyMdK1k1E5rLrmxVmbMKn6gip4xCwHNlWckRLOWLkwZR2NQzhJLDwmDRDDo/P0BVLq8CBZqUdOv3pA7ySl3HoVYFNXIxXO2AkhxH5CMqz7GgY1QcYAnVj3SK726cWJT/KJ7ngGRKt3LObMnpPH6qeWxS9yVkqVbbowazN6hsQAtx5u24cffmLbm7s2v7wsmSxaSsa0M9D9Sb9J1wulwlbrNSwRLUjORnqiCGQpqW0iPsGuQSbitKh+xEsjqyMIe0Lqnm6xlkrl1dcQDOaUCBmyLkKnkv4gQ1ni/jI2lcS0l00Y1UIy5GRU9K1H0R9513jJw6gwBy88RgF59Fd4FW/ZVYHl1ELB8rO6RmZklRtFe/Hzz9rqa7qvBXkCiQW78tJ1+9LPfMFuvfa8SF7PJ0Z1S7ZyuWD/0V/4D+SFZqzd6Khvu5ZNUChLnm5HAK4xSyR69sLzL9grbzwnPVmwH334HfvXv/f7vo8gu8kXklPS/b6letSOFiYcyXjIK4m29H2NbVzeyer0si3JQ5l0xna0JePw53/1f3WbmCtWBksASyJPkc6DMRK3w2Jh7Rz55WrBqLBGPAZySwAgrAnHMFGiPjS2WUfeYcg8qNLmFjca96JA+UjBV+B1h01LqeMZEsCUbd4pYN0VE2WV29LcnDOAvpgjVpr6tzAeRpyshZBcKJgM6V8wmI5escS1Rkv30Pb2cC/M3nJ/lBikrbI6wT2F5NKqXcS/YMqpJyv1WFkVACvhh8ClJXb8NJuBeDoTlSxS4PtYQdwzZwV6Ep7w+JDAHCbnbE7npe0A8NNjZlgdCEhrgJkQJHEe8CS+SmyKCbHAU5Eh03eYzCMLgdAP93daJ355LOu85x5CowFzAlhk6DRe7JSCschkBU56dGXUiJvPzEx5hsraQrBcFpZOP1dlhLnv1ZUVe+aZZ+zK5aveNhhnGLr4REkYX3WaRSbBCizuhXvlOdH1e+ob2jE7M+39imHjARsg9YfPiNFT94G+Z4xoPzPftIP4JYbLt53X/bunIoCHXSCfrEJjPBO6L7w5cpTT6i/S+dBpr3YmufBgMA+EEcF00BMoa3yZXBbqe3sxeIQsAAbPAZZxoY+jrOhTG02ufrvZkIJVvX0YN9rSlqIhd3zucxIiIoxzVNdFbwZjclYHFpJHyPF7pzsOInMr8sB0XCTOIqWsZRLBtkiTsZiVjFjMst5ojBkrVokpY4Qo6MVO2clEWPKStIPm8R8DnudJS88Yd4AON3sSepI9lIt5fw7kntPXHQGqt6vOfNGcWPK0f29fLI48dorH8z3OA6PPSO44fqJz4s3hfbLoo5ibVjvN5ZvxINxGP9A2vFny5ukPCYzLSJDZRcXAlpMblrpDZFLypBidEWl0/ov0lOv1qJN96suU8bAiA1LROr5wJJ/PehU79OmiLa9VSJrJxyULOVtbLvpOIavz057Fk8vLkKjtM+tB7ZbMdEF9GhIp6ImMFK2SKVp5pmQrS/N28+az9ks//2X7lV/5K/b6K59znTw5qPkcVacp5qxxHA0DWS9PR+1nfuZn7Ce++rrPhewekx99R3LAHotpW5u/7MSsEmd+SHJ7cuH9ERK2ogOH8oTRNzajxquGhEV+8Ve+ervTFZPTF1kyyi4ECAfMCjeb+hZkTTBBhzL4flkaAHdHJN+9UcMZsETa2S9WLhTDZRPL4FWMwv+WQBCjJvbE8RRluehVLabvdMcd293btI8/+tB2xY6Zda3kMwIlubh6ZXXMoCkXTC5gWKyYalpxMReqab1z/2O5yFX7+M6n7j6e1i/k0qcEzn0fLGKSLN2E3XDjoWFQ97gvpfY48LCGakoRJdiwYx0DCCMX/E1OJ4ALgyJ27AwZMOYcPAmXA0T64XwwYoQPASAkQhzbC7zo4RMQahPuJ6DiGQ/FkpXkvhT1Sp0GFhEAGgA8DANlCXbZwEXEvQ17+hg5pju7e/ZoX4bs6MROzmq6T+5RCkCsS0wKlgyY4UKWKwVPfVpemrFnn71hr7z8nCz8LfvcS8/bMzeuWCYVtZOjA2s1qjYnwCYLBPYCI3dwE7uFYFpcYKH78nqDgHWsZcfyUKrqd4sTn045y6fvYEvFMnuy5Zzl5LIFY3v2hIBTrpPwcGwXdYrhk3LJ7hVMghXFrpZsTm5zRr+rFyUPYj4yfuxKA5ASyyNO7Ysn0riThKbk4aTUNoGhfw4YU3GP8Jm+j7tN8z00ISMCEKubbSLGRkgEvHbQ0705Q47oSuprZJf7xHvALcJbyxEzl04whqNu1AbySsiSYRs1NdRDZcRkKf6UZA/FZtcqMi7sArO5+1BAVrSXX33OysUpG2aaliszURi3nokAqU/CUV3HkAO57xKdiRhzWADFfEcUcFaTZKIE3PIv1Z9JjQn1iqlFrSb62LNakBIF48hA3aCxS5Bh07V6S2PcrskANXTDI5sbX5auTXt7xwJA34tShr4roEgn03YgogSYx7PyNCTLounqE+mDwB4PNB4Si06xk0hSco+hYqVbgB1PV8DxN/1OfDnQg6QfhwGm+D2hr6RAGe+U/HVq1jjl06CwSvTdd96xe+89tKPDYzvdYredc8vFSrY0v2zNYUO60bOOMGRlbdF+8me/aD//i1+zr/38m/azX/tpq5Rjdvn6qkWyVPnrWWpZPVtRu/Q36Wml7HXJRdS2649t72Tf8qWkTc1XZCwkX9IJJrRTmYTPEXz66UdWPSLjR0Ynqj6XHKUzY7tx7brlKroH3W84PZAxSltBHi+TtleWbgh0J3Zl+rrkRf7KTk33FrPW0YWd8Tw8s9rRubXPhKOsFah3LPKXfu0v+G7WHqdTx/Fw1iZ2AlshzgMzdrakTiLWeSE3jvglGRq4QDAegAdwokEely4QHy0IQLHqVFUTW9LvZHpsbm2qo9+173//B9auXdh7775nv/tbv2W/8Zu/YW//4AfOPOBVtCkrdobFnioU1R4Npq5PzLlZp3iNBE3kjayDqv7muLGsAjFJds44Oj5Sp7KctitGxBLQjAahEEyoqZ3c4/HBYwlBAMKAKq4e9+ECLWAktIBlAxg5D1aefmDGGQuHEnjf6POn+cZoP6lqzPJzLEAPsCOoQAPGjbbzWVoDyZr52ZkZbz+z2Cg72Qmcj40gPSVLbeT7GESYMX3A7x/cfeix7b48AB5MGvBQ13n/kaXB/VYqJd9R4yd+4gtu2V9//VWvfbA6P2fLy0tu/cnTTIvhvPHG5+zWrVu6b8IqCWfsUbmZIx0TjuD+S2XkHnORULznS2GZUSbGzISez6JjzAQMY3lgGJeoPJBkPmdpyQbLZn01qPoXpsOD/sNTmJKByuoYWBKpWYQX6CvizsTh+awg5pbTcdQdSYtlwsIxPsgxAznWOLGt0UDMBAZMn0fVz0b/CyDYHcY9O43LSMcwDgAw7SX+B1MGGDiZDqdT9V9fABQSICdc3igmwxxKuymw0TkGA429Xon14tbGJPPcQ38U1lid2ezSgjPi7aPHYlRr9rO/9BW7dOmybZ9uq8+Zy2DBjwx+XZeS/ETFlGlfXuBDnm44BDpjOGQc9Llokrc7GlWfSpZZFAKxYlNfWg6q8Xm9JR1V/9XFqI/Egg8OH3uMeTyR56bzvrLyput3U7LPBXLFYDwOTo88953i/YxnWqzU9VlWCX3vy/igF/1GyPsDOeOBbMMA3YDrUZexdi9HRIt+Qr6Rc2SXFZ17+0fSQ9YSMEE51nh1fRxIV3WyI0PzrW99y/7w97/vpO3+B499ziQyDqrQrVxdtWkZvNUrq/ZVyfWf/Q9+2T7zmdesoHGCKC3OlmxxaVHAqh5V/+cXAo+wNmoLW7Ji2DFLx9I2ico4aNxWirOeh87mFWDf6cGZrxdgGfunn35q9bO+hz0ziaJ7y4PxucvSux9/zx49fmShVNdX3BYredfjhcqSy+WKwHmg48829h03Tgk17krfdA/oObLCcXwW+YX/8Eu3mamMTHjCcWSpYAWRrjq2LywjJ1eDoM9gwxMS3DWIUTGAWCpnuUFFVr1k+fi0lTMLlork5HLILZMwJiNyf2T9YpLstBhHTILVbp3a6dG2NWqHkpuudfYm9vv/6vft+99619oXEqyLiG0+PLFPPzqy99/btrff3ra33t6yt9/ZtO/84KF99wf31AH7trHTlCs4svsH7GQbsr3DoW1RCzg6IyHM6TpRuQNy3y+wvnIJLaVBzgoE9cyQmiUB02BESmvqyDlrjZN2WBuKeR7Z3c0De7y/p/PLgoml11E+ubkdPZudnjUk/D1ZQZ3Qcim5zeoH4qDtltxZMfLJiIkRYuBpfz8SYmJP19cr+5wRW0rEU86UkomWgCzhWS4sWT49r+oaeB/yKMTu5OBbszuyi25E7QjZ4cXYNvbq9ni3YTvEpy4E+l1Z/HTFopOUtas1eRdlu7w477tEh3tNW5ou21c++4r9mZ/9qr1+66ZlpNpjsaFoTy6TlJEYIKmOv/Eb/29Xzjd/4sueXbJ6iRKYQQlFsCkqT0c3Id1lRlzPYVseCaU6ez6RVi6LDYoRw4LdWunuATJRIQcSUTUqjpuQQ2+JsZRY7iyDundkE51ntjztJULJJWfvNnbBmVlcsoSAPilDG8Yoy5OYCNR7MnrASKow43FlFmtI1MQouVSQkhk81f/qR0k7gV29ykgIIEKS5pBeE2LfEWKEup+hGJckXc0Xu06Io4v5h2GHAh/qhQ/YI3Gckj2S7PQFLFLo/cYngseWgJ6Li0XHy5YQiwqNxLJCOla3TtnXcClkq5cXrZHs2iuff9WyqzPSJTFq9fdYTLst11VoJ8Mb0niMRPglAdLBvs5NQUpCFhOx3pHceG4lSlXmaJEeUNv1nXha/bdgFFA6Y4n62aYIVMP2d+/IS6zbdCZuq3PzVtJ5htW2lUNpe2bhqmXnc9YN1SyWi+reW9bUGMlkyftkcloyPkrZ+XHDyqkZuzR/3RK9pMV7KVtIzVs5wrZVcRElYYbufyzwL+fydiGwXROQdeUByYt3A83yesZ4fXnFWrWGff13fk/ASyhTetU41XlD9j/+d//cTj89s69+9mdschi37ff3rXNg9tF379npcc0muve9i7bVREB6mQs76Ozbl/9S2Z7/yRl78xdfsCuvFG2ckDcw3LPmRD0Xklefjtlht2HnYtJdjecwRL3wmBWYPxPbj0l3xkORQHkgrKJtTzrWEtEciHQMJTshjWVK+pSIl+xIZHF3+1hAPPK0XbLQ4rq3Vq1t/ebQHnywab/8tT9r+dCMpYQ5g7OJXa4s2GplUeOas+qjR+p7JhHFut9/KCISs4sxBk7GVQTYZIj6IieRr/3FL9/24jgSUmJSLI3E0rFPH6g9klWBFSJzHg+cBLFKGBSWZbE057Ee6DoMmQpmzjyYiZEuwDw4D1WTEFoq/8Py9vZ2jRU5v/sb/8Y3Nex0xUQE9gDauYBlqI6H8R7uiYXp+KP9A7eQOzqWWg1bG489V3nz+NjrWjzW3/s6hgLaMF7ik7zPwgys8ljCRju4EZ+E0jHkFh+JxcDys9mUz9bOzFaMIiS4U1hqdliAweAdwODJLSS2TO0ItpYJyWLTHzyDrBLdO0CkBwwF60w8mKe6xY+jT2ChHpefNNzNY080mAfLOPlOUm454Q7SvLif45OqmA7s5cRj7s0mG3UO5UYxuysAEFvEzcyQkiYmoo70+15fW7aXX3pZzxc844Fi/7SLccITGmicYE78Taji8pV1gVuQYfL5N96QESFsQpxSHoPaDhwED/2u99muiHbAYp1JMYbyhlhE4Un2YvHUuo7J1dOB/vTl5xJsfu+0qOzWQFS8b4hJwqTwapDDfKWs6+haGouIrhEX6BMKg70x/5GURwMbJlxC31PtLZC/YAzIbydUQd1uWReXZ1g39IOHA7beR9E8u0OXIlsiJrDhXqSxfm3a6uSFL6kdGDzYTWt47P1PmVNixEz++V5xAie8hrNGUC+4sFjy3b97saGtrK5aspAydjQW1Xa5IP+VGCe1MtwzjYo964dSqM2uWHiTzIKQ5cXQWN6OJ9dhTkXsf0yMQ+1OQJik2+QfH5zs+o4a3T4LMYjvskBJRkdATbYH5V4Zr0Sq4AybVCzPrGpQn1jeaDXYY/Fc7yMLZDGRZbKhJ7pAWQEYXoriURor9vMknESGE7KOJ8ScEN6PjydhLY0tfbW5sWF/9O0/8uvdvHUtuG616StLu7UAB77/hz+0b37zm2K8JRGzt11GyKMPRclCGdrla5fsi1/8gn3my6tB7Zcn+dQTGUOfC6AvJE+cy/VRAOwjHiK8EvytXrfIUMYNWo9o6/FULniD4yrFGb//fLJoV65cFbEIO3Pf2dj1OZdm9djDMKTi4fH+8p/7JX2XvQbDnh12eWXJPYLze499R5OT7SNjJeHW/U2/Sh1iQ8qgiB9y53HzP/s3/sztaDzpzIWKYgg8e0ex5TuxuslI1mLMUyDFSihZWFZqpeNyQ8WwKOlBDC0tBc+myDclvzFw3WGDDJJ00BkW5+z0u3b/0WP77ve+b9/W08T0pKV2dlIXSHY0CPC4iVf0IuiPF8mKQLaY7+vVp7LViRO9kmzvwXMJR7fTt6g6HPc7KUtIDJZ6EAwUnYqrSVI8W91XBawnnsMrYajr2qd1Oz0hHMPWOHJF+xokKUkkRC5zWv0gRi3Ww2uc4uVIvpi1WdwOD5nF1jX0JNuAUoXEJNk2iowNavpSjpJ4GsoHsPC5JMZBXNDpCuY7q+Ar68k5WC4M+Hvs7VTM5/DAy3CSQ03cMhGjBoaUACBISxH6MkZiROQYd7otgWRI7vGqfenNz9tLL78ol3nhiQvJCrxgnoC5BEmwKxd1J5DV6elguSzLvFl6TbgG4aSSHwcAFMEjkGLGgBuj3nEyF0xOqdEi0gIcPS7UZsBgqL732gh6MnFFQaKhZKHZG+hem76Sk8lm4qcFKsRlqb8hBknaocaRnbkF9/JqMn69MAy9emFxUsF0LpgaRfKj6jsWuAS6JWqga7OrcLAYSK9hXn14XRlZ7YUhYL7BwVz9RhGpqMfRI2qnZJBTSY6ooCZNCGLMtIWLRGXQ5XXlUkV5THnL6XfS7qZmZmXg59gQ2SiSPiNmzPZc/Th72eWckRPWyKkNyCpAyMRZX+3HVofVBmzg451NO6sdW4M+kGcZS8qg0/WS9WG8a/u1XWt1BZIjjWtcbRE1X6zMWHk56yGBWIyiVyXJa99OJO+dZt3nL5jcLZcq1hWIddp9O9g/tf0DVomKgcpb3N06tM1Hm9Y4b0qvIlY9PrXHDx65F0PlvyMRnv3tHetFqAcREcnashiTj8RhxThZM0DNdepIB5O8knX1YUbgjBwhU9evX7PSNAtOBj7ZRi735qNje7j5iX3w3ke6b3nVeu/eo31rdBi7uo2jQ1u7tGhf+9M/a3/6l3/J8lMRY6GMtEHjLH2IFS2jcYhJT1lQE48x8atBkPFlH0qwxouGS27GwjV0mdRcMsacmOrHywlrXBgHVnmSlRbW9/OFjF2/cs0yhaR0pm7dYcuyMq4h3a/nQucz9pUvfkZtiNtCKW+Lq+vyDOu2ce+Bbd59JP098zad1S9s5/BQzQjZQaxlQ5Z661ytyFCeu7DmL/6dP3+bGBiKikWnGIhbVmZPif1FYGGyPAJirE4invG8PDbh5PNIV9ZGzI+Od8YQ43dSRRgMdv4FSOVepeKWjqR8aebdO3cFyt+xj989sj/z1Z+z5194wd3V7c1TdQY7WMhNJTYmJXF2A9Phqd/ZcYD4ajQSLMgYAc7ChbiYAJYfhoOFZCYdhon15oGi+oQO4CmAaDWZXFKH6LvEaHd3d7yK1OHhnteUqNXIsGha9eJcYBdUhKJNpPLwXeKHHjPUe8Qj+Z3jiC/RLlgurxgEjIHHRbkHtYWneyM6NhKWO6V+p+/5AI8BRo7RwAI/erTh8dq2jA5Mg5gox5KX6/VYJVxY5FKpIDClDgOTKLLscplfEkP+pV/4ms+ew5y5ZqAkMWsK7MiX3Ne9wogePLjnHgOTLcTC1tbXNN6wPxkRXY/NblEkZ3SMi/qNYk/UEOBBbeWI7lkH6P2RXG+xFIE79Sm4bk9jQb/7JBsel45BSbtqP17NBcvUdW1qGnM8T/psa2fX+7yrcUMeiIOyYpR+xyAzkcexXNdBVWPMw5kyiqX3kAdIgbdfr+RN85kbG2Zq9Zjob5df3QceB5OWyC0xcQdxjS8GKsI1ON8TWUxkJkGcWwze5yo0BrBkdszIqd/T+WAlV7JMHD1sF4O6n5faGSzmkenx+4AokJP+NJsnHJbRV1uZvINlZgU8yG9TjPKixQpNZCci41USiyvYJC4io77uxeQ9iEzIxruBmZpm5WdBREWkSLqAIUe/2cSBRyJT9HadHJ+759fvB4uVlhbXPDbKDhzIF7n2ns+utiGf+7uMS9uq3Qu/P1g0xpxMm5zun4wDVsXh8RDbxbtjZSEGkM0CqIPyxmfeENB2/P4ur171uYuYwA/dWZpdkaf2OVtbvWyf/8Kr9sorz3pe+OqlNfvJn/xJe+3113zxU2cS1NMmhIj8Z5IlS5HjHZEJ18BhYAHYCUxZcseCGeREvpG/RoxC/JJ76YfLv+sYQxR4v61G1yrpinReHp08ykszVzzu/kggy44lDeED/TUU4w28y1dEhi6pD+I+X/GNr/9PbgwnvWAxWCU/5bhyfMDq0padj5q2vLziOgZjRoYiv/w3/te3WeXFBEFPX0S+mb0l/kmuZD5dEjPOClB10zHddCxvWQFzRu9l5CJU5E7lAGix4ri7uLJOkYAJ6v5kwXE3JIASgrHeo57rDhsgnp5aL9S0V9eeta/8xJtyp6Zsa+MTX/3kq+sSKSsIWFjVA+BzSjquLeXoShHZKZlyb/nYxGSQbWG+YovzU+psAR+MRsaBLA5CBM6I1LZgya4GScqn/6SIAtO2FE8uIuDDqjKAonpe9+XZ56y2kbtOfQGscKc9sNPjuh0fnVv9oiNDMrJElhS3mKz9xHr6LhOC7A1GKUpWkJGSxiwsoaE+4CTF5jNWQQ0QBtrLNdQeFJKwyJFYCUDMRMIekxq6v3yGFWBJ9XXcCpmElaXs5VzapqbKnj1x8+ZVe+Xl5wXEN61SLkhQKEiTsZdffs4XcDTcjWYoRs5I2CbrXIbnzt0HLkwI4jUxFwzU2++8/ccpcUg2YEX/ARZCCgdB2o9Rof2+tZXG1z9nvHVfQmVPJcuImfJDnQqYOeOJcdGJ/QfZo9BMR0yQe0kJSKjK1dCTlZyDTsuSAqcEsqXxDw31u/ovote4+noseYnpNcEldd2I+jqkdgHSwVMf6KkjvV3sPQkwjJg4owUC5ZA6mFoNEbHjCKs66fAnxwf3o2/LmBAi0X8OxhIUV2Dc5oR0gQwI6m7gXUZFm9jmCrno6kfqLrCUsRVDYk8/wiQAWSlekPwJYGV8yO4BBMizJ0tpHKGKXFvtCYtty+BLeQ/Fih/t3LEPH75r7915y97+9HtWmslaNKN2hXpWax1btXEkvWrI2LG4hLKauMfU4wi7+08ePhPHpzL6tUbbml0m4cK2vyMW3ZE3Es7Y/MyCffEzb9qNKzfsuWu3vIZy47RqPR2Px1A7abjHs7a4ZKmFsK2LudYlX4Uiy9rJXGEh04m6rS8ZZMJy4CEKQoEAOiU+yegJS3Hnp7PWm7QFsClbWV+0Z28+Y6+8/qK98cXP2We/9JqVZ0v2Ob0+9+pNu3RjzV7+3Iv2/Cs3LZIKCUP2PGskk6pYPjFn8VBW+poR2ujceo2KBFJhnZ3zJyPhEduSQCrY51B+V2iSslGUzDFWJAfPEeCNbMhFZ24BgsiCFsA8U0hYtXlm//2/+K/t2z/4hs2tTdlnvviG5WeLMlp1q8xV7C/8qV+wsjyiww/et2//m2/Yo/c/sgoL1dSHKRmbhvptW8RvS/J90KjZ3Bev2Zu/9NO2/tIzlp4v2tqLNyzy5371f3PblUxgB3AIv5xJuH5JeKgVwR8oJWluJPrDgD28IWUFmMmuoKYrMRHf4VqdQUoRydys2OP8uF/U1Dg43PdaBVwIS2xnPZufk5snuSJey3JDsgLY3RfLhMXCcpJ5gEVk3iXDVkhyD1gJ00fgNLhXBCjLS8teBaolC069XKwkaWJuGelnqRppT/xGWMQfT/INYfYoBe49scpUOqj38ZWvfNn3vCOdDIvKaiIYLOyNWGZVwhjUUO5JT6Wwui+YPLnfzlwEeH59PcnnpS9oB4AEqA0HzYC5C7wRWNjr7s6OHcmNrFbrXlxpYWHeK4otCyivXL7sNSteeuklT1q/eu2GPl/0rAU+v6rPZ+dm3ZPw0I5ADS+AuhmEEU5OjpzVoCQwh6iMKeOA4aMde3s7PjfwxuclbHr1+BwM8umKTIk590J6mtc8eDIuMFjuSijg53XXHiESi4ir84e9J96C7pl+xGvwFCidj9h/Qte/euWqb3FFX9BuPCNYMfIG9cMb6Q3weHQ+nZ6+ZIINxkicnoenvBECeHL9AExlDAFRjQ8T1j4eDIIegmIPNUmIydXSG9yHHjrev0tbER696muSG7JpYPrcow5j8hvQ9uvizQXnp3gP4zuOcZ8C5XDPPbBeBLloUn3TJjGdW/LKNWiDr3gsyTDJAx2pgYwH+dbIEQWOYKtEi2Chu9u7vkdc9SxYR5DMBp4sC7yQYxZ3IcePHz8w5mCODvbkHTVk7E+CfFudA73Nleac2WUzOVtfW7fFuSVnt5XilK+c5TqPHj2WPB56t4APEB9KbF69dtWuv3bNx41sI5gy+kq9C8obIMu+JkAPxoQVtMgT/YNRgnkXiwmdTUYqLe8iX5RRJv6MYVi0kgghedHIH54qsXpWHTLu6BweIKlrObb4Evj2JtxzEB6LCZckeX5txlrSqqe8G4Eu+EZoAnkmDKph9c/8oWPdg/LRpQolvszYFwPl9EM6KiuHS/mSfe1rX7P/5C/9iu6jaZ+8946356tvft6iat+7P/iuVwNEnllByH0jD9W6WLLkgJAxJWx/8s/9vL355pvyHC67Z0GIK/Kf/KNfuQ3AArbMwqeTOf2e9rXdrPPu1iVccqHYbkaQ6K4RlaT0DVkmCXBbrqoUBoYsJ9cBiUejL9e/emHtXkeDc2SPd7ZsR67ovkChpsEYaXRJZ8qKbRIqODk60sBG7Or6ZVtfXfIJmHMxuqasyXBATm/bLW4I3Unr6hqMiI4fV2uWTYXt+eeftaX5advWdc6ODwXKaQkdqX1sPxRXp6DYuN8hn9TBFe2rkxIaJHYAFi/RwIthdEdSjpB99nMv2y/8wlfVWavqPCYvugLjIy8M1GxQhYtJC7mXemUQPU6qJ+lfgAgGySeg9B4PAAwjF+Rkpvw9BAuha7YA5Y4+F/l3gInLqkakKEn74udel7FZtJWFGQH0vN28fsmev/WMXbu84ruN5DTopGfpsgJGNUvsJC2DkkwFtUAODnesBkNrXli9WZNHJLYju8QCBiaOlpbW3Z1FSbdlDIjjv/nml+zVV18Rw77QZ2IbahPuIDFyUu4YYV/WCzCRnysDQIzaH7BZBByGKVYsWuKxXnJsEXxWEfbIKxXoesU9eQeH+3sCwI5YXNoi455+ZwIPuVKHEB4ZyeB1BegC9ph+0rpRsnvY/SSp/kvRLrUBwPR8XoEpoRVdzGPtE/09EEgKGmwi74o62cgOoTZYrWhkAMZ+D7Rd7VX7J4Cqs2NAXmPLNbDp+p1cPScerKLrM4kmPYFUq82eTgng6nSxgoydZOe8d25bkk3T0JPuSIYDhp28EQx4G6NOmwWqeHkjtZOiTkmxs5CAPZqW5zOVsql5ucCLIiRzWZtZKVlBDNOLCuUl43IXhiO5xOeHtrFx3x4+uCPP7sguzs88fZXl3+dUSZR3khFzoxzq7gG1VKJ295OHvhHA7uN9++DdD+zBxw/sN/+7f267j7Zs8+FjG/U1JgIWdqJfnJ+zF1+8JRBfsamreZuaLoq0FD22nJbMUms6Jy+uVj93Vszv1FpZWJjzkAMLmdZnVy2cCFlnfCp9IZ+ftFN5oucnVpf3wCrg48ahewrpfFLcaWAdeQvUtT5vnEqHu74NWjY2KyTKCdZj8lxlHAfCJSZLo8xNybvziWl5oiPBrDDNCzcxPxRmlWjG+lHytfXZkycGzUHZxVnyomeIMdUVeibPJTWyK8+s2iufe95Wrs5bTWO3cfDY7n/6gcaO3d5nOZ1FW23p6GXhZMjKhZJdSNZJhohPl30Lr4VbV+3aizdt7oUVG0RE7lo1O2tV7aR2apH/9J/81dugOFYW5fQEaDWMOruwv6rcFiwxlgM2hJsPM/INTXX1qNwBmCzWZ8hE0qDjbtr27pZtPH5sG3olS2Jj63GQLC6QBpzoACzgjMSSKksoOWlZ0VDMrwczJ77C7rhYNEDPV1rJfWcykc6CeV1fElitrtibX/6KM+yDk1OPiS4srzjTrYh5s/Y9mQhWzUnknZnAmrC4ZGXwPiuPiA3mchFbX1+3n/mZn7Jf+lO/5NYewWL576mEmnxg2sWSSvIXZwWY7JdHvA7G5C4o19GrW2b98IAl8/C4o4wRbSA2TfU02DSLV6hLe0OMnx0+nrv5rOcKL0gBYKy4UTARNh+FScF69sR46gJ0lJmdUpgFJy6JUMEcYceADG2AXTGhRKUs8pXJtaSfwTCYM4aLPf5YrYXi4OZSVczj+GpbSKDsyK/xAZcYLx4dAQ5jzzJ1DRQ0I3gKzLymiGSIcIHwy48jCwcG1xL7c++g3vb86PPTI/eMmlJk2s/KTWfEg5GzrX4/6NtsvuyMJCaGDzNFJvDg9J/fqxBHl8YAcD0McGAMIAEcSzqUe17qT4+BR3mq3frMvw8VBZQlo5yDQvXCdpd15JBz8j7nwgCHpeQw/r5Ai/ZiqN2rE+Ag36PoUCB5bnvne55llC4HO08kcwIGGYKs+oT7Pj49cU+JWhJcJ6b2YRBrGk8evoBJRKItmWFxEvHJZclfJTft8oZXRPEnmFy1eu4LqZBdfkfepqhFrVfYKrHblDwDmPjiynXXpx99/y3PbmJij/u7tn7Vr4ucYXz9eDIu5PESD/7CFz/v+da1cNXlcX5qwVIC3pm0vLR01K7P3bBJAg9i4noIUUF+mdBEb2eys9addNRXwgyRE/SLfmGB0dzMnNqUctz4b/+b/8Hj8xSRIobN4jMvpKW+ScWCxedgwVBtRFbjZL9I1wk7svkq/cb4U4QLhs6cFXKEY0c/DyLBzi685/n1ekVfAumWDdX5mD/yMSEtEoXRg13LwcN6Y2Avv/iK3bpyybMv1soiSurjrORkTrq7Jd1Cv8+ki1evXbM16R7yt37tuut5fqFiZ1XCi3VdQ1ggfYn8xf/jf3SbamlkUpBFEfH4aVi0XYqZLjhtH/bGVsqWbXVp1TK6YfZmczeuL/dTA6s/3Kqji6RGUVzk/qN79qMf/cj2jvZcAXFUOc7dPSkpxyDM+ZCsawFWy/cEkDBFsYWxmAcZF0waXb96yS5dXnWXltnO1dVFq8mqtDsNS0uIF2WBCxo4lnz3dU7YWEj3NKX3FheX1HlhB0A2YRwyiy/LHFMnM9mUTnbFip+1l1++Kpf9BZtfzNnMbNZeefWGmNypBKYqd2NLDKQtS19Shyf1/pmpubZ+ad7KM/N+/WJRjKFSstWVJSsWYK8sNMh4PA83hRVy1Kdl9pldm8cCi4rap18c0AHjP/2n/pT9GRmCz7z2mj337A174fnn5E7OeKyVSniccyij15JitMV6YYFkdczJleT3mu6PwkJbWxv2wYfv6dQjNyis1a8ItAH5NblSwPSplLWhzzYf79orr7wiIad6mtjXzJSvurt0eV3AIJYs4fcYPIxDbdUACrh0BnlJAUhJyBF6jYNnKjCxqzGAWcAkqTRH1sVI7jRpU6Sm4UXgElIPJSwGcyQAOTkgdi4GMZO3cilnhUxU4JHTObsaP4GdSEAyrnGLpvx6gkg3BMiKBtJ0Ic/48HoWkkPceH1J5wScJZ/CXQAzkoBYaOzJwiBmJtAPQBia+/R3vc896G/qQAfZG4G8kiqqAzwmzRwHKVwoJ7tvAMbDUE/Gr2fdUMsnoau9UxO/sHBWbVH7z5pnHi7Ka+wbtYYVkln77vd/aI82t+TNtORJHotVZm1uacELvYulqN/E2NWfeJKwUXWFQETERv3ioXG8inhYxrlv25uP7UONPbnKWckaccxCLu8eo0ONjAD1KVgtmRODK5WWNawTOz08s2duPGsmXa+yHf/mrtp3oVOLIRKeY9s1yeCUdOAX//TPy1ON2o3nrtsgwQo2yQhx/wi8kJzphEkyBdLs0qExVD8y9pwnovshVNges22Sur/b8j0gmT/RsKpdOffs/sVv/0v7f/yz/6ftHBzYa/JaV1fWrSYG3ZcsJdXXGG7qH2ejsxoqSdtAYOrYBekSzkAm9IM3glFlpxRy6VkJGpW3Fw3zuzxEq8lbTsnrZ2MonacruZRMstCNEhFM3iN7zMWw41J/LI+dTA12E9eY1AWiGZHZGcltn/CJADasMZoWeWJdA97XWHL4ypuft0ypYCPhx7lYcbSctWq34bnhyBxVBzF8U8WiRf7jv/cf+4o+WIxbFFk27gJGyftQb5gJK86oW4GC+e68ss64n1NFAUYso5PGPLWEhpPKtSWGTEwKEOYxieicugaN5LxMrjjLabAaUIxVbqynXz2pCjXp44qNbIlt7a/fsOdefN4uX7pkL772kr3y8su2IteJPbWuzc87a2DFFq58Ol8QWISDRQ2yrNs7e7brM8U9j9mUi6R8pQSiZa9z+rnXbuj81z0FjJgaW+CwQunq1ctu8XZ3qSmx73maeBKFPHGsnAB42hlAXIaLdDvi5TAWYr4waH5HcGAHsFIAj5gSM6+8j+vle4yJZV+7es1ef/0zuq9XnBnDsGBsgB4pgsxWAy6wXbImYBqMg7+KsWJhPWNDishKS2LSbDmEhaY+Bu289dxzznDoc7IdyBOnuFIhV3YLD6jQVrJl8JpY5fc0y8DBGGaMdEsueJAF4uPoxvjHzIJ2Y3Sdaep7ugWBe1qQHtTZZaKP+2IPQTyPXjuoVcItA1ZzUwUpbVLyB1NFFoMYfVSsCC8jl39SBU4A4ExagAVD8kvrFTZEY562CTnjPamRN38s+SPuqdP63xgXHcqRwZM3/cnx0geAmk8c3LnfQH6fPlFoHy/1Q9BceZX025OdSnZk0D0eWkrbtOQgmgli9BG56zDl6v6h7Uk+WzJevJ8gbirZKMjAI0PEmj2lTG1hvBkLL2GgRvN3aEjIgLx0czndcnBnniXIsvGMJI+TC0KkTzA9Xx2pMSafff3Ssy6b1C1mfL7/7e/bvXv3rVGteb5+S2NDOQBK9yK7L736osdAp+emXeaSFWGBzkXb6XP1mp5BKI82I/POUPVDe2CJHMvY0ZZoVPKjfqJ2MfLHoqU7d+7YQzFM5kA+98bn3LMjtZTzs0MI+9wRSstEs9ZvBh4M8XH6kxo15GkTEiJPnj4K5ANp0o/Gk7bRSv1n/XBdkoYcBVk/JAZ4ASV9g7/RM+Lh1KMmN9vrrkjfveQE9bGjOTcO/XpTBKxtHTF+GP6DDz60e/fvC19e8/4tLS7KaIytrWvRj/Gc+lx9k8jh4XlT/EE/Rf66QDkhQfMJD30SlTvGCry4LEnCY5tpKwqI8pGcGk+Ave2UPqFvtPpNsQWxIOI9siDUWj6pHtnh8YEs3JbnGFIVi9lLLA2MJaJXalcQB5V+qJM0aKye0sCMwsNgvzQdQ2oMOwRT75e42ewMbDEhhZRbK8U+Oz9y9vjqred1DbEJDTzuWVSDXhczJyRCHQ8yAyjCE9fFZqZKNiUWm03HbXVh1l64ecNeemlFAE3ceSLAJa9a1jrLQgi5Le2a3fn0Q7l1j+1CoMtOvRgnshsId5AfTPx3wA4l9apnUU3pM8pWtsRkR2KvFNGe1XXZmw7W11dbSEuan6nY3HTZt+5/4eaz9tILz+m9aSmdXGENOK8wPkppwq6JuSFsgBBFfIhNwwYGTGxIuHGRiRky4KSLoShMTq7IxaxIkOMSairmsSHp2fmFQCRqxVLFrl2+5oqbl5BgbBuNmk84LYpRAwBjGUrA1UFZogMTcRSTjPAa0vjj0LuwS8hgzAgb9UpglowvmRd99QVpl/hKGI69g1132wb1jjPfaTGHxflZkYC47huFaUuZWdYtoRQTjMSTltM45SqzFhJAhMV6YKojCUwIBi0GDAuGjfLkPeKzgCXsHIbrLB12rrfx2nRT+pssHEiI/uY9BxPuV+fVfbO0nL9pN/fJ4hJuH5IBsDMHIOmToouRAf0xvUqOe3KL++OOfeedP7TtvU3r6PN8KW8xyQxgVJWRZ7PSB3ceWlVMsS0AIUEr4ammemZyAsWKlJ4sKIEqoe3BRHoRdjeamPqkP7Fmpy8iIVIiBniksT05PLahCAneLJubkjPbbVHhbCyglics8kK4slAuyytc1LnluQmMB+2u7Wxv2wdvveP3WZI8fPGLb1hPDPmsemKhNPc+tC/94pds+eqyRUpR26vu29T0kvSUnH31o9pPQSReARf24CT32n/XcBArF3/Qg2L+gJt0YSxCZ0l5nmnrtwZ2h40rPvrU9fmayNgX3vwJybrksk7oQjKbIcNKnrQcm1QkY90GISydV08MPvJPLj+eGddJSCYSkoU4MiID7cvnAWkfasmzZBKWPe6Bf0lLR6QHIcmXjJ0QW+Kjfh6EHJQhjqNQkFLH2LJ/KYWwGs1znatvpemCpbNJ36R2pK9n56ftyou3LCwMSJSydtqp20m77kviU0WRNMkj8160hwlrdkQhbBz5m/+YmLIaBK2XhYDiE4IIsiyIkwZCCLhRuJ66oyjTef1UbOzQ9sW4zuTuHJ8e24GY8f7hvo458mNgaYHwa6Bc0QIr6gxET5Q9LiGjQzEKHCl8d4aM0AHUnUaQ34oCEKPsS8mZ3d073HPguTS/5CCEpnH8kYCJWU9Sz2bEECkbyQKWUiFghAvzi75b9aKeMJd8Iewxunan5Qyf2GBRQg7bIwa4u7fvLgz9QxI+9XqJoXmRFbX/9DwoOs89wQoQ8CAOzfLpvLNtr22htvjKR52brJGAwcRsdXnVc4JpC4zb83XVHiY/YABV9SPuIX+jzAAKjN0Vu1qVYgdADDsKUttCfk1yS2HsVJQjq4V4IZM95DcTV/ZsDn1OcRzum1VYnId0ObJh5tQmoaoLC/dGfrL+0z9Jm7+CTBpHCSPuIuEYYtu80i8AIO/DnTAYAGBpalpjPhATu2c7OyxWCVmn1vFwyfxcxfslJQPN+8HkJSESlF3nkasJk4rnZqSNFOsRMNHnOh8gw6IcCa8EiCdg/OSpPiRXWXfh4+QhDb3HMVxnQmxBDx0ZPHSsPwVi3DfsyO//yfe9PKS/+v8W7YuBatxJp9IJBdbc98h3v6Y/j0RSiBeyeBnwrMxOC/BK1pIh35Ccbj14KDkW85UO0m/4B8T+o1JWZIY2Iv+0j3El1Ej8GCPok7zE+tWk6nnVsyoIWyB7ZGogD4TtiDMDbJyvWC75OoOc2oIHt5S5bANXurHH9u9/etfluy+QJn/2lVdf8olJ0k/J+nn5sy97m5g4Zd4hIpzw/qKHvGv0n/eX9F0Pal/AYJ3Fqp/ABNr1NBMpMgqYLsWStiSj9x89EBHpezbVa2KZ1LVA1vvdoDYERgrdJG/eM376sGORRbFUPC7vG12fVbKk3bEqOCXA9zrghCHUkTBlxojjwj4hy/nC7l1E9eoT9Gof40moxeUk9GT9QZqVsMnA+GvMqH3ic02ttsfmC4SG5MmtCWdg+IR4g/5ikdqpHZ6eaCziIhgFvx8WdNEvxK2pEkemTeTv/+O/7Ew5KeFkX7yk3MSkGhcj5iKwxG2AwpNowUTe460H9uHHH9j9x3dtZ2/bTi6O9Dx1hnws9nqq11rrQp3cdCD2koMOyLpJKdCEmgliUYYlk/VpE6sh3oxii33EZJnopKSUH+vGti7sass+fSyZhimrKWpT1xbnZiWwEzuvNayhm6o1mp4DjbGIilkihHc++UgDGbZSNu178V1bWbKbN67YTDFvwy6hBPoe1ysi95/kdvO9tkgB2987lvBTZ3larHZFoDFrmWRF7ZAgjuICrJAdHW7KnBCHxJLChGWpxZLZiXplac7WlgSO8wLBxVlbWZjz1wWx5KLYPxkWVwSOCzNTlpMXMCT+2u+p/2UcBcK+NF3ijctMxgpl/ap13Suxx6Nj25AS9RtdB3EKPlG4nwkQfqdyFwb1o0/uSBiqUp6ELa+syV29KuNQ8oyPI93vvs7BMtbt7WD5OnF3JjoXl5cclHHdeDwtok5NZAePoaw7SvXUA1IbffJLr2Ri8B6TYwnioBLWlLwaQiNHRwd2oCcel0/2tsc2LcMxN0MFORmfKCw/bEnhLpOgcXknyN4Yxog8JAQE/C0j0RP7bY4CVgJxJyOCOB+CjqcBSw+RdwxQPGkPbI2Ysi+W0tgPJOMArTNl+lr3phv0eycfGfBjwQQHc3+TKPcH2Os9/u7U1C+SZWrFRMXIoy3r9Ot22jrQWJ3YeSeIKcv19MyXhpSXSetTjcn9ew/kRQwFlFNixnkRCSn4eU3jfK5+DsujK1ivObDD3ROzrlklP2Mh8RwyJAa1gc0U5rwOyMbmjn38wSf+Wj0mHU1GlhWuIhJVeUVsNEERp7WVVatIZwAs1g3gppdSFWfAMYERxa/uffyx69vpSVWgn7DXv/iqADxj0XLUvviTX7DYrIxhNmKteFdyVBSjpJIfsWSycpicld8wFAgJWHs9QogNl8modBvAOa+yGSnlY8lvD1lhNGfFdEVGZGSHO8fyBgd2ae2qXXvmpljorMBK8iBMKoghEwsedcTtJQOl+LT0Tt6imCWlG/pipxo4GW4m7aVbKd0feAJYCFCFGPoR0sh7hkV7WErjEKIU7TBOpWrP0Z60w9auS++6uisx5jxVCCe6P8kW0YOoSAO1vZlD04mFTyP3wn0eTPc0YnWfPLmImHFfbTiQt92O6d6Fe2fChiOR10QmKVlnpXBY8jsSYOvztgivDOtZvW6Rv/WP/sptkBxG6elcAhysBnmSMFby9AhbJHlfJ9k/2nWLyi4KID3MkrgNMRbPi+2xTBkwIZ6IpqjxWBpnTrJKenXm8eTp1bv0SOqGvYpbIu9KnI9RxS1tawvLnkJGzWFiT7iN5AXuiZGjR6263K7dHdvc3vL8P7a+8WR8WTsYAxkItGMo5oA1zaWznvebE2gRsyJBnBgdSe7EyNRSn1X2tfu6J2aNYciZbN7vNxzCo2Bn6aBgN4XDcc98ZZ/uEyvqGKDfWfdP3QksJ79TC5nfCT3AfonVV4plj1HzHrCA/vNkppskf87DbiPU9oC5U/mO0AwTeDCI9aU1ta8str3uzNjj/bLEzCSjBJ98+qkzTHKYyfGEUbMG/3vf+57vAszsMH+fncv1lSXH3SOGT36lZxrIWPpYSdkChqExYBx1/7yvrvNrMRnIdlBeHJ4bAND0ORsQUExIg2J37twVO3zk76vLPKY9l5ty4zlVkWuvPojHWViR0zO4D3YJoVZDOMpiAMxfyiff+nI58UxYaIG8kJMelgb6Siw9g4wRGDEyCH4G2RARXYNNUT3uq3b2Zfxp7lOmHCzR1lM3yL175ThZgaDovc7/hGnzijwIYYJXKT/90hQgI0dH1UN/vb9x3+OlKbmweFBvv/+exxz3D+RlHux7aQLaBZPEI3usMaYsK+MP8zvYP3DPonoqD0r3e6zv3fn0jp3IKPP3/R1K3n5su1vb3m5CjtScYC9LmBe/45Wmc1mfxyhNT7kMRkAr3Ti7NsOMyaIiC+Tjdz/wHHbSy/J56XwsZCtizMliyncDP+9cuNyGk2HrjgXM0Tm/fx9yxluEy2O58qp95w5BIecn/EN/1OtBPWq8RORmLrPsHgAEjjhwYapg1JhIyxCwDB0vHJnG0+V7bZEQ2p+PFqw1agUTc5I1zocnWtZxmURGxI6qjsHuJzDzroAbjwOdD2LHwTjKfmiohQGy6owDIE+lR4wxckV6KTc3Dgdhi8GElbyC91FQRx7QZrm6Vw50WQlSXiEzAZ4IuHVePC9W4FZPzxwjkGXa3NY5kBvGGvzC+4386t/5D28HrIAZRxiOwEF/Y+Uo2jNUZ9F4cpObw6Zt7j72hSDQeFysngYGV4a9+Qh4Myi4lMTXiN/4nlsaENlOZx6oFURDpMdjPGGx15GsUEJAl85mrBhnlwd91gcMRpYhI0R/E1dlhxBirHVikvvb3s7uMCrreyGmXrWmrE1YNx5LxB20WDbNqkA3DLiEsmhFuTRJsdiQLCbZGon0lF7N2XBPA9ztDi0Ry+j7Ax3HFj1pdVpM1+xL0DtyH4saBAmiLGujxn5gJ7Lkst46Z6mQs6LAHZYWUb8VpAjP3rgm9qxBlrcRYyZd7W/KHWSF1cLsjGUFJkECgdx+GRPSEHs6nvgxObLUhYD57+lJGKIlQWNFYFIu/8z8gj2zShF6MicEomJ9dXkNGA3ixfF40ov/58SgifXt7R3YO+++70/CMizpZgIOYVxaWvTUO7b+//9w9V9BkmbZfSd4XItw9/DQWmVGpM4sLburWlWj0QLdDQxAAIPBACB3SeOSWCNt1xacsdmx5MPs0zwMH/Zhl7Thmq0ZQZotCRJAA2gtqqpLV2Vlpc6MzNBaebjW+/+dLwLYWc/y8nD3z7/vfvee8z//c+6557KSD+OEUAZFlniidepKKS+GQqLmwBbW2APe+l/wlDCzVJp4IUpAjPr44EDGZNONBOEN9mljfGDLlyfnxZKH1f9JnyEnMhGX8Qr1cG6xGZbNw5CplywW0gynrC25asmIU9c33Z+xeFqGEEasMVAneIhCgx2817ircx00/DPAiGN0Dj6vO8V2kQteAWOOP2VS3JMenq2hV3bLcfBRvzkYSCe84H2XMMGRbR6s2MbWqq3r9bCwb4V6wVO6huQlcYK1DXmTMn6EgShzm0j26HdVX0xAfvOug2/HY6wH+0deOnJHz9Ju0Qr7x1bYPLLC7rFV9st2sH1knzx+KGA9UsOI6gggsnkBifpKIk866eDgkKeXAQxOuuSRAQq0nxSzaCdqo4PDxjZsxGRXHi9Kzg4lE2TKdOygLBCRt1KL1QRMXSvFqKJWsVg+YYcC6OHoeY2ptFqeEx4/siLzJyMjzIhB5Lo+CddsVR142D0akMYbgrVOpyRr7ai+F1sX8esd6LPeXL+8jbpYfkEyg/coeY/rnuQyNcucj2yttB3ts2N6WG1lqzPCCvKikQ1j1xsWblFhD/agu5UukYMPKcSbw+CzY3Y0nHePN9pJWI/0PR1hr0OdK8TWcTknGIJaGXdkgsKp6KWwifCaALitPkTXW7oucWeZCffgCpLxoq7XFUa25C2iGxnJwZHG3idqdb+Uut2V4aqrz2DI1MPYlq5E/vE/+93rAZVnNh2xY+WJrEWVfFKC2U3vRDIaVtZX7Pa9Wx6DxEXklRQXmDKxN9xoXG4U2SdVJLwAIbrMrDwP1xmB/Ck76Kao1dDwkou8T4gBkR5TkeBhuX/yNz/wfFxYK5aHDV5ZI35UDNbcUxbLY+In56PAPbEk2gMTOz46lMC0bVQM4dKli3ZmasaVo6Cbh3GOTc65sPQPaHAE8sTPABNYNjE3AI64HHveFdWegf5hMekZAWFS7SuIvd7yvEnPHBDjY7IRhkX8kLxpWABZEzxQBmJ9xMRJn6IoTFpWnX5ihpvv2ESA2XoKQxF3PtI1yT+tO6gTX8WzlrHSdchrzqodLM6hEhXVp5aWl9W/UQ8/YL3Z9JK87bWNDbHUJ14jF8UZGh4R85mVQvZ7Vsazzz1jo3Jtz52f98/pb67hYyrlBIx5EOpxj0E+OWDcwm1U+/HmdWKvFQE7oWALzI+Qxc3PPvMaIhfOn7eJiTFnjHt7u7q/vJ0bZSKy35KZIJ4XYV2NGA+J+NIsnVvXlryEpZS+8k4uJnMQUb3HaLDBLxkWPqi6vlhB8Kr/eHR1/7TPmbHO46AMQuszjmsQZ3TFC2LZxJ91ww7K/qf6GnBiUoZ+b/prx/OfeZ9gAlHnqaofYDlrOyt+fzuFbY8ptwRk6BWMH2+pKADmc5Zgo1c5GUzkCnkhf5gFTeTVA6YwNjaN5ffUbCG9i0VVyD0FcojVlyNtZ1xqjJ+XvAE8j4nRMRsY6PeMJWK/aq0zRsCYR0EGknaWRDR0Kntw+54DFf2ALF84d84Z8V5hz/WtFpIBl57lJwaMPehGpkf9+J7GqGSEfHcYKPHTjss2pRIyGqNOqO6krt4IdjwhLRGdYDgwCmPJQP+KVciExrWHeSz1J1vQaQCo8UGWF6VJ2VyAvHD0m+XV4ENexAd5x3i21HcV4QPHM0fCg7x7SAttQF6ZfKS/CKngncdDvaKLrCtVv0YzlpZhiKXlfakt6GuDpe4ufyKWanQnwpqCiIhA1HdQSutewTI2jGUuTif345P6bqCn34qVoAJiVJ08kByQod12/QlJhhjHHbWVdoNVkEjGNPT/efL/7OLepuUeEnxvFgPw7MsMSDhYqBAU7ChVKeBTsO/98K/cHa7L4jG5kCCOCsPTwHDxiNynoIMkyLqYv6czJPzu5umGOC7gHXJHugWf5EoKjBmkbD0mIS1aefXIzxuqs1xYgiltZTAbAgUGsaFzkSqWTTCZIADQbxESAvu4rzu7Oy50CD7CCrdjG/0zZ8+4m8+kEm7QrNwyBgng5jxMRMA4+Yz7IIeYc7z33nv29ttvO4B99Ve+6gp589ObUs6mnZcAUwkMBeZ39MWRFJTwAgNJIP/ipUt+Pwgm7jjABWjviPEEy7Rh8mIycq8BwkMBN0aIUBGxXiZZnnrqKXv8+LGn+HFsQeNxVOA+N32MMCCcn4m6X/u1X7OvvPGG/at/9a/s4cOH/j1to+9I/7t27SkXimS0z91DthcC5HokbLiBGVK3dPyaFJAC5rmeYGICZfB97mCYur9Sc8fH0WfAJYzM/GOsjw6OfExYpotyZYh56zxgAouIyIXFEH31G5f1O7wbmH1c3ADPRiCpSxD7LJTW9V6yLnHh+1R4QBIOA9a5AMu4vCOXr4CNYLVQalKjPPUJgCWkobZ7WENPHjrM/8dedsHfOpZXgRdg7NRTn3Ba+q6jcQ6WVzNlyAHB0YfRLTfij7fZNHXNijBDKfNGqeCTq1IAT1mLnkxo9UaDbAehuBvdajtYZp3tHRBA52x7t2D3791zTw1QLB0Gi4Go7wGZyYr9u/KfuOPr0R21S22uBbH+tLFAJOfxZvRlcmLKUy9Xtlfsk08+sfGz4zYnoF7bWfXf9USadvPmp3ZmftZef/01B1Fkq28o517axzc+9t/hoSF/Y+PTLkPkOhMys/q8X5e6Nz6fIfmgr1N6RZ6ORXKQB8iUy0dYHjjeXicA+eHhMScdrhc6vk+GmlCle8EyIrvbWw7GlI1Fn8i77pPxYsyZQD3sOfTrtush6cKRGGjS+61X8kS7BmLDEjnYO/MhAlZ9xgMSQb9aPSCIrGpm41pGnVxokhq4XjQVyFQ7ElQ9pIASjy5ZGLyvcmZkDLGEHII0IfcImDAkhs59jeQHdO623Vu84+FIQpl4po/vHDiZKslIMp6EbCK//ye/ed0ZT1OdIPBr1wN3NislhCnRUN/mRnoAcNy+d9sHk6WyCBcFw2ESgYgGDxTB750PXRHUTJRCg4ICOqvlBvQ+wbYrgKKYObGamFwJAOlwI6iidP7MBc+XpK6sx7p0bmKj8XSPM05qX9D5xLFgKux4zQ6+WBxADYFAmQFhsjCIs/E9BoPO6k/FXdlgEQgGCsnW5wODA57uQocDfgAj6T2cB9AC0BH28UlKIAbARtYGAqPx8fd8T58Rq6WPmZ0FCOkW2sX1Q9EgPxjg59j1tXW7d/+exxFRatg6/cn33A/xSAaddhC3eufdt7yf6GOOZcYXA0D8j/39yElG+QH1l156yS5fvixjcM6PpQ/68yMaJzESGVfAsyeN0JObnre47nNrdUXtwpUNwIaQCOEJtvgnnBJLwkIlmLop+o9caWLfrOZcWlq2V1951RlgX77P+w2XDfniXLCYs+dGLK17owg4n8t0uFL7Jr2Si1YHIykXVffnHpaYsg6UXKXd7QJETh+0UaLor6cPlz0GRH3m3/Pk7ckxYSYQHbQDGeXY4G9EVwZVTI1HEIrjc873d8dbqmmLGpOljTUfo0hG40Q8V4aWfqRsK4pQKlCT+0jg2XR5TQkE+vr61X6WW1dECILsGcJEtJAJVeZGkupvz4bytgUhRh7UEkEe68lgdp/ULV/KX+14fn7xqOTGj/vGuM6enXU52NhZ93mWnlyPe1IHOxu6bkNAPS15nZFM1P36xOqJa6czJ2UKdA59LD0Msmo4LyAyPHDRY6giyK5/x9TikLwAANwP3hJyzeIS8ITz0U+s/oNUQfwwqOgHfcsA8jtWEgL+rClAfwFUrsf40R48d9fbBHnIJAO0PAQik+UgnU0Iv04MPPej3qPbTv6vV50Ho826CO8/tcHlWN8ROcAzcoMuo+wPGRMeXZ801BlDgfFuCLcYTzCQswc71gTn4PM+9TnXb7RrvtJ5Z5eVq0XpybbvZLK5cuiRAK8QqPsGayJ//H/94+tJqutHspaKZ30mtC9H2k6/bkruh/7JjlhLjSmJan9y+yPdvACsRfnKkoSBBqoVUhhem+7aqcG0TB2n2/Kbht47KEuhSP8hKA4oE4+jVm5XN4eFn+gbkeKpaztRn8DqSQYTcMvLawLcHXnRJIqTi1xyC1MtH1tWyo7CI8Sk/yA0Aehzjj7/HoGEReMmch1YCZNtSekV+bsHADqBdl0L40C7WboJCNH5FNmG3cYFJhRLAkiZ0SYxv0cgDqPmeqQ3oRwAGRIAsK6trvlnADLAwzVQGI5nah4gA4Qp8v3w0UMXboCIVDFYrtfIUCOYCGDTVkoYolCUQywWj3xF3rPPPmNPi8l87nOv2tmz836PMAauSd8A4kGOdb+DJIqB0JRLNWOlFcyQYwcGghxsVuqxQm5TLpXHf4nXS2gBCdg8E2sozKOVO24AYeura8u2I6PYbDd07V4bnxiz2ZlpMWIWiux45sWB2oyrS1Ww/oE+G5/pt6j6MprMadyRISmc+ohdTsipbZDFQ0ci9JIjclqDcAVsXUp0AsoohTNjBkuH6ytvL/3oSiQl83Q9lI0nZ0WB+J7fOUcKlEvqqr8DpoxyAdBklGAUPLOE3wDSHJVoa4xXbU9jyniFBRjFI2L/Fbm3Yvq637QAjagM2U1DlFdFNsV0YbslPfHSmMsALA8PJWdlKhA2vc/Z6sn3HFRTubUgf1+MTiwOkGq5K5+2ZExGTe5FqBWVvMiDKVSscEQMt+OTw/mBvI3IgwKUka9oIuIk59Obd9UnEZueOyuyM+7zFZGYGG9PVu0iVssS/17r6LyFw5J0NWS9GclPPGfVUsP2xQSj0YZl0iJY8Y71iFnm+5Jitxq/KGmAMelHxHL9pJQKLHVcOqPRy7b9NRvVuUQEyPDI55mTka4iu9LV/sF+zyhiToTa7AAMgSYmnUvFmsec2d+T/G12mR7tG7XB7Kj6Qx5XS8dprMjQ0Ojpn0BXCAsWwZvJgKGiYxsjiBy57GHk9fS+ZnQBbOAc715n6Mp7pg3U0JARJBbuNd9PZI2MHuLbyIevzZD8YOQ8BGZBuuxRgXogQZGwGzduWLMc89AjhhHBBTci//Rf/qPrXi2KZPV0nw30DOgGexwYSSLhQfZksXrsynfj1g3/MZ9hAcMCYRoBwKAQuPW46xwTNE5PvZ5aouAm9eDG9QLNxyKTrwhozA5POmAndMMUWacJuOykb8H8hsbG3a0oCSABlptyr2BaWGuEFLbG+Zlx5j3W5zS+hBHgSWyW42Gq4wIh2tlSm2EetB2GhjWmzQgwrgbfk5IG+LKmHUDHklMACYCkNoUXKnfWU/SwA4C6vLzkn3FOAJl4OXnc7N7A9YT/duvWLXv7l2/7K9dDSQFi/uZe6WdCMIAyA0rMDoV9svRECpC1r371q+5a9ouZUcCcPsCQYbzGx8Z8TIhbFnUOXwGnvnEWo3aVCtQi6ejYmN9nJpP0/mBuAOMGiBJjpHoVngAxOdzEO7fvejjnqBTUY8bS8+rsQMaA0p/sln3v7l1nAmQREEcmTsoxnl6mMRkdE5AJWEzMRoMjuSNOrL5PymCpvxrVIz+eiRoYUbiDmyk5aus3ug+K9fBwMOaE+i6QR8kbT/3jOz/HyZNDnSjo2ZLu8FkwoUm8GPDWKwCuz089Ok+hU3tQPj8f4K3+Wd2XB6V+lPj6GEcEMHgBvGcuAZnv7x/wpbgwvv5MkGXSpAiVvo+kk4HHNTHlYS/2rEPPYMzIaaMazPpLAF0G2VzbU9pkWFDkw3ZwjWQ0WFfAUmPkhU1bAzk4dNmhTOaExrAb6fjKPwr/sJKQBSMY7bkzMz5upH7RflK8AlkOcth9AwcJa49wgt2vYfnulo9OucEf7B10DCH04Xqn69NedNtrnYjAHZeEIZUDKxQLVhCZol0VNmuVlxYAF8ZT9yqbJzMkOI0JZ8SMycySoYBd+5JuYQjyj7wd1vddppjz4Hvkx5m5+iGlPkGGGWf558E//Y1BdeML+qqfwQsAOwAm/58/3BMCwsEsJvocywJjTSkH2kq2Ev0OOWPFM0XauA6X4T4oiQCe8T2T+PQlRBFPnBWV926vuHGkL7gn5rQi//y/+xfXY90eS+gZF90PbHpMJ2iqY+UOxCmYI4t4vOvs7ub9GwKFqIWoSNVpCEDUeF0UhdL9ifZLwNVYrI402G8smCM6sUjIlyuBXAT9GBZB/YNYmwwGMaZWyNZXN2xjad0BrFVvS1CZuQ9AmJoWCDtWjgI87AbBpAguHuEXd510HVLUYLcrK/sSYjZTlcCpl/Z29wR2R55+NyaAh60wmUkNibKEmFg4GRxhXYcVc7u6Z14PAdFKTSDYbwNDup4ElwUlyyvLUjLSZgJ36rhYskePFgXIj5wRk7TPb4I0OiwzsXZKmZbEjh/az37+lt1/cF+Wv+TsHcDnFcEixPHc8885gDJwhF68DoIA5DQOffHSgj399DNiE1m/f9xMlAEwp8ASq/8AF+K3CCdhFx6MJcrvSfi6X8CYAuURCR8uezwRlochL+Vwz40hSvPg4X1b1H0hONzblpS7FaHGARumZi0pgIEpBJPAh7a2viLjxEIeeRgaA3Zm6M336Li47qOuMT2y3AC1swXCIgSAsFAqKKGpzwjotptllyVJjr+PhgKmHO6SSilFicFI9ID16v4kcs5mnU3rlQlmZ8k+IRewYYAnTDaFnsiks2J5Bu6D+996PWE6lJ6lnoifT//RjgC0dU71ydLWivq9of5KypUfccOYII9Vyhdpd21GBm1coJXU+5bkMQ9Is3hD7e3BNe7J2/TkjICNDAgxqNUt293etaKYLiGNKBPw/NO5iNcLdoNyuk0ZboHRblntpT5wV4ZAzLZaagqIS84iC8dtjVPbpmeGPYNiZnZGIDroE76U0KVLq/rN6NikjU9OynvJn6TKScdk/Pf2jsTYBchi7awiHOoftrHhKevPicFC4ATE08N91g4LUMoHGueClY8plr+l4ahL55J2cLQpORX7b+zLi92TZ4AnJeMdKQoXKtLvqMaGolWEHyg1W/XcZgxCpS4Cs7Vv7FZEtgobbfTE8zJwxJ3zYuN9Gt6mtcotK+5X7Xi3aEd7FauLwWdS/TacHLWy9DsoCcAUKKw5wCEyeFgJLGlQW4RROob66tQ1d3nT/TKZDbhHQvJG9B7Zi3SFDW19J9IYbsUlHwHBiOg3ARxzBaRMpEZyl01SEkCYJ++Q5IOEDDLGkXo2GN2f/+gj6TVFn+TdC8PQ1cif/E//ItjNmrBDixqwTGggvF1nCIIQZxHlepANcev+TQeYCDMv6IFA+ZQRe2v0P5Rfd+aWxP/2R/DqLEMN4OJck9Q44kPdRjB7fLi5Jxf+kW0KlLGEnkio3zSbwcow6pFimZIpUtU69rlXX3YQgxWwq3PAjAPXj89SYlxYdE/4V3thOLh/MF4MQ6gVsGtPbOf8YhbcJ0wTAIc9wFApen8aBoCtAv6s1MMdoZ3UjwVsC/odjJdJRgwBmQwwTfoWpkSckZg1IZK7d+7Y1s6eDcmoXL5y2S5dvuQDxjWpf8CqO84DONOP5IsSMx4bH/PvqdXxuc+/4ueHnQDStBGAdnanccGQcV36BLAm7MK5EH6OWVle13hGbHhoQMo5pr6K+P0cHe67EQCAGast8mPFelkaDNPLivGRf1usHzizgm/Qj4EbRnoU2QIVn8TFENDfp3E3jABjwCOeJo4tQiAPTYLEJz6DHYiLBDUU1MqICczIrolTuFzvzUEZ8Qji3Tz4CffmjOZE7JyB+fcIK6B94sHp6S6nFIG2IB+nr860edKH6puTU+kUf8eQ+ZtrxXvj3u8pGTQmkdn0AM+ARQL0y5CUjyyZXliexmJGRAC5ASKQ1dGFCz7e7HnJ+LBykvYWixUvRJ/LBHs10lvu2ur69B9L8SEXDRkvxg/g5vtKMViZWjxmUtmk/CZQnhE47vkE97VnrvgEGkyZ2jSVWsMJCot76F9P21Q7KJpF+5BV7pPQDAyZbZvoTcab+9ktiXXv7em6rN6FkQZVD5EdwmtedVBywvJj+iPRE3Pjj5FALsNdNmQgPz1YSXxat/t0p5ujQ7Z0oyxqwKLJWmETjZSMd0aAl+qDUGQtnWRREal5AlxISUOY1SrrPAJbxl+DCEQBlzqT/umV850kIHBcIDtcGznRqz7n4XJAKAT5kCHngYHn9+2YPE2NiYfFYOA6r8y1E1b6kTTPkrwEilS53Oo7dmB555e/tD/7sz+zxw92hDXUze54mBWvP/Iv/sd/eT0qKxvTMyJBp/ZFxBJu7dmNuSZrRT6lPAFPz/n41gfOpEJeSARRl2WRcDtf4WYkMLhTyC0rANHDYBB1sDoG4fGgvt+4PpCVw83A2m1v7tjO8pZet61RofBRykaHx9yCENtleWjmJN4E4OFOI/DEgleWV1xIEQhicqdF6AEoB3sEWELLMk1Ahu2WKN49KSBiq6GSWMfB4bFvy0PeKDnPrBBkzzQ2ciVW3ivGS37wUUHMQNdJC5hYBk1H7AuUiS3CqIkfB15B13OmKdqNIRoaGXa3L6TBDbbij9qv/Mqv2vMvPG/zZ+f/NiRC3JiZb4CUmDQxYIomsRDl2lPXHLhJe6I4+fDwgIMh94gQ8KQPWLKNkYItM7nmoQqdG0VgfBgrDMyeGHgqJTafJ/aMsajYxua6GO5j29rekEIldb6qUdcC1gi4kt5Guc/Hjx9Z30hO94HLHKTCsSyVWPLU1IRAfsQGh/qsx3PF5co2dB5m3WWJqWoWjoqJZqLq17xehR4uNAJkhFfKImkP5AwFRXzUX7AWPLKuGB5eA3V1GU+E3RXPXVOeGgNCEGJSfEfhJBRKp1B7yargvHrqWl5UicTeE7YMg4Z5c66g5GMQ0gCQ9UafS0H1O8Axp7EhDxjXnZKRFcnMwdae56+mBTCjUrSZ4VEbEfDlNb5zQslByVBFgLWztmoLz7/mceOE3HPKQeay/XKDE/IQdCndf1ggQ/0Zal6wmTBlCdgjk/rSx5LXRrRXTZZMqz/YbRsZb7W4v7bGS0z9zLRnf5AzjQwtnJ/X9VLSvbC9/+77VpXsA8jk+fLKHntU2mPlLfVQMuQ1y0imZRhIE6MWSkvy0BVTJ20QHe8Tcx7IDnoIJRnJuHf72Sd37C//4m8E7sS20SOxYbovEkxM1tuSR6rgiXWyQwlgxhhgDD28IO/ZPTaBLyltxM0p/RANBRsAsAN0Q15tVySgTwZ9tHfCNzll5V9PIiuvImSFg6L6TrqnYyFwXJ/KfciHG1fwSHigzhCGwZR1aeGZGig5Y4Uixg4CIUMgls0kIugYavMUhoktV9rypKUbyCDxZsdxdB+ZlBiBnw2NFUu4+Z4MnVuffmaffPyxSNmyDfZN6D4BbOLRUZfpyD/8Z//kuk4TzPBKYVn65xZAnQ2TpPN6Ezl1NuX2qvbuR287KwvFghQd32pFx6NQWBZYNGDrzFsD6DOY/JMQBAwEqwOL0291rU5F4CbQqgsIyX/cXtlwACWkwURSrid3kqfc9HoOOYExTLYmdgJYkbMIi4PZYrkB66D2MCvm+vV5kOXAJB8WGqAj5ss9wJSOxRjYJTqonLbuIMXEFmk7pMfdvHnT+wVwh6EzweVb2aj9CM223EDqORM3u/HJJ2LELbt86ZKzQ4CL86IUsJFpMV/6gBlWWPDZ+Xm1KUf3O7uBcfhTDB0WsyqQ/9znPmfPP/+8L+iAZZ8yfPoOVgyQwNRgwFyTNqOYADGhC1LzmPXWkLgysPMvbeD+6Jdz5y54fJ0yqbRrd2fTPQNKgcJeroi9E9MnLYoKZDtbFDSiHkfazp4962Gs04lWYtKk23FvnpqoNgJiTCB63RCNB+49/UFsjXEcGMn7OMbSYsrqu0YjYKlODXWfdlIAxpfpg5UdUgxZoBJkJ7BQwL93GdNN6iBXOg8vBGxIX/lYOwPTuXkGxztc61h+Q0z59Lf8LvhtEGP+u/f8xs8DOxWzPCwf+b1Gxfbwaqj5gqz09mX9eIoswYTJEtpVv+rG/XwHkjNCUvsdnUNjxNZhGE6WWJPps76+FXiK0m0YJo4p+pRQnzLWLEbCY9ssBSvWWGpMn+IZwBgxtPQ7RbMYm5HRIa8lwaoSDPfQ8JBPLEeTQS0UGD2xb3Z1p18FiTLa/Q44HqsWoHC9sq7HfQHqnKfRqftxsXBc8nMsAE+JnQ9aQQbj1q3P7Cc//VA6uC3j2tZ9pHxLJdoVSTAGZsMDM34/GCafeBcRpP1s30TfWycwfmxKy32wZRv9F+hnVeThkbdHwubtYf1AX75fujIgby7jE/9gEKCPlHh4Sg8+4UE5CccnSKMegDBYpavq74A4Bu945RPOE8gX1y212PZKg6TPwDTCd0I3yZgkTDLHe19/IXLGON+6ddPTdfGgv/Slz9sXX/um4xoygufp5/kf/qfrHr7oStBBd+oME+uAGbGZ6UjvgB2VqeWQMKoi3b5909aerHmCO0WmqebEg/8zuYYQAVjssUceHmwH8G7KWnCDvQJZmQOrlqhTGrGhmN7Lwhd2D21zddMKewVZt5T167pUYNO9e6iCjAcAj4G4cP6Cp1yxAokYLuBBfJcUGwRieWnF/sk//af2ve99TwLbcPAB+DmObif0QLyaugAABzHrJwLAAwE4VhhGxr56ZbFlqnXt6/PR8UkbGBy2m5/dtoePFr2Gwe2792zx0QM/17pAdO7MvFfeojIb7B1GnFC72U7qDABGP2tYe3tlWNRudvpYerzsbBgjgWEh5Q0wIf5HWIJC2AwYA4/QAbwsVnFgkPCwigwwAZiJWcEquF/AmQIo/BZjQ/YJwo2RQLkYc747PNhzBS4c74uh74pZJ3RsVkDT4+VLi8eH9pMf/0jHHUjQg8LqfM4CmqtXL9u5qxfFiMc9nDI2NuFtTqmvPVtByuxum67rtYxxj5mPEMCQkcGSfJYlA3AheWpMfJXJG8WNVb8J6QQ0YtcoA+xJ99sVKKMW7CBBmlU8GUyi4F4CvCiDvwrUUYhgZamEMgTjJfuCWB8hD55iJTEUKGDRAYOWUui37q7qeXpuDZvOpX+ScWdZKKKEk/Fl81qW6eYzeRsdGLKhvJhb34DNjk1ZQvQrHRGoSg/qReKe+1bYP7IqKXAiJPvyDGC8R2J19+/ct5//9G17eP+R9CaoQzOQk7GSDrQqTF6ZZeIpAYn6VQy0fFyxokCdWui0k5hzR/dJyCE/kLVMb8aGRgdcb4dHBu38hfNW1dgz38I5Hj98bP3ZpDVEQp65csHGBgfEdrs2qtewPJoBJrhrFbUh57tXZyA70qHB/ryVRCJmp6ek55PqWnnZ7V6LhwSaoUGLh3tta7VoNz586PHSxw8P7Ps/fKLjR21QnmlX7Jg9QYeHRVKkb+ANcxS47uSXI7tj2UkrVArCkAGXabx3x16xVardpcWGe9JZLwTUk6Tyo0hXinzmlLBMYxiKeXhjoJdMI+Lt8uTkTbKJArvcN8RgWV0b6YnrnEwsikwCZBpnpEZ+gT6RXOpv+AFGqs0ykxYT4y1hWleePGsY6H8y19KSN5E1/YNtO5CLsGJICcWQWsxm08NDIzY5Pm1n5s7a+XMX7amzL9iZi3My0NsO2OTDR/77f/k/Xg+WHgZukeTZQSsWC1uvbnS3tOUoD4PGkt18cMOTn+NqDCChLyT0EmC5m3QuTC4Q5CBWQ6PcsolJ0qnuOulzrEqWVDLK4sFeDwsezwXEsZwkoxP72t8JmAfxU363v3/oLsD6xrpnZ8DMYZcAGmBDvQz2r4NdwPBgvSgSbOJ0ZwYYBe1jsFBx3G+YJWyW3wFe9Acgqu7wWXHAEOZy49Mbfn1AkLgZRYUAH9qG0DOTTtoZvyGbBNZIqIF20gbcE+Kt9OH6+obdvnUniBsL+OnHsdExdzMpCsTvsLZkW9CHfJ+lZrT6h36mrbh8GD9WizEe9AH9SU1i4nmEFOgb7olxIWwCs2Oiz/cC3Nn24ynaRKiDEqPObAXA7Pv34P49XwVIHJSFM3OzZyVQc3o/bsMC6LTAO8h+CXY/xyDQHyT7YzQorJR2oxrEEJnooC2MCfIQS8swC9B7e8f8nsJyf7kv6mhwgEbuRL7kLvMKZ9G5I1JOxi0qCknfByGZADghB86UYTMO4ZzqlAnzypPJuo76Noix8+QRvAZ/8+Cv4PcBIPtnJ8fDqKjPzIPr+qtPEMK8gte0mCiuablY8Bz64uGB60Tb529a9mDv2BnzjsCajJ0nFJeHIQvMkVMvfqPrwtRgrCn6RQ+WRaMvzWQQ82WHFMJmhGfoZwwPBIaSqVR7u3TxvE1OUVGR4j1BNhIryKq1ol24cNGefvqqGO+gjAy6i05jqNDTgBEH8dSwgHTUdraJg7Ixa00GGbIRsv6kwFP3uipPl/zbD97/0N56601bWSOMaDZ91uwP//APbeHSnJ//uHLozDqflfenexQPscH4gKXDGSs2itZW36IvmVTe7w8w5ncRtiNTO0hZI5bbqBRd7iBtXgVOR/o4nYyRJM7PnxTxYBsq7o/vyMvHu6WqZF39jKeTiqRMXN4DFYweK/2IkQePIDPHl2pLbhhxzt8Nk5J5KiU8XFr05Bj+CkIycbWNTQBiuj7yjcfan+y3zcKR66dX1hQmkJEV+efX/w/Xa52ifiwmK8GHQVTrRW5NVjMqyyy3guVVchRv3b5lH773gTVLTeuXBY+1Y1ZslcWqiS+pIXqGBKruNjZ0AwL3/p5euV5yRao6v75Py5owSm0YLDOdh02rlahnoUEu193i9GbzuhH2mKuJ5p/xzAhyiWF8AD8pWQBJWjc3OT0nUJOwHxf9Cei8/PIr9vOf/8KePFnWwIoR6brUk/WSfAi4GJhvR57OOGjFBGA9WTF/8kwFDLi0be8BPWXhyPQgvk2M+bFceMqC9g8OWbY3bxfPzzuY9eb77NLlywLvrC0tr3jYg2pubKlEPQMmL2HYm5tbAsJdseQ1WxY7D9IHA0PIyqVz5845GJ9mWaBAKDwTlygHEy4IIQLhwl2koljH+4rFHBRdQhQAPvdYBNYwIwCItDgeKJdPRgkksPhMFI2KSQ0M9IkJCNRbuK8tnbtgW5vruo7Z5UsXNRYYnAGfOeY3wnFZ2azaQsgKRZabq7EGUABA6m0AJOQbe8EitQfXFIMI20SpYpmIDQwNWE9+3OPvoYgYPdkFMsp4ryTpE1+GzVIbAu8DMA7pe4oEsY2+G09iwBJBZ8MOyCgPITgWZIglS76dcopJnsaQYcXUb3EKqmeIa7kyBWAuwdHnAZA7M9an/Eff+2SibpVdeghBs/w5or9ZThu88pQhlDxHxHrLxzKOYsPFYk1kg/Eig6Zj22UZdwEcOcDoQOGorHOq38JJeZdkPcDgNI5SaOqYpwQwMOKySMzxocCrh+/VdsID8kLSvTEHnnqnJG+uYEfFfXvplRfs2rWr7mFBehiHsNpUE1OfTg/b/Oic7a/uWGmnaH3JnA2mB2xAYNksNm3x/pI1K22bm1qwRFj3Itj64d/8xB4/WvOaHPVy1u599tga1aiVCy175+ef2S9/8bE+WxXzX3Pd09XsrAjLb3znv/b6JZWy+lfGjJoyeOPE9eu61wTZOzr/sQwFE3YYc+rQOCgLK5Bbz6LQmACMPrclLwVvhVoY8pkYnGCMNFo8O27U2/pGXo0GLBXrqh95NetRf7HreEgyU4WwVY+sLvnvRlhd61POarmuoaexK3m4Zs1QSWeS9xbRU++jvoM2JjN4etxN3gsB665e203JDjFo6QcGhZQ9ds+J6ymYNg2zQDricy8QIXaWifzJ9T+5zsanWELseyIUMBpqH2zuiCWnY3bjs0/tr370Pfurv/qeb/OEKzww1C9Fb1s8J3dC7MhnTqV4vt2K7oicPRSS2Uc6iqLbfA9Thik0BLR09v7qrltcUraIhxG6cAat86DYC2cX3IJQsBsAPXPmrKfrwMIA5lm5AbjW5EPSBhgm7vL3f/ADueP7fg3aAQuGcQOgLOMkN5vPa3LPAhZJ6hOdp7YKuGkLAx8svQ7Sz4gJwWo4hnPxO2re0E7iorBkPmPnBlLimPziHIQnPA1pk1rTuwLDLZ1nR+cuSBkL/ht1vecuwpJxP7ke1whyVjueMsf+XTBi2sq9twTS7LrNb4kjcxyMnmXRjCHfE7Ih04KdUdiFl2wK3HuOhf2mxSBwD0cEyvx2fz+o8VEuH/vKPEIALLi5KDblMWyBDUbBx1BMJqzz+0THSX9JAr3/KD6lbnJGqA8CQ6zn6aw1LBBDFE5SjSxn8Z4hyTMMW8yP9uknHlMMYyD0IsWi31ETP7HASjei9wCpHlxD2ujgqb8dVPWg9gYPfgIYuTFR/3ntXD0xvH682k773ZjwCrnQ53C0AJQ5jGsAyLQHQyBZ8dYFn/He3/kbfePvBR5+7xgJThKEoZiIpW5yKEdeuVib9IExb7WpNIjHkfbYLm4vbfaJNo2paIwzyJrcds+UkjxgpMLRwGOgaiFMe/dgT7LTlDxN2Ze//GWbEVtGz1InKwT3d9lEVXpzIn+Ljx+6tzgwlHfmdiQ3n92yf/ijH3i/zYssMBdw48ZN+3f/7t+JdCzqOgeS55r97Gc/s5WldZ8HeeftD5wpU5SepcNREqv13+zChH31ja9aoRrUe2aCFw+CgvSMP6BFOKtDrEDdFOriCZKPLRxAlgRwyIUzZayhg56MqvoYWWfBCKEDLuY1rxkqfzAvoP4W2LIKud2t635jIptiq0nKBwxZRN5atVLziXDSG4N5BMmowBqcRZqCkdY/8pQZ3xP5fXVx0wAA//RJREFUIibNNX3c/f9c+FT+kAFu5uR4tR8PJJD/oIibT+rquz4R0WxvsHVW5B9f/93rIbGIlqkTW/ui2biIApLlx/bmmz+zv/yzv7Cf/fjHsoC/tAd3HooBm431j1tfut8iTSlGTpySPhDodnQh8ifxRdhBBALCslLfyUQdlhYDysSSvlkps8dY/e3FHdF6ORkCcV8low4H2IO8QpZcH8kI5N3FIusgL0Z75/ZtowiKb0ml81cBdQn19PSMXb58xT788CMPafjyT3UI9TtImyHm7C62gAS2jDCSqwj7cmXkioRd9HTXVO/JPyXXmM9h2xzLHmpeZ1rvK6UjS8h1p9zn8AhlDCO+DQwLTfgbsCQ2DfAxCcnCCC+4pM8YRlZmkQXBE5BktR7KAzNGWFFgQgIICveS0/0TzuBzGDJhJsCDSSLuGfZLaALFgjnzirIweUTYBYNHXjfATmgF7wjh6clwn+zSUnRliYuB4kqxnyFGjGMRMNqREujHpMBxAXooSnEZXEvCCWTRolUoEKzmdKNJmLPASEDnwqux5T3531IFi0v5kokB72MT88A1bQn8wTDyPR04yb3U/ROD9JPoe3+05D46EJ8qAcIPAEsGxcYIbxBCkR5qvNUm4sYS2GARQJAGGtS1EHDq6SzbY88yHvo7cJUDRXJjw+Vphz7nNeJ5xEgq7dGTdulJfqvv0qJXMik6ApdYvEdegzyLSNpCiaycjEGLi70eCRh3dw58coy6wj2SV2qN4C0yy4/i9kh3SAVDv5jND8nrQ457xinMJMiQG01ltKMyey+K1enSOo39zu/+ul196rLnNlNXobenT22XjN5+aOur8oKWYjaSmrLJvjl78dLnrXkcsp/+xS/txgf37M5Hj+3JQ+mn6TfdvCXD/fb9v37Pbny0aBtrEKi8jQyO2uLDx7a9vm97O/u2+kSMu8BuIxhrE7jLHdf1zl85a7/+3d+QEZYxl0w0u2V5nsfqv6j15Qc9g4I4c0cMOZ/pUyeHXU9gob6juMb9dLJW4gm+6Rg8Gv3hnlPE/3bRkJyivYxvBpmULIjuW6dRU7+VJaHSKXkWcX1fFZOmyltGLH0gL483m9YJmnZITZntFWu05cG3jq0ZLWgoa/pFSeevqb/lkarPozaia4JVPE/kX2PtciBDwsRlLEI9aekIuc7qF8+1119Up4vFGlZvl3WM7lSsmUyUyKvfffb6jhqwubHljG5nc8cWVxbtrZ++bX/zN9+3m7KMKDkpWjAuUmB4AAzEJjvZIMUleOrE6hzcU+I7dCCMmRgoydUwIxgvMVTqAyDktcO6u+1Ud0PhmZgLGBdKQHwsYWfPnvE18oAomQmAHkpB/PjRkxV3cwAyUsSIE3//B9/3Y4ndEFsF1HxGV8rFzD0gdjrATBbxOL2mxyn1W3/qb4Dd26/r8SDeygQZuZecf3N9yWPtZCKQHQFQegEXsQEAdml5KZiVVhsmBWzEaR2QdK+0i2WlADK7oTALyzkxMLQNpkwfw8Lpb9g9O2dzv4gfs7rVWsnbxYIaYujURobhkFfNZ1S4g6Hvqt84J4yXbAyYO17A/PysXxPw1QDqPlmlRIYJkxgUnWciLea1K2DGhIMyuvcAGfV/3Ev6BiwCeMUIAWKYIfntCQBRfUnRe46LybUI6/wJfUafHtcO9BmZPxgsCbNAmXGgiD0ydRpTDocA9wD6XDBkwPWlQFksgdfgfzpWYyhZkxj676IyHOS2AtB6q5+23aARovF2atgZD4zyKSMO/heMNzKNnGIggktgbAJQ5pV0PQAkeOoCPP2hgzmP+g/DC9tzMqB75b7x3IilN/Uzsl3ItiCrpdHoeOGmwYFhl+9Gte5MkN29ATdqXhCiIriGHIxfDLIXErpPPKz+oV7J4pQ9//JV++IXPue1TvAcWRmITPZm8n4/Tx4t6Z7b9ntf+52AtTWD7I93P3hHpOZD2z3cdflIZtI+F7O8Tvy5Zp98+pnrhdTaU1Ix8HiShGaQObJikB9feKG+aIfIrkrb6HS/feUrX7FkFrjsWKNTdj1cebwkD/TAvTFi4tSwGIK9CsRYAYhRY3wwcMgv4Mb4ej+re1tNwFdv+R8f/+2/AD/Y8JXxxtNCDuNi7i6PknP+7UlHOJq68T1h8umTvuoRw8HvDg5ZAl2XLax5+zqUs5RsEVcg9mwdsqd0Bobe/wVNc0aqBwYeOdFffh98Tpza50DU3hgEQbIpaVIb1XfI6/QrPddXNhZtZ3vDtvfXbfHeQ3vrlz+3T977WAxrVRQ/SGiOdjUKIhedRtfKRxVrVimAL8s/JEaiE1IPmQpOabkFCSkx8WKAuEMsWZ1TPiza1vqGrS+t2OrSsudzphDSRtzzM5nkqYsBNKT0roQSQAZtWuyXgX9w/4GzZupd+MIHBFQdd1yGIU9LsFrOpAkbMGHC/QMmAAtGwgVEGhgoJLFGVhSq8/W3P8Tm1UwZnUBB+U1M90NcGDAhW4LCQsS2EWIKs2Cd12XAOCcVs0ZHx1xw3n3vfRfEV1991QWdHGKuB+gy6cJkHaECwBg3FLcVsJ2annLAJ10JA0NVOwQIQGTBBn1EXJD7QqCC+yNNj4mdIAOD4ceQ8AQ4WNUI6+beYN5jasO2jOJ777/vYaCXX37OJwpZm8+sN9F03GK2bQIcsOC8BwCCJH4xDF2XWtsNjHQk565+V33JAh/i102yANSPMF4miR2w1D6UhEwLUWP9QaQ0ZMfNfT8mzkSR5MGsV8dLzoghqi9PNyKNUBBGrzqT3wuxRL9ZSAKvgL5rBsqga3l8mK+4F9qDkWhpzIPJVmfHevUVfTSMY/m5/ofCIH+uOPoKENOBwXX1fQDIgdEgjk67gnvkeD1pAu3zNsbUJ2ojMeE0tcPjVijVrFhVX4olduUB7O3s2VGhqFvB80mJgIiVJjKuC8zNeLaB+gaZb3rpT8mk5AnCMn55TMdS1S0jMJ61S0+ds6eevmJPP3/VrukVEgWwJAQ2Hs9vRYzqjjvruzY6MmZvTP6avfOTT2x75dCW722KBd+zTHTA+nrHLNxMixiM2fZa0QpHHTvaa4hMdUS0+mQ05tTlGdvauS9SlTY2wMVTS5MJ0UN4i7TNkGXypLppXBM1Lw+bH2beoGO19pFkOWHLjzZFJD5T32R0n3G1rWA9fVl5zykHb2SJQUBa8OA8zCpACQxp0yrqW+YmfAQ1BG4o9Y/djjDQ9TLA3hIjJxQknQkJj3ReskvYCSmkPkTGkZdmu2rVZrC/Hytac70ySPUjyaxIlJhxo12xWudImlITuDDBJ8BtTuhqQkDkladLNYaaVhArr6tNMGdWGbOOQLghuSZc4zU8uhsuPjWx5UqdHb6FPc98ff46wEH6BhZ5d23P2VZpv+KZANXiScaAhAMLCNjAvrZ3dzy3dqO67C4z8Vtc5cN9tuTfsW0xb9zmqpgxoMSOCbjQWxubOk4dL9BghVGzKAah8yLHZGgERYBE86X4PLgpgGpFQA4I7e3sOhizkIXzslU6OxXQRtz/Tz7+xNOyWgJKwgWED4LEbNgSrEddKXDB+hHXI86EggF+DLRbRQE84ArYwWaYlYZVEFOGFQDKKCrtvnROLF5WntoTxLNh7P/pP/0nP450tq9//eveFp6Tk1N2/nwwkcc90d5eAaJGz4aHhj3fGdaKIeFJHBmGTByZ63EOgBkJ5G/a2JZgwWgYC94DuoA594KS4OUAHs6GYVvqA9LuYMrsDTg3O+mxwiqlWQtMBAbVuFh0MTw8ojEJjAqr7pxpCCAIgag7/Lz1rpiFfuWQ5eAmZRRAxcXiuV4w4RYwaGKrOCa+ZJkFGernaifII08kBzXmTCgzcQioSgkBOrmIsNUI4CyR18/96e6hP2AfnFR/+vVPQw24tiIQpD9JBk53KyYs4Yfrf4y7F57x9wHQ+lPtI5bL325wuDW/1v/2OAdlMbeTEwYHcKBAIviRDCWMS0/CPTF5hMiR56CLeTJXEhFz29MY+YYDgKbAk9eKyAY7kvckWTwRdQLDNUlfK2o82H0FfRg4O+SfZ/tyTk7GZsbcm6PeM3pN7jFzBKNDAm+14Wj32D2qzbVNJxF/9f/4vv3kpz+1+XPB7u1be5suP2GBErITFuCj3xmRBuS/o2sxoT4kGYZ5P1y8I7mfEkDLi93blZz0udE+PmbCWV0gAEYuu3LTX//C6zZHaQPZ5d3jDY1Hx/qzQ+5Z0k684S156sgoXgIYwN58DrJ43vQPIR39wyNlPGsCOsY7WLghT0zfI3+6hI9/Tl4spSKMGjvCklolmAyvVSkXWrNYlkQEnVtAym4lzG15/rvLSUj4Qnw/6QwZvW+0qpIhAT64q3bGAWWXJUGwZOZECvTQ+PNGxiEluaawPhjFPBz3R1tdTiNFy+ufe+I6Zwai+8J3zl0n1gQDHpK7vbu+74sEcol+MdOChVpBfDcRpYynGJrcCWYPWTRCMZvSas3ixYz11Hqtsxuxo8clKyxpQAoR62n1WqgUtRcuvGLv/fgDS7TStjBx3nZX9u3s+IKN9o6bDJMtzJ23jdU16XOwB9+TRw8lICl76UWxuHzOfvaLn1g6m9fXIXu8umNFGYhOLGchsfi2mNba+hP73d/9LVtcvGePFu+rvR0vRciKNGbePdiuToIZMZgAHVkRgOK1q4Oy/OwqsiHXfsqmJwZtbCQnoa/Z/JlxCXOfWAA7U9esL0esj7xUda7AuyHAunB2WOwgatNTozY5NmTLTx7Y/q4ErlmRS7djD+/f9r36zs3P+DmPDthq51huWMdyYgolDXI0FbHx6XEbGBmQ7dWgJSIWTyWtIpeS7YviAuWsQDzHEm0ZGl7DYhXHYk1MjpQFojCtukAPAGTcUP7ZM7NiPDk7e2bOXnjuaXvq2hUJb1ttq9tTVy76DtqhdthXZOUyKd1nVd/ptwLQ3lxE9ypWd7glNzXlew7G1OawrHtdAg0hjUrowoldfbYvuTiQYBcsHqlLPjT+UoJ2S0ZFABGW4RDV8NhoOJaVoIo5hXr025zFUoMS1JxYSlC+M8xOLwLfrs9CCPDYH80kb8ysdwnbAHiS3rCYDi5Yoq63Aj6Tke3WxGaq1hArkj+kp4BL7SYXGYOCkrOi058yLmwSHBPzSsgrSqDQki+qsUXVh2EYjfoT95nLUKk4LLbbifdblOJJKYGh/q4UtjQ+aTGnBBKm8ZRR1w/qsj4V9XWGGtJqQ6NYCa7RidrKzdu2+P4nlqx1bKW545vVMjnHTixkYmxtrPn2ZSNDA/xUYBoVSJREIAQk3QPJ/6FlhmJ2+fnzFjlvNn5hSM8Ri/XLL5Ash9UcMomotBdnt2himiV5Q7WIHTyo2ae/vGuP3tuwT9+6Zx88+KkddnasfyZvr3/rNdvQ/aQGUvbuxx/arAhHVWydjRYIF1GxbX9732rFqvpGpETIxHUe3V+zob5+AUvMDvfY17Kp4440TiIG20WBUlCXZX76oj377IJ6SSw/JcNCyKQVtfkL5yQSTduVrLUjR9YMHcsD25N+F22/uGyNsOQrLhlKyDNTL9e6ZWupL0Ow2UhBsnUowGMHmIqaKbAOyTOUjBG7PZLhr3dFXrpZfZ6R/PdJbtglfEykYdyyibOS2yHJakY6LdmUbEXDOfVdSceYbR1+LCO4aqlcWfgYC0JskrVmLWH7B8cyFMKiaEE/K0lGisLVpmS1rr9FZpp7IiMVjZ30QaSCeRrChHhuLJPnmYyP6Z7kzYfy6k/2HVQ/fvX3X7qOO53PBAUyNpa2vZRkj0CPDIyxgQmPh7JpIQ+fEJPQ8gTphdfO6thl1xd3VIL6qQE7jYp9FXxPvIosPBaHGCoWFksBQxrqH3WWuLO37ZadbAIyJM4unLWJyQlbXVv3nGQ2lsRSbWyw2oxMjWDFT6N64HEzGC07idAWYnewR1ivesPbSaEhGDBWlBg2LBDG2mjs6zdJDz+wau7ZZ5/zUpgT45NqM0xj0NPHKK/HeQlr0H5cLRZS9GZjzvjnz5712Cgr6AglBBsEJJ2RUkHttH4FhXt45QGjGVbfzEzPuIHAZYZVEEM+XeyR76X0aFB9C/bN/oSe9aD7YFzGxoedobCYhslFMj6IPQc1B9jVJMh6UYf570vqFzwFJu+4PpusBow22DmiK2CjXyNy2VhhBKNwy+7cA44SxMMcJPWu7dsGYfR46Hu1i/sLdijRK4xa9xUWYwmpvdIIaL6exMIwrhofyVKIVCEJfDgcuK3sBRj0U3DusISdB5PSwQO3Vg8JO8zlVCbVGP+Y+JzHsMWu6CtOFZwO/gRe6HjkQiz69Hd87vzb24+brHciIoxJSGwHZhpmkYC0NewrwWQ20hgI+qZtZQFrRQYS2cYAEHtlN3BWVgJgZKhU9w49O+HJw0Wfp3l0vO5jSyol7aD4DzpGfyPvZBbBYKniRwv7+6UbZ+ftwoUFXxUWHpYBZ/zU/mDcgkyiVuMkc6hAqqvaUQ7punft7R+9ax9++IFtr+56zn5P2u/YeqQTL77wgm4lKnLzSN7nOc9Lf+a5533+Z2t71+Uo1yvw0DgSOiEEV5NLT+1t8s8Jj7FJK8v7+/qGffwGh4OQXlvGmgVHl16etoHIgAMt28ZVG0HOOiUuPSOnSepnkA/MOgU2VXBPvR7ocSyScTmhTCmPrggOnhAlOOn3jkAVL7IpgteO4JkxfuQIBxP7SeEU/ZNUn6HPyJ1G239LuMyQZ/V/04J88kJl1fWGlEP6ue3pbRrfSLCyMBHOeDs8Ho435hkOSAPvBdA6lvcS6UDOdG7eMia0A4/QP9CTdjDGkb/3x792fWxM4CK3g9nx9SfbXnSGnVxxY8kdZk8+d9tJnOZyXThIQycUxiOkumkm0Hw7c4EGbJQcYuKQZb0nDEIqHO6xz2hL5AgdAFzEz4g97QqUSflKi7GxKm94dNgbvrq25m54LK7fS8g2t4JljQx+UwMZEoiwFJmFGID6yPCoM2EqbAFuTBwGy8HV6RISH5gk8b20Ojkmg9ArgGWibkHgflVAPWaTE9NBJgUdqsft27eNEpzM4vNR4ZjNJuN2dn5ORiXILSbEARtg4CbGJ1yAHj9e9FANQAoTQphxy7gPlpIjfCySmJhQ/7NUV20bH5uwPrUhlgwWZdSrdVeejfVNe/DgoS/dBnyDqm8Ytoi7l/S7T6TKtWXwcYeIPVK6k4k92sWwE5IhdEKcGsUCPMkEqQp8yVJpqz/VdN2ngFt9VK9X9F4AJqEj7uaFWsAgPXx1nP7mXgkDuMEGa/Xqu1/rmEaD1U8Ccg9N6CHj6A/CMGoLK/2QBzI3PH1SbCsA+f9/UA5AmBhx8NCF9M5zkLmW3lLMx/OGdU+4uTA3Uiu9yIz+echD7eR44r28Ntl409/rdPzWr6ubgm1wo/oOhWUzAgCPXcExSrQ5+BFeQNNJB+MPqHkueYJJI5EZ6JYbMLVWfdiQd0Pt6Z3NTQflneMjG8jKCCfZuVqeT4EZfRln/YbJObaoHx8Zd104EjPDELPb+szMnA30j1izR+1v4b2oH/SajLGbjLyNRthqJRnvekLn6Nru8qF98tENe3BzUfInWZTxIxTGHAI1JQj1ffObv6bXfvvP//nPfRUqssvGuwW1se6V2jCeJrmiSqC8a1ZFRgkTQrQK1t/Xqz4oSx73vKQAOeOEFtXBMl4YOrP8cNhGpoat3GZvy5iVdI/u/YAnDKLpOhrTljweZI/Vpuz3WC7XpO9sJ4UOCZQ1RkBnByDX+dlQWcMuNixvqVOWHEsPQiJPAtNIqG4pNTwu+aVcRJzVpQJ7+lSUUtfnVX0OgOv+yK9vtAtu2JrdgohmgHVMMrbbMsx0Qpf8/6ZlffWqZBRMFD4i9WT5MIKcHp32iT4dguFE/uhEl0+M1Yl8c8BpQaPIP/jvf/s6WxmxfTaWYn/zwB5J8ZskeEu5jw9LDnbtkzxjYrOBZUMZmAEOkruxchzHUl+EOC2W6Gvd5XqzGwebGt767DPPz2XhBlYdS09HHBwe6H2w/U2K1CwUVg0k9tOQtSJWzc4j5OwW5DoxMcRGjbSDEAOg+M477/j1sa6AE2zdGYPa6bP7Yo94Aq7WYiAYEGJkxeKO19yAXX7py192dkzGA22BgbOCkGwRlmRzDG1n9RqFkGZl+UeG8h724XoAL4yd31JR7Uc/+nHAVmTQaBttYSAATfqM+Pz8hfMew3PrrHtl0o2CMLubW87Ig5hg0fObg5VeQXw4QwEc/b6PNB4ZN1gITIUVjDz65Db792LcvpOImDN5qMH+b+Qkp8UuMG5dn/ipinHA1lstmLGkCUEGlOVSM1Z4GggOQOeMRPqDZ9SVv49YSS/8vogTcrzHav1zwRwgpvFiY1hPacNAqC9dajXUXM+VRBpBkXv6xtOL9Bqc/f8XlP+3TJmYNX0XGIZTFiKhZ0Zb5+cMwSn+Tvgd7PlPr6yu5BG0Vq9+DgAk+ES3E/yt9gXlO4MYckctQoFCAoqWZI5aLFw3IXmHFPAdpKEoYNtYX7W9tQ0fz2P1NXMrOxsiISImuelhyWlULnJFcn4o/WG2HqWnj/FWghouABPGt94AqNI2ONTv41VJBkaT2DWeIQYWmaMYD3LDHnwff/yR/fwHb3uti0ZB4KLrxSzh4xUVsyOGTdrptatXfen/n//5n3sa5717d+3e/fsu0ymxYpbBQwTURU4KaOfg6IB7ruxqj5GvyuiwWq6/b8Tb2T8wLHloWe9QRu0qyLM69u3K6p19yWDGihXdr3vVQb4xE2y0j65mBFh2zX3VqrpHXYfl+JAbFuUwTgmNBePjk8GSI0YZOcAgoq9kbQCirOzDkAKW/sBA63fdbiBvp9LhcsVEYiTwbOPpYA1FN4z3T30NjYv6rdWMBHMtiaw3FBl0veYacSb8dJz+CQVPiIyeaiN/c95TBo1W+eNEfgHuyP/uf/ij67ikTbYUz/ZZ+ahmH3/yqR3sHKpz4pbVYOj8YglmyZ44sinrIQbdLqn5ci+6ab8AgA2YBqxUNynFJLDO5qCkjMX1/Y1PbnjaDNssAZCs/8715ZyFZvMZj4GSK0qt4Za0nhABOcH7ewcCUerLHruFyYn5cQPkFn7+1Rd0Ix0vl8mNsXEoIEijmVAhHxmQcLAQiJzuHcgTt6cqL4BQCIVOvvH1b9rqyrpNTc04YNOJmUzgruq2hCMxKUPezpyZsdm5SYGdgDFOHWJCPUFWBn8DnhSBZ3nyH//xH9vXv/4Ne+mllz1t7ty583bl8hVf/cdW/sNi1TBLdlVx46d2siXU1lawtxdGEGPELDTbYM1Mz7qSIkX079jYsGXUn7i4VfURoRIm40i9o5/pE8Aar4Xr8CCMxHhxjnhciqHfwXrOyFsolfc9B7vdqTgzrNdLPiawGGa9A8BWX2p8AB2peCCIGhfCFDAO5iCI2dIOjAjgGIC03HKNKRrXkte0t75uPf15F67QCdjBWvg/bBdV6RC8loFGxHkQE3dp9lvReaW0TtcJd7DAgOtLBZ316MmuFBgGUSk94aBMBAXfsRDBWshrXHrI97o2DJq2clme3jaYsvoLpDi5/6ABMEfysymSRB/Rchl9eWeEMkoCxXataXuSAzY+ZfITY0tIixozs3MzNj40ZcfbBdtZ2bGQdDAjphuB+ZbEkmvSAbIm1C4WNTT0vl6jrGZdRjlvZ89ctJBsW1ysjbmf2pGM+eqhbcjbPdg4tvJhzTqlkH3wy4/s1vv3nXmno1RQkz6IBWLcyV8mZEIKHrpC5hBZUOSoY9TPnJ2TjER9h+6Dw105EF2NvQAq1rWJyRHJ8FkZnRXLZ/GE1Adii/nejHt4A/29xqKYUrFgmXxS49CxofGUwP+awI5jMV3U20EOu5aMRySbstPkk5Nto34uFg/1ipGXvDWlH5LFWIJJdh0TaerZ49V9W1HiydLrsBh8pKzvy5ZWe0KhguThWEZI19Mr0QVCdFR4Ywy7JvlDhiUPnjWhh8uHzhWP9Ug02Zm9pVbKeEWSwgr0Roapk/T0vVarqPNBFHSMdEhf6Jwtl4eamH4QgxZb17lh9yw28XRhPQHoFvn33g7CwcEz8gd/8jvXsbKV44rnCrYrbYHyx7a7diAwCnsJTUAOsMXFodIaIEeRdWKTnZqEWkJJOhxWHcEDMIlH40qPjgyrw4MVVDBOEsGxvMSjhoeHfIsaliSTfgXjpPg2eb0AITFPittQxa0k94UGZ3N9LiwoPrHcqclhX3nGTCq5nzUJA+cinIAlw3phYXEt3eKpbVhkrDR5nRkZGmLLHMeKurX1Nd/PDoCF9cOKMSCn56HdxLpJTSM8kBTLoMoWrADXklQ04spYd4D3S1/6sl25ctmvAaBhoABQYt9Ycqp0cR6MBP1UkCI/evhQ/QArkmsmF4kYHe2FDTMGrMTyDArdN/Vv+wS6FJCiv32T02xOQiHXUsOdVTtpG3hCKIciTrSDttKGTCbvbWURyfj8vB1sL/u9UZic8EqrJQEWKBFa8Dgp6T0YXeFSEHsDqyRs6lPOe8oEgpWdMMCyy0ewIEjgpnFry4AtL6/Ynbt33BDzvUlYEU4UxFmAXl1Q9RcPwZ6/BkteeQTvPW4R/OH/dGm/vmd5iCz4wgOgkvf8FRyA5vmrWuSfwZCRjb87X9AaNyJqt4cz/He0j99iPPhLLZI3QYgJfThtL/oC6Omkft8jkkdim080bqwKnZQxvnTxkm3t7/ucBfW4mYPIZHudLBwWCh6Sgp179ojAiP4tlo/l2a3JIFLQRwx2JC7lr/n1nYnLGOAtEbKAHBUPyr4RQ73UdLmIyP2mznFYhgyZZFIOWX/1c6/KePf6b5F/DCHpm8RvaS85yugUY4XnSqbHN7/5TY1C2548fqLvglWkrFNAXzY39/x9sci+c8cnYY5eO3NhxK499ZR0NOZ71kUlg5xTt6ZX9ankEF1zg+8yzQImGT4ZP9op+Ha5jceDjCTRKT+ORReQMybWOI7SrICfpNDlgoUcDfVZt6r3ktsoezyqnTKDPl6cy58hQhDw3Kr/tm57vrWXRRqun8SsISuJWNbb3aKaInp/QnSYROYVPeB8hECCjB/ICtDMWfkXvDbIKkKuTtqA1EV+649/S0w5YsdHZWc3MnS+THhHoMAy0N29mtC+bXPnZu35l56zsxelRJLTveNt2z8Wm27LYkjwOZaKYF7cSKaPuC0FQIivsOKNWXA6LSEQCkCz33J6ZaLkg4/ecxeboiHLKyuSe2o2ZJzZYVGobcFAsdNIv0AJHSa38Mrli/puzQEKsCT1CDaJsLF1O2EIBJpOQqBRFJgnr4Eb1rFdsRjmnFCvUpEl12yLlBfgT9jEmbNyA3dcB3HJSOtKp+U95HQtddShmENNQjc0NKxBCXKDKViPCwKQsUEpKX3cB0yXe/HNaKWcDBqrDOXVuwsNSyHO/OEHH3n/027isZfEqilFCHtP6n6Odvft/fffl2dw2xfSlATYZ9VO7pE60uQ+M7bBBFEQsuBeGXYXCu8LLDVsBBaYlFGQILdrNqZrLD++q36joFLJQ0GskMNjAjDYeJbfAJXOCgVsOGjUukZ2iL/WYFkyoOzSwnNrU2PnIY3ADWXTVeKTnj55sO8pfAmd01cjEBPReR0w9eioj33CTtcL4o4MhW4O1xP5ldy6eypFYTWoM11/4j6evtLX+p7P9bf/9oRZ8+rsWt/Rdr4j04LfAqSkOPll1P6m2k8aGnV8iXkSC4S9VahbUZAB0xgSrstgnNUf/B1PZ60kD6hOWE2A+eTxI7t/547fXm8u6/nDT26tW71Q8/xh+RaeDdOty8ssq58gIjD3JmCj5okSloqSu/2Kzp+1idFZGxkbEjs+sK0nu1bZ13nqOkctKk+kY9XDuj2+s2xHWwXf7ToujwCGzOQj++ANDw/a+OiEgCRh3/rWt9xDSp+QrkPpNgC9If0iNDGq61BprtWp2+Bgn73+hVftc59/2d57521hx6HlemKSw1l5rwmRhh2fi2rWIXPkV7OIo25pAVc7pLbHkjY+MyjCB+ulzzW+LLKg75kZ1vsgLKX7lgxQo1sD5Ayduh69+ZRk0qxaL2gYsyIG+k0M4BRxsi2rNA+lV1vWjhcEfTV9tudV9SrVHeuUJUOhuiXZVJUl4J1eyYX+oSPImssb484GsuRSsMoSHRCOyYvpdjA8AuF4vzAoIV0vCnvUbxp35pyIFrA6OUFlQBFLPF8ejCP4h3jrAvoP4Gf6WjqGRknPgpi6mPJv/ONvX8eiUwzF3Vu5ezCwnfVtsZyahCxsZ+fP2le/+oZ99zvfsaeevioBkXVcemwrq/uWkzsEK2aGlmW9MBOyG8bHRp3Jkn0B48Vdg/0y6QN4UUENxshgwZQndCwTS+w0DZPmN7jiKAWWmtKcxE7JzICxAjDXrl2zm59+7OUoATgYB1kTDlBSBCb6OA4wJwwCQMHqAAeyIcjDZAUbgH3x4gV1YszY8PPNN99y4zI1Tm6nBkFt1pj597lekuMJn5DN0bTFB4t+v1hr7o/dQbgGbITYNjnAhDYIaTCRSViEXGqAlU1SSWdbXVu1jY1N/+ytt9/W+TL2jW98y77y5S87Q6ZOcVxK1CwV7a233ra//Mu/9Bl87nFnZ8POnT+v+xGgf/ShbW5s+Io+NjAl5g3b9/6SIMAwUlIMQJLfepxbIABAskR3anRMBu4z739SjOinSIQ92xI+6chScQQWA+lhAoBdCgYjog+5XyaRmCPAwNCm7e1dKZP6SgbGt1Fn4lVGF/ZDVgKVxTivFyGSMrLtj8duJbD0KRNnPP4OlN2C6hG814+C/2OJUO6T95wB+ZcG6Q+evNHDj5MCqE0aZH2sX/h7XOQgTAIDYvJZN+WGCcCtCajce3IDIw9Cv0XhKApEf5zGfiNSTs+z1rFM7EEeWKSzIy+RbcLI+6a+SVbjynqApUfrAp1gzoMVmJSEpY1s4Mn9FzVGtKsm0sP1mQxKp5M2vzDv24DlhhIesnv44KEbYhZtELt98njZ7t+75waJUBNuM8RldHDU63ifWzjvE8zPXHvav3/66aftyZPHHjf+6c9+Jt3YNTaBYIMD5ACGzjUODvY8O4nNFvB8b9z4xNvPAhZ2SyfcSR50pqdP56oI5NmMIi+grLjnd+/JDV8EdvnpM67jFJ2n/5xNSkiDZfCMl8ZB75m3gHmDbRzX05NzbxFygCccjw3oHuXJJQSc3KtAFC+ebcQYJzw88KleCEoRdMtJH99MrM+zgboCZffgHIzV9YydXgFjjbL+KnmCQ0TnR86bJxPV0ZNCSY3GkX8OmaN9gC+kEibMGSErgcfG/AU56xgXyZou1pZX8LdiCTDzTxeP/Oof/sp1B8ca5R7j1qnLOulHD+7et9HxYXvttc/Z3//f/wN79qVnJCAlq3YqVhVlvydG9fDxjoUlsOwq0JT7wC7W9VbVylLw49Kh7YlJhmSNanKB84OyzDpfVw2pNKjEpEZoAD746F3rl+V96umnThZyBLvs9vUNyCiUvKj6vXv3JaBNGxUDptBNRkA3PTVu1PolE4HUHbYdYkUfoRYyFNhZBGF2l4vBlbAycYg7jVvIcbjzPT1Je+WVV+SyXfEJL1gck2GXr1wSkxjW8cfO5mALDOpnn930dDVcMcA2FU1JCJfEnnOeOYELyHFrq2u+gm97a+ekiPWArzb82U9/7gBMSt60mGlCQvyDH/xQoE2oZ9TeeOOr9t3v/oYGK+yLCvryA5bq69Owhe1v/vKv7E//9N+7UezvG/RsDEozfnrjpr37zrtSkE/tvffec+UnngxTDwY9ELiAMQNCesP/9L7ewIJ3bWnlsZ05O2+Plx54W3xPvWywMQCuY1tC1ZTB7nQIQ5Dry2KSlPVk+3W/NSmGDNaI7lMeysEe5VWDzQqIX5ONcnAQbJOFxGOEqKXBRBcFcjC2HhaQUIcE/hzE0mRc54DBcAe6tsaemK9nR7BoQwzPARdWrP5xhsuTjAs9nX1r3M3jzjrMQy/6LWQMF0WaQSVDJqeotQv4ethDjJm0Q2oPs2s6RjYs5SIWSy0HJoOJJVOjgvvOqP05NivgmgICzku71RAryjhCQMaHh8ROIQYJ9cu+PVp8YPsCuFgr5/UjZiQLrLBDuX0VmH7PxgBkEVG8q8FyYo0B8x/ZnrzNTM7b8MC47W6s2t2P79pn798SW962TDhnc6NzNtk3aQPpASvvl20wM2D9WSbz8ZJClhdLHxrulwxnXGYJrwEK6H++TwRAXu3Tz1xzMGaX6Yrcd+KjTBBXamWj7MGXvvIlkYj3rCtj+/S1p2xCTJow2gUZi6mJca9/QYZJMpGzWkWMWYQmItDshmHErExN2jNXX1BXydBoLCjHwP1VpJ8UzMfTaNZYFRjxSX1fRCWDR+GltHSWfR6R/XJFY0gWSKSknzc0tIe6F9IKC8ITGTiRPiqv9fcMWDwpGWnExKKrFhfLjScYJ8ke8WDi28KvIP1Tst6teC2SToQl7UwsklZHHXN5yQ2JUzOpscxKfwr6Pd4YqXY6Z5S6FjKoOh8GhbkLiiWlYmmPIKC7hJsYY8hSN4GhJeYsAJds+hh99x996zpIXy2R1cCkQthjk6z4OSelfuXllx1UGDSv9alOQYlX11ek/E/kJlEwRwyTGg0Dfe6Wwbxxj2EjsCUsPDsjeAlJgSsTVATC3cKmghQjZn9pJAXqiXHDRomzwSxRYuoNw7hwo1mJxEwvE3mEPbDyZHgsPXni1h3AxUXnscSSbs+dZkPJI7fusDkyC5gF/q9+4zsO6sSLCIPAzsnMmJgY031PqK0sPWa2OdjL79HiQxfOAV0XJhOTy8lE3OnsK6vdiLcB3AA1go0SU1eE1D5YKIwCtjEzM20pGUT23Xvttdd9IpDjuQe2lsKITE/PWPn42BbvPRBLfsuzOmClsAf6plplG3kmVYOsl/7+vOcnw5CZrZ+bmw2YHeEl9X9DnyMYrI4KLL/GU+2u1Ut2/tIl291ecfBrtyXQeuSyFHWSoJ483bXT+OuSPh7lKlW35P2IdbBTMCycGCLhlTfffNNDK4SRgFXGF2+DFZ+wdvqP/Fw8A53EmaukX6BGX4ox6T6xHUJJtUGiDqNx1ASIAVU90RCAUHIVTLaRF8FvOE5PB0loll7VXn/qd9yDP/WeV75HrqnZ4fIqgkA/5dR2iAIMmXxZJiXx9BICZO6F2Cb3T9+4oHAufwSvx/L80CtKVOKdsZQdecFL45FPjjjLpq0YKSbGCK/lBMjISpL5E72HoTFOdRkZ5Ill/xCS2/c/9DkVbnFhYcGeexa5krHH81CD8CwhF5QqgLFyLvT7tHjVV770hsvqv//Tf+demu+wrWPYsoudSr78xpc85RSSwvUvXb5oX/jCF1xXfvSjHzngfv7zn7fx0UFfJ3BG8kaNl8PDsufXHx5VfezwWPh9uXHg9zd1ZijIs44LeNW/cV3PEwQEq8gl4ItcUz4W+cULZfwZI58AV9/jmYVCOdf1cFRywHh2mXjTMIVl1HWMmKJjUawdhGVCNVLgQpaU8YqrHaHoiLopMOycG+GhvR0WoKhTO+HAE7KIzifADJPvrLYkKCgVT8vTZQWi+ktt4PU0NEmoEmPO+g6dRddm/KR3/h3XQ+8kkyKn6Jv/I4Shf5Hf/5Pfvs4xzBhjDdgHbFeuy2OxrfMXz3uHs+SwLEsJExac+yqzjb1t++zOLVmGiA1NDNrMwrRNnpmwvuGcxXqi1om2PHn7uHpomT4JlmQkkY3bwFi/r7w6LO/L1YsIzHNWKJLyRp5f027evOVCmpGbss+E1oNFrwlAcjrWpUpRa7GNbA9uQcfGJ6fVeV135z/+5BMHXDqNiT0Eb3f3wMHUt+8WWMBiMRpsmY9QjI3lJZwbdvvOZ/bmWz+39fVVCfu27zMHoMG+GSw6fU/t+dnPfiEQ6RVgT8l1Slo2lXXhIH6LHjJ+ZEiMyzXkN/NnF/x6ni8tFjQ1OaXznvEYFKy9IDbGe0CI8A87NQBe7EpAeIbi3WzPT0bMe++9LwUUaGqA62IopOuxfQ9CjdEh1MHk0UU9qXuMUGbIo9T3hC0wZAgKWRIIJu0tyUPCrWw0qzY7M2ub22seYy6V1Y+y+mndn6cBtWDLUd1rQuMg76dCRoBkSta/N0dtjmA2mgk9BHJR8vP22+84IGHEZmdnvJ4HDNkZgvoUQ9KnvqSNziwBUIKF+g5BpV4ywI2qBpkdCLPA24/lqbfyzPgdgIzghzQA3BuGXhr0t2DMRCjuY1evOrmDMb8pl8hHresw2BUZAdTEEEALgMkO4L6QpVKFmfWwQDLvWUrJpMAAFpTKqZ1qExhMvJp+pZ3ci+S2JFCmvCS7gsPGo/JAKBHJTs2j42LIk5flGsfcC2Xiq6px4L7jKcI6lOLUOUrs7izGJ7DK52DcvWJtaZ1fPVMTQyzLuIXTNqzvEu24rT9atVsffGYPbt61c7Pz1izBzFhRGFH7mctI2chEv52dn7Zvff2bOv+R/flf/Jk9fHTPfvHme/bkyT178PCeE6qf/fxnHmZ8CuLT128vv/KyvMG8e2x4Q2uLSwIr4qgaq3pT7L3f7nx2y/7f//ZPZRjitrEu4uArTzueE17T/cE4uffRwSlsnIig5FLkptOUEfY4P5N6TJKFZaSILUc9vBMXCNLXvlGqPEwMNGUgKF3ZkQfvxKNZ1iuGl5GQLDFnQMZDN6kLCZxDulYy5BjRjTU1hhkHdJcXcvQFjuCh7kbiw/SyPhODByzRB11dQAvp1PiLQdfExqPq+7A+Y9IRVo0nyV6SZPWIduqMOqtkAaOCsSTpgWu4DIaZcyI7DPllEYzY9R/9d793HQbARAkWqK3Oo2rTo3uPPHVrRqwPRkZjYUMSbbckWLC1tWV75ZnP2csvv2S/8tVfsW9+4xs+I/vtb3/Hfvu3ftP+69/7PfvyF79ov/Irv+LuvsfEpGxeYH1r2y10vwQMN52sCdjT4sMnDg4D/YMC05oDErEn8ndhd3QPlpTgOrHcbG/f31ZHA9RYpcPO1IeHEm7dOC4PSgY7x2APiDHMz5/1OKwnuLdrXmuYdDvyOr0IjzrtmWeethdffPFEISo2LNYC0/nBD77vKWawGM67vb7lsS3uD/AmvQ/WzPcAD8wbC8q9wlh4Eh5BKACibF/ehgX8v3zzLfvgg/c99gpgkwnDHn1Pnix57Pnunbv2WJ4ALAmQJz4IK2f2nOscacy4f1Yq0T5ie4QFTvOV8QQAONgY7fYJND23dg4lyBiMrretcLzj/V6vF6WErN6KuUDikoE3lKSEOeg/f02LSdNfGEz6yVmzjCYZJfQX6V+0x11PCT73jDeAx4L3MD0x5eNOYSAWqLC7NAPlVxRAO8DS1pPr+4XFYEm5xDiFSUfSZx4jVj9wX7BBdboroWunHp5LzL0jg/oHINOOne1NbzcrIWlbQsQEtoOiYDy2xOrJapCKejsz+X73blhEwrUcVU7bhsDxmdqhH/vzaH9PXt6Rxi7YBSebyzgDRJbx0PLpcV9UxapV+ovPGV8KZfF+Q3oCq6bGA/04Ojbpee2DgyM+ZxKPB0vrPTVQj4o8XmpqkNZGTj37LjIG+0d7nvO+cHHesyteeOl5e/XVz9nG2rb95Cc/cRlhm7UHD2/7eFKHhQl2XG3ymz/6+CPJbMzZM/LGqkDaV5MBpx+feeaKTQkrkvJ+CR/+9V/9XO1qSRf1lBE6FiliLUPDlxyroQJEXzE8OeC4gzeEXDKhhkEuVykMRG5H4FkLvlxnII7gQTIqLNL5nRjAUKMB6JFfz+O0qmA8pPFUn6ZCwcrVTJztoVKWigb10KtleTr6fThC2AFp0d+cR9d1OQxXXILaBvhzYumt/rXaeC9NC8eCbCb3lHgEw+DH8F9UhpvzOpvWb2XGJS1cT/8XoemEJCc6wlm5cIOxjPxXf/y16xQ0J4+YDqGwB/unPbj30K5cu+LgQMCe+gsJ3UxZg8T4R1NJS8r1/K3f/nW7+txVmzs/Y7nBrHXEjiutktwUgVmzZBNzLCOetr7xXmfJQxMDVqgc2s7RtsUzMRvrH9L5S5AXF9jjQsXmxKh6xUYIY/juCxIGSj2SRkReJAshiCfhYsYSwRZOMFUGC8VCyQAT3DjeO4hJQFk1R8gCxkZ9Zty9cmVLHdSx/gExoN4eGx6hPYBzXu5erzN3QGrOi+kX7Kc/+YUND45JedMSyrI9EEPHwNBHhD2YJGWlz9jYuA8Ui06YyAKUAUlPaNdgk42A7qbl4lEn9yc//qm7/DBLWOG9u/ft3/ybf2Pvv/eBgH5F7H3PlZcsDUI9Y6PjdsbDHRWPmzNxRvU8gJn9AQEChPzpp56SMAaF7lEyTy+UEcEzwlV++GTFhZLFCNQDYQaYsQCIcrl+Gb4BfZ9SG/O6htoaHdT9yPWLSplieaPeLEBAnJ4ccPobt59rw6jodzJCmCe4d/eeAwbGxCf9pFHTIxPWI8BWZ4nFCqykdEAy7CIsofXdRvSOLeYBySaMSy48dXdpp9RKQi2F5HhJv+uT/+Gy7t8JvUU2iAUz+cPSV4G0AAKQPDraUh9WdQgpT2FLy6CA5XhWGOqNDTFdjU9vfsSGBkcFyBTjJ+4tIBELwy33CwHGvDbFxNWvXfUxtUTq8jjW19YEjI/cIOTyrK6UPKcTNjQ8aBu7FXu8umSLa4+t1qpLhyTHOqaq9npNDPUTbSaLISXAY3dnX4DjjNIsGZK5EClPUBRernWiE/OdgsYHRuzM5Ixv0MoqwkwubtcuX7Knn78kr0V93iv2GO/6hOPBwY699vqrtnBuzqZnJz3TYmFhXrdRdVkDQAjTfO5zn5d+jEsf6jYze9Yoc9mj59DAsH33O9+yTKrHtjc37czsGcul++z4iMVOPRoz4qgysxh0sdt6lWJZu7a0uG7f/NbXrb93VN0o4x5KS+eGda890uGmsEgeZqMtWVY/yhP0Gh7qAzYAkARI1qWnep9JySMUSUOO+I4+YrMEnp02YMv7lECQnUxgqYCiZCLc8MU1kWgQMgrpPd8BwaReEqtmGT9ji66S3RMO9who0eEeEQEBrYxzROcPie2TmcFnMHty4/k7mMAUGIcglJy1aS2IhIyQr0oMk76H/PgF9BQo//o/+cZ1BDCBmyYmwdJMlPaXb77rExQL8+fccgCM/KbWgOJ3rbev12OgGYEIVoALckpuDhAEIHF7/st//jPbL7BlEXmKrJTLB9ZAmkGcKxtNq+HEDHUDYj4IG5asqcEAhA72DnyCj1gV1xseGvD2FQqH7s4x4UMKnLMLWWxmZmEgIyMaaAE54QxY6+TEpF8fgATACV1w3Llzk77/H+4Zsd2nn3ramSrZIMTSWSHFZBfLwd96+y373vf+ykMfACu5m1lYntpPqIT+IzwwOjaq8y74QHIO+gc2iqcAC2BCCWUjTl5Rm+/du2e//OUvnU0R9yWcwEQhcbvdnb2g3WKNTMBxDsCJcAjXpUQh9zc8MixW3OfYQFuO5XrSxqmpSb2SJxzE9GCIhHNgqg8fPrSt3QNn+dPTwT1RAwPWuL297u9JQeRBOhnvWZiBPPjWNmKJtcaBMyXuFYaMG8j5aRsrG6n1gewQRwXo2Z6KfifmjYywxJh8cZ3UGaRuVHImNxeA1vV0hwHDlwfBffvCBwE+zBB2EemwW7HkRkcig0CjN0bH6IcOyPyNUcJY8x2pSpyT9rTJw9Z1iPORFcLv8SaQGzwnJgwxKiPj05bSq4kE+Pk7HKlXX+Sgv3WdrvqhIWNInnpZr5w/EY94CYBqteyyn83Lu5NecM/00dLjA68Gh7GiXyEm6BAZCsTeSQ1FthNxgYCuWK02dR9l9Z/UW7IQDQX9OCzmTJiov1fGVf1O/Bj2O3d2zudd8gJ7dCI3JLdbMlqqlyQjBXv/nY91rUOXLeThy1/5iq+QHRUb/+KXvuQpqni63/7ud+25Z5+1+/cfunyhL4z7tYuXvB3nFua8H+/eue3EY2BgzL/f2joWINetLoMN045Ra0P3XawyX1Syr3/rC54VhYHkOAwS4aLVjVU33IXykesJu+dzT6z4xRvGzffaHScxfRZpAHI+gLqEvyBTkhvSU2HMLr9t8neQnyChoXoECOvoLvVfJEeEHdQ/xLZh4q0QHrdOKOLGg1AI/+IhxkmyKtDme0SA//GKFEISeDCHw2cAb1sADUbhMTD2UksdHJzX2xz82CK/83/65nXyi6lNcSTwrJNfKNbw5s/e9sUUV68+pRNGrCqFgLmGJNDsUafbkqUfETizAALE103iajQqdlA89PzG5fUlG58atWLl2Na2Vm11c8VW1pZ8l9p8f84ro0UbMFlcQWK2+x6vK8tFZ08zhBpGR+oPoMyNFAr7YntbHlvOSbAjElaUFAEmVueFhkZHdOMtD7vAEgk99ItNAg7EHQFJd4EkDOkeShwSzEfZm16YHgYOcLMUmY1CcfuoFfyXf/GX9sH7n9izzzyvY0P6Xd36pUQseiElEEBl6SvLswH408UqTFgGq/LIswwMFvnKTGayzuj73/+B3RWLpPwpK/u4F5SElCV2iuZ8JKXDgNm2BoChtrMbgnrZWR3AxKQOi0UAL0AGowcQEOpAUTEsFCpCCfgNbYokdY/q26nJMd+Ru6yxou8ACeLZ+V7KlkrEWlKENrHllPAHJoAxEuuIslNJMMmhW/W5AYwrCfbMoLN0GPeV75m1J0QCKJGLTbrghNgnObM6wPNnOwJ1Yr8V3QPhjJo+Y5IYpsx5g9V5+k+g6Da8vq92CRgF0IA0ucRe2IY0KJL+idPJzawLFJm0hQwwucyxFM8iZxXmSvUur88rg0/ICaOHcg2Jyff3yXDkhjz9T6ZH10J5xJRlmEyeoWsd1dR0r7sCYNIRKwJVystSkW9jbV1MO+PhMosEGwMnepK2tbllNx+s2d7RgUDqGG4mrJdLLi+wJO8VtgxZgryx5b6ndpWDcAVlEchYqB3v2oDaNzk8boN9Azal9p47u2BnZ+ZsZHDYsyz6ZdTTYsqsGWj6BBZgQ5lcVh5WNCYDcscbtiLGTl9W1FdsHYas/Nq3vxN4fTJOjx8/saXlNSc+MPftrV175tIV748+3V82k3Nmzk4qxFkJxd29u+IEq4PjLlYdYUJPf5OFhXFIiuXu7xbszu379mRxRfIn7+3BE/v5m2/ps4e2KZk/YIf7TFokcVzeOfFcEUSNIxgabVZFMpng5T06LPAVsQvDlMW42y0BNplCIm9snICHTfZYo1W2Roe8bsJzJCG0JbsVDaW8EbVRIwosi9XW1NekggrgJTOc3yfzTMaZz1xKICrSBSrTOVnRq+tEQjKLfMCahZgAsXrC49d6JbzTEjvHL+SCfE6IL/L3/tm3rmPp2J7b8/402MSubn96x917JrRQtoIUC2FIu+tZ8l0SsFARNRyw1sg4CyXuzCXrEiDAFWEnNYqVfqR8EU+FeTKDjdUYSPQ5mEQ0UMwGj49OuVJIl9TAiM1Oz3o7UCAsOWCMZULhYD79GiifABS7IWZERgAxZorhAwowVZ/d1qDxHb8l1Yp7os7s/MKor5gjRAGYkXEBeLMghMkyXGWPeer3bDPFiqk33njDXVsAdOXxQ7HUEQdUJhLZYXtBTIMQiTMzPaggxcP7C6urB4aO9q6sr9v/+m//VynoZtAnctNgGKyMev6FF3TttDNzUqOIMSMQnq2gXmYAe9ICWIE0Ywij8wJEAuFhGQqq3k1OjDvTxqsAiBgfjqOdMKukFIm82REpJvnNtVpQOKklMMG45TJBHicM2esLMJlBPExywr2EotRxjnrfwe4wpAAwkxk8mCjld8RBn3/+eZct2vrgwX2vzDeUC2K0CCSft3kViALKDpwCO2KLnr+MwMp4+0OgjDy2qhTGkVBrQBF6DDTG7zS/FrDmOGQNoCVrhXx4jqffKHwD8+Jzjj8WK+MeCFnAZoeGxr0/mKmOcg08BsZQYCnLo2GQ0unRkrxTQmBH44mxbFUrft3tzXXfdGFoZMALcx0V2SNR/ak+ZK7gvQ/ueVYQTLqFQZOiYnSQQQx3ucTKWXk35abrXa0SyBLF8ImVwpQxGkwgeYy3LKBR/3Nt3gMshJByQ+TXC0gS8j10fdJUYaetOluBZTzvGf0kXEc6JRNrGNA7IgurqysiG+PepryuBeMmS4OJ6Dd//BNn1v19GY99Hx3uu74BVJRVKBwH9cxJX8R21TpBDLqhV2Lyj5aC3dxvfPqJyx+7jZA6+YMfv22ffrpsuwdPdB9HJ0x/xLMaGWNfaaL/pPGBHDpL1gXC1PyO+QYcaRmGtsYHPSPTgj5pSy6QVeYkkIFkl92CWL4uQiECQMob+o53KZWXmMloC2zx2Wpt5iUE/GK8bckBVeBCFCPSQy2QbMrbUluIHQevMg4n4sqCI/qdsCoVNQlX4LU2OoFX6U3X73lGfuMPvnbdGiErF0pi6IGbq9/aK6+8ZBNiuVRmwoKwLl24ajUJBmlIA1LmXCIl5te1XoEs2REldejO3q675rgrEHP2Wkvp2GS6V+IhCG+LUekm4zGxxeyAhQfzVtKNRcWaxuUCESPdLx2oQ8M2Mztu89PTsshrtkqqnLsCskohLC27G0Q8PrW5vm2PHi5KcOvWIyAuHgnUxa4WxMwoGNSbSVk+lxALOrRsT1jfb9utT9+1s3NjNjx6Vr9dFfBflqt/VoLadEVUfwlEkzIQUlAxkgcPH/jiDJa34kGQnbGzu2X3bt2zTyR8kxPsGiLFGxv1lDdnsFL6XL7Hdnc27cmTB7ay8tjWNp7IjZMwpEJiRHKRZUwqtZLa86nctAMxnjGxPDEsMeKclIkFHRkJyfDooED5sYWTuF9iBnEJRrhpiY6AR8+B/qydmWXZ+aiAeUgCPCjjl5LCpcV4surrHotoAInT1sUkH68s2c1bn7kB7c/3ymuZtbufsfeh1Cmm8Uz0yntiZR8J8GL0bQmR5C+ZFbhHxGDbx/KQOnYk0GCv4Gg8Y+lMv4y2ACKVF6Pp0zUH9ZuEPVnZsnK1a1Mz5yXIcfvoxl27pz5/46vfsXqox+qdmHyspFgD7IqSlRJqvY90EpaWcoXVhqhAuIciM5ILr3UsVpuQYtYlc6wQq6m/kGG2Y+vIkJJlkZPrnxBw7bMhw8GelESGTMpBaKfTUp/JizjW+LIKsVSSB1ITV5UOxJM9NjA0amMT00TTxKowFi3dl1QvLsHoFNVresakyTqgLTDa3Vi3TYEXOciEaChMtK/rPFxa8kUKfQPDYokpZ1NMKm2u7dqNj+7YJ0tt22DVbKzXmp0eAQDL9Qe87kVfTiCkf8TsWXQ4e3bWzlydt/xI1lpp6VeK7JGGLW9t252lRSupT6L5pG0U921x54mVw3V7vC3PVKxwa3/HejTOrUbHpiZm5cbHLRvPW7h6ZOODfba9+kSf1W1itE/92pJBn/ayuJ/deVeejexPsqL+2bHD0rLGuGnnr4xJtrs2OXhVOiEP9rBoT7/2hmVkqNZWt+zypQVbVpuKpU3ptLyuNOEHyJSATV5AuC2jpnGWlFhh/VhyLM8x1GvrjzVWG2WvKROTwK2tC7hkaL781VdssH/IZudHPFtqWvpwWNm1SFqEICKwxWjHo5aKicULG0JtERx5t8OJUcmCPASNb0SeHVjgOeXdhoeBpiTTkcaRmL5G9PCR7RcX5V0wNyIdtD2BMjy2Cr/VuEkX9KT+Skw6FxNgA8/mNS8gpsSfyRaSp6gnQN3sUl88MBSyHpIlEQbJE4k6ERmLQn1beikxki6z6wn50ZFv/eGXvPYFcU4sCQzMYxuoqxoMOec/VtBggaHxp5NnPqsvkOD4qqwfFh8miSVksoesDqxAQNtPz4dFoDYCbkVMNx0E0eMEwvV3SG4EzDIlNwAL15UQbWxuiHEEBXvYmcTbqt8wG1uVu0M7qNdANoYvgNExhBSeeuqajmU59JGnun366Q3b2dl2i/va66/ZH/y3f6DBDNvf/M1f67ub+s2Qs0Ym5Zzt6fqcm0kqrPj6+prOjUcQ88wBFmoU9mVABJ5eJyOZsFdefcXmZmelLEVnVOx8AfNaFggSN2YRjDPVASp/1W1wdMKZ1ePFJ95/hJjoP5bqwi5x9WnP4MiQffTxx7YvF5n+rOh6tK9Pyo9lpyY1rBQmyvf0Aczy/LnzHtt19iuggo3yxGDAGJhwnJmd8Z0tmKVnMpKxYXy97gesw5lDMM70Ob/jnmCwEbnEuKGwAB5wSY6j/2CDzAtwXdo0I0bFSjeYIxkqV65c0XfB7hx4OhzH72D1vCIvsH7mHPSn2sU5CZPove6PzzpN8sj5x8rDpBheTP3HhCBlNCO2srzkWSt7Xp0wLcY34p4GnhybOyC3zAUQeuK8eDMcR2ZDvr/Px5DP2Nw1KoOvRniMmvg3y4NbR1R3I/9905kstU0Yv1uf3bR3JR8bYs6ci1RAPCFYPMetra0KtJYsnJvx96XjI6+7Utjb9vFpy8V2uZa7TihtcGTY5TOuc6AfJY0feexqlY9lMI9Q8M9gyIQk6Q9W5jFWlMDkOybV8Thhh+hMXwYvQYRKrBkvNi3jjd7Su6SkHhUL3vaZuVkRjZrXK3m8uOihNLKoUt0hZ8pMtOENp0gW0PiTYsh1GQNKgB4elzWeYukyTB46TAUx9dGBkzkmfqt7i6mdvHZk+CF38QwTxkm7/Mw593otTsGjXhlEEYNGzcN1MGXSz3iNhfVeWBIjbQ1PQv8AwKistcukQJPrhgSivG9tiUju7Nqx+oYxLEoO2JqtnRQT7spIg0v65yRB/6j9Qg41f3OfLT2DB9J48uofIbNdS0AiHZ7xsSTb4FokaKt/TyEm0ul0nqaMKvgQ+e4/+MZ1z8MTE4GEk/hM2IB3arsuHJwencNDoAISK1DYJTieUMNDJd9b6uBoz3b3tzznmLiyF6Zuo/TM5hOBplk0XCekE9UhIXUaKwDDGkjfJ0uiwFx7NEFnhvSdWKSEZW1z1eOsdbGbhgabmBvJ7fn+XnuytCqFYcskajOwdDfu4QlS5hA6wJiJDK6O8mGxXnzpRfvGr/6qnZX7lZFwIDwsfyVbAxePmWGUFEX+L3/+X+yv//qv7K033xQDWHXDwD3x5JyXzy8I/K94Xu/E5Lj96q9+1RXg+PhQgMZO0FjshgRz3x7JXT13fl6gJqOl/sGzmJo754tg2O6KdnQEdCyTrUpRcW/Y1wxhX9B1NqS0uEz8HoE9v7BgZyYn3c1kIwGyMBgvlBwWgDtGjNuVhEkNKS/fkSZFPJnXnnTWDRF/s1ydSUpAhaXdKDUCDKBzDkAekCYvm4VEhA3IpHAA1YM+AVgBLEIPKBvXG5RnwbXH5Lm01H+AP6ETlEyH6Du2nCr6/XItgA1Ap83Ev2FXtInr0R5AiyXrxJpZocbSZJY9swsGAL5DGEGGlJDbke6rI9kmFJGW0WZvxaPjohuCmK5D0XMyjiAbhDHS6g/KomZz/RbXazTJRGVS8k6GCKvOiO3K3ZWHRibIzua2L0En5MIEFdtzPVl6YrfufOZAF0tGbF5jnhvIWFXyHBOzY5XrzuG27RZ2bUfsfGt3Vcfuilnv6Jwyduxaoe9YkUbFtb4+ue4yujnJM5X3omovO1pX5Bk05FlSC7tQIB9fwCfvgYlMsogI+zGGkCj6mlAc9/LZrTv+d63S8NKiFb22hAFk2+BvHx9XpWMY7oY99eyzUvqw7cmAESsG6Ajt8aAE6eaTI5udnZKeHttnn37i6wfwFlmef+2pq75qsTeftZkzczL+U57FRf51Ns+GwXl5tnn1d976B0c19hkrlDE2knFhgbrUvcF0OmfPvPiMTU/PO3BN9c9bQd5lpyXiFJKMymMONQVsHel+t9fi0bSMVd7iYuGE26LyxpLElfUaakVlyOMiPwmBd8aOdo5sc09kstHWeMg4SlbSvX3WIgatfiuqH1rq07YwEcpK8Egm09dsANrkaIMD/gTsT//W0Sy3B0l1pMsFugkwE5Emxc8LuolJI9fITrkgo1koW+S/+T/+5nWPdUqxmB0FtFA8WAmxIIQcq4qC8YQlnTJhlK9Q2nMFZ7dkGAMbizJZgLLxfVD3WG8kSICyz5rrS5QLtsRkBteT7fDzJ3WTLkgSeFjW3taez4ITpwEAsFEoOCybCQcC9LApFAMLTCYBlhYXFUawtPTYLT5Ayee48y+/9LI99/yzPlt+98EjZ9XcFw/6AeZL1sDNm5/Zv//TP/UVU6fxYfqFFXuvv/a6fe1rv2qXL5y3i5dY7dS2Sxcv2rmFeQGmGJOEj1loloT6XmcCNFjv17/xq15V64jsEQFQrn/Ya39srm86E5ocm5BhlIFqM1stMF445zG3EQk6r1UBEcu0t3a3xDSv2tzEuN83rIpBJzWPtgKi9CN9ClByfXWejx1GimJGzGqfP3/Rs1pgPbQTEGccffGJjBt9Tbodv6VvHKj1j0k3lr7iHXANB0qdm34EoNxT0nUxHsTpAfxJeRDrYq6kxvmqM/02IebE7wBeZA1ZgLnpEi4/xNSpZcD3XJcHDB1Dh8eUkIJvbm65oWJiSkLlVfT2drfduDLRQpsHB8gEwYsIjBOKgKzzPW1HjTAGzG8gT0ldN6LvZfF1Rd1vS7KvNrCzCG1hQhMjQgEifsN8CE9ihfQjhpXMl4yYJ9kmURloOnF+4awb0e2dLc/BX9wIaoxMiMGTOjo/O+nMuqLfM47IG3JC0ScnAtID+r1Wb8oDPPDyoHhM3COLh8iz93xmnY8JXPrZs0fEtElv64f9qyXcP+O8tvRIfU6RLRYJNT38CNOut1nUIMddBAgvqH+w3+UMBo0eEcLD2O6tVlxmWNCFN0k2C3Kzurrs7bhy9Yrka96eeuY5n+NgWzdGEcCjDclo4IWxj557WzKyZIsMjPa7vqxur+o8GfvGd7/q90QNikwyY81w1SfNKQsKwaEsK2QyFg72NJR/J6QQwdQ/XoFO9+giAWloijgyzyCXQ2NFKI7SovLa1Djur+veooyt8Ir2kTN/+nCmzT9ICpOAJ7qFAqKDPHjlSRaHe3qSO+63QxU8lzaiGTBviq4JuiUe6BeTzpG//3/++wJlys5JQWIpCYDcVnL95AZSjrFUZg15zWpNsUndSLkmq1I58tdqo2jbRyu2c7Bp+4c7YszE2gTAJE7qwSyvPySo5N6iVC01EPergSJ31EHq3DjMWINBg5NqVCzFDsA1OywduBsYTUVlZadt5uy0JdMJ9WPR2TJ5hH2Dw8a23OxYAluGvTPA1KqguBFgCQixuIKJKLI52OT0hedf8AwHkvPpoDu3b7t7tyAFmp6e8jAHS0+3t7c8S4Dl45yLmX2EcF6sj4UZ+SyJ77iCSYHzeQl23QF3eprdIrq2t78j4T/w/iSx/umXX7RDtQsBnxCgJnr67ec//7k9WXyse5y1S2KtGInJiVE7f+6sPS22Qc3ki5cu6B5gHb02PhYo3IsvPG9NscTT0AH9imDR3jExZ4wHBhelxnUGdBCwIGzRduV++uln/ZywddgyoRL6C6UDHAE+N5L6XTBRofuV4KKw/N2QbJBCBoDgiaAgpwLLbwDI/oF+ubyPbUzsGEBmIpbsFIwOhgswcMXSA+aLMHN+2kifcX6OCc4pUNaxPJGnQonNOx9LHlrWLwbHjtj4MG3JWVlMb2t7xw5k3CELCXKmh0asJ0edX323u28RMSHKozKjnxFLTvfk3FCExIyZsW+IEdfFjI/LeDZ1gSHeJHKm42Ji1ZNDVpCx/PFPf+z3letjhVjYjmsFi0suI2mx1Jlxi/fGLJFL2OgZAUsmasu7y7Z1tGnJoV4bnMzYcy9csGdeumjPPHveps6w607TUhkRBMlNLp+2tPST9MfeVNb6xPghLWUxV/FZAe6AmPGg7i3vcooOeghEfZQX66M8LjpO9k2l3BCzPSsSk/NMp3qlLSIzrL5NqP1rtr6xo2szrm15bnXb3qOw1mlmTxDWIxMInaEqYaxLOKXuG/CiB5XSkQMQhbLQwdW1Zfv0049taW1JbQjZ2OSYXb5yzi5cPmdzZyZkFEUcNFbHlZIw5ND2jw/Ux7ruwZbdvX9XrDUh+czbt379m0iHvOiorcv4DfTJcwj1W0v67JN6sbyl4xlLhfMeutBoCt+FJeQQ6//U24iEUmLLKWfKlVJbXkJL91CzPTHUeE+fPHYRAFZJ6niyRSijmtE9J+RdcCbkGuEHg5nII82OT/Hx4dER3Qd/6zb9iRkOC/uSakeKsIfUlPaSIcRkX48MB6BNPZdIR3qqfk9GRAb+4Z/80XVCCQ72+lWgFFw8YLO7YhxkUZAmg0UnrQjwIobKwJfqVAMrSGCJGTErTLyE5gQuLe6Ss3ANpIOHLCTHYS15sNOAsyOshqwTwgdDb1WCWN/Njz91ELx0gaT3WXctYWBO9+WiFwpVV3xPg6I9cllpA9kHMATSkABAWA2MAgZ8mrIG80xnc84aifHBUGA1xMXZyYQ9zb70pS+6hSduxoqlCwLNl18OCtYDGlW5bbjzlPokBozXQOiAa+G6AyY5XYOaHXxH0RZYLaBKrDcu142UuE8++shZUV4KB8PAXaX9zJBPT8/4TPAvfvELGaSKs9gxXY/zj+s4GAXsDgtPmh2/oy3Embl3N4bqG+Lhp6EFWBX9emZO9yumAKjyZCxggpwDxnMaV2fAAErGkv7nCWiTpoUSER+n/4mNueej33nMX6yUNtDXXI/QBfJCPJmQgrvRGmdnLbpHfusr6tS3nI/vyEeFGcPOCTuQEkiWCu1ZWV1xTwYmStlUT3mTESHWiBFl8pTjTrOBqlJ+zouM0V/DMki0j0VS9DugTj+JGHs/FQU8HE+etN+f2kZ/U3iKDVM7x3t2//59+/Tmp2LIArBWI5CBOotvsnb+YpDzm5Jbz+/LtbLkpeGGE+M/efaKM8CFM2fco5jWsSziiWnAmXe4MH/BGfTo8LjeU2pzyj0qym2ip5QqIEc9YMH9nkGBrBFX93CY7oXjg0p9Dc99Z2xpP/pUl6wy7nv7u/IsH/lKOu7vuBRsY9Y/1CcyIM9K5MLPJ8NATB4vh/sZ6p3yqoB5X9DVsHWNh4e8JDtOCHQcKZFF/RYZ+ODjT+yD998X4N73cbt2+UVfBMUKW0JVOwe7PubpXMrvpxVqeFiJksHIkkbfd7+eW5j2EGgPoUvK5sYpFiTG2RVpkLCydBsjTkwZhurZFmCccA29JezjslTEa9yVwRYR1XUakhlkvSus8sVeyL4eBGAbbWrHNHyiHPlvihQSM3avX0/9TxcImDUQyit97vNnwkPCHfQFWIlnR4W8rs4BfqCXhJnA3cg/u/7Pr5PNwKA16i0xiLJnHBwe77t7Q5yLeGm5fixBrZuO0MmF9pGGhVjaKHeC7AGEHixOChDB3oiECitBJa2ElDOhjnNqjtJFZQR41eespiG+QmcxC4mbzfp/Vl/hQvnGq2IaLGSJizETX+3JMrmVcMtbVpu3dze9NgexaTqDBP1BuVssYySXGaFlJ46LFy7a/NxZn+ijPsNHH3xod+/d9fKDRV2H6ljMlK6sLNvy8hOx1GsCJFlJDTYCwy4kvRJYn2jQADCY6SRhiR6/HjFimCPpZEv6PTFPJg1QEu6dgQMgAFCUiEE4KjXtF2++JQZ5x/Oae5IxAeqIGHhKys1qso4tLMxqECmPuud5x6bBHZGi7YvNjw6z7U7KgZPr4HLBYAmBoCQIJKv4SN9zt53BPxE4QLInk7MHUhAvbH8CfIApC1FQBs4FOCM4xHERNASS++D7pNqLqAdgj0ckw8746lVDcSJo5sBPvwMK/E2Mk/Oi6NR8QFg5NyEqQj9u8EQEMEq0y8+lU2FcKA7F9cm7ZfypDzE5OW3DAjRWfsXVB76sX8iaEdD2C6y5P2bQCTtE1e4+ycPI6Lj16dge9d9pgSGRYo+nNiUfzI635J7G9H1YSh8SsUiIqfbIBY8kMmpQVOP8qS2tPrED6UtLCrZzvCPdObDscNZmz83ZlRcvew2YSkhGr1O1/brYeU/ERuZGbHhqxKL94laxikBI+pISAKWk2ImG+mjPazNcmF+QK5+3kb4RGxrus1G9ku2UFvNl4dLgNGEF5i1qPv7kgiM/jAlEhfBhMEcUEWEh7U5ESERpeGhM4z9ha6vbAtxjkSNATS68/OhiseorU5maYgIRpsmWcUyq37l9x7bWt62/b8Dmz5wTA4VU6SldLBYLMoL7MtIs1AmKHgHyGEDfqV2g9tGnH9iHH70rBr4uw1Gy733/e7a2tWjlxr5t7a3Y6u5DAaTZ3IVRm5sfs8W1z6TXGo9Q0Zl1TP2zvr4sEJ+zeqtiKWEMqzGbMurVyrHXoCaEQnqahlNtV38KtYjsshlrU7KDV3ZqlPsTA3Z8ULFMSkYtO2g9YtuZmAiO+mIkN2jhetufEYGxLK21Zaga8rzq8irrR/IsRW50QQvhyUkHwnpGZAhhzTzZAo10PMgCnV8XMSgdHdvx/qEdylPLRrPWpK5KXb3NSkBxk8i/+L/9X66rxY7criByvYmJsZEpCxQaukGUOdiBQoIj4EXhUFwsSzoT95lztn/xmIiEBWBFCDgu0xPsSBBXT6Pg1AwgHkzhdJSg2QqYC7Fmt3QSGuo71I4rrkCUgsSVJl0PZkj+KJaf2hiwvfMXr/rxXAuQAbyZRCJuvby07DVm6XxA1eNrsr4AD5WyPhI7vXHzphjxbY+v4sIDGGRbwOh81vkk9olbz/UAOpgFbWZw0zIUMF7Ajpia58DqQb0ALD0PcpjpEepLAyb+W8BB93tvcc1u375lhzoGYD0zM+UV5EZ0z7SHdtL2vYNDB/heXeujDz+SEsoYyY2j0A5MlbAFD4wSbWHMYKSMKasDySsH9E5BG1ZIfivtom5IMBEUAC8rGokxEt7gNwA8cV1YAhNwyDmf+3GDffJyws5sAWbXAf3PmS4IoAdtoC1MHt7SvQZV4pLuvUhuPVzCMm3kAZYY1KduSslLLnO+LRhGR21HRnhwDzDc/kEZMBm4i/J8BmR8K6WikYud6et1V5FNPWFshMVY1YmhnREry+gYSEdDLI++quneYTUVMWLGiBICvTJMyC15vKlUxs9DbBd5ZnKwIbmPRatuaDa2NrxdEQEU4z5zRuxWRijXn7WNzU1BQssZak82rTbJxVZ7tra3BPasZit79gs7WGREXrj+7lqwHD6fCoqwp+TWcs9x3G99z+Q8nsr8UwseYvJ4th4zs3N+HYpKEXNGD2HuvjRZY3JBXh/ZLXhfrBdYWV718129dsVlvVwtep4wE5VkY+zsb2vsjmT4guwUwJ85A3Di/oP7duvTez42ZD1h+GakMzDtmhg4i7cGhgb8fpnoQ8ZaIgnulUmefK4o2uP3z1oBgHJufta3ThufHvXPHy498HGnHPB3vvMd6xvSuEpu5qfPery7KrliQrVQYMn8kacIovsJASvjZMKNAI/CLt94dnxP2mJexrU/P6K2ltxzod8I0/Ad82u02wmB5NvnZCTXyLRHDOSpw+jzeRZXBXNuzpgDBdD1gv+5xxhROzQOyC5JD9w/fQPObq6Rx75m2yJYvEcmIr/9j37rOrOoFLhm8Igbc9Eq1ZYEOhUxZBSD5f7kuFpMfMMDJhIzZh+lMD3pjK8ERDhG+4a98n5cqD83NWO5ZEbsWawY5qFWSpbVKQIS3SwhkMrxrhfPQYnZ/l6Gz28MAFA/2mB+wNNxxsVqMrmMbLbYpW6ILYVGhodMyGDZvqw6oCOXXsxPnTs8OuRASNU53GkAaUM3Tl3mfDZnX/7yV+xgb9/+9b/+154twqwpWRfEaF9//TUPecBISad79513PH6EK4qLxqvnS6uNZ6QAuSypZkFiP/1FfQlis1SHYzsdauQGO1oHriTLk1FsEk+Pjop2d3HV/vqvv+8TU8S82cGBJaTki1LB7PCACaFVsdm7YgNiVDIwF84vqI3TltG9UzUOJsxEWjDQB/438XSADuOA0mC4AFkEjQeeQ17G6/133nPBQ8AQXV6JAeMG8zcr/1COxceLLmQLV8lYSXrtaYCb+D2pYussbHHhDWqPMJnFEnWufQr2gO3bb73t4PKsDA8GgtxPAHrh3LyuU3IPiT5mB+VTD4PQBE//WyyctC5KqGJU586ec3nFGMHN8U4oIXm4t6PPAZJgwtHZnOSQnVq21tZchlC2ko7DS2wLEMJ4bgLNjDytmGQqkoxakR0wYFz6OywDLAvkm8VGUnGLpOO2tPGxHdcL1oo2rX8sbwvX5u3iUxdsfH7c8iN52ynuWCgh7yIul1n/uvKsOF9T+hPPJGyntG65wZQ+k2tbV5uibYtlg22fPr3/qRuSWDYmuZDxS0uPfBUlNZGJFQ/ZxtGWe15DQyMOAJALjDSkhQVMbB1FTPbhw0VfadivzyEYjC0hLna0uXxVxKZWsXfefc8LD/nyZXl/h4cFr51SqzXdAF+6eEXvn7Hz8xck9wKsKgtT8NJSdiR5YIMFljpDioLVo3knEoA0mIHXeeb8rJ07d9bxY29/y+oh9tQr2vRCv736xafsy19/3r7ytRdtcCphGzsP7MOb921orGXf/O4XbEJeQaNTsLHxPhk/+eyNI7FajXpYLFVGjx2SksmIxRIa83bJipUdGYqwHRbXbXN3yQqlTbWjbqlcWH0l4mB1C++17XDnwCLNjuVkuCp7uo/FFesWK2bkNosdJxoykk9WbPfxioXKIjvrW7a1+NhClZo9WV6ynU2xfmRXel8Q7rDIKCMi1ZXHRb3piAwRXhYSCrt+++e/sMcPHtmIxuJop2AVXYt9GMcGx2x+dt4iX/zu69eJyVbkZgCGHQEtbJBdcwHKuIQRZWx3KdZB6cK4W9C8mAiDy9JYQLtwgAtasoSsAu4SEIzyYamxIG2xLc5XPbE0LNVGWbJi2ggImRZYkmw66xkExUMBtDTt17/1XQeRva0dB5vC/pFb1JwUnNg1biaASNsopl44PHJwuic3i+3Ry2rTyvKKffrJDc/j/Xu/+Zs+effv//Q/+PVffPklF2aYIK/cGyBCDitARl4mzJn4F5YYVsZ5sPqseBsfEyvX/QFQxKNh67BWAARGTw4kVhTF8dKZukfieQAE5/vp2++JKd8Wq6u68F67ctEZ+uhQv/fTkJgGTJHiQVjyMSkpK65Yfs3x9+498HPCUmBozFwzLoQfOJ7Qzfnz5+zy5SveZjwBxmVsfMxWdE9sFMsuKQGwkeYYd0Dl3IDxaVyYPoTRskDJU/hWVlxOcAc7xMQ0toAb8WjA+NTbmJVBpX8YXxjyXfUnbQJs8GDoN2Lu9Dl532SBYBToMwo8AQa0jXb77jYSfDcgait9GjmZs4CtYBSXlp7Yvbt31YaSg/wNgQzGn+wAzrmxseZVzPblBZJ3e7ix7iERygcw6RiWIeB8qDkphVmNNww5FJZB4OlzHkJVnYuSn7du/9L7J50hRjxj07MBUyR902OpFVLyulJKc/YFoNIOQJD+rUuvfEmurkc/Uf2M8UmGAu9gtG/c+6knIkMhZpwUU8aYdBtdB9+2wOU0fMWzt7fPQZEym3h2xMLxighdION4qRhrxotwEkunaSfyjt4wp4R8LyyctYX5BZ9QhykzIcXEPymefA9x+OTGJ/ZHf/BHPoaE9JgjYHs1+hcDjT4w6akbs6OSWKz0OiWjh14wyY/3NDw+4rLw3IvP2Rde/4JNzkx4+47LBZeDs+cGvTLdwoUFJ0oeGsNbEz90vZNnwatviKzxYlISeSGtjrRNlufTzy31AxhBxg1zFqQOEtPN9UzZkfCA0g3EvB89eOgyyGQc47W2GtQXxxNgXKkZT9/S5+DinLwu5jCO1Ecsm8c7CUoLBH3Md86E1+WRSF5Y6/DmL95U392wA/X31OSM9xWZJITtaGPkC99++Tq1Hihez0w3OwMQv6y3qxp8aWBUKA9TlgXqUaez+3Q23yv3jopNCWsXQz6jWTmo2IFQnx15E+GkkSlIjKRXbl8qIiFD0NQZXitWQk+VrKzO0S/F6pWr2CfLm9Ura/FX5VJRrf/a1aesN90rAFi1WkEdrI6tHpQ8bp1P6diChF7M4lisAstODdrvf/+v7dbd2664SeLBstzkLp+ZmZX782176so1e+eX79pNgTQTeLhjpE4dCJgIPZyVmzUmsCW2OSSheOWVl+3ypYs2SFEX3ffU5ISnFzGRgbCxJJz0L2ame5nZZ4Yad19CgUu1Iyt88+Zt21yXR5AlLWvAdvXZj370M/sP/+E/2ke3WMa65nEwCvU/dYVdVAZ0j7hExMpKEvaUmOuwPf/cU74DeErXzouJZDWIU7Nn/T4ouwgzcpdZSohr7y5Z/4CHV1AkQOw07Q3F+PFPfuwMCzBC4DAUGBQEH0FEmPkMZSWzAOON4cYIwoYRuJiOBZwBSUCY4joAO7+nHVwL0ELQ3333XYHmslGLhIk6jCAZKvhGnJPQBoycvGUenvEipovQpiUrTDDhCRHOOU2BJE2NvJ4l/e5IwPJk8YF9/OH7dijP46Hca+KMAxq3ibFh6VBHhmjRHj28b4f7u+rbmvUwTyG5iff2OGB0c2qTZL2RFkgm5a7G1Lau5KxVsHqEhSryKqxoe8frti72tbR/y44ah1bqFHW82toTtmiPSElGcpdL2O7xnnXErFkZ2JY319T9kGvPvpbkTHcS8ggpdB7W8/RVmJGS/A1ODosUpS2UFmjLw2rpPOy6LKkQwDbsuFayRuvU+0ppPABm3O+Mx/upP4KhPiUarVbD+3Zl5Ym8x12BbESgOGhpeXtMRCbFxDO5IG0U44GRc2Otf0wykoXQEugNDYyo31tetAyD9/77H4iUHft1I115TtLdcqlqH3/8qa5zIPkbFNsNxnxrb8PBskfXmZ6ZsvhAy3oH0xZNiY33RqRDur/OsR2W1y0Sb9rC5SmbPTMqvKBgVe2EJDLpWne8Sglr6Fe2lWPBDOseiDXX2GOyWbTjqoxv+1ieSEMY1pbXoj4XWyalrmFlS+5H7C//+s/tr//qL21p+bFIZchGhwdsQLLVVDu3lpetIT1gJWlCet2s1uStg+ldydiefXzzYzFdGV7pwJg892uXL7teNnRcr/CE+PGePNmttQ07ljfB+81VVn9uiGAeuhHFG5UIaxyld4Rxv/l7X7uO4iVxxwSW5A1jOX1RhxrCklos4ODIgCsyqWfMSrMtDEymUZQFkkJWZBlQvKPdAwerhNgEbj0Mx7M3sF5SzqIYAhNanjSn322uBosmcLspcbgqd4v4SjLKirZR++SDYE18XPSe9h3ssEtuQkoWVF8blStEe5h5BwQ+ePd9ZyIXFs77ooj5uTPOYL77a9/25c9bG5tqk1yg0TG3sL0yMuyaQv0KMirm5ubcmlbUVpgfrNMzGcQeqekMsMlABuxK7QdUCAkgvItqZ0EdT3I91pT7/eijj30HDmprvPDC8+7W/Vzuy5/92Z/Zhx98aAfqQxSGoiq0f3ykz4Hv+CioOrezteHgMzgYLBAplxsSniX1rQZP99/qBuyWuBuxb/qGlXjEC1kJxme0ExDFuMJqWCDCxB0rDK/KSA2xVZHuE3AFgBkP+gZmBrsiVAGb5jyAPC4pbB2gh0nxOZ8RBuP3I8MjztowErBrAJ1l6mwfBGvESPA52SEYfu4f7wfJXJMM3JaXA8s4q99zr/QtQkvqFFkaMC76lvaSskQqINt0BcwkLqZFBg6x1H0ZRtgfaVyBx4askqvLuVlckdXxeC4JjLqMROdksjekPoSxluQJMHaMhXsGAtRytWzHcu2Ro3haLqrkz+dV1DZBqp8Hg4isHJeCWi1sFEHMGjAmRg8zggR0ZXzdy9CTR1eMj/6A2ORYuBIKspEiTQq/S2/K7BKj69R0JeYOBM488E45znVW90k/owfIG/pNvBo5heFhAAFIjOr+ofpILjXzARg9vBjGBXlAHmGnMyI0zzzzjJMSvEw8TM4Ns7x156Z7QHjMhD8Blq++8YZdfPpp25NnS18he9Rzpn96emHzGjPJOwuGIj3mW7nt7m97uiThU9Jyg7KZ+k/GISdiJl/MdS4ZT3tMGxkgiQAfg/ZwP8R7/3ZuxYI4MNjDZDPeJnF8+scf6iMemUrebt+67UWjGK9pyTTbvyWFX3iyc7MzPrYc7/e8LW9dmMZ4EWp79UtfVJ+mfUcgsnDIrAgmR8N24amnbF0eJmNNu5Ah2hEQoCAbbXcvqOXusqPzM26Rb//+l6+HsM7qBFYGHRb27Lh4pC6QYEih+4bkDgmMB0cGRa/TVpU1OhJDPZLgV8RS4uWshTsJ65a7tr8tQd2QErRj1huVwCE4dQktS6fVkZ16w9NKpEXSsZa0rGU7S+sC2gNbvL9ou5s71icmOTUxZQmBMrWIO1WKuuxYtyqGUdXvD6s2NTphz1y4ZqODIxYeJ9wh9pxKCGB73d2g0tvU+IRb0peff9HdNOogIDT7O/sOVrDtNQ3E5cvnPTf5/DliwGKTWDcJC7FHhHxDIOEpVlJa4s7EOelcXC8yTtZWNyVEsBR2zyBkA2hH7PHiir37zgf2H/70P4odrlpfL6U1B+3mp3dklX8g5rwnoB+3Qr3qCxUg3hiHdIJ1Q+qiOvvbRcWKAZOWra2s2NKTRftMrPvhg3vqOrE4sZSoPAYUAXaLMjKJgRDiovEZrjexXCZVEIZxGR2WOhMKQhCyAiRAFUMMoCI8uFGk1qGUKBzMBrYE6xqTYcAAAsKETG599qm7eaRXcR4Aie+YfOE3COrHH3/secrkfrOkm37k2hTBYUdlYsgAIL8l5ADY8RnZLiwEQHgBDVINOS/gRGyZschojPGQjwUuQ/15W5ibUV/L8Az1SwZG7eql85Ip5jyOraBjqKssPff4/MGe5G04L49Pnd+j6yRESlLEl9tWjot1hWQAIjKaYlatmBhYWAysfWiVbsHYPTmWVV/3Niyej1mqX+xdz2QvIZCQ1eXlUA3xuFx0JhcgjHokJCYp2WMtAHLTEhusazwaUnI2jO1oLBvSDl9cEacyWciaEVIZw3bchDCJp/sel3LjxWzJy43HWOKM18JyXeSAOKs82CjbfckQSPcohDM6OuQ1VJj8HB7WWIq93n54w9a3lmxja8WKlUP1tTljZiHO4NCA73ISTIr1qd9btr665SsB89LTkaFx+4vv/bmNiyDNzczLfd+x2zfvaez6BGYLrsOBQWtZWaye/GZ2r+fR7LCNmAA10bIheaYw3fXNDds72rGCdI9SncgatSf6kwMWC6fU57pnvPIKi41Mci0C00kJyKkj01E/qq8kv5ROAGHI6WpQu1gCQhy/FQLVTv5pTFrhtryrmtrQsWl2Tjo3LUYeswh13sdHbGp+yhaeviYjKM9NepjK9biRrggD45KprORt9ckjz75IaDymJ8ZtZnLattbX7P133rWHt2/b3PSs9E2t0ZO6PCQuUJ+FeTcmRSuSZWQc+SZFz0sXfPv3f+U6TIP4GhatJIADsTNy54hNTUyPuxJRmhMLu38IaAf7wqHw+ciAn0wUwFlVTYAN08yexAL5LSwHS8d5m26ouhLatk/+tDXALF7A2sCuBrHSAIUsDdbowtnz/gpTJpf0zMS0Xbp0ycaHR91CbrYo/A7w5JwFPbr/0MHj8rmLngvLOnP2wltbXnVrllRnEBN9IvbGarlUT9yzEFhcgSWGIXtNAQHxhCwmuclkdABSMA3YBAC2vrHuIMaqP1x2XBDaQQz5hz/8of3H//iffFEIs+D0AbE8YsfkGrP6kXgfYLNfOtagqL/SzIhLKKIdZ8TT48N2Riw/J2Ci35YF7FyPrvZFFzICZMcsXLz6t6wGxgwLQyEJHxBjg80AnjwwVlH18fKjRTcqMF0K8tO/GCwYGhkiKJmHFgQSO9s7Pn5kTpzmPXMN2DQz/nfu3nYghwEArLANjIRPEApE6XOYMm2HxTN2jBvslXZPTrKLxpCfjyf3QQ45LPa0jTBrFtQEpUj7ZFyCFYysJmyKKdK3ADTnZJGOMzMBLns5Pn78yA3CPbUTAwPQ088eotK9sA0W95rKB/nhkSwZHlGrocDqj7rICsaFB8SCjAvmRtK6F4xcpckcByw1MB4wINhoMH8QtidPlv3XTGriwbBM2tma+tQXwcREVtrSUoFPwOiDrCS2rwfEKRbGa6wV9/GEKSMPyQhEADbd73J3+uSBbqIL6CEhiKC/mdySARMQ0neMJ6RrZHzI+2sNl1qGGpbHfADxe+ScyXHklk15yTIpyEPgQTlbr6cuI8R8xcLZBQ+XbG+yE09ZRnHIZs+d8/AR4wwYM75b+xv+mhFjdvmLBHtJbm6t+3mZu+L9gcgh7aaEQjjJ5Gog0142mP4XyeqN5n15PUaHMAoZZExao8e+bkGfoyt+XvUJv+Mc9D3Ml/ft/UBfAEvAsSF9Re4H5GGwspfC+RUZCY6HsMUk44xTEkOl+9qR5+AsWFhHnxNCQgYIC+KpM79y//49W1/bCPRUhJA+5t5Y+5B3uR70ECLjince+frvfP46C0Iq1aKsWtnYQ4v8z1xf1khexzrgKmzvbQe7X4ipwPwjUgQmPNLVfttY2bbiLmUDJbQHZQu1JUiyjtvr277N+qEouu+igMtXZacKgfvRvmcctI4bHqpAGDtNJoRKulH2NYv5DgazYzMeP53oG5U1nrOnz12Riz9uQnWrFqvWHksaaTe4nCSTwxTZGfvi+Qs2d/aMvff2Ow7+GxI63HCWy3qZzHjSvvKVr0g4WVLd66yXeGuwO8XpQhOxBfUBcTg6EgZNDJlJLlwbAGpoaMxqYvCPF5fsww8/Fui+LTb8GcZTxmDOvvTFrwqIrqgvR/zeYDrMgBP72yPUkwxSC8dG++38hfNS+iM3BtOTDFa/vImGwDCYzWbZ7tmz52xeysAEAQOxsXvoigcQOlM+eQIoMHruiT4BLFkWu7O+4ewVgUQ5CmLQ3AeACsiMySAACjBSHrsyMjBuJg0JXfDgOxSYkAQeBPKAInMeBI/vAWXCWUyQEnLAvWaiETcY8MDgAE54A7QNAOY9BhXPhutxTmLIgAfnBowBYh4YfMAkIUWoycNjxxC2dmozwaaxef/dty0lhe4X2FIdrivGaN22PA95H5yDDCD9PplPea3eeF9aBjpl7YyOjXatKgZLUZxC68gXMDRDYskd8nxFSCJiN2JXUT0Pmrv+fVnstVAldazpWRKUuE2kk/ZkadmBJZVkxxEBDFOlXWCeXJGI2DcV4uJG/n5HnxPEYA/MsD4TOVbfRtUOHRnSewFTLJK0kBg99XtbIkq94WEdo3OJIUekQ4wFjJbQhk9oiRG6sRDrJjOFFbrYBL6iZnNugBDGjrzfAz8GVtymzrKA9fj4yN56820Z1APpz5YM3YGAXt/jpTXaGo9e+8KXX9ffLWMbNxafLD1acYBnheSMZHRc7FFNsXuP7jqBoYYxXhX1bR4/FjkQ67x795HtSL/Ik6ZmsfBKXnjNVlY3BKxdGdNDtYlYNaVtZXhjWetNjaqnYmLGaYFwVDpOul7YF/1wLP2oHjB2S3JvQ+clB5t5MJ4sDtGpbXJOxuRkHuGwWbKt3U3bPt6zLXl1nz26I5lQf6ei1hJQV+WxxvtyltKzJdbe1HhMiyQw95ETyWIrNuaT8sKNmSkM/6iwZsuJzYZAmZWpyXjK01iZzCTMFs3KCxfrzjFPxxwY5/jCd1647i6jAMdXPDWC+p4sXcbiy876RNiG2CC5hJIlFy6sC5aottnyvMbNlVW3rEUHr5IV9vc0SKtSxAFXHhZ3cF5uEKWEORNji7SjDhwUWCeH8DR/eWZq1l548QUvMM3EEHV3Ucz+nqAKWldCgYvVHIy7QhOPgg1cXDhvz11+TsC5bN//m+/b4v1H9tOf/tS21zbdwlWKZbVpwl595RUJFTvhEsHtOshi1QBoJqcAEFbpMTMOeLHqjyd75rFJKyvYPEtibMImdBzsnvskJgQTu3L5qsctz5w56+c5e2be3XpmZff2BP46FuWZnJ9xMJyZHPFtsDZWH/kkVgIXWsekxX5hjYAwg9zfP+IMY/ziFTujNu4dVzwLhHg/kzuAFaw0yJBYdmsMOBNHzQ4M2gMxV2aAscjvvPuO2nLgzJg4s7Nc9RErtDzckcn6eRgvcsUBXCw8CgtYk5HxzLNP+3jBtIkh0xZqWVMJjpi151nrfjg38Xri+sTnX/3cq/47QmUwPrw1Vr4B3rQbGWJM8HYwGIy5x3TVZ8QK+Q3yQDnbwHCEPR1xSIYM8P7oww8c4ClLyrWzAl7awYQhxpbJL2fc+cAgdaVkMJWyseCi5eUgAbOa3GxntkYIwj1hb3dSfeKMuh14VRhWwjekfkIOACrqdbMgi7YSXgAw20INHaaxSnp7ip1jDwsSAoI8MN/C9SiW7np4UkEs3k3ounHLnOwtR8iVsR5MjPh5YcDkH3Nu2g/zhqhURbjQV7ImuD8W3sCUmSxFLjrhYJUZbWQDX9I4YZI7O/vuZbHTy9VrV21URIj2Qg6IgZKGiWm5cu2Ch7tymWBFIZP1yDaGmP5h8g3Zo24w+fCPlu+rvwU+Yr+kgN58dNv7lfQ+WOz2LnMoWQ+z0D5k0QmQ9Ivzy5yoHepPAfie2HSCsrK6X8I0GCI2U0aGZRP8/pnM5L7RcTKi3MPS7+lj+rdZDmrSTOUnLJwI296GCKb6IxsP5gR6Eqy+nfPxAgf6xWpJFyUDhvM21TbWG3ga4MmCMOSJ9RRkV2TkwaM3pBeSGcQ8DbqKrP70Jz8VuAfzC6dzYikx7ciZN1LX96tyvztH1k3UdCdyBTpU0RJA1489PlIqyPUUGveKyvdQ8FksNVztWFyAWvhZ2ZqbDTtYOrT1O5u29HjL9jbFpmNpmz17wdIDwwJguZmkEyVyUopedWRWDFqCVQtb5LhXQN606r6UrZaw/nCfnRmat3Mjc5YPianGszaY6rNMftDKm7sWk9DBatODrOM/traYT1+613bVOdtbO7qPlv3P//f/xcFnaXXZnpYLcfnSBbGvASvXjq2cEphP9ltjIm1HyYbusSYLKXe3WLDd8pEXBukbGZLbAoM48GthgNY21uzNt9+yjz792Nh5OKvr5wUA7eaB50dme+OW709Z/0Da+gbT+lsWsBfGuWehaM0Gh3qkrNTrKIlNFTRgq/pdw774EuDaZ9cuLqjfVmx0eNRSEoQLl56RoshDmD1vh8WmHZXlnsGy5GIV5NE8WbxnD5ce2vbOsQsrKV6PHi3qNwk3cAvnFlwAEOxLly4KVAftvowJLJm8aZguwBcT2yKro0+MMi7Lv7a6JIXc9FoGbCjQqJfF3EesLjb6wXvv2IN7tyVwXbHmXj1zdkZuK6GvCxcv+KIWDDyKTXU9lkPj5rLHIILvy7YFLAg3qYWeGiWQJW1rYGBIAk0sflnjyNZIcRmfGQlpr5gF6ZQwTEkh+6NJntgPjV0l1tc3RSBwxTM2Oj5jXbn9NbEmwjp9Q+NWF4ssyINb0Tn7RqesIA8ukem3WjdiI9NnrS1W2xbDPOqRgqY0XjmzRjxk5XDZiu2SJdpScgFcuimyoHaEmgLFjgAuMiC5kId10JQeyLjH5FXGhnT9HvV5xNrFtrXqIcuI2YWkK31yt0O6di2uc8n73A5XrZONWr7bZy05JbXDlnWrEUt3s5bs9Fi0LsZUE/CL/YWJ+QkAyERphutqb9O6aelLb8iO25LpeMEK8aIdRY7sMF6yco8YcY9YvvS5njU7lPztd/Q52QeZqBV1jsOmPNuYPIdGv+Wz7Kp9Xh7onGSv15/jY9PSm6dk1NnL8oKMLzVS8rb4ZFEGvSWQ7LEHj+7LULD6s1+yHfLJ4Nv3b3mmxW/+zm9CZF1XqAFybuGivKNzVjlq29qTXel62kZys7by8W2bSss7K0cs3+m1c2PyFrebtiEcOTM4T9xTtDliuyKFzE2NjfWLsJjI44ENZNMaz5Ave26QbdGA6AgTumwSIY9F8pwWDhHLHUhN2mB2xPrj85aNjlo2NGfZ8KRN5Rb0OizZy1iPxm9C/TAxJUOTH7ZwT78Ni1QVJUN13WdcetaQ8T6UYSuTOqx7fqz+r/VnrCmjX6RhMjj1BDscsctL2JIyGvFUjwxHWOT1nvWKVP3y3Q9tfOaM1yJ/sloQIM/IkLA7SlaGtmuRS2+MX8fSMEEAAwDpmU0OZi9ZPkmYQoKlz3nFYpzOJhJ7XXtvx6tdsS0/LjEpc2wfMyrmhwt6XGKvuLDHkHzCcJjqUmK+w4Pupg72BEnv7k4LJA4ELtQQKIupYZFbYg6+CajYGfl/JMATo9xaW3WG9MMP3nIXeWN3J7CkAtDvf//71q7WPf748OZtt/jkL8MwJubnPNaTHsg786odsKpIllVjD/No14lHCQT3D3wi8Mc//KGDDevtAZPpOfYKnHeQY4Z9amJYSlj3tsDYuQaZECxcwP2GjZMpgGWFTZNlwoQXewBeuHDerl6+7MyRnE4mt2D/IiruRhKT3dhY93Yi/DAxQikwetgiTPbMmcvOjMk35XpDOheMCUaAJwPrh4kRI4Th49Wsqu/IwYYpwCyDmFbCr0Of88p4EF9HEW/o3t//4AMHeGKR3CMZOWfEIJAU+hlmzV6D7DPIjD1eAl4FaW7IEGyD/sXrIu7Ob5A3n7yTl0Z+My4d9wADYVsv2n46S+257zAfASjhFGSK/iCrgvMEx0hq5S0RytHX/mCyCibHe7bE4hjOy/XJqgHkOG87HcRcGwKqlry4SiNI+0uJ7aEfTFoj8xTuwSNj8wb6KSkAp+8iSVZuyXDo/OgJTNr7VPfEcbA0ztMSG2NsKuG2M6p0O6jAR/vxdMjLhpESY6Q9XPP0/nnFPea+9T9+ZuFWcO8hXdNr9EqPGde2fkc/ep1qyTMLpIgxp2FxalsI7qhj0p1gbsPZv/SaNgXMmrCejK7GkfMxLnhDHEf7kXXCeBTiOt0dB/2DFHAOdIzf8YSV09+0mwwd9DfIAGnY6689757y3uG+918kLvdfx/YN5d1zYHMB9LPaCrJ8BoQfZDa1BYrFctHYGABZJVGBuQ41z89D2Uzun1o53E9S5I64PgaHfo4LrLmXeEiYh9ycyAvYR5vpXHSOCnUcx98BDqKd6nfJAEy8K6YL4ejBE9LnkSZpi5JLgbKPgzwlz90vBRlD1FYBX/CKGYcf/+wtv18qRd5mf0P1VeTKFyavhyRgCTGMOInxXQlWWwPeVgP0eRqk13dRsRT2vkr4rrMxKx5WbGt1y5Y/XDZqplbFqFixMzjSL8vZ63mOvgGlFI7taAYFFux6y2w/O1WzM/D46KSdHZ/3wcSVpJGsYQd0eMWV2xCALC4+tsVHD3XLnDNI1cO1D+v4vMCfiZIlHcf2K3QMtYkHMr1qd9TGcv1e3IeJwVG1IScQYvfoPTFjJiXCzbafryqQQsiWxDYB+ccPFu3e/Xt4gb6kkgcM8CI5yzI2pBiRIgeLxFUjTQZwBkSICzGBxoQHcTdAk0kaYmmU3STW+tprr9vVq9dsSPeOGw5QIDwAASmBvuS3XPU4Mt8RsoBZsjiEXOQJuZrDGtjeoUlbXVzU9dhSPuXKwfUxICj27NUr8kT2HYxRBkDQ3WCP/+bU/mD7KICZ3wQhmGBLrVX1x3vvv6/27PgS3K+88RWjPCkxaiZ3ESBcCyZ435YXwQQmfYhScn83btxwVxgA9y2LpLDT0zMekiCsgjJ5GEz36iCrvxlLDBn7E2K8EWDgh+8DwA2MEw+EHhZLaIFJON9/UedwA3aiZNQVxnjh8qI8yBghKvra50USZClErZMOQL8WFXC22Y6qHPSpjvHl4mLfXDcq5UNeau2TFCem0tWOhtxm5iIaYpH0H3UP/H7IPhCzYkcf7qUrNsWEUbkjQwvgS1nJH+ZeYJu0gd9Rwxh3nro0bDARlbseiajNMgrkKlPUnV14CHMQg44kgteQQEKdYlRc7KpNURmNWJLC/TISaSYhcenVlxTD0TPVYk5Af0PE1JeBYTsxdvJCNdi+OvTRwwd2eHTgxIEwwcbmumfJAK7IDPKBDDFmfE/IDXKADgNqLJ+n/wAfyAHHUtirIKBfX9vyFYLE3e8/eChdbNisZHt4QEZTY5pJySMRuLXrGk/hxtjQlKl1Viu15KHISxGlospkOkHWEFUuU26gWArfkyKWn3BQxtglIgJZqruFk44XQjm1S4KCHPmTsBXjTFhBuCdmzGQh82x8j2wwvsgAm7WG5Lp7uELnYaKxU2saG7JKEKQjDes0O76+g7Am/UiRMxIb5ucXPMzU1DjPzkzbO+/80u6pX1ijEHn6a7NeTxkGQmModu8CciLVzBZzM7z6SQQ2sCIs3v0HGqj7rLyT4smiYA3Z2JBH9SS/E4HAVYVBY/Eq7J0mYdY9uACa3A8sJv3C4KFUpIWwWgowHNA5+X5PDJnYDBaeRHYm61jWOXZeboiUbV8CguKRXnP16lX79te+7oLyuedetBdfesmevnbNGSnhjaIEidl1zyrRYNPJe2JvTFxtLq+5USBtDIEah81LgMYEXjB9ZnG31BaYyNTklARPAygLyr0AMmwtRD+dAl9LoA9DZFDIbCDnmuD/V77yhgs4xYsALlYMoeQUwscowKr4DCPAfTPhBZAgKBGdV196Px+v79tntz5z1gfowwboX0IUpJ8lxXY+ee89gebbbqnJOSUW7vFYjUcfkxQ6hraR6M/Ycy5iyb5kXF4KjJiZdu4TBYQxMFawsM9u3ZbCPhIjvu3thGnjYXA8nhB9wnjyCFYXnneFRaZwd+kDBIgxRE5oP20jm4Y4oE9awV70e9cdKSBtJAZNP1fElgAUxpAJTzIjeCCTPAESgB7los0oGP0K2+U36XzAHBvYF/2gEhU70xgLXv1qUY0bXk5SYEjoJURWhB7kh9OgsMCV81BdjOuzUs2VVr/jnyDcGR/XA5TbAmWU+JAVszqmQ60GB98TNqxXvz90QPfHxBD9TYySV49Zqz3B8SzEIl4dN3ZGcXAQUHA/p+mQyDh9y0QoD+Sa+QTAlv7si7AxAuGhoP2MF0b3b+uo65U5DuLknAdigD4iY1PTU+69ki2BDHE9juF75CnIfAjSLWGVMGzYNjFidJM9G4flsXoamMYHz5psL7yq/DDlANT/KWp4p2QEqdPetrgMC/2gFjoDb1MLBPkQcw7Yq36lful2AvCkpAHtIvZMQfqIpegGPUSpOf+JPPHkXukXBIfxQl68VIPOR2chb9wbYwM84pG1ZZQ5f1i4CTEIiylzrlCD7DJhQa3lesDM46II309/+rMTUkKZ35ZVBdpkBVF+AOwYEYmIvPKrl6+T/cDmgOYxMw1mN2YJ3az+b+lI1jKJnC/z7AhLS/tV21kTI3q4ZuuPNyxSbgn5xYQGxI4j+r6KW1K1hAASkKaoCy4EAfrjw7Jtb8lV2T6046OKv7994zOftV2XIhNiIITB9u5sYEkNA1wvLwijARgQqDIgsO4DQhlyqR6uLEkomYUNFpDw26oY6mBPr14rtn7vsS842d/csfXlVXu09MQn/cgPTIgFYS1ReYqFM6kQ13vCLzMSKt9hgfMODTrbhvHDCkm2h2VeFMCwowhKz0ABerBlH3IURRaayVPCGeSMkgb34MEjDVbTXnj+RWfQ7LTMsRwD0yPmS6YH90kKoDM8AZQvMdVngGKF+sAS7pLcvsXFdd+gEgEi9Q2gY2EICnFGrHZHXsONT294Ch9Lr5nAxDjCcMiQQFkZp7SUl5rSJOFfunTZDQCgRkrgaR2MJRli3FbAi5DQhx98YDcFytQWgZkgufxNChqK8rVf/ZrfI0wcpg87RhBPk+VzYsQoEsoGqwdUhFN+nwBUYADgICdMWZ+5wukfbIzfNcRo8RBwm1EaNkwFVGkOysTiE8Js3AzKzzU4D2yZ65MSSXilEdNZ1f/FUMUXQgDKfi0pFufOpYiJx30mn+vqjc+WJ6SUtBc3lleYahhABPFEMJK6FqAcE9PyxR/6AtZ8WD72fQQzZN/oSZ59IiU3WXKCwourej9TWMe3YguldX6q/7GZATM81MbWPYvZdXVuMjO4Hnm9UjUxHgFHXCrdoVA+/Qf7L2ocjyXvTF7qHsIC/Rr59UxiYvYCsHF2qHOq6Xp05F5T3hRjSdpqUqSmYJTy7eNz6TagQluDBT3ycOVhMM58Tp8sPXninhXGHmDmOwCT4y8uXLHJ8VkBf07n6hPRmVW/RGx/nwpsgwJ5ebahHjFOmeNWwgQttr9xbO1KyEbyU9J73XO9bU3pXasqoyg5bVRJXWxID9q+Mpjl8bFoYFg0WhpDGRtkSMSMym7sCsLO3lSRawHmeA6gqPqCjWzdc9EvWvqbeDqyjW4A1ORbMxEr5PTP2RXGx0FMuaa+aDcIhklORWYJR7JQhQ2DWZPgnurktD2QR06J2atXL0vXeyzyzBtnrsOAsLwubDopCk4owy2xXt1y6wZRTBZ0wKIoBYkrPJ4hI6DfgQUrSAI4oQXSi5iNzOrCMAQmzXCD2VYGy0lYgwpuB9t7Pngsc8bdJzzhxYg0aCjsw3v3fFb+wrkFZ6wJtQ0l8SLTMEcZBNq9ur3poExME9a2u07K1kObGR4LhEWsG4sWRbBg/r0ZCVnWLT6C09I1Aaqw3FKYWkqeAYIzLkDiuuQschyjAaAEFpNKb10HGVx33H/6IRC8tjMCZuF5D0DTD2RwwChhrDBToAxA5F7U0c6UOY4Bh10wccaKu+HJCdBKhuzQz4tV5jE8PO2hBpY4Mz7sCQeYs2KRWBUxemJsgDEMmcdpGU/CChQ1Im7M2v9fsOXVGjs9yAjjRUhPqaqHMWE1F38jCzB5wiGUdxxS/wDunI88VvqMVYPEIAlvUPsCecK4sDydtnMO4vGwKYycMwwhAGCLQeF4+tsZoT5HNmGIGBMHaY0BLBNGx84jZFLQfyxyIR2P8xPCQAkZa8aM6zNeMEjkFNcati4C7OerxQKWeCxQpv+b3ZrOr2tImcgWyCSC2Kvw2plmVJ8xiRTuBkvM24gGyisA5Po6iZ8nJqBnXBhLP6/khfE4rFf8vrLqI9c3yQfySZoc8Kg79ut5CpxeSYnj/Wn4xmFAr81W3a8HkAAKrVBLKkxPCnB0HowULFSw7e1O6NrcD2lZyO399x673PJbhA72dzqPxAmI83tWyCnZUL/RbsJxjDmhNXCAB6/IIrfPykzWApD2tSfygDwxBnhf4Adtpv/Xllf0XVqtC/qJFaLsqUjKrGc9iBlzvaZAk37h+6DYWMvXDUSEM5yr3cYY1CUDxy6PdR3HeEKAYMC+2bL+sTEwcy0dYr78qwUeCZ9h1PkNMnwaW4Yx8wj6R+OiMQaEuUeOpXAUbWlJTjBI3br6WeehHjz9mkvnbFOYSGwZHCAZgbRbdBDP4PmXPmer6ivkl/x8sDFy/rnx60GFflnobkRWKRC2ZFgWVJIWkXU6ELM93ChY7bhh1cOmFXaOrVFsWzqasYGsWIo6jkJGRXYpUcOw+hmxkLiEjB1ld9SQtZUtO5L16+qccUrOyRrWSk2v48CDCQxXTHUIm3k68xMY4A4BypMCFH3sQM0ebA3deEOdMT4bpPCsCVRYLAAzJYPhuUtXbah/0IaSYumyNVHi5OrXQwni9gb7ownYqhK0OLEhMSApzK4MA+vTseqhFulDdZuemHKB4ntYPIJD7WUmHMlgmJ4RsAjwq5WaZDjkQJ9K9TgYF4/JSw72ykOJaBuSzjJO4pwoAB4ALJmQCd8zYdcj9gEAwQ7JpIC9AsZUYoNFI6QINOmDQ2cu2MHmlqcboUikLc7NzomVLogt1D3cweATfuE6MFkmVmDVszIM1LoGuFjkgRUnle1YgoHh4BHsXuKUySf+2KcQUEZBKL7OOJNd4QZNoMHS+GtPPeULTegrdnlh63225mJCj4lOFJnJFpTBXWYZMITSjaNAjAkyQBnQQfmDR8CW+QylOXXvIxGBD+BROnb2TpzT3VVnxEFxHc6PoUG+iCOTpYKrSIF9iox7iCkmEqB/1aiUX2DcFrNkPCki47HsroCXEAU3jp5KbhkHaZ+O1++J0Upxxbes3qx7OciSQKqjPqP4EJUSMT4dgTJ9XhMjo5JYu8u+emL2gLnOoVtzXXKmrPaTm0tWCivZ2Aoq5Nkn0pkuVceicm4bYnzqJ7WXIupNsWB4Plvjq5d0zrp+p5PqPiNREQ658+Jttvjwgb33/jv2i//ySxmyYMHXaRU+2kJ8nAUZ9C3GBGNG9gzfExMlBISB7c31uZ66jug37OzuxfMFkIwBv0Uu6H+ADGMNWDHWfHd8WLP79x7Zyuqm5DMr+Zmywf5R/SYujxpSYyJUXSseSccKakdHRqzbo0bFrVUO+XoKMjRIka2X6u5hF+WBM0fUFHPe32e3IcBWQ6VxZoca9PqU9bZECpqtmjNlJguFPj4OgAUxeeLI7EDN08NMkgWJgseL0Qf6FuMHPpBu2JWssetNG5mSwUTnIKBsZ3cozKF97iWIgBLWoNDYkfSRzReSCRlDXS8ycy0fxJTFDHFB43KffAYwFMRIW7qhVYHBloCMjsYlQLkQdCYs2mLFdHqwxDhhrMiDkVFYHDayur7hwEJNWdwaQAsmxzWdOciS00i3zHrgamItSHRH8/vltjOQWBdcYdbJY5EAGmqfvvvxBx7nwoUD4O6KWcNsn7542c8ZlxYxKUchc0Ihi2vBThV1dSa/o1AM7q9GyAGvfHTsHTmm+/AVbPodbr+71lJWBNeXIRNf03WYfcaAsCLQ81XVj76IBeXVg4k97kej5/3HykAm6ugzLH1erJK+2N3dceaytr7qwEbfAlT0NYteHjy47+OAl3Dm7FmBLBtNCtgqbZ9cg7myYo9xIW47ffmS1XVdBIb+BSBhiAAXDIf4LeDoS7V1fUCTWDv9zLFkg1AgiWM9j1wMnN/iIfgEnx5Mbq6ubbh3Qi725z//mu6pz+OF3/jGNzx2dhpXxoBheAgRYTQwKgAyngBgx3v6MYjXIU9BCVDyegPmQocStpDA6xiUAuPZqJe8jcQ1aSO/YTx9TIUosBruG/aOgaL/uFcmFzljvSng1Ng3kyICGtsGaWMgkdx/xrGlc6OMQjxvQ1cEBrnqRsS8dFhcDBWDAVNmTEXA/L4oXAOoNWWUGfcejZWzMB2HnADigFmrWfH+d/3TeYOJPRgyqwIFvB3ei8GeMGW+x1gElkFkRkAbADr9hEseGLGwg4WblcCYSPlpP8XAYK5v/fxN+4u/+At7/BEylfJVq4SxkG3IAvdwupsMYw5oM4fAOJLqiEwzPzI7M+dhCWSZIYIcvP76634+5naCVZNMwrKuAA9xxtcdwKj//M//ix3uHcuoL7snR4F+SIOH9WRguBapqOTFb+1suX6yahWihlfEnFJmiFK6DV8KTWhtZ0/HCS+OikcO/gAhxlu9pH6groj6Qoa+fTJ3BpgjX954jTtjT3+fEgDazfhxDfqXMeB3vtmvzj8yNuRtwheBeSfCMdfLZITxishAFN1gpeMpL6NLxIGqjWMjwXZtud4+11fkEmyATEVGFnquswY/l+l1dvfw7mP7+KMbXvGN4h/7m0J3nTgdzVlhr2il/bIntFPfYriP0EWQjA/QkiSek7KjXJIOv8/V5XUbHtSA9w7K+ISsX69scZPL9jtzlmeljiJthBiQLBcDyLIc5E7/YwltWcpM4ZQIoQHd4LAYsSTHa2+k8jlZ7GPrEXgXBCoHst6ff+01a5eZ9Y1bXW3HJS7KYsJC7z56aIf6O6ROYBuZzHCvsc08BZUoFkMVp3EBTOlQbZNSMBEAyLO3H8sqYZ8U3CHFaET31ZVukBLERAwVnmCvxNkYVBj0Rx99IiHKyQrqGCkfFbPGRtl1Iymh25Ln0HYlIM0HdojA4ioymUh1PASQSQEWbyBc3BMATxoijC8aTXuVOBgyIQsMIisDe3TNTbFawg64b7AaCmgjZAAlk55uCAFEGQCUCEPAdyyFxuhhzDAU3Au/WztZoefegpTy/v0HNjY5aV+QEn7hC1904bp6Ncis8NV3cldx+0jHcwWRsjHxhJCiYD/5yY/VrkNn5jwwhgARgAk44+7V5M0AECgEoQv6EEDmnORmW5cyoTu2uPjIF8UQS8dAjIyM+u8Ze/cq9FvSzYjPTsr7oY4wr+Rnw5CPWnLTqw07bAfpeU0xTK6XiDLpo+uqD2BJIfV/SCDINq6wp5pABGPREAMGhAv1suSSpfpBiC4uhYcpDwvwCBetrK94midhvbWlJ1ZpH0quqTeB5wMIdCWHTHzLU9J1yLTAtQ91ZQxEPGJizGyh32VMYOahsledazARprGEIbPDR71ZlFwXgSLpV13cmkmwqAx13fZ39+UJJ+3Kxav2h7/+D+01GVMyi7hP2CRzG8guE/rM0VAdEG8NGSW0QaW/Q/U/qzIBbkANOaG/ARVy0wltISPIEP3Pd046JJOAGaya6xzIm6yr/UV5FewQnZIOMEG2Ke+6eCyskd4cSYe5/4RkvbBfsnKhZuxOHQ+nJIO37Xj3yCfUSgclOzo4soHckC/aGuwN9mwsF6sC54LrYW9/3id/2e6KImsJ9WkiKS3XOFMESeIhohVsikHmCgDLdz720nVy8okNk/lFadFK+UjDT2lP7lMETZ8zLljsSCLqqXAUo7ohHCCE+/qrn5OuvG5nZJzIcFl6suw7yVD4KJ9j7kwAf+21uetYMGZ5qVW7+PCxwGvTN/ekU+VlubXMpnOuYIQ6sKwe9xVwDvQHeYK43ij+oeg5FutYDIF4EgsDOJBZULImGFhSjGC/MMBEMlB4EBx3zVcvSTEJhMNkUW7ecwMQGMIbWCRYDQO9L4tIuUcYCuek4wGngUzOLXyzIKAWU1rVzT9aXLTlzXXdT8PzlAHblpQJQ8AegdzvkwcP3aJT24BKayl5Dqy28mP0CpgBWNw7ljTY7oa2yQipbUFBGJaLy1UXaCDE5DQzWcZKQlLDuBHAgvtNayBhZNzbaTwa5TguFtzV50GMG+vN9WElvN/Y3PC84OXlTbfeFy9e0G97PFzQNz1lNf0WBsIqIkqDstSTfob1k2vsy6A31m1crJxrApQYVxgP/Q3jhCHDwqm2Ro1cYsYolN+r7hGG8K1f+46DONkWLOPGaDJp54Avo0ydWYwJ7Jr+RAaYtafKHIK8srrsLIH3pPvRBwAyHcw5mCBxlisDCqgH7TlwNo238u//9P/lcsuxgWIECsUDhhPkdbM8Olg6j+zSfr7DUKR7grBCOQIIU7KTMAQeMSCn8XSDIPYcNEkUVKCsl5bOgT7E9Ft+VxdTdfZO6AGmKw1mrqZHWo4c9qmttI3FFFw/JIV1Y+SxbDE4eaQc127BbuHBwYq+Lous1B5Bh8sAhZmJGatp/r1FpF/6GJcbeQqdrEQM8R6hUttpB3MknKh8GGzTVC1V/XeVzabrDXMSMF+8DfqFc/P7IFQRrFZEfuhD5pAwMIR5TkMXyBBhC54wQJ7cLx4XRhNDjr7RV8whwX6Rt2eefcHDaMgkOMMcA9emb92TVv+iV9wKITLGGj0gLo4RrLSCvHp2DSdURZYX3mxvP3VVJtVd4eAeZPSQQfbc4/wYHV8xG024rLuHqPOR8YXxoIohOBYUyDr2J/0COUDPaDv3ty9mHjBtdacaGcGY0lgZV7JXqI/NPpJUzySBYGFu3n+vo/we7ty553IP1hG2Y2Vi5H/+t9ev63wCtie+pQ2FUHrz/Ijly7J+CbE+iURPnEpjcjXrsiTpDFLpM5uxRMgtGst1id8UixWPk7C8tFETkDFRqEb3ZvNeFYm8wV25wdtierBPrBJMEYtKPQoAiSduFFkXZBMQo6GCFgBfKLEzcVXvI7JkCXu0sWrvf/SRVSR8B+pEtrGPC+jy6azX6jja2HXWub6yJuu7ZYdSUM7fIysH+IazCfEQ8/XquO+3b9wMYtjDAVhNj0+euB8JF4qsOhR3GXcO5T/WQME0yczAyhMPRvGd8Qh48/kBB/FxnQdQhkk7c6zUJDxByAh3nMEOFn2w4WfXWMZKRgpLdZmI43PyLwkp0C+MCeA3ODTmjPTypcseDz4jpiKptWW56AgrbSGGhgEEIBF0hBqBwl1qi0XxHUDH/eHaopy4oYREUFLuF0UG2FAyquotiA1/8QtfsHGNKQKKsmHsUD5cS2SHc3IfGFEWzhC6QsGDv4OkfACZ/gDwd6S8GG/caJQfw89OzLQZRWZ8qL+BADNh9NZbb0nmVpwZnzu/oHEbcbbtrEaKwXUBvCAbgFoQkhnJLPLu8qnxSSdjktOGlUNy0fVdq0eypn/1brAMngkylC6kMQEZOjqH1M2ZMjHJpBQPHax0caFrVrVgMpG9JNmVJaHfEVvO6r4hGJ6BofshdtlUv3ZSTbFaAQR1ZyhFoONDIgrAMHHOsEA4zOSgGFgoyueEKGTQiT16LWrin3oNswAMB5I6KAIH4tR6nxINT6lP06G0gLhmO0/2RVAkVztVsUsdX1N/yXBQ0yKZkowlIQAxgVNDY0icM63x7fNXqrNR5W5AHmJPiklyKkkG4U6PRUuWMeQUMGKi9cMPP/KcZOSAPgT88bQAQQwXIJccyNj0vED87LQMYdOWVpfs0dIje7L8xP+m0A/6C0Epi3XCQFmKXBLm3Lt73z775EMNZtcG5YGOD41bv/QtHYcoynMpy+Dgyfx/qfrPL1uzJL0Pi+O9yzzp7c3rbd2yXVVtpgfdg8FghoAwmCEhcgmQAC0tQKCwBGqJIuXW1SfpLxA/SZQWAFIiQM4MMQac6Z6udtXlza3rbXqfeVzm8UbPL96bIHWqs/PmOe95320inngiduzYA2GUyBOsPpkNak2Qx814n9YqHvJgwc4PjRZT9nM2NbfReCT4LWBnpDG6eM/j5THLp4KTvRln9Jb++jqQsAyPmzUmTugmUeKJvPOWSGpMJKZ72vJ5KYo0Yuw//tWHYvIN9Y2qk5I5GaXIf/x//V/eIX+UY4uwMI1qYBlS6hiubKfJSqUmvh/2uF2n1XOFAhRQnGqVM7yC06xRWpgOYMHvIFeSdJSYbxrBFUfQjwUCKC/fp9g1v4kBwrxwwbBWbMhgEGBHXvVfz/T6ABJ8lBPLRjufrL1wIWh2235/gJbO9mQcsP7rDx67oHBgIbmtXVxBtCjFDqyIjc9POgvmFGnu9+Crb2zl/Iotzcz5dVg4UlcoIg+gAEBsZiFcAIjJdVBfg9xQlFn2w8GQ8YBVetzYf9hNFhYAVr26m69m6/4dKSPtQhn5Datj19uGrCu1a3lh8QsFtmCysSZgMdSYgBVfuHjNWQdtQdgJf1QEWGRxwBywwhxv5XFmsRcMDArCPWj3qYwcgEebGFfYPUDsp8ho3N944w27ffu2ywIpggAy8XOMia+OS0Fg3cwTc+rAp3kH8GgPCfO8MHAeetDYBC/c/Y7HtcmFZgWaXYbIFu4vxoQ2EpNn3DBU1Aw587CIb7OK/+ab1+zixQvuQSBHXAejxOBhOGmHpiVgR2onaZbMM6yPkMZwSD59007CHZe/IQeY6nmEL2BrFD1nnogZOtC7JyQWznwJ6BOSHd5oyvWlbx2BJN+XnxCMs5SQZybFnJFP7olsd3wxT/dOQwm4hf6tV4jNW3qNKKqjNg4HEf8Ole89l1jDhxH3/QR8JYznKMOh+/Fyhsx/HlsmhkzgQn8LmIgFn1aCE08Ewy4L56Yu+Mkf5zWvly5yzNhCQFbUB8aMa/EOzzw0+kD8t7gwb/NiuC15dFyPLOFpEjel1gyG9dNPP7U//uM/Dp6nuUcPAWVkFUPL3ycCQEgFxIX2oBfMMVkK4ATX4aVhuNGjKZEl2sY6xheff2H7Rw21bUxzF3PiwOHJyD2HcmAMDqoHzoqP68eOTyUBKllJzDVhxxPd18/41PzQhqDvMqqSH/SesCQMH0LBfDMmMFwmGEOaksfDPCNn3J8QJm1uC5QhM/tbey5fizML3u7NF+yCzNq0DBueLMaXgk/sXQADSDOM/E//49+7w8kLuCOksVHdiYftbO7Zc3W81Qh25YUlFDCBZAxXN+uWCtABJIcSkFgM95TcTzYABDFWgBsB4eimlAANICVzgVOuOZcvm07qmRkfEJQJZskEMkjEEVEG4jYoaUHgQsUnDl7Eep6owzUJwZPtNTvCKEhaL1y5bFVNOJkZe5vbav+q7a9tWUd/J2QkyLJQa2XJBjbQJMK0ywuTspJYNOpUnNq6PAZiuDNjwTFPSbEImAC7A0k3Q7A3NzZd4enX9sGegxHhG1httULYAfA40r8rmmhCMDkf/F0JGsV6YPqYXhYcqDpHyAOFrwsI2VZNuAEB68h1p/+k+hEXJu0OVzAoaBS4efcfPPGFKxZFvvvd7/oY/vwXP7d739xzwMMwkX5DipLXNv7yCxdmsi0Q9nv37vr3/XgkCS/gilLwYhfWt9//toMeBgnBA/AwwvSZUExLQASjB8gBWVLdAtdSc6S5IBwFKqIExHsRYGcY+kGIMW64w5dkNEifQ/h5oRiMO0aM44jYCcWBATBklBjlYVwXF9n8wCaRqh1qbJAfXnhfMOVareGx5LQ8NBaqUHZYl28oiYoZd0jDFMuN9Z2BOShLHvsRuZFSophAmT6HQcAwSyVBLLetfhD7TbiREeCLMeFqs4BHDLjflwEV62lL6UnTA5Q5z47xYKEa8kF65yAj2RRbZ/EvYGSERQB63Vb3AsB7fTIEunqemJRcVXKPqe8Q5CBLd8jqYBOBWB3n1cGeyb/VmyYHwD2BUFNMTkBcisu4lmYFxlfs3Pwlmysvi2iMyWOgMBN1vdninXEPj9Ouy+UpzQNgSVH6tgxoQ2N4KMMvL1SEZWs7qALIuAekoemycevWLcnktgMUG72QeQw7c4p+QC74d78w9Op6XfUnNyZMkJc+gH2m4zazMOWhK/KJqTZ349Z1D2tWasdW0RwyD29cu+CAdyxPfWt1y73W+elFLxw0OzVnOYEc89qXkUK2ipMwXI2ZPIp8MWcZEVEOu8VjHyvLIxAmUUQJQoixY5EyV9DYRJNeQZOQB94OgOvF7jtBSAXPkFgzdbHxoNhcxn8P7j2Q3ITsrdfecE8OXEJex3OUXDj0hX6yutgEhYej/1nk//x/+6d3jmpHtr664Q1ZmF10N5uDUGFr7RNYX1suAYnjcp81gSgU5fkAjrExyimywYGi5BlnxYAFk4HSAcooD4KO5WLSAosbuLxhuQhMYkOMjYmFbTBoxAuxjCkNEsFzOshnCD4Wh2eyMLV1jMsrhi2gZ4GJLcowiTbCIzAa82pPaSuksxI4uQ+hIOZG+T3ybkuz4y5MxI55YTnJDiB1COu/qLEASPbFzAArlJnrASiYzM7hnveVPns+qfoPYMP0MHSkfrFQxoIJO91IDwNgYWl8nzKm9Jd/E5M/UPthcjwTpgogcH8/7Rbg1FgxmU+fPvETOn728w89vkxIgFOwf/LBT+wP/ps/sLt3gxQ5xh9gZnvrw0cPg006AlXmmvmhnCXfZS/++ZXzDpAINoaARUNYLyGAs+wG+s64U16UlfTjqoyQXETyWQFuFhbxkriO+CBjwb9pB+sAGB9cPeaMF5kNsCp2S9IOwip8jpFG8AnbMO4vXkj5BWaXL13xnWBsw+Z5utyNvTNoGRRnxnrp6z5uMBc2/0yImTAerZYAUf12D47nSNFgov1MUHmukyLGO3i10BcWGPeDueWG3NeZsmRA7yELSckaawJdXzOVEjtzVb8A6E7XutWg3ndWYwL7IlOCNRXIBe3vJYPaG5TBdQPGyrHGimwL2sumB8bOxKD5m8V32hmD9Oh6+sc8DoYwez2ZPGX95nBiZIgtxYw/oQo8w1yi5HqaT5PKlrFkJKNrSUNlgS/INGDczzwagBRjzlFeZEz4grF0AUPOmsbh0Y57ArxPu7ie9YXZ2Rl5YAc+/3hhYAXtwpji+SFntHujuu1eFIuGVEE8Pqq4bLNFmp2fb7/5ju9qfe9b77u8sUgJsckLP65x9FIm4R5mpVZxr3Dh3JJw5MT2K0EtnOlFar9QQGog3ZRhEoOmn5pGb0viFSFC11moI7TJPHqWhuawKaLC/DDHAaYRLmKCmRMc7sCjYOyDcZdJZCx9wXRgp8Ih9iZwfB0y/1wkClY89uosRTaiEf5gcxht8A03f+//8Lt3qPfKAo1nH4gBs+NlYXbJS2dGjb3/UqqBgEOTF9Y7AMPBPsfmm08sO41IBUOgPFbHIqAaTbiBlXQeigXg33ABzrcLszBCYF1sMdg0Eging3Gh6MF5QgWe6C2FoH4AVorNHixokGeb0+fdhARVoBum1KhAEBbNSQ4zYxNi0jVbGJ+yuISF3XvEGntSCp+cXMb7XJwpufDxOR1qSCgA0rosL+1vatAAW1bfcdcLEgaNvsdAYQDkSbNJBjbPvn8EAYGh5gUhCzJKWKmGoQG2rqgCDnQcA+ZxJB8DcpobPpGEf6j5ixHBGCEMbLSByaNoXIsSECNLiMVg8H7jN37DwfmP/vCPHDz5HMv9+Wef+Uo4cV7uh0HC+JGAT/z4gtgpxg9gxAgg4IAD4IrQ0GeEiTnnuYwd7iHKR1vLnPGn8eX783JpiQEjEzBjMi2CUFOQNgngBi+yagI3HYDgPhysSnsBdK5j3EifI0MFsCbD5OrVaw7evFAAYvqDPjVH1Db1ydmaxiT4jB1oWV//QPniGlPcf1I3AQFcV9oUFQvz7dN5eUSa90Y0YHrtEccIhazfhaUK6PRd7jsQA0cbe/oMJpXT2GNge3ob9ksWBoYsos9dQU7bVuKwTbE1Pc7H1sMQMGWNQSPScCAky4RazB7flRdHaioADsvXU/VsAawAwHfVEXqLEb4Q8HYwBmLnbGLRldS0ANbDkhOELBlO+66ySDshj1va3MvasKsrW5KtXthroBM/5nLGhpRXvAsymsix58dPu3n2QvcPy1Av26J+OFsuEU+JLKy7nrI2ANHC0BDewBvBWHpYSnrLD2CPbFy/ds0XBPGGtrrbdvn6JXvznTdsYqbs4HpUPdA9c7awvCCi8YavF1CfmBo7d7/+2q8hG4lDTJ+obVnN8eTUtN26ccuWBMqrL9bsi7tf+RpYvpzX/CatNWx52Kslb8Pz4DmLUHLAjk2v+aF5YbwBRvDQwRm80/wyr77XQNeAcw7Sajvh2VIm2ImKp8N3McgQnrb0nLWcrPSTRUNqYUBS9je2/X7T8qCR0bYMCHqGEaOgvp+X+h/+X/7eHT1NwheAKcXlXWijgdC+/fq3nJof7R47G2mLNfPQQW8oxZz0mCQgxQuqj0ADoriYMGRcehd+rL7AmA6hhMR5CH2cyA3nN++7qy5WwySfsSoUC6VnALCs1Fx2Zqrn8fnY/LQrS1QD6cxKk06u861LV50RZkaBheOob67jm6TjtGR4YAPjc2Vvr0bKAX1HHgPuyNbzVWcmizNz7pJXxHC5z+rLVb8PwPHOO+/YxGyw4494FP0NUuFazhwxNrAjQgewdl6wHtwV2DzjzEkWCKyzV4E1rB6QdPavcTrLaKBoDfeDBZwxyHMC1Os3bqudYfu7f/fv2Qc/+Yk9efLUdwYhIHgmTA0GjKwL3mucBClfgBtAd0MsxNmxA2bIDRJMhjjy62+86XEuAIG28CJ75qqUitAIRiYmsGM8mCPmijHj/hhTBJu+Mc5n8sDL58sFO+weAO3ymLN7D8GqO7JEeAePg3vBXFBoxobPSQekel0sHpwDCeMgXEQICAWbmJzy2iQwUJ5HjLyuMSZ2CyDDkrl/KhGsjYwEyrSpag21WTIpUKZ9vS650gJFtcvbLtDk/b7mmVdJbaafHbJ4JJ992RpXbBlc3g9JzonJFuR58TkvlJ30L8aqZoGHCIDwOVlQnqMeI0uEiwNPkkU15J3PqW/B6c2EE8ND+gc7Z6EvLAIRrJkA0PQ71A88rcggAJM4Gy/0SgisAadDkSuyQM42RvETeKsRn0+ImHsW+pvxP5tDsGBtfd12dle9QBcLYBjt5yIrpLThqWHg6SvkBYID80XWMHLoC2si01epdSGQl+Hl/tRR5yCE61fIcZ/U/KSd5JA0wOnZ9+7e09Mhdklvw+H2jl9/+eplr5CYzqf1/r693Fx1OcyNs0ahZ4a6vgbR7jedQLHpBEzhNGxAlblC/oM1sWBPAlhDeithLxbu8Fr5HFZMmNAJo4y2Z4dofPg8OAlFnovmB90R4jl+zIkcuo5Ek26Qipm8yNJLecqE22TedQ+M81DYFHo6/HrEZDY7gQtIPjATg8D6ZErKiAH97N/8wgP3iX5QLHt4GridhRRFpEkTAcSJl5FxEDAv3E3cdt6n00w0LyYdZeU5e82Gu/nlXNEnfEyWBcDJRqgBIMsk4SZeeiTriOtQOW04gKXyWWdsuTcnvPPql8eh2ydi0+pcXm4eDKm+ue/CHm8GoJIfBYYhMUTizWbflmAIYNqxkbvomwfbHrMdF9jghs1JORC2OAAu8J3ieCwJa20g4NWALs1fcQCmbygDLjQgASBubm26sOEe8xnjxmcwYgSBMWLbJ5+xqw4lIzThzHOs4EDITjVAn3oEjFlV7BEg4/ssukUjfXv/vfd9LP/lv/qX7mpevnTZv0NML8gxDrakUsR8cpK6xcGiFZspHq9u+d/kmMOKGVNAB3ZPtgYMnXFk/tgtRxuYH06lQYlSAond3R03pBTxZ9GOe3MaAzFq2jspVs1p0zAECkP96Mc/duChD6AYLIPMBGJ+gCXeBLF2wIq5wnMiHo0xwrVkXGBgLGZWm2RkjLmikE+LcSFF79wKhclfFZ7X3CDLtD1gnAJhV7q2jakNMNvjjhRcLnYrWXODFSoDRgM7HlS93X2xKO6dylDjBaAMthnn0+zobOl9tvv3pT8Vj8UXC1mX21Rk6IYlJ1BwvaruqV9NM+kb/ejOLbiCt4eAqmRBc+LtVTuRd+QfYIxSElLzkpNXSqZPgUwJyWg/JKOlvnU6Nf8dChMyIiNCxkZAeFIPNnoMxJSZx/HCOb9u9fmeh7Wajw9cP2uVunueV69cVXu6trO169/nfQCUrAb0aHd710kGRhBQyk2MO/PlEAEW8Rq1Q5f5Xl8seX3DMqWgP50woafL9tb33pbWhez45Ni9rVIySF21aNCvYZjdrcKGLnnpEZstzwtI21aIZuzZxjP7f/xn/3f7y7/8S3nuGKmwXb71puPGhaULnhnU2A9S5q6sXPRspFw+aa/des1ebD8K1mJCQe2WxQuzLl/HqcDIMvZ4d2zZd2OkMYLA+IGwkuEJjQHeO7HsIJU15TpeKEX8PhIWjbnk7ZWcpYVfyG3rSHOucdt5ztmgOSsmJt2YNasiE5Lxxt661zsnP5wwC4Yj8o//j/+LOwgq1JrJw4XkJggtIEIsmUGrHgQLWAOBG4qSiXPunJgQh6xKuBBYj5mpwZ5ELSWCcTBAgPZZrIofmDGCQZbEiLQhfY/wAZMQHQEYmjZ9h/s+vP/AY6kNdZRVTD+wVW0EUwlHZBcDBgjDxB0gOwhXg1wI7re7tumWOypmTz8j+o3yyKR5/4bZwFLmJ8Y8lry4suQGhiPFuWdlc9sH87zcJ+Ks3WEQSqi1yYLAdYy40jKhjB2LZ6yqEj5gcpg4nzRdC1vEHaW/jB3GMJ/DtQ5yomkH48dvwhbcg7HEKBwdyksRyLHIwN+EBihkXx4r+rwggHg6WH/ABHYMM2HBhQIoWGdSx8gTRuhghyyG3X77Ww7GAAnzjmFmMY12Y2wYa2eG+uzMoGD8GFuEG5cfI8I1tAPDhqfS0vcwUIwNfWAAYC5neabUN2AAr1y+pvEIvIIzueBezAEgguwR48ZdRIZgIfSRMSKlD8YJE6X+MuCBYaA9jBXtwXDwPe7vY6778G9YJO1gxx5rFiw2oRCNfpBNYGnYtfrKNm6st57J90OvmDdMFfkp5qbc6MLs+ZuVdTZSIWMYsV5LcqL/1EPvVyIULHTGJKgsJEbkxvI+8sx4hvQM2p+WgcKFL+SLDlaktdHeREht4DpiyXpGVHpIe9gu7syYrAvuxXKj/q5X0Rex/a6eBRscxj0m/NUX9+yzzz6zUJ0YfOCR+jhKxt1rGon1aay//uprf5/MDAw3YRaMixt51xexPpELFqloF2dKBp5jwZnrzv62/724siBZvGkXr17yuWMNiBBZKhacTcd+MTCnK+4EMw8L1JxZxvNWO6kKnwKy1RJJAYwJgSIbDx4/8+PfpspTPl/ba1v2VN4ixuzG9et2+fJF+4M//AP7k//uX7sHuXg+qNS4vrUWyHYhWAvjWcg35WopoQD7RXaQFeYffXPyqrHEi+czrmm1SaUT4xZW8B5b6DUS7nm7sW10PLc+nyr5uL98uuEx5quXb3jK6bTGie/zHEgB94j8h/+nv38HytwU42CV+0TMdSBX2QucsD9fCsEOobAGi40SNXbDyUWK6UaV2pFXRcJCkDvK4DO5BK25OWBMRxlMfgicIzgoBgIOcLPG6e6XJoJB7qjTrGpyVD+V4BxIpRB6jNoodqqBdCHXM1GmYVIf9EeWkqVNaoJJ/aE4CFWa9FW5aZpcASGTH5Hyc4psFKGXoCfUxhvfesOZeiSVsJwmiCpbbKqo7u97G2fzQWJ3SQAA6G7sbHmaFyVAiQlHw0kHQ1gDIAo4svBFfwEGVo9xywFBhJ3J91QsNQ6hZ8UbwEJQeR4CCiPCywAYMVzcl79xw0oCYYAO0GIXVlmMmmyNra1tH2/cf1gmbGlmZs7ZPuCFIDO+CAC73Ti/cEbMeW/nwBXwRO7z2tqG2N2evptwEL908bLuyRHwk2JKhDhYyNX4+SIT4K8PNQ6ABwKO6wo7h+0jYIRaUGT6DLCwAs+uwMWlJU9pIv96amLGmQd9Zwz4IW4dAB9y2XJGjyIwZjBlDFcQe076egEGhaJN7LRE/vienxOo51GPGtDBgLvwa+wAFeYL5RnILSY3utFpqO37djJoqD9FC6WpeiaZ9c0Y8vL0HLZCW4hTJRjnkNoYsGcyLY4pEaqxILU0HUqKPGDUGpLDAPSSmnM2wKQErOQBs5DFvTIiAyLh3uYupIWyAyIVxDfJdT6VZ9jttoPcZumkuu65tCxUDcPITUZ/AMbIjfopRWXsaAsGjHrLgGU0wkJ9WvOX8bHZ0bwjx2UxVbKuOA6MAwE4Bi5f1HtibRSRr9arAt2C33Ntc90Xi/cP9y2Ty3g2AdkZGBXwgMwIdkgis4eVPTs8kp4MTm12bsaWryzZuYsrAq+8n0vIf7FU3NqnfV8DIjuCfo3i8s7j0m91KyXdFgWxw9qmxqctQxW38dK4329x/pwtLC6pHTIU7a5AOOnzv/Zi3cMCsFQW6aZmJu2XH/7Ktva2XF/y41Sj049klgyppjxNAJ5yDiw0Tk9NuLwdHOzZI/WVCpgeL89j/EQcui39jcFgra0r8kHWjsYrkdPnkltOigmJXPVZ4B7aRJEzCiOWTYzburzSQSdmj2RICtkJ6UnVdtaf61lkWnVdj5HjyD+58w/voMicYk3smJJ8uEtYLRhXaEhcraub5sAOO63ivqY9CwPhnp0I9syj6LiwCACThOsFUwhipcFKP6Chj32CsQww2om52YAViRmwMWKc2JL+zjhwBuwXQGPivOaGBJBULBoPI9lvB+GWMyYEm/CgvdrKa6AJ43msssKAVmYX7dLlS3b98lXP1ohLiPy6aMBQSfim1CALAJy6cGF6zllwTy4n7gb1clFEQByQSGtCcJvPMhCItwNCtANgdmurscDCMhYALIYKwHAwF3PnOowPC2KHEnjCIhxmyzZXTmgJ7kffgiR1XgASJ2kIa/xF/93TESvnGrwWmCdjTxyYtDaEEoPJs0jve3z/nj1+zo66pBtU5g/WcGZQaSvsk6wbQgwIJ/2CzeItkNRf1pyxG4sFWJ5PO5AjjAg7mPg+coNMEKPD0LBAB6Ocm51T+wVQ+u9s7gBOgBeDBuNmrAgXuDclOcCg+6q4PgPkZyQ/yAdzh3fAPfg+77HRBG+H8AHPZ2wYDxY0uR4DSMoj3+GECwC7xXFdktV+LJjH1lDgoc/jaRkAfQc0dNnVnPK72w7WJjiPDWM6PT4jTjywvQO2tOv+MTYYREQaxO70/YTmi4U5sjNoU0NgigdxSq602tfQb8ZXH/rnuNy+lVltkhhbFNnWeETVDj6Px4LCTWwwgXmTp4zoD+XeI3cwbdoPaCAzHMVGO3LZMZudmbFzZXLgg/PvyEhhByUsOCsjysYtShFwf3aoIrPoHjVNOGuRdYeQjA2HPRQF5Hhhk5Pjbhg5JZw4PicOEaYoz0pfdV0vTkGgrusxxnXUMSddxMlh8jK7r8ZXRkpkEKKFnrHWRb9Oa01nnEcHx96e9779PSceL5698CSBb3/rPfcA/s2f/FkQLiix+JgUQz/v/VjffulrJldvUM9YOiPYZ7yRXe7HmCKDpL7ikRKOI3SGgfR5EIHF40UWuB8YBh6Q7UINc0glssxOPj4f0zgTEtxc3XEduXT+qp9k9OTRMy+Re7Cz6iQE2ST8w2J95H995x/cYRHptIlrWrV2B1dbAKofyuGN1AgGmCpXrPC29eVMTpZVFoWToJOyCoGQkwbVdtTHbUX5YG+syDLIAVsOQILBQCEAy8P6sa5npfbE36O+cEOD4QAjAYWd1t1iq8MCvLQUD6DCZcJidbmXrNWgJYtnMYGkXD1ZzRDZ3fIJM2J37KIj/pYrlgT84xYVyJxogPYqR/bpV5+5QcqXiakuW1p94ty+ORmb999/32pijuzSSfiquNwpuVwIMafbwuIaEhLSWJhA+kj/AAQMCsIGm2aSefEZoM3E8zng12pqogUGGC1ixaQDEaOFzRDTIt7EddSIIDTCWNEXFkUxSnuv4sYoFCCAQHjJVAkk7wtF3GD6opfeo/g6gIfCENssjQs4x3BZ0+5Z6E66v0BYyiDxFOMoeREVtgGzO4lwSyYtz8IXvOS2pWF+kLWRM2bCM3V5XAA5KXoIG6z5SJ4PJ2eTPkX97Lff/pbYSl7urgy5lJOxAWQJoxGiwfVmFyfj4MYcdixgBpAYw1NdC7uYExNGjug3bBzwZrzpP2CAgWCsGV92DALYVBP00IjuU5BbqbckEzF9p2TVTlXKsW61vgyiWCCbQaKsuAvYo+r/cMQiG+mZMPmRXOt9eZLktXYkmwlni6fthoMYBoFTevAq4jI+8XhaZIGdqUiD3kvm5Ea/lEsOqxcYa17oe1j90dDqt4wLmRjUN6b8pojDSF6qpMW6Q7nyA7HHWFZgJTYPoxe7xovFk0SmGMO+jL4aIMYcFGga9H2yNFZ5m5gq25Q8IDZakKvb0f06MNKcZEH32Ra7LI7L682n/RimlYvn7Pqt63bh8nkrSV9gtvXjE8k4m4WQKerFhJxBF8az6p+ANDn0rc/ZSc1NVl6ljF00KRdf1omMiHx2yk+X7oVbVmtW7fB01aqne1bvbsl72bVm78jkg6q9KZvKFkUCl216acbGCrNiyufkxc46iTl/7qK9I5l6+fylPXj4yIHyxdqqffu737a+cGV+aV5AP7QvvvpS+nok5svp8Cu2dbzu0QDCD5A5driSIZbLUqSpLJ178gqQTyXDB8JHCmgJH9WqWEzeVFPGELnom+ZQEzugloYwSPNC3euTSluyNmZP7r+w8QnJkzyDnd09rwlEttLK4qzLI1EBZBudj/zD/+Tv3QEs6yfBDjUEFYTHLAOmKI3HlyWEzlyOpVgVudNNLH3IKrsVtzAoFd+HXSEQAaMJaogiaL7IIQDFSmOV2SFE6kxYwOqWXMoE+OAGnbEkYjJeX1m/KRyO0gNEAB0xPEAwnOKct6COLlbL43tqC21ypiqQoD9xKYbn3IoJUDuYo1fI3a01NQh6Znas4Iyf4ijkVyYEaFi4plwc+hCTmWaDwp6YLEajJSsOGDx/8tKfzz14Lmf18Tf9RDBwm53pignACM9YIcCMEUqlOAaL8qXsWOO07JeeQkNMEssK46QvxHqpQQGbXVxadPeM5z9+eN8XlLiGgkmADffmmYCS76nXvwG8ipgtBpPx4DN2cfWkpDBPWDw7A2kT7cN9xaASNyMOzNxi0VnsKIhtw9K597OnDz12S3zTAVnMllOu6dPy8pJvsyV9kLYTHiPeTkzvu9/7bvAsgRX9QF4YQ2cfmm+ex71gXVzHD0YOuYRpEd/zWKCUCXGFDXEtBpEX93EmpnnjPYwDKVHMB2PE/cgZL2YKnnkQSkgR1d/9+o6371SMmVzsSDqYK9TQGZwQnL4CyPyNsvKbEBleASEOshkwcG68xa5oH2EL5iGk76ILbJFG3verB95/0lFdbgVuzGVNyomesXKPHiEPZ/V++fG0OulT3IKTN4gh02eYsr9ogJ570jj1sYqRTeVjG9LzOzK0AXCnRao8T1n34n6weuaBbAPmoDw+4XNNaICDAZBfCBMpldQD31zf9vaQ3soY83xkvynDRHgkrOlgbnLloPZHPzwQaQpSI6mZnI4UpLeSv5Njv77aCMaDwwcIMU6MTXo4YdTTPMhwRCxtd+/dtT/71z+yDz74wNqSlW9/+ztGkSaqw1Fql1RU5pdFO6opIncyTwLYF/bwyX1vL/sj8Mg7GAnNDWNFvzGkyBGyA8bwN7FvUkrBNn4jN+y6hc232zKBehabeOg3h7SCT5xEQj+E3X6vfptDOMr2R//1v3Ycykrvn794YdcuUW+cWvRHvrNycVHk6e/9k791py02esJpAgK2gdiw7wGXpSQulYizsEDMl4RrCaIG4dmLx1K0J9aU1Yh0YWh9F1wYTQDEKDQlKWOaqAAsaViwaj8uQJiUuzzhbtLGzoY6e+zsCveWEAGTQyWnU/1dlrXiNFxyEglZAG4eYhGQkLrC9u/eqVi4GCdsmVS79okAWe2UtPr9SHUj7MBuG9g2K91Cf0vkM3JlpgX0OZO/4QyC8AXlM48FruxsTPQ1oOpf7aAiQFm3HQEnblRUkwVzPt6vuFIwoRgBABXlgtkBLgALwo3nQIgDwGaM+A1IzEwH2Q4AIdfDmGDCGCCEhbHlen4Awddu37LFhUX1r+NgyA/hExSNuhssisGYBUkOAggoNYoxrIw/bBIFxNVCuKp1gYAYM8x4UpaccBELEaSccYIIm4IaYn2wUjnUnhpG5StCKxjPna3nArWGPBQZHgnbxvqaL5QAOID0Lz780Bl+Qv9mTr76+q5R3vXmrdec+VL/BEaH0QV0CZ0xXrjO1LeGTfh4i63ENN+EsQAFxhcDjWxJQD1Oj2IxTh4OEEAw9iiKj73uxQXE13m5J6ZrelKq40oNJ1bPj9lR60hzWLNkKekxy3he7E7jVdMYnZy2BALoBSaU54l1Rk7F7uVpab4mJsb0bNqn7wt4YO0DXU/9F6owptMclTSwSv1UCi+GJeacTgeLpQAmW33QExa5MZScpkFR96bayok+bY5SY0ffqCf3X0AqgAv1KBRE8YC+UahIX/bxAg8Yl5GYORXN/Ew/yZnHs9VsAIO1Inb+hZMBS24P5L4L+Jr9psa5bcVywVltOKGBVXepF8HvuAAzP5azsamS2hZ4zrlC2gpjeUtlRZh038rpofT3xDITaUvKg0iLKY+iIh4aX0pB98J9267sWqifdIPXC0nG1IZRoiZvVPcflyFLq139ugxFT/IrfImqvf2MbW1v2v62nivCSKXJ50+fO4kjewSdPX/xgr37/ru2f3TgNS9OpFOVetU++exzzc2JgHpexqppu9sHtnJ90U7rJ7ZN2ur2joGFHKBB7jJGsFjC+8PwEc5Su4pZn9+jyqF0Vmxf80P5V0qlYkjikmHqMw+EM0JmN8YhGeCh/q7UDu3P/vRfiwAfarySwoNt61HGAt2UvlCbfHJ60iL//j/6d+6g0KcCI/Lx1BQHCCYUa1OvBnnGCJnHHdMFj7muPl9zhrs0ueKCT9wOUYUF8JtJR7n4G0HDSiK4KCsWnYUhD3M02EZbl6XtOIh4aUcBB7mPMFVAgPYA8vxgzZkArJnv8BGwOXNwKSRHW1Osv2MaQK5h1w/tTqt9sE62eQMmKbEnmCUxMMAjJneF64rjY265G4fHrrj1HVlvLKTGAWZR1qCRrZCTkUD6YXqAMP3ke4wZyshvgIUx4nkABDFk2kQKnsc7xfRQEq4lDgywY0VJN6MtAOR7773rY8ezqT1x4cJ5vz/MmfHD7SLFC6XmxfOoTYGhgP1i+GDSVIlj3AEyGASLbDyj2QpWfVmg436kwmFIccMvewnOYM5IOyNmSPsYD74DsBcLweIlXg/PJd7HVLArFOP84x//xMMGKysXvH+UMv2NH/7QDy3wGheSHeaPsXYDIwDl327Y1B9W/pE/2sA4wCK5BvDlb8ac67gHtS0wdszFGShzPcwXQ48nhGFHNrme8d9a3XE51Qz6c5qjINukOFt0+QsJsIgvHr/yFvqDIFWLQ0x98TAqg61xzuXwHsZlrILaEslXWREUN3fjKIVL6b92V26w+tkRUOCujo2n/H782+W/kHdPkhKTtBe3lrlkByByQtyb+/IeoZhoj7AiazV4GywyBXrgwqmRIRTFdb12oCPJWDCO5EF7eE3uNjLphkxjBxMmrMUxacEJ60F2wEj9hiSgm8gYOkg/ZspzPpYwZe6P50CIim3MkIiJubLLUHY843O1c7zn+hxLkjNft3wsKEOQy7IgL8OeCqr56U5uhAib5ZOsVVHCs2Lbq3XfyXpa7bse/sWf/8g3S8HcCduBH8gGMo5Mcso+MknuMicfEVKhvQ8e3Pf5DOfZ8Smyc+uWZzOx6A9IsqhKv/cPqALHbkA853lbmTknJcP499zbrBwHpE9f8HZjUPFKQzK64GJdRoNY+ebqph+3drR/5CUOKK1w7eo1++lffODtfuutN30eyJCK/I3/8a/f4Ww84qoE13pDdvi03IoSS/HTCMSW2TZIIe1sKuMdg9ViLVamLkmJgvoFsGAUis4w8QAHE8hnDDwslpgojJKJoRORhIRCyotLzEaJvFwF9p/zTIuG3MJl8llfGAprYIgtUcydMAe1DmqHQaYGykcIhEU5JwwxskKSsvwsgsjykS+q++ZZHZbFh1kUxotWOdoTUzqy7/zg+za3MCtmIAOj63bXNz1euSImWyyNyc24Yrdu3bbx6Rn1KWEnsnyHem7l4Mj7ChMFLMg1RtnpM+UoGQ8yIYgXezhBoMD1HDbKa319y2PSfBcGS/sZF9g7J3sQRsD9B+B+7dd+TeOYtZ/9/Gf2zd27um/MLl24qO9SBP+ZCw2LerMzc7r/c3fXmHBOzeazJ3rmo4ePXEhwU9n23e0MjMJHuE/sQisKFMbHSu6ycTBAcIZgVGz61L788gv7kz/5Y/v5T39qW2IWLEZmk2bXrly26dkZMeiGAwCnmQMJzD/1tSmEJJ3WPETt9htvanxyAqe+h4GokAUBiOgZ/MYTos2MFfUOPClfPzDjlAzQr371oV9L/RXGBkUnpsg4A1YOOBpD5gMPB5bONSjoRY0Vi5UO6lJM5md6ck5ML2uJXNxDM9nJtK87pMuBsTlqCgh2d2wg7xFDMi1jw4I0cWaUunay64YvCwuWTERGMQeGbFJApN9H8qSorUFNGMrMUgN8+dwFi6kvVbX7pH6g+SbeS7EqKoW1PW7PQtuwP5RRmrCywJ4wBsaHg4fxpjqaFwCa7BGqnbHrlkM+0YNg56cYrUCBE6JZL4BVAnrU+2CLdjaWtVKiIGNB8X/1fVwsbWHSJmbLNrs0Y5NzU86QQwKgaCriB5aKbDubPe2KbOn3MAKASrfiMg4ZGQTJglrgjBsjx+ktxuEBYttdsd0OWV26n2fAiO2nISi5WeuHunba05xw5JM8DwDRQm0Hwm5bz9Czc+GybWxu2B/9F39uH8n7urpy2/7dv/379vHHH/t4ULltde2FtfsteVRRm5qftJ2Dbbty84o1mnWx5E+9hg851BS5qmqsGeevH3xu1y9ft+tXrtv6y3Ur6vNrM9ds+2hbOBLyehjkEIOHGML2qO1eG5XmmJCUnGxOd6nW9m1nf11eY1XyKTlUG/q6Np/B0zrVmLMVfE+6vmblqYwM3qzlS1ErJGc8DMThHOPlCcfSyO/9z/7qHYSW4DVKwcoxloaBgVnxZP4b9WEIAsVEEOMD8VHk5kHHd6vBFvgb68l3EGjAmXvwPdxfdxf1LLeUAhRuP2LVWNfxHr9RSk+BkivJc2FIMFpcCNwvtrvSvoAVncqVD7YBRxMxV0iT++U7wLxmgZi+rDExH1aeYT4XxTRhIDBLmMW8wIRnL15YCRRaig4b4Gw2LPGERp2YcjEd9HtfDBFGWZciwMo2NZGUpyTuSjvcEOi+uP0AAawNQMHdV3e8OP0Z02RBZnOTE1kCIwVj97i3+sh2Sy/2LQaLJafKG4upFHPnVFyOnmEMK68YAvv+YarkdNNewJvUszPGSnyTmBb39iOfxCIZh3J52u/DGDM+bF/FiJFxA1vlepgGK8PE5hBqquiRo4qB6baDvGOS7J1pCVwAEEIoPANQxiB7sXHNF9umYe6wbFzJhpggc8P80m6MGQwDQPWiQhpz8l1Z9UdeSBuCxQMwyBReBWCMXCEXvBhLZ51SetrGXNB/ZIk5JFaIoeTzqJCG7/WlWNyn2jl20K7oN9dty8UEfJEL4vlDQ76I7Y4chDtdzbvmJZUQWUEOCROoofwmlluTh8XfrAEwz6RROTPV/OFBdVoV7zf3YLwBVPoSjgUxzxgkQR5Two/OT1hI8oHB4cgpPNtQJziwFOaKrHn1RCn2aSOoHLi9teMeW7166vLa6w7Bf2e94vuSQBYOpVP8CAOYN88O0TMAIcJgtF//7/oHw0O+2eHnOjsivVNMnXHXe+QrM+bZnIyb5KsfwvOOyEIEMdZGN8gyAaB5dU4G3t8QoQk9pz9q+HwAdDwnI6PCc+vHXXv67KltPD32+792/V27eeumffTxR94OwpvI1LGIIlhE2BNyxC5Odg5CGNfX1zTmHScJ7HDFQy9Mp33DFSl+V65cVdvksZ0ciXgGJyMRDmJNjDECn8AUQofoJrKUTAUL+QA4v1mjQIY5jJr5jLyKLRezBceDKxcve+XFSxcuSTfy1qmGXG7ASOSeE/Ujv/37v36Hve8IIAbKJ6anidF0MQFMDsyKfzM4ZDegEKwuc0hq3ko+KB4akJLRUAbTE7wlaPxN5wDQIJRBrDNYIWfwh2HSl4i7hHzvP0KHUhPbakvwyCeMpXS9vudCovsBZqyQAqzESYm7wowzmZTF0oC5BE1WmrzCZgcwHAgUzGZmJ+3qlfM2MzcpFpPQoKTFRhf0+chysohBPELChmegMQF0pnIaYAFGNh7ERHcPj8TwpDhqLyLbk3Fg5xsDj6sNsKMMxDjJ/aSfsEcUkrFk0BkPrC3gjxtMiUBCCQAiCuvKrc8ZVwTirTff8h1qXuntySMXZkBGD/XVZtzM5cVl3SsmpWypHVO+QEM6FM/FGsCgFxeXHMDJr+U5APYvfyHWu7Uuo8ECLWlU5Fefih20dX/WAjT/UuJE/FWNYBFadUmKQToWYa2h5SX8tJez6mgzDDElI4YxqJ+0/L24gIXQyaQ8j/mFRZsSmy+oTSMxEM4shA3jBsYkM4wPgs/pHCwAAub3Hz6wr+5+7ac3XLx4yftPDQQ1zV+wZkAT4MWD0NC47CH4gB6AAYjiyWDsAW2Um99kGnXFzNigsFlZ88L7G8erdlw9skoLVt2zbCknJZcMqG1kWowkexAX1lXIP87IxeZ3XHTRgWvIeJi8OMJ/nGtX9Ge3NL4pjRcLxW0BEzU/ogl2N6YF2CY3vGIH+8fWI3+aQ1P5T3rJPRJRATQGTNee1R9PSlYpcO864WtBAC3hQ/RF+kxhHP0DsPX+Swdbml/ivQ0ZFMG4fgvExX6bXemomGbHK9ARZe+5JzuSl0ksmZgwzBldYwEvJCbdDZ9aN9K0fqRjw7g6kBB4paSXBRnFUkZsW0BN9ojYOOMzEHoDjEPJIOl2Pc1tVPeNil2ix2RxcI5nIiKciResVxcexItWiE5L1rJWTs3a0tySLUwsyqSYLa8siiQd2uNnLCg/thP1aSRPOJYOWf20apXGkY1NFm1paUEyJ/av55Irf1JjEbPsLHx7fVeeYNsurVxRW+J2fFh1IiFw8hAPNa1jIn1s7dYfPpbgFX8P1W/CsxSGAgNKhXHJOG1NOUlp1oNwzkgyhJGYLBdtfELGSuO8tb1m/+YPf2HPXjyXzG24/K/LQ4/84G++ewcLStI67IRTYwERjqIBLFlIIUc1IzBGQLCuCDKWeG11zRaKFLQpOAhj6WBoABFWAkHiHsRoeKEcWE8UihVHXl09D2bMdwEQTgoAMPgbixrUQ5DQybUHNCmhyfNzcl+5z4mUHuWDKbOIE0+zKy7sCyFY74wsNkaFyeb9MSlHPpcXe8o4AyUcw/djAnTA4ITFRjG86t6hP7ckBkS8Lfwqn7giFoIxGQipiCvl9X2UgDbRHsYI5gLzgR3BYLmeCQNsYcpYbawmFjUt8GJ7MWyRccMSBz+uWh7SwZXHC2GbOzvmMBawKAoKceAs44rCkxcO0BDeweqyUsxvDAVzDENGKaenp9zlxuXHgOhh7lJiWMkcoP9ch4tPmxg/QI8FSADec5IZIzGT5cUgP51FTy/hKPZH29OaC/pXlfHGQ6LADcx3dm7eqD5HO3mWcN1PZeEFaNAXddvnBFlhDLmWdnr2hOaQXXtcw3swOD7HwPFd/s0rGEMZED2TF3PH84jrcw3KRikBiAjzPJR7zRjAlBmXpr06YSUepNtliwJdzXGniweJUQpqfjSbNR9jVtNhtAApgjfqo7wD346MQWDTjwOi9Iy5c/IjmQ7LEHL/BEqv+/Q1BsT1642qy1E6K7mU/OD5eT8LuUCHiDmL7aUFDKwx8GziqMxrIN8UxcraxPiky2UmzRZ2ERaBEvJIRhPtQUeQe94LmHHA+NggRLuIiQNA5D3Q74A5M6K6kvHRmAUproQchFmv3j/Lq6dPZJagj8kwdTviMiJMDFkxCUtHEs7a+8Og/G27FxzAS8El/ivnJyQjMasdtmx1bdWalYHjzdT4gusM4wJeLCxx2smCkzlkk2cQDye9lEVrQkEw6+mJaXvx4qVtrG14Oxvdqp+E8+z5U2e/FD/ifT+Si47KGHl7REogHhhi5pUQGqSj0ay4rEJsGceSSNz02LSXH2D+8hp36rUPGWONA2VWwcqe8AimXkrOuxyw6M7zkOnID3/7O3coXA8LHMmMUSFuqN/kiGI1ul32dKekHMExRu1mkELSlGVZXVu3YTVQICaVyYSp8JsGohjEs3gYoIUw4W7CbrmGzoZlIb2AvYSSSU0IHGHHQxkF4mfQetqkhziLTsK6BHhZtQlGxvVpMRhWeKnuZFKiiCY0kaGwfkZuTU7gkBegsEOKPeuIDcrIse9stRWz0bPIxCCG1ZRS+M7GSt37kBTjgQkPOYpck9HsSHlltE7Fco6kPBH9GzeVvrhbIwAnBIOlBYQBXwdY/TAGuFYs9AE2TDK5sDBlBAvw5Bp+EGrCCEsSNu5NCg4bFFA0kt9RbDIVbly94eDCYi0Lg2yIgQFzJBbbwmEDrEof7B/6ScMYUowu4R9iyqUxdulJ1cSICV6NBBIw5IjeE8ERQFGqcUvGgGPhezJksvQscupaMnbmp8q+yAOQs0CIx0XooyFjSV939Vwv8COlwOMoC4DH1CbUn/cvnl8KUvwEtIAeMnYoA0S4ZHVtzT746U99XCieNDE16XNP6Ie+Y9wwzsgS8sfzMT4YMwA6CBmw8MzCjIBNMs6YAhR4Lb4YqP4RLxwl2LIso5gUSZBLmi5zwkTJwhmNg9heTIwqOMeNfghs5L3xvZNT8tLZ7CQZE3FJhATWuKzkMYulErZCDsj39VIG7YaYsoA21PeQQSpVEDHR+AucimMTXmMiJBDqnIjDNgTKSTFo6Sc6RmkDADYfzgdgiSSPREr0H8CPh+kn3wisUmoLmTg5uc38pp50UiCCcUVfSCfkCKVYWsCr/lHSkkwLFuDoL94i+kArqWdMkINQBOfY9fiRnPRHXWtGq3Bt9aftTBl9HnLoLEsE/FtzQbXG02bHgSweEUmKypMZiIFL1KR2MpwiBZof5DgeVrvFkK2TtoYAuN9I2Gl9ZJXNU9tZP7Jereen7af0gK5Y9th00b766nP78x//qca3YZdunLd3v/22zZ+btonpMds92Laj2oFVjg7V3p7kdc6uXrvsXscTeZ2dzkDAWbT9XTHqYtm9MGrGs3je7dB6qYPmR//TP6Tjku+u2knUAOzo9gg3ar6a8kwGmufsrI0X5kz/8s8ysaK/Hx7GhQ0mhi75HLGfglh+zt669b7vqOQcUkgBu0ojr79/+Q7CyXHYgOdQFg0B4D9eWE9Ah1girKN12pGQxWwgxoA73Tui4lvTv4MlhsrzG0EMwCgAbP4NuOCiYEEAPJ5XHMfllDsmhUT50gIdQIkGOijKmvKCEeKWxl8xH9ltv9/UzIwDFeAM+4FpA4jTc1O2tLzkC3sXLl60lXPLNjc3K/ehrH6EPQYHe2KnE/HFmASVxaMwfVNfklIM+pALydJLmZNyYVD+NqAj4K5rhMkj5Qh6QJhxAoQYSxgGbcPqAaD8DUODcfA5TAYA577T07P+XPqAQUNZABQ3RhoDX2TTeGGd+R7x1IDpUTdDxktuE0A0Ozdn169ft9uvvQZNdMAPUus41JZ8zZlXcWABm/pFCg4Go1Khep3mzI0d7jELZWIv6itzhrfCs3m5fOjfAYMmI0IsXwDGrjNYuz6Wogd50gdywzc21m1NwE9Y5+Zrr3vtg/mFJQdF7ksc/usvPpWx+NK9gF/+8pdebOaTTz7xEyxYxEEGAF/y2nk2xosx5B70DQ/qzOjRD56NHDBXvPDW9LbGROxW8+Rxe40Nnhzjxkd8ZxQR+Oj+LTFkZLkXE4CrQ5mxAPSRC++/uCAGkeORYPawOxihhxQ0rrFQELIbStnxMnkG8sxCFP9utILTjX01Wq++roOZ98VaeX88WbRULuWMCgP3cvWFGyGOK6KdCQE6wNkUqWAHKRtXYKkwW8aEbfC83KeVh4OLzUYfFveQwzPdRDZoF4vn3j/pFyDPMCL/nrfsmUxBbBlvl/GBkLhnwb91XXdErRzJg77P86nRgeHzQwH0guwh+xw8wRxFZNDiYeqf6zMRiWg4SKd1kFP7SAtjDQAUdBk5frWAK7AmM2K6NOPkTqbEdfgydS9krN3EqU1PXz7x7LC9wz3JTdlLybITFKB1IZAHQ6hwaX7ZyVGz23IPcnF5wb7//e+7sUE2wA/kmUVKHx9xRtqJcWJ+vcynjEs0EXjyQ3nS6M1YPjhBhYgCr8SrcedUfOSnQ0KFXqTTMYYwf+YCGSe7ivBVJFUM3eEfgATnl4VE/4k5cgKrnu0TC6PB0nLyx6A38tXz0CjiqSiZPhsGGv5AJhy3CLeVdDUUiFgyEwmQoUwsosCq6KADUV7sSGM1EmD5NlpZaNzg2qlcSE8bCmtCexbRNQ4a6iQvDqYEsJJ5VpZl+Yu0T+2H/eoeqRzbbtMChKKtnF+2xfkpG5fLN17ICoQ1yBI44qL9QRCDo5YFMXDO92MS8mzq0P1T+hyhTEqQEL7DakXs58RONHEwn6gGCWVHqAEQWCj349/0FwEDZFFIJg8Dxd8ALZNHShzuDZ+zAOjV0TRmsHXGir/JzoAFAoS4QMQhyX7BY6kcUj2v77UqPMFf7JCFC3ZTUqXrVx99ZI8ePbb9vQNP1cFNYoMKi20Yjdu3L2u+qF1NDFjehtgieem+zVsMB+Fh3CYnyxqviDNL37mlf4/re4xjG6MsxWGjTkJs3UMHAi/6mZOHRVri5avXLTtWdqCjvObWzq5tbe8IAThMYcPHg3swFmyDf+/9990d/a3f+i27JUPDIhdFjAjnEO5BtjCq5M0z3sgJYAOT9pCXgAql58XYwsIQfgw/So7rzhwVCnhtZu3BSTDufUq0dgTObLfuWqrE1mqBiZSP3+wOI1sBWeQst5NTGU4BIUpPDQ19ImZFt5B5wgSBB0MNkNO27t+qOTMaikUKuaxyTPnatmRe/QjBdokTwxZZNM7Y6vMXHirE4LPWQx8JV/CMoZj4kBNS8CAdZNVWsTlApS89xeKQKfQKH13++Mx/1Ed00iPHg1c/6u/Zv5EzQNl/62/G071o/Qf/pUYM49GK17wsJmoZywD+kSDnWX1qqr9kT6BHnMrNwma3S04/2VzyVOpNq1VWRU5YqJS+nJyKPbOdXjpq8lKGKSslpjWWETs9JF+bwmLCAeliRoBIzfHH6w81vw3hRUUkbNHOXV6y8xdXNJ8UDgrb5PSEPK99oz51SvK9/mLd12WoiXNuhfM88zJaMd8NOFme9jWfne09zU3Iy4hm8KDVOcK5GDe2hwfxY3VfOj8a5tVuwqsp351YysxJFvWdQVZykbdyYlbYOW5jmUnh3YTv9MtmxtUejlHTWMhjIMvo3LnzLu+ccRo5bu3cYcKJwaBEuP1uEVg80JMRckA0nco4wEQ06TAULCHB6VA97EcYMeGABoKOy3224sm9YSt8juKxGAi4IaR+wsmg5ZNF3AmLQslCvoOrTqActwblghlj2TMSSDalpKUUMJaQABHLyWorwt+SorDielwLMkEuXDjnW7LJ30SJNYwatGDRCsWuVIN6v5QEdSahZ2BgUmGUrmuDWlCjgpgyhZLWxfx8E4gEGANEqT7dUn2PBEwFgNb44VUwdvTZj02SYcNlho3wXMYDpsoWTHbKcR3xRxZhyDjgB4UAhFzJ9G9YHoaMcYDpMg9vv/m2j7PndGu+aAPZIPSBWOSF80FeM2yMXGVnmRJmD6+ofaMRsa2gRgngxT0wrmeMijGDGdB2ridmyfPoA/3syvLTd2LIgAOnmFPDY6wc1GteOn/R54dYc11GhiprJX22uLhsN2/csCsXz+lerHxf8foctI0aHbAfUpeYExgPhgf2zGYYnl+WBzKutmCsafPZOYXMGaCMLNNG0vIwdoAwY0MfkFFi8IwxReMhDc2+vqtxHoghE59OlKT4+n5T8smckSrJqysgdPAXALvhPRGZ0VhRo8HfP2PK8iRpM8BHrQ/ivw7KzZobY+Gvz1HrJGCKzquQO1hVMmtF6RvbkzGQfA7AITMU8eH7sGWPi4eCzB1nxPpNdgXzSH4v7BbwxiDBfGkv3hmGj3tBIDy2LcCVRfT+IbfcDxBDBgK5DWLNvMSBvd1nIbt+vOXvE/fF42QnG8atUWlIFhoe7vQdecINspaqInCMN4crI3MbG/ed8R+KXGxtbcr7DPLEUwkWTuP26Yefe/W+ZpXFc+mYGDLY8ExE457kYXxhyr3RZrfpc/3LT37paZCH1QORsfOSiVPPUz/cC45n23y57Tv/SFX85pu7dlv6Qz1m1lk+/uhje/L8sZOEje11+/a3v+1ED93r9oMSnGyqgRBx6IYbtS6nCtWc2SObhUzJSUJ0JMIomSBvm+PmBvo+ZEVI6HLIwh/9aNeD3dCktYIvFAWLXCyV70SaAosTMZ1+0nL8J5SnbnKyI8rdEQiHZU0Ak0RWSrYgpRizevtYVqNnL55tyNUb2sq5SUvmInJP03KJWrZ0Y9Iu3Zyzdr5vz/Yf2+bxoUUKUsgYBW5ydi61ZGPxMYuXMmqg2KiEqU9xF4HkyWHdWgcV62mC5golX2wraoLiEhyYWVZsdnJyzNnbKB2y5QtLmogn9unnnxibTii0or7bxNiEXbtySy5DXx3Geg/tpC3F6styxwtiPwXrka2h+wmpncE1Yf0I80julhSiOepYW67tvvq7Vt/x2ggnctma3bp1pMjWyWjSgHpijxozsSB2nvX1/bZY0kFFAC7WyY6whXPLtrl9aC0pzFh5ToypaM9ePrDdvW2rn0hZc2mbmZvxXO2uJo2t45QqJS+WkxU41RtWFYunZIRklccnLJ0s6L2O2EDVnw9TLRTH/VpYXVEsl9/ECMcnyrr/tMc3U5yYIMYXiuXFBiYtPzYlgxa2mthIJl+2dH5Cz+7q/Wm5dHErzyzKhZP1TxVsbuGCjGlEzzyVm3dRTIl+l+3xiy19p2OzC+eleFLaaNKPGUPBWxRxF8BX9vdsb21Nxqxt1b1dB5Abr71u80sC52TaJsblNsrgk7PL6RYLrLSvXLKPf/GxWFXDpidnxUDUdoEfayDpdNQK5TFbf/ZU7KvrGQmzM9P29NFTO5ARoig8W3CzabnFmZzkzDxHtVE9FXBR9rPs6yNHp2t24dKyDfICit1nFi9Hrc386n5t3fekDvs0y7EgJ3AYtY8kSA39r20RGLWAjJzUSEieJV4eNU0kFdQ2IYZOZhDH+rcFRJmI5JfyBacC1ERELvq+FJX1mIRVTyT3Yp7hZMQO6kcyYGOW8QwSFpRDvtZRO5QH0xMIaO470jVcf/LNCaXI35TBLUpGspIzGG5E/Rh42K0rORiwuywqgx0SwIx6AjoBihF3JzYtEjRSn/o1XV+VPBx73rBv6MgOLJQQ07WqnQ4OrTk80rcqFj6Q/miYIlRHg9Gqjyca20F4aOmc2pwM2YPnD602qNq953dtp7Zh9e6hLVyesuP2ni1kpz3k0230fPt1WYyyLoB+ce+57a1LLw6qNpbL29qLFyIlSdvd13undeGPxnEsa7/9/u9LP5ZtqTBrjz576m1Z+2bdFksLdm3+miWGSTs3dd4e339un//qK7ty4zXXv4aM04nk8cXJmr3zV961tZ1t+8sPf6a2yPMXSGw83bHdjUO7fumGFZJjGuO+HUp3D2vrFhUuCEZt/3DDhu2oPX5wX/I4sEsrC8IqESZ5l+XotGNmdDAmgBZGdKifobnQ+J7y7NCehTOm9skIxToysn1LZUdq34JFlufG7xAvxtrDonBLCD/EJWDkPFJEhDxDFgFgphQnganBrLFov/rxp5qIE5uW8MBgFuenA0ZbyjlzSYnNYIlHAkLYSrQV9ayHpXFOd41YK9p2y+ssRpYWawLTQIhZqGJ7LKusfrKs2oh1grWd7Ukvz8/67hzcda5nIQMLDGsgNQw2T0yO+CWLLrBnwi7PZE1x80eiKLBU3ExnpBJez6kWQLMKzncADk4IIZaqbuvFwgRMSII0yvk4UDCGBRYOwYS5ke+Ih8FY0B6YAeeQzc7O+/VHRxX76quvxEwCRkycm3iuxyv1HcYDRkROJYwFKwrzIMRDLIxNBTA5Sm8S2yeXGEvu3xUzgVUQ89LQussOw8ZtJAyCZ0JJUbIgTlvqq5iNhwJgAvzW+NNGQg2wD8aU8/uI+Z1t0oA9ARTkSfN9nsW8TU5MesbJg/sP7Be/+IVxHhlZEyT+w5QYf4r/02ZiyRzk2tH4T0/KvdN85dR+whS0kbWA8zdv2uazZx5v5oghVqzpE4vPX2v8Xj65byG1m3QiWDwr+sTqVlfXXJ5ZgYcxU9eC+SUUxJxSUQyGNRiyiCYyENF7uu6os+PzlSixi1IwJWaMp0StC8YjLkCjAQNSx/T+cBB4FRT4YcE6FkkFLJS0f0kKJBTZzcnLITwAc2JBLpsNdtpFJTPMK9cydxR2wvOg1AFsnjMcGW/9nzzGIOsFuTqT49qg4vPGkUcwdYom8QKkmUsvNOVfD+Y0LuNMDByd5jnxSC+Ya7nr6CPv4WkQcmBOyflHrgglUooUooAew76R22gXNqh2qZ1nc0v94K0dFof37dmLZ/bhh7+0Tz791D2Wm6/dcjlksxoytPtUIKe/yV7Aiy7kOCi4LCPY9lACp+qjC2znZj0E/USGmWM8sItLN3wjzvH+jrdzZn7K8WtyJkhPLY5TuCxlj588VRsb9rd+9/df9aHr6xTf+61f880bo16QHbX6bM1z/WNq08uXq3ZOQIvXRUia/O+TzpFfF4oTopSJOiKhQcxYY7gprFl9tup4RZ1tdhN2W/JyJIfoCJvyMHT8Pu0eCRPaFpZhDjxR/WiOmKvIjcszd6any2I1FGjZ81qmF+RSlqeK1pFLcFTdUQfk2g04Hod4Gm56kK9KbParD59aXyx3VkDLyc0LbMbAlREDbVTrlpP7TSdwX6iyNDjp2vTshM2Kxba6ovV6LmUJ2XZK2hcHlALyBQk4BWHGBbyAwUAKxaIf7/khi1JgwhUUbvnko08Emh07t7Qs50okudv3CUvJas2IYXo+sNwtjrwi5UiUQG1EIKO2rYFs1eRm1U/1+8Q6J02xKVJY5Nbpd+e0pe+JIskQsOKNYgLiuELHYqfDmhSN4L1YR17CMTHGLim5lxqrsDRyXAp5ygYJjcmE+sLvF48e2rDVsY6EvN55VRApS1HzvAMzBgXB9cnXZAOwKCwr70HNELa+4qp29aygqDuAwuesqBNm4lgtQAejhjKwa484tdcRBtU0+YAUOT/0BYNDXPLfAi5Arvb4phe9xyKLl1zUZxgLDC5KyPIQB2p6mUd9Z0bzz/1RTLJW2PQCCHl4REyOxVHKExJi4fBNdsux85A6Gxn1d2ZpyZbUbgzPlOZ6d23d/vRP/9Tj63Pzc1K8ri/U4K2h7HLg3QjhlgdVCqmbIrdQAo9yQgDI6gB46BtjxcInY8v17ciJWKO+G6/bIDKw3daGmGVbHpzuqTk9FShznp44j9hnXCBBzrw8ux6ZNoyHQFnzRWEp+s8agW9eQtaEzIAth//C8oLdsuQ16z76G/DOporyLqoONig/c+3hD32G4acYEMaeuP3WdnBqOG4vfdyRrsRzMSm+mJdAjPWFylFDnmFXbC5IY5X0yPMLaoOQF8y8RsXmWbfxo4gGcs+7/E0hMNN7FPdn3aJntWpXYCjvss7ZnWzYGvl1PTE+/n2qzyryaFsa+5HGlxohO3sH9vXde36g708++NK+ufvYQzcXz1+V1/qavXHrHdvbPrInD17YoBOy5q5YtVj/3nbVNteFNQ0J5lBt7rMhJ2vXLt4UUJes1+rb/OyCPKmye15ej1o/585ds1QhZ3fvfilvMOb1OCampixbonyoPJxO07NO9gS0hEN/87d/x+7dv2cUlropg0+q4ke/+JV98dGXNjs1Y2/desv3YGyvbnrmEllHLLBPTpd8sXQUlicpTz+bIzc9YwdHW5ZIj4RFbCxbt/3tTSuU5AmNTQonNK94//1T6Ze8kCG7HDn4QQRweKj32laMBTn+5HKzLkIyQOT16+fuwCaIg2BZqf3AKQPj0xNuTalahQUlhkVsdHKW3VVqoNw4lG//JXUKOpbWTVGE0OhVQjxbK6XEp7KmCB8lA1HM9lFwGknGgk0WAxmBM0tBzAurgrIAfjSSLbvEhThWiPZRkBrF4noY7IPnsqYC56npoMC5Z15IoSnxCXiigNwL0OG+ZwVs0BYY96UrF11oAB4Uf2d727cQb27I4gsQeB8w4VqUydmD2kmsDVAcSDADoBNw6fkleQgoJ+wLJgHzZc897IQ8ahZTiY2SnwwwUK+XuhIE+wEQ+sYzWfSinYwhngx9IvOCMeH5vDzuK4bEpgyMEKDDHv/9/T1nWcwP33MQ1vy6d1EqejsxBCh+Wy4uq9z0j34wBiS7e5yPU3h1Pd/2WrhSPvpE1S+uod4AssDCIWNN/Wm8JRYRYSWUC6WPbKJZWlyyt95+y26JKbEIzLXkX69cOG/vv/9t3yXoL80rzAggCmnM/ut/+V95bjYxZ2oFAFx8/+w51aNdjbeMocYOECaOSh9g5TCqhYUlBzqGMxi3YAcVv2HAnVCwbbltQd3vulxz+hfJBjvshgIwZ5iiShiXnBQcJRpRGMgZepDHzCGizAcbDsia4Ew5gE9S7EaWPGQyjzhMAkPLmgbfzyYEylLegNWSC57w9yEPgP9kgSJcHJEV5M9Tz5f2c40z+kJwNh6L9XiE9VqwRgIJYs7bagceHes93J92MM8UASNrhmuYUx8gyQk4gL4y1zBBWD7GiDnBuNFXPsOQk6a5u74tr+SlffXlV/bxRx/Zl/Je2HVJ4SV9RXo5bn/zb/wN+8EPf+i6CUmgFgptRn8TAmRwo3kiwBKo1yonHhMe9kOa76tO8JCtdXk+tHVWes58QzDu378vEnjepubmbGPtheuAL/RrHiifivw+X33hY5qX7sD2i2Nl+/jjj7zswIWLF2zncMceP3pkTx8/05zE7MrFq66Dm2sb9vLFS6ufVPy+yxfmnOTEsiHXe9FIH09S2dClCcke3thQ8sD8jGdn/T7hEZlUeB3s2YhbPMXCsGQqzmnpEStGBcr6m3+jp6wBRG5dmrvD1mUqwnldicmSFeXaUp+VClKnTQlrm9X1vo0Vgur8xWxe1m1gzXrTGvsmiyp3Qkx1b2ff6hKM3Z09B2VWKSvNhgCs6TnGmn5f7Dmsitaf1uUa1tXQhCxQWIwv6wXTC5o4WOxAQE/1MpkVy4v5zc/MWknPH4qBwIpJzqYmAEH077z3vk2NT5qoiVjWohUyeTsRS+e0kUNZbhYl/dgiASL3HqntVQnx7taOvXFJk0AMAyWqySDITeqfikGxYCWLubO1bdXDY+8vi52+CKR7sdDGAlRBAkKVrERKbl9Mbq1AtlY/FuPfcCs7kFF7QU1WDfjK8oKtqH1H+7tqS0RtrNjshWWB1oxN4b7TdwkGSsziEHnYywIgnoWLerbZA5CALZIGRy4rQsh7gAzZLtQYAWgQXJQAhUcgcFFRZBgu9yN/deXCJZsWOGLUEBYAhf6hxFyLUYExn1tedmWmAhwMBCWGmWNEEdoL54Mz0lBYlIrvAg48GzfdQVLGlYp2/OZ5hE/auoYj6Fm0oTTqggSf+73QPT78xc+c2V26dNEuXrqg9nMsT0qGZtJBiiyJK5dWBNRBzjqA4tXV1D7mBm+BxU1qEgcKdOrH0zMujDX50autZ7ZT2bZG6MBao5Z10yd+2GYvPpCrKeoYIW0sZIkYtTaoaSFPRh7TUO2GDbc8FQrQwsOBjSOytEHy1ONAYNgPhkbsLwxINnUN6aMYCimw7tfWcxgr5oj+QiD4m0VjWDvjzr2pyUGa55SMnETaK6JxXeukY70m+iq2NZIHIKZ8vFezrTVkV/O9d2Q1eXXoK+GQU3mE9Yo8F8l4py3GTlnMMDshc2KheRmxrIiMwCQkj0gMuS7GfHhwKn2pCBz37MmTdXt4/6XAbM0XxLYkE3vSkabkL1cYt4uXr9pbb75rb7/1rv32X/tdX7Q72K7Z88fr9s3nYs6ZSZubPGft2sDquyeWThTELBdtbvqcdHfK134GYuPJeFZtFXiFyFVuelElNn+wpb0nMvHy2aqN9O+bN2/4zsG4ZGOvsu+119d21u0QIidcozjZwrlzRh2VGjIoOXv7nW9pXPv26c8+stWnazYzNu254d988Y29eftN+9Zbb/tBxGAW+jA1MyZdPKcxEhGVTKFXHADSltxkshGbnixofmXUhW+JJJteJsXGW5aR0RWP01yG9b683yTZMrIv0VOXi+GJZIWMF+R2QPZL3yLXL87eQQjYeEHMpiD3G0tJMB0LtXOwI/bFGXkn7raS5UA8DpqNUK0/weKqgbohDLnfDbYVUuDFGbIaQywsFg/ipK0KJSuP5ScF2R1FKQ9gQvyP58EuEFquJUYHkMCKKM4DuwIcFsW6yDnmgMtoKu6ZB8TlcAHJ9aP4z/rGujMx2A3ggYvrsW0904FP4My9CZfg3hPfIa5LrJVVVI8jSUnW1zdcySl/iGKzqQaLTq42YYTx7JizSNJzoJQs8hCGqegHEG1oTPj+ZHnKz8wjRYjV5EkJF4yvJM8D5kpGCaACq4f5c2/aQT9hFKzOwmgIcQDI3ie1j0I4WFnGjDZz/BHpcRRMAQzZOsw84PVwT+rLLi8tO0tYOH/e0hS/wcPQ3GLR8QaIY1NrmZgb4wWL5hnkImMUADTGSvgjxT6x12+/7kyf+VtbX/MsEuYPAJ6cmnTGQByPn10vfnTs3gkxYJgysWNOs1hSu2D5f/GjH/mRPpQoJUOFPGfYDil9MH/k8JHYDVkwY3JdOWni8y8+tw9/+aE9fPjI1xFgLRgrNsjg1TA5tJsxZR4Zb17H/QNfjxjGqIktRpMnBixWJTCEmQlyncHEwrBMGXZf95BXIbcYWZUKqX98FmTtsEjhfskA70ysVq42niDtB2S9mpr+Jp0THeLEG56L18ILY8zn6Azv6xKf/x7eqOYXrwoZpQ/0hW3eGMLGSVCdjip1xPAPRTo48JPCV4SS1jUv/GxtQRb2pKsCaY3L/n7VDSZzAthsSTapeY33Q74v8X0KYj16+NCrm7EWw65UWDvZR/lccGoNdWKoHXH9+g3P+BkTI4UBcmQYawcQtUnpK2VkOb6Ll3umL9fdwynkAg9uZfmCH3w7VQ48PBZpkedxGWo3VDJOhKiglDDseKrgJ48kUwn78osv7e43X/n6Ua1RcfmaX1zAAdCYEforC/yG7lUtStaop/5Y8oLXkReRI6OEMw2ZC+SZQy6+/OozJxaELfC6o2lzHThpsumIg5x3ZSw1JyJnbHjafLkjmZ2xxenLjivZ1IT3NYjbi1VEgk0i3SEH3fYFyn11JYgl01BwKfLezdt3Cjmxrul5uQLq/PiEJaJUBxt6Yjsr3cRzIEeJSFoMT4DckysmS2admH3+8X25+1sW0QR1211L4V639Fvssd8R+x7LOegO5VawONjjZJPo0DIpuYBiI5z8QB3nGvm/AnPqLtCwcolqZ9POHPghPkzB/TEAM5n2Z+Gywfh2N3dsf2fXz99LUL1LDJf4cVJ/C3o9n5N42/bGlhjysdcSSETk+usn3JDBIOam9wTV6p+URzTEawYfC1xkJWHcrOpzBM+p3kfoySslYT81JoaRT1m8mLARZR7FtqiAFZa1TJXkmqifk0szNj41YVML0/bw2RNNZNUuXb9i733/fTEtuXkCV0AChQRsESYW8QJgO3IF4MVpIwgUqXEAA0pBdoGDgP5DCQAsFvX4Ny/Sd1A6Fh1YYACouC/foF7v40dPnKU+evzYF2kwsAgHzykT01d7CIWwkEZbECwS8nk+wkkhI5QK9k38mbaiLBhSQj0ACXU7AN3r3/qW3ZDCoWAsCAJSnCDCYiAuL8JP7JoSr6QowbwpKbuxueaZMMRhUzLCtVrFvrn/tYCoJuYaE4C88DGbm5txY4KBHJcCBl5FyHZ2d5wIYJRg4jBrQhuc5tIs6P676xYvmaULKQvnSTuLWVXubzKTlOIF4MlOM4A3JW8LmjpQW3ty0VtSKJgyRss3W+gHOaeOCGlUsGMYc1xMORaPuAfDngDCUBgKYpulTIFcs8CjEasHlKkZzpyOlcfkQsu4y9izm7Db7+rf0iG1aZzFXrHJZCzlGUzoa+u053UcQvqb4/kP949s2Fd7pCftZkdgXHHWDChDGPbEpFn8ZJGKtQHi/E/0w3mLADPGlzUeZIDQEDIKeTsngkSYc2Fl0Uoa67B04VTz3gYrhB3dlvpw2rGvPrsnfc3bbHlRc3/biumy17BYfSpdPBRrr5zonuQKo+ean7nzArVF6T/e45w8TQ4fKLlbfyx97MgLvHfvkZOXRFx6IF3gNKBcKWf/7Z/+ie0d71pG8sMBx9OS32KZeuJ9OxJAUuWPdqID7EbGmM+oPWO6f5edmfKAiL3/8mc/1+cv7bf+2l+TFxMcr3bSqjqOwXb9wF7N4eH+oT3deKixbIjJn8rg7VhNHgV1yecnr6jNIUvHJqVOURkXPFXJTqTnoRkye0hflMl2T4xNb54mST70r7/79h0Y0cLSQhC3HC86G4uI4cKQ2EuOou3JOmFJYSH/duJePLeN1QO3EAO5hh4jEhbAmNi+SQynMFuW1e+4G0EshsN2AZ4xCaLHkZtqpwT6jAHCoCjcAXPDbWfiYZRzaiOxOE4NwZLvqz246jsHu27JWYBCMcnd5D5YYwAG5ka7YBHBDqigngPuAky2LcGkvSwCYDFhxyy2UXTdYzxSHRRb/+dARLiEFXCAC8CBCdL2QpHaAmJRui/XZdJJj8cuL4gNq08YCWKsjdqpg9jc7Ly3c6iZgPVQt2BSzJ65IE4LqGKxYSb8ZkwAXI8Ds3GEMdM4RozTQIoOjjSWmCVZAWcxxCm5+jzHd//JQuNFeN6nxoP+vVzbEJP5yjNRWHX2Y9g1rrDFcQFjRPco6bvcA7DFI4H1sXnC51HPhhGT20kNAbY2c3/uzcIhC31kb6D4u2JsX372uX32+Wde35hTWkjdw6M5K+ZESiMMmTg0ykWhpC/EgABkjM32zo5Y9Krfj+enNV9eRF/Pcvc/LZdbfYMpw5ApxEScnRAJSsUKP3IBKDLWx5FDZ36FyWD3oyWDhdB668THoN9/laUQpmhQQkoW1GkZCGjJQGgISJkr8niD/N9R8DnAJHlnURmwRTYwUl6YS8DCxgNepLlNpCdsGA+K+wMAyA9Gg994LryvW/r843V5RosMLeBNpgIeAAWoMERsOEGvAAKMPX1ifDFyjBdZHbQHY8dajcTSw4tkT+DJoKt8H2+S/tIGHk5mlGcH4XmKdTq71dxzeDLjDtPlvbNaG+TtonMsiv3697/vhoE5I38ahr+2uu7y1NdYYOhLxXH3JMeLE87kCVcgAzlqR0gvT6Vz/C6Pl5wcUEgMw/CQVDnNOcemffX1lzY1M+HvV6qHrgND/Ucf1jc3nXFTD5u1iJ988FPfXNXwwyvWXO/xlr/4/Au/npx5PI3f/b2/6Qy+Ug8WzFM58ubHrap+37933x6ufm0PHj6Qoas42BupgZKXcl66ID1ORksuPxxJ52HGaJBt0RvW3YONM7zIgbDWY/mSocj3Xnv/DvEydugNdUN2JyXE0dlFtL99KEEz29nYs87pSNZu3says7JuPavta0CbYobdU7loUUtrYMelAIVksEJNxSlpnIWzcQ+gh9PioTEBXUSu2YCdPUJjEbbxDClUMEOxcAEZRwi9/c7bvmWYwjooF6BKUvVjGYKNjW0Bw4kL/1ATz8IFrBVQo+1bm8HKvqfoHLJ7UO5In7CFOi+G44WT9Bu249tPxVRRHAANJswQdaTMWD8W+DjRmHP+YKdn3yML46wg0zEpfem4jc9JGKfGLZqTRcwmLFMWUE+XrbwwY0Ox5fH5WUuVCzJSU2b6PMEuOn1neMqp2FFXsiUJDTVmo1KyvS15H/IYEFBivuReE99FudnejLICAqXCmBs7FApGgFITpydFD7AgbIGbijLDEFFgQIPMCIq1rJy/ZK/fvi33k3S9meAwWQmoL9apTdMSwLDaFNJ7Jf1GQGkDAAprYqMOC6IAHCBF3BYlY5GExToOR6VtvALjU1BfZt3lvHn7dd0v53NJiAPlqjdqHuJ4/vypffSrX9rPfv6By8SkxnaiPC5A/1ik4LFc1IruM2XrYsnEbTlUlx1RLDpvbm44kHE6zjvvvCODEmxior8YegAeo8S13+zcc/C9+eYVgZXkus3iZslaEnyUqVGncI+AqhdsW8+R0SA5Yc3Dt1GLkaHQiA6GnvMsqbDmmz7kHYp46e+OZFRMcxSkLFKWsy+A8bBhVAYuI5mR3LE4iuKjL9SngFGT+QFAkqqKQeQ0HrIMRgJXGHPjmE1PcYGVgHdqxsNiGCLGknkCjFkHunT5gr3xxut24+YVue4LNj8/5eMaz0TU37TAmxObk5aR/CbTgIja7/WSZTbCPUvputm5sl2+smIrFxaksxn1jQ1QCx5iogASslEqjjnoH1HpDpIT4gDhrsd/8ahnZ+adOKFThClee+26XbxyUUY+aRtbGxqjkN17cF96e2I/+8XPNXeTXhlwefmcXb95y8nA62++ZfOLi/KgtuyDjz+yb733rpUmSjISHPPV89S9pjxyqsGx1vCTD34i2Zl0A0bs/7/8F/+FPbj/0KqEUWtdu7Ry0UMXRyJ6eTFutsQXyjm7duOqvMWSLZ9fsis3zvvuwGyOjVvU8wF/hnZ80pFMT1tBhjU8kn4lpmxl+Zotz9ySUSyIdIrNDyUEQxG2YUyQSOpp2PqcGDsSaw+3fVNRs9N0AkzN8MjK5OwdwgMTk+MObAiUx5hkaRjcz7783JG8NFZ2NpZKvyqFqAn3baSDQDhjaiCWICkFARjYcskkjTTBCDcJ67hjbMwALIqprDPJdKjogkMcE0a8KBcDlks8FIaOS0XsCVcLRku4AlCBdTC5p82GMx/ffSchBwDYFq2LnJXw4nngKaAFo+ZzrochRAXYAJcvhKmdBN1hCxwf5VuniQsK5LxSngaMVVxSznBpUcL1yq4LHVWfeJXlaXgdZk2sP/fVuACeWFgKxRArpHAM49OrdxwoUVKu43dC3yPWzU4hDyNImAAvnokg0H4sKkxDdlnfCWpf833A2sdbyoxSMAaAjz72z/jN94g1E4sk9giIwnJ4Dm0mVMF7zDNj3mTRDk9C48uLcWTs8C62NjY9DEHfAD7ufdYf5oOVdmLkfE67kClYKqwvQXsF0jH1i/kg8wWvh1gx3gBMi63DALksov/NQh5tRRbxnFoy0GQPkZOODMFOkRsW+mgHm2mYj8uXr7onCAvCe6KuM/9uJBq+o6tB3qj6WpzJeLuHAlmYIpuOaHc6Hsh9UnJHTLBPYXnJ/VB94HuMJWAP6GKc+JvvkX0RyGxYgAJblnIyiE5AqTsRrFVQfYwcbBYC/Xsi0rSDcAdjiVFF3s7mGZllHCfFMJEJ0vOCdYPxgPGPwj4WxEZ5XkuKz98YC4BqRgYNUF6+cMFjwLBIDD/lY/F2yPRhzt6WUfO1HI0haxGs35x5XoTYRLvcyykWSt42YrIwz63NHZcRjv7nedXjuofHOIWa9Eeym+hfSrKDzJA3nBcBy2dL3n4OQoVxF/NByidJAMjmSYNqgyKAwowltemGDM31q9e8XxCwfr/taw8UyyLE4YRAA8ARZCyA7+7u21dffamx6Hv7b61c87AGcwrOnGr88aj3j/edED158cjl4PylcxqDZQG/5EPj3TipOmnjuDD60da/8WKnx2adtU+PLbsc5tNTTgi90p90lnrR7n1EWo43nRMKdgV1eFy3Wb+5vXLhDsHzRBygk5C3CPhvyeXb1ENrdiJGcnFlWW74sizBSMgvsBKzaUpYd9a3bBBFuVsWkdBEpDgJ/cQ0aOwgI+NhQPWpiAQ5CbRT0GXg9S1gxpmihKcVsbEJsSC52flSwWtPAIQcg7MnF3dnb984V49daT01uItbqA7ym4pN7MuHCaqHAumoOj/QIAG6sLaWZxiwSAcZ5n1+03HYD+5bXW5Hj8HQ+9yvrsFtSkhoK4XZUWqUgL9hysStk7iw+sJIbRiJ5RBvRvFYnJEkiNFm1I+EnisjJZe7rkHfPji0A7GgrgQlTsxX13QxFIcnLrQAIZND3JdJw9UjG4F6FocgO8kAAJwmSURBVCwqApIIGeyH8MHZYiU5p7yPImOoUExJqAM3ho0NC7jWzAffJRSD8gAQGJeKPAKMGgLjYRgpAjFjFJJ28G8WVsiJ5W8MOErE4hFhA9qO0iC4CDUGHUBCUAExAAfGDAPkENXVl6vOABFAFmSQDdoJ8HBgLbFvGPjklBQ/n/OKXr5xSGSDrIm5+WkHlEwmKWDdtJMqG4XI88542Ic2Ml6AR0lGH8CB2QBqaCeLcvwmZgur74ZH9p13vivAeGGD9sgmZkrOPtUwyXvEKkctj9vn0mNql8iI0JL2DjWukIyhnoWbi5HLFYL8VWLIeJBSFLUtJHbUC+YujoxiGJ2eIFISSvP2Mh4YnSDerOvwKvUdKiXye6R2Uh8monmMy1B5NpO+n5dx91oVkmnycYtj45bNZz38xgnVz148sX1O16nuOxvrDeX9sRgvd/zA3xf5wmsN0Vbqy1D7OSswn7JzK4ti1XMiSRzImxWLY+0DBxgD0dYcdywtr3pCspIQEatpHDij8eWLZwLnisY6KhatuRK7rAvEKrUDkbiWVQVElYb+PWra05d37cnL+/ZyQx5POmSb25s2isqjkOxUT449RMoJInsy7oc1kTPCLjLYhGGyAmrqF7vhE5lET+PCG8Jph+obIb4xyfP5lXNGcfkFeW1XLl6xtFh5o1KXN7pt/+Df/7s2Kxk/7TRsd2fbqu2K2ti249ah7R7t2OO1J1ZReweRjqUEwPmSyIQ8Y9Y4iAM3TkMiDZM2rh8OHwwPEiJSszYzxmarlIaVg2+DLfcSTrFhMnKkozF2XxKyqGrueu4JRSQfXiDq9vlLd1jZJwbDKyFmG1TWGngnYT8o61CWF6Wr1wPQGA6DfFlO/3VBkiIiWGEBKr81bQIqMY5MABTDeBBD8+O5ZZU46h7g6BzBIgROuhe71o4Pg2wOP9RTisyJFgASAMR1vPhFG2EKbK2FMQXAaW4lsVDEFVFEr3uhz8n7BShQB+5A6hfgcixXGRDxlBS9h8WkvYQrYMYwB+7NZ4CmM2cBEGNC3nZyKoivlcslZ2bs2ALEujJUhBlghOS14vLCVNi5xPjgcmL5oyc8L9gIwuQBmjAv2s9zATQsM2MOEAOAsHpe9CnmC09B3/iBxWKxyYn1+QDMdc/gmmDsYbbE38lemZH7yaYQQJ2YIYBD7BZQZpxK+k3bGDWei9vPbjxkAfD4te9899+CMoyYMWIjCWPzzrfecWAmds86BAwKFunMUG0jW2ckkKOfjDWCi5GlXZNTE/68CRlsWATxQebr/AUJ+yvjApOJSQ4YV9qNJ4FcMDfksjKOFNRnwYqiTMwhdTUAbJ7J/U7lPuKphZKcRiJPJR6kp418TWUoMCAtMGOF7JiDZ9jnQkRHZhyZpFogoRLCE4xBVv3gPhhpno+bzotNHPSB4jfIr27j802qJfN/5gXxIW0jN5k5YT7xFgBir2aoMeF63veypF28FzJ2AgPoRk4NhIUTrnougEQG2MmHsaMIFzLe5EBRtfvg6EjtCBh4oNeBZ+fyIUaMkaZfvEd7eBH/5Fq+M+wF7abgFWtL7OJjYTAu4kImFGEN5u/4qOrf5T3CcMgB458RwDHvIeELseDN9V03YAPZUDKoXr/1ps8lY0oYj2qPyAUhCnS/LsPKWERl/HLy4kuae4D7+Dg4FZva4xhsyqiePR9mPzMz65tHLs6fc1zZFwFkLeSkc+rX58pBOCYUY8McefNBOd602su8s3CLt9ZoDwIvf25e46N5HISdSM1PnffvndYgKOghcXkZjZTwDNyyINw46lMLJPB0kS8W/CMz+c6dk9N93aAlYS3Y8kpBglu05XMFu3hx2nJ5UokkQF0WAUS15RYcH2/Yodh0vbZj9W5FXZXrpo5RFxVCTN4xVkTSQYKGFEYsNAoIy+UfwXLZtNC2hlyzthrN0TBNWb/aSd2qpw29zwnBHeuo0bDjnly7ntg5wxqBKQroMhr8tNwdYovqcbCKD6OTorIoyV7/DIMotsUpERw8yblmPQALd0KN4t/OMjRgPU3gSGCc0kTkNNh8l6N4SF731CT9BzJRmnBmYsourJwPzsfb2bOIvIfxZM4uTC9anloJlYZJfW2+PGP72/tyZSbt0tIVm9ZkEU/qtjqaoLQVcyUbjwbuMoKBsCGAMEZ3hWTBYcVnTJhJxQAhzKQdEs8lVzIIKwi01U7Pi3U2p35K2CkxCFCdxcAwhME2WvoVVl/lLqqvxOwwIAAumRQ8l/jr7s6OLxhRnxllYjv3hq6BIRP3x5jyQtH5wSARfiDGvKQxYicaIAdQ3rp1y9586013hekbO/TSYusoflLjTuyf7BsElEMJ9mUw1zdWvU0hWKf6Qs0T4s7keNL+8cKYACPqWRuAC4vLMCQAC2NApsy6jAEhJhg3Ro4XSoLxDVvK6vsnUtArlk8U7OXmU8vGJPC6B+ft7e5V5VIXLJehqJWgGABR+6JRYq5h25IBQvlhaoSJYIdFeXy0l0UwDlMQ5dYT4UUyHAJnRMmPkwL8NXVOOl7N7xnonpXUJBfZ5wqQVnuDfH85mBqfU/WVbdnUWcHT40QQPqf8bpsTZMRmo4mwdCVlo0hPelUXiAmEdT2nTudKWbtx9W0B3UWbn18S4xvT2InJq43RCLnqHAAs3ehRrjPQYzalUEVyRG6/OnK8uWNVkShqUxzu7zoGpJICHxm1ZApWH5LXcCL9alqmELexyaxlS5KtYtRy4wlr9g8skux7DPe1t67aQGRwYq5okzPT8qiHtiGgPKwfuK6SSUHGyVDP4G9OJCKTii3RhA+RceaUCntt4Uj7pOk7gzPSSao+TogotE/a8vbbLjdv337DyvKmCOuNBL5kyxy3j4QNHRskhAuilu//8F1781uv27e++6YtnheBEdPfO9r1a9P5jEB/QQZMeJFkIS9qE8VxWzm/ZMV4yY5r++5VR3TvSLQtHGJHn0jgoGF9/R6FmlarHgkLgwNGPGtH+hm5NDt2Z17M4eata65kcwsTHhDHfcECkEOKQsXjQT3TcCjp7trBfsVjL7nJIFtjXG4UljontsTiXFouECypNmy7stTVGdgo+bSwAWYZCxltSwAllFhiGBen7/JvX5DTZWwNhQWxco7FwUXHcgMsvFhfZSJg18SsACtWUVnxD0644P6BIMMIYfXchxcAl9EzecEiuY7DQukHSgvgwMZ4PooCaLK5BZcetkUcs9Ko+qLYzu6WBFhCQYFwXUu+N6veDx498AWHTblGPD8rBSdmlxSDAmzHIoQDWj4GgCu/ydFF8fk+bQRMHQgYF7UV5kGoxJmVlMSZvcbawU1zxPio+XoFk0y7+cEKswDIM/g++cRf3b3nW5+51qeFe+rFcwEbXjyHfwMS3BtG7Xm5+uzuV1/7Agsvz3ARS2Ie2f1EvZAPPvggyHbQ/fgu7BhGQh/c21hYMrbA9+T++846jQVPZWMI4YoXLzlglo0qOWcqAD+xdp5N3qgQxudrfn7BmTB94vmUrPTP9SK/GmYGiJ40ghg77ac9XfWLzJPZlbK36dMHv3S5bBm78UJWO207a0yn9GzND+yMvkQjjO3I9uQxMC9+aKm8BJgoC4cABGNBiiYv8pZpe2gUMOAA7LqWjAYnn+PBnTFkhp1r6TfbqX0e9Z97nvynOaWvgPp4vuDhO/rFoMBM6T/vkS/Ptvtg+zyHAFDUX3p7euLphISa0smiyyFrJi4j0isMA2E/xpU+8CyMPDJI35EFng052Hj+0r1pvCOuwTOF0bPe4PIgw8g9GCs8j1q94fMMAWAh/523bgfHmS1f8PWk1knP5eNwtyqW/8KO9oPdjsWsPFFS3SBrwgJIAfI+LsIDviAnLDhrCH0c6yJryB2LvL5oLayCNZPS6p5GP8h2Cem3100R4KPTiVyQVTRzbtYWhH+/9Tu/6ZuM8oWs9xvSQHt8x67GJZ6QjGncMQTcN9R/NUb9oE5MMTvp880mFMar0dwNQpQUelI7TyTjZ0wZo8vNIr/316/duXxl3s5fFhhPpi1XHIg9ycplcFnlBlQ2NLh7alBHA2kClKyVx1M2Ozth589PW2FaLvCMXAIpWDIh6yur5AokQcYN6Ik5sPPpQFa6JQtFlSpitbACYr3RviyzWAHHxCTl+gUxYEp9CojVcbYjt6RElH4kT5MdUBTEh+2yG6yoZ0V0ryMJb12DzGd8n3t7qhgHinJPCTsLM3wHFYjKOrogphNqk3QbMNL3qPAWUT9ktvSeAKBaF0BpoFBRDRybB2CMbApgUibCYiH1trXknoVPe1aQEVkoTdmEFDMlNlE7qtnG05dexzUVjtvCzJI+G/fSfjLJFpb7iVISEiFcAxCwPZS2k+KEIAPWgJBvz3SlCBahSIkTn3JFom0OorqWrbgeqtDfXrxF9wAAACMEACODYqKUL1fX/X2MGUJD2Ibr2UZLKILNOgghISEAmwUgwgssghITpoYyxg+BArwIW2B0ZmZn/HsAKQu47OCjjTBZhBEFGJPQkzq1+uSJra2turIBSrjd7HgDfKjfzBZsaj7j3nHkO8ydHW4srLVP2BgSHBNPXwELUql8YdYNVdHj8ywkcj3tBhCINzOWw1bcjnYr8q7WrXZQsxdbj21HLjQL0xSuZ0cf/UmIlEAMMBZ8D++QcSNPmXHvdGE7QVwW8EcJ9SgP/fgRQjIesKGIZIB4PuEM/i5mg9NR+GF8fAFZckVpSMIb5NvyPBaeAQ/CZwiDhk3PkD6KrfmOMMkq7Bo5ItfV2bPGL50jDirjN8HPmJgqHmbKOj3q2hzZs/sH1qhjgMiSymiMM2qjSElIxkSeArWNoyIOMX2WSOT8b7IJKFlar7WssrmK1XZjxWno7FzsivlV68can5btH+3YYWVPrP1Unm5H7n5VfRIwigsNxd73D196LWtKZGaLSQHhkiUyUbtx87ZdvXlZYzGSy48ul9w7uHfvvj15/sSeCbA/+MVPLdo129/ds+PDffcMOUWalEN2zbZlmBZmZ+0nP/qx/fJnv/C0tY3VDTsvT22qPOn52r/85U8F6M8tlonZ/MKchXMRz8BYuXHOrt28auWFMY1tzw7FeqsyaOzahXClxIy77MDTHJ2cQhIw1sKs1olIIYcWaA47dWMzmaBc+NbWvGmeh5vOlC1+JFkXG++SQheQUsKKjjX/4O/84A6MRbDkCpvNJ13AES4YCTEihKQvSx9YzIDR5rBcYsRjUi5fjSWRW5MTlbRgYePZIK8zNp5zVrbTOHYlD0nY+ZwEfxoSaQcAzLMRPk830r9Jc0PByPfETcfCYXGKcreDOJcUTNfHJYAIMwwJhgOYwTKIT/M3NRMwDlh/mDpAwfdgewBQUoPr4QHupWvSAn1vn9pO+9m0AtMACT3mK02DcbI1nbivtF33z8mglX0cZhZmfDWXouiEAQiBAFZXrt+0t956y8YkDPSnJQVnoa3fEGsQeABeHjYghqx7s8mB+zkQq32weBYyAQD6x9jBFojFER9nI4TH4nUP0sPoJ/0/PDpwRgBr4nPYC+PgcWtdt7R83ndiwUL4jGseP2IjyZb3n7gav2kj7YIBYSDGxsadDefSAgXdj7AGcoNswHR4NlksvOdxeY0Z7QBJYEjMYVhGkm3PX37xhcebmd9cDrlhV9tZG2uevxoVA8VobG5tBIzG3UWBhtxt3qeNGDXuQYoWi7gs+JDRAGOBSZPux5wDXIw9cjAcai41ph9+8RMfs0607ul8ualCoAcCZrICImK0PIf8ZJ4RGr2SJfWXdnbE9H2BTgw6iNGSq85pysHGHzYMeDxfIM9iI4WLGE/caNrKoqO/BORsCgKU+ZzUOMIxbExhByGF5pEF2i6xsLh+I9scQoHHRFofeorMstmIvHUYHGCJMRovF90TTsn15/1hOziBBsPp4TLJK/2kIh/GjBdywU+QEXPi4TXqXbzQOKXVX8beDb/6jaHxXGz3RhK+o47njEkGmMcLbJkXM8Zwom+QPbJr8jmOm5NcFaY9Nh2PwEzNvvPe992jWpo/56mUlDpgLonnslvzj//VH3p7Wfxlqz+1Z8hjJqZMX8iEQCfI0OH5hwdHfh+yVTgJmw1qHFZBKIL2fvPkG/tc8vhsI9gJOTErWdV3p2cm/B7U3uE64vPcf7w45R76/u62+pOwmYlpX3Dut0Yu29sb+z5f+WKwzyAUDepijyLknhM7FztWP4kMuDwKCyO//ebFO1PFsl1ambYLGsDxYlzmXRbtuGENsbz6gQRpQI1QWYeImMPwRFagoRvsiyVRS3ZoCVm+cVm5UkHANxA1D4shIfx6XmaYsMXihCVOBcBHPStHJy3ZiNrx+okNjs3GryxYo9+1AylfTZZ1yFHkSWrAtq3arvs5XJz1NSW3f0ouxlRC7pg6kelI6PG04ym5NLovoCJWu7H+1HoSxFasKYuWtjd++z2TWtp6dcOKC0VrVQ5FgmXV1Le5saIVerJOJ2KIIiBzYrBzYnrZkCySJmooSxsRCymyqp0XixcwhDzPkMJGcoM7JzY5c15sO2tTkzO2dO6i3JewTVy8acmmPI5o3sZzJYt0QlaSYh+sb1lNz2eZ7svPP7JvvvrM9tcP7eqVa+ZF0SUoC7rH3NyitdW+qNj6Sf3UD8esCdBgxUMY/1CKL+v6VEJzsMOpy4fW6TflJQjUChxUIBY/xLto+GdVGUSOE6IifCor1x5PQFad3FqUAeFgcQZjdOXyRV+tvrC8aK/dvGGtRs3u3/3KPvzpj+3Z4wc20D2TGFYKv4QGltQYkooCW2NjDR5PQoYFzyYiAT5tyUUXYDx7sSGWzKkiN6w0v6I5GthPfvpL+4sf/bf2B3/4r9ytvnhxxb2sYlHjJkDxkIOE9dnT53oPYIe1svAnNzlftocPnknQcwLFrsAA+4h7rHGQjHB4wT/7Z/+l7ewe2/d+7YdS1mmxEAHV2IyVxqYsX561Q7nG4/IMY1F20sk1bvZsa/fEzs1ds6uvXbX9rapdf2tGoL5rW4dfi6ltWzQlEhDrCHTE+kUa0kmBreRh2G95KC0mT5ADFUbSoTayK7BKy4CQSjfsy1AKrCKhvjwuMf0EB3cKYDVmwmyvy0CAojg25gqMsaUSo2fbwH5h3WKkCYFvWmPLxple61iGUa7zKC5XuG7hvoxJadYy0XlrVdk8O26JUNmS4ZLFRwK+nmSok5Qs52x6fNnee/umXbq4qLb3NL/37P43X9nG2nPboQTnqhikgKKjfrREig729mz1+Zo+X/fsBRZ5wvm41dWmDXkw5GzHc3E71FzuSd8S2Zit7z6yydmCXbs1b8srE2Lr8kCyfYHUQN5UyiYXUnZUX7NoR96LdPj4/tAq63VLHBRtKjpjxZ4M28tjO1jbtoyY+/LiRZssiKzEi2K8l23hfNlOeyeWzCVs6cKS5JvywjkbE0hT0Co9IU+ZrK5peSTCltLVBSucnzGbFUBOZYVffTvR3O0cHtimiMXRMRiyY9/cfWQP7z61Wzdet8WZFREgkUvJXVhzhqffGrasK2+kL++fyn+ccO+lOKVbYbH+U2HOqUkfxjVnWf0rsms12xcuyXPNSEYy7ABO2kjYxz3DCWELG/6kw5G//7e+fwdrOBzJWogNkUiOBaNgNrGi2KsqRiEBle86GZHrSPwDYSaQP+YsM58LshDGSmWPhebzJXefUgJTGB6FW7D0XQGqM1yBNoK3erTJ46VsebE1MXZ9DvPoi2XxnJDcPtwSiaVfn4kGK/fCFLEnsUgBCUyHfEesOe0jz3l8fsIuiyUXZid8pxrsgfu1jzUoslRjiYABEkbwbeBqK8yLe8JM2O7K8/bkBmHZYD88l8Ul4q1nrDIayfjCFkySz+cX5vFZbfXZUz99lzKBuP45uTyYfkIxhA0ePH5kB2IiA1lU2kuhJCx+SCypIwaL15HXeJKmw7ifiInRto7awrwQWuH6ggwGbjlzxw/WGyYn6yHiIe9G7ab95EnyN3PLNTBa+p/QOBBKIvuBQkAUpWI8iehzn53tLWdgsHLmgUyGe/e+8Y0z9B8g4XrYHwtpY6Vxn99areHeC6dYw3Q4Usdjs2xRlZLDgmCS587PeVtg3axtaIp8HqhlABPljDrazRFKbA4hJMD3mC/aTOF6wgbUH8CzYBMCLJgsBBjQ93/tr9iKjIwud2+EzA3aTQCCVLnjQ4GHnp8tBbWYX+6y00xu75UZyfG0iMKuyyOnXTN2nuakNo4GQQYMBomwAguayBixW/dsdA2/PUar/uABehhqFOTEx0UmXC/axNqDeCTyI03UWEnXhHiwTkG+5l3f15QG2TPBPHobGEQZX+Y9JA0hM6YvkGcuUsngLEcW5ZzZhwX3GgS11vUgLoBi3MkRp3/syKS2BR4L3gWhRkDm9KTlTJPsCryhAzFNPKxeL6gjw2IWsW7S/fAgSZVj3uICGcZbb3m2A+WBCbeRJeHDxvhITujXzKzANzHnexK2HgW5+RfnRVTEGjEGkIX5pXlfPGZRnvBERh7zyuI5m5gKForZY0G2Q0dzhwfLojB6tb2340Ztcm7G8SniYUsOoRh5JODw+Yb62pJ8ZUSGZq0kMsA8Hh5LtmtVX9Rjba08U/JQFJs+6B+bhNCJ3gn1yFnMDuSDGhuwaMbas2tkqBh/CrwxXpTtxIvk0F3mMy2iwNz/9z8ir//eD1+/g/VmBw8dI8OKJOxagx1IIZudv2zZnAQ2VbREOmdp4sViK2kxx0Q6b9lE3kEuqQaR4D0zOW3zGmQqu430YBrUFwNmBXrQazpzi7LCKguWl3Wrc2YZsVwN9kBC0DypyzI3PT7FPQFnFgaI6VJkhxzDru+YMkuK9YWkSMTZwlIOFkW6eobXiFiYEgO9Yl2xQ2K0ZDX4zrYaedU9WxZTcnDXhHcEcE219UQuY1WM8qhRt1pb1k3jciIhG2iCSelLUKt4YszSYnIdiXetdWrVbt/W9rdFQEa2o77NLM3ZZ19/bn/+87+0Lx/dtyebL60lRY2KwdaJsTWruqcmV/cbl6BEhmH1I+ULCWn1DyWEdRKH9EUFtYn4KamEOYEIZ6sdH+wLHPQ9GaKCQCmpvqGYXqmMuJNDDiGPqBQvrbEJFo94PyY3nDKTHB8EMFDABoFi7hFuFzj9TWyL8fK6EgJrYstsyMAQUIq0KsDF5V7fDk4PIZHejQrgI6EjewblX5LisOBG4j4uZ4aaF1JGgB7Qmr+8bGW9T1oafQgUnhRFeU+at4sXz9vrb7yhfgTuNiEQwJ2YOCEoDZfPr2fryLhWKjU3QqxFQBR8Y4OuJ/bnSqHfZ3F2L3wl0NjZ2bOHT1/4xoJNGWE2PCxdXpAyp8WQVzWSAjp5H7jO0RgxV0A27WNNmIV7ErP3TBTNG++TgoaCyTZ6P0eDkV+jpulzzYOMBpkxjVPpjpQYhSa8MfDQB9kdLCayDvLfL0riNQTAHaS8cV1SpCmbKamNMavXCDOwaMyiIUBMJUApeZR0QdYuArlCHph7DHK9vqv3AAk2VgXxa2LSnJZTrR75GkBDOsm84HkhfxgManqwYaMf4mBYMk4INxAu21X/qJ0yJmCOy9AH27yZB07WBg+8rKj/RERcnsrrKVjSxr3exvbTuodWEpa1tfWXrg9H8i639zfcQN99+MCLDj18+tSei8mnkhoT5lVjj+xClqg5vX+472Tx6Ytn7gUKdJx8kDTCQiR54Mxb9yA4Bg4ZmZ9b8LIJGDNyuZHj1c2n9vbbb9m4wL9ex/UAVNuat2MZopB1GmT86Fp5dRhXdlJCngL5CsbIjarGi7/7eEu670A6Ttg2E52QqlLMLPlvfyK/+dbKHW60sBwMXKNZCWoXSKGxEKR8EFdMZwpu+UrjeWdU5DPT6aHcdRSEfEuK9xDbIumfSWdhjeOLGChcCZR9Q9aWF8cZIWjxotwI3QfrRwyZ+AvvkwuIJRl0yPdserEglDor4GHBCXcQZjaUcAMKuFi0myR1qstlJ4u+elrV4PJ88m59wacSnJxwYXbRJ1Gw7GySRRvuQ/yR60nZI1ODjBOUhsUnQIt4aHB4Z3Dq9MjikHsJj5RN/eC0bFaN74tNAnR1CTTPHpuUG6l+jaRsMPCp2aBK3HRh0pk05SxhBhQJIq5MrJa2wMCJGbIQCSMmB5OC9eStOvOTcp5ZWDJGmHgEIlDsoK6GMyX97RZbbUSpfRFJ481BjSwyUY8A5km8m+8nJWCeTSAA8ZV4PY/+kuLF+NIHj73nqQ9BRkTdn42b58pYHLOlS5csK4WLy0DXj4I1hTQKofaGZEhiGrRDMVMGkDFFMbhnkB+b97bSHmKdHCBLjQH6TB41c8cqtjNlCTmyRS0NNrRQNP/+/QceMww8t0kH6SA7Iu7zgQyxIea0fmiPHj6yx5ozjEFDrizjlJtKeTy4E+H0GHkWcsUBx3hcxk9yHonIIKjdI/ccWXwVMKsdgDKM29dMZDTPvDBf6NP9+c04wZwB2cGITBFYN6CNN4YHygJbzD1R+s0CJzKBsmOFyPIJ5leek8aAf3e7QzeSFCZinii6jzzSZj5HPsnwoJ2BLATyMOhTdD+YW2LnsEsWRx249Dnjyn3CMhC0i7YiV+qCt5dFOV6MUTAPbZfry1cu+D2oCUMoqjRG7jixdPVAYx/sV5CBCXd9HGODoo9L5yjQ5+RQmKM2XebIf+kfW5BhuGnpICC/tHLRzp9f0ZxWnYEzVrQXVown6YvQklE8yqfyWp8J0NnDQA0ecIXkAgzhfKHsmVrIJPLGgdHE+A+ODyTTNZtdnLbvfvc7FkuFPMMk6fsuoiKtx97/UC8qPBGOSHcZR19/0otnMEaUgXCPXqSN/sGUuVbS4H8LxnWtjPHZT1+e0u9+//qd8fGSLS5Ni96X7LTTFMg2LV+asfnzlyRoYgQxsa2EOp4QCEgpo7KwHBxaPRWQ7R/aqcBDamYpKSNThIcy7MF6OVFBrp9+krJooYFcoWMB/rApxdIgim/CImKyGjE1MClQSaoD1BpmU0BUf0uiXVAR0hy7itJiDAk9KytbyvHvUhJyOTtitgcaNMIXpL6UZliIWrD1gx23fNls3hcQukcsqITsXJkKVLLsMijkMFNLgBzPqKx0rlSwoix9gcyNgsBXRiaRV7/TUoyMrLgYc0ptyei65MS4lRemLS2msHL9sj6TMdIEHKvv3/7B96zaPhE4XbDxeY3vzKSlxgoyhrLYCU0su8AEhE/XntvmzoZtq607O1sWT8dtdnrS0+vULCmRnM5mQ+ZjaPXqsa8sZ7DKmvDRKHBRYagwOn4IFZASRgH8iFwf/p0kFp/M6D2YM9+BdcnplUACIigjsTIMUkTKh2tGmUUOwcWiB7v1qg7kbLEHGKmxMDYx7Z4HKUYk5hO+gEVzLdvFOSePXFHqTty/d8+eSUEQ9rxABqZ6cLjj4Y2SFC0O4OralGQsLhlwodXc0SaO12J77ltvvuEhIdxt3OmtjR31WYZORowxoO8oF1XnKBl5VhgfRQLgACfkyctYbm/Z119+rv4n7dLV18TKr9iuXHXuGUlLQYUXmSI7UyVncsfFb3UfMhQIocVluAW4Ypfcm/gIfw/0JQwkC2sOugC1Xnybh3v9FKkkbBpwK5Vm3Stk8wnucbDJgHBhAOIYJe5DfRkPawBoMoJkB8Gkj/YF9FRt1BzpHQGUOGe5KK9SYxETKTpFJ5B5GYKwKIhYGTVfImFSMhNWyovtWs8qtWMvdwlo5yXz1HmYX5wVuAUZB8MRi3iQGNg2+f5qr346/Yr6TSEljZV0Y2Z20t5847adO7ck0HpVb0W6l/FDHUijxBAwLmyeCVlJ7SXD6fRoJK+tYQfrTc9DL4usLCzP6/lHInRmqZwMl9h+jfWiDucGpq1Q4oSdkggAOzmDZAFCj4RjYM6QKLJ+XhIW2d0WgRzYca3iBZ0gYmzsWRbOJaQnGCrmCiyhVvLqhnRyc8Nu3r5kl6W/4QQLz/LOMoQ5de2oqTkWTo3OdotSoIzdq9TF0HhpnphLvCH+BoSZI07OoZ3IIKAdHlHFjnRYwlv6Lc858nd+4407WJihBTvKSJx2EMuPW06WrT+Q2yhLFUqyu0XCR0Ba13c6NWdyx1ty3TUAWSmF74CRsPA31sZjrlJ0Z3JSQpSFNDeUbaiG8uoJfD0XV+/hIh1LoWlweYLdO8QCgxMz2E7KXnUYpOe3ypp7ZkAy75aKHmCpi7LIHBc1Nlv2vfz3V596jIrV1hdyxeMSCJjXTG4sYKAaOCwq8UVnC2JoQcbAmD+HVWKYFVtosaz0BaaE9fYFGI2Lx7TEMsgK2BVbZwPFxtqqMwZyeLkf22V5UVOBPrGdHLA5WNsS0HXUH3kfuh81JpgPjBKxZ/KmeREng+90YfUaX0+HE4sliR+B9AlGodVGWAv3Yh75m9ANNbBhmb7LUONG32CmuHHEYHG9POZPahZ0BjFy5ic11PNGmhMELdh5GOwyI2leE+xMAMUgNY7sBqq4wVQBTk4sx/ByHiEgyVFGCCUA+fXXd61aO/TQB1XAWvohnYpjuBB0vKXxhXn76tNP7dGTR174nvoD/+yf/3O5qJseC+YQA/fkJBf0gZ1a5L0So/Y8dbUPd3aLlXD9EHp58PChffbpZx4LJqWMwwKmZMBp55cPv3FlTI4FuzgzE8F8h5MB05Hl9vnp9YIqaAMBk8duJX/usZGFofGDiTJe5MlzvRceQn7Y0afnsBMTj2Jq8pzYU3CeHjpwdj3eHGEWnwOpSnBPPB7ALNAh3ktGc77JhywixoPSprSH8A9uO/FhxpuQBaDOhhBkmDAWv0ehqsC47ptsyJbBMDOeZBShF3iwvNAxDDJegTPCpABIzxuK6SJXeJDoG+yVehvE5ckPpv4zDBe27x4SREttp8+Mz8HBuoMoBxAzfu1KsHY0kZ9xEJubnfHnsDiNx5bJiQhJd9ryDNj125O8sHYQ1tTAxM9OdCE8wP3JWgGHgu01ZtsiNOStU/iePkZO+i6/Z/qRznL6iwiDDAD61RkAvvKQMoFH2hvimcgAiXx5TZZucOI7onE2bnj7vIJ5bHo7MGTOhGXY6LsfzKwvpWLjml/d8H/wE/md71640+l3rN5kq3XVmlIG6j0kshNqFDm7ExbNltTjoiQjEdBgCVR3KKHpqPPH+5IZudYatLhcgr4GqdeVcLIiWSWhvC2h5lkU2hkJTCTgIya4LrYnS5ktWl4TlpEwZDAGAt+psXGbmZ61yfEJBxHOyiJly3NYM0kbmyxZcVwDmoSfi93Juol0aNLDVp4c851ixm4iPfilmOfKynnb3twxyn4uiZn4sfyxnI3JxaY+86QYXwGw0uDD6sp6P0/YQozQg/8afMIICf2NcJEnq1FwJtPTc9myOibWTNGXF2KCDx7et+qxXB09f1quM8qzyRE5UjSNhDiT+l0qWU+G4rks8phYyfLKUsDO9VzSc1oyUORPZiTQCFhTihORQCcEoixqcl1PwtiXA8SiCwIchH6IFQbbbXkSrNjTLJyhCDpEsjhcM5ORcHs6Vk2CmJVCskswOC9QmuOgwAvjCnihkDBBFoDJ9YZdu+Lmx2xhftFZstc4UTs4cQZDQBjiyuVLriRPnj52YSQ2PSbPDMB49PihgPapb6d9/vyZM1/agZDj/qGc2zJuf/Zv/swePnjgKW/E/ABnThUhle/KpRsC3yVXJNg6yoF7iCKfWz7n/aAiHgpPnJEFWwCTGOqKxvytN97w7zx7vmEPHjyy+4+eyrMzeUsZr45Yns37FutsMS1DmZCkA4yE1oK895EuTolxcc9mk7azo1Ak5BUon8mKhyQEZhRtx3V3YBYYZDJjbgjpL/UjkBmu5z3GApZJ+IAYNAtIhAQwzjBvxjuXXtQ14+5BwkI7varmqGEnzT3pRVU6Qe40W7kJR8Cmz8IZgcd03HiiaxtqkwxQVuyzmJedDQp9HVc53PPUd6+xY5FDgdE7amGQ5ZPOxMWoc3bx0jmvSVIWay2LzHAqDEYTksUp7HgOXlZAuMFOwRCemtgJP71mTa2O2VhmQQA+ITBe9jrI5fFpkUDJeyoibBIBbFZFgCI2KX3kRHYSBVh72dZzGCfAH8OgQdfoSf401gHo77tMU32N61oa1xnJKsSsJzlr7dfVJjwstUVyTcohXmKxLEIm723vaNOOxZz78jbw1pudis91Lp/Q/MuQdtmoEpyyA1MmGwi7cxZiOiuKFsTgWQegfRp/XUQIK5HMQZf//34iv/nO8h0GbRTilFgUruWWd6w860xqqMmLwdakyJJo9TdQ1m4v2JmToq6sBN3joQKptoQfxWRwsK6U3YNpsFUaC14g1Un3aUgpsSyZnFioAHduYdFee+01e+Ptd7x6FVvViZ0uSbFYWYeVMsgkbcM8AU063W4Gbg/FkHhlc2m3eBQpRyFrUhJqMnMCA7GmKwvn7Tvf+Y4lcJ0ExqlcwPABcNpHWzictCCQBYgp5ANjw/vUWGpCpA5SEmLO7FbC5a6oj5xBR14s1aJwj+bEGsj/xIoz4RQqZ8EsXwpiZyPdCxca68s4Y16cMUsJWWWm0D4gRMEdmBF9PGPCfIfFA07h5SiEYAGJBSZW3gNGxovVfhg2sVdivqyiY3hhJrBCjsqvvYrBO1vVtQVfDxDQqy0spJEVA4t6+vSJx143NtY8NkdhItiFifmxqg1437t3z7apTSwWT374yo3r1tIYEVvFBae2AbmifJf60LBr3F3GnD4gLwgxGQCPH3OCyLpfB5gtLMx5nvGtWzedBTNGAG82HcQTkQ3kAdminyy8TE/PuAc0LWDgyC2YIN7Lb/zGX/X73HrzLc0Xxe6r9mI1OGF7UzLHOEezIc80Wbw0KWWfsLGZ4LBVghHMP/lLLnEjdmmSI0wxL+pmtJx5kcrG5xhS5huGDAhLDXytggLoyNJomHKFpu30x7f86otBtg+bYso+r9zTy47K+KDQXI8cnNaDnZbhSLBGcNoMzrLkb9rrHoT0L0rWiP4bDoKTUNgAQrt6Qw5GZj0nyBJwNig9xgtGZnb39vxzDD5eH+tOzC+sl/vMzJW9DCvvBWGbhH8PeSWXHcMasHyyUIJMFNpO3/Dw0slAz0+rZPDIaPXzTnZyKZElPWskY4W8cOAAYbKDo6p7oqfNYMxICoA0IAMY3mdPnniojedgeMnagdShx8xzQg+8/fptz5tGzuJdTaVkkySBZyIGq5Jv1lgwAM68U2HPCqmeHqhvagPbxSFoIn14YImQ9F/fRXa9Xk6aynl4mYE34wv1Gjvy7AF/YsuMB5DCeMciQW0UB5dXvyP/9B//j+6kC1LKfsuOT+o2kiXmJIFYctxqUtRkekrKqS/GBMxqvB/REY5apy/rJYvc3H2pB2iQxbaJuRBGIAbVFRg2ZW1LRYqrE4cSqxaAH4pZowgZDVZersLVlRtWlOJQ2pITsXMkkfeIz+k+crmePV+1RTGxSQknQkuWQkcWql4/9gD9zm5FbY3Z5tpL29rdssWlebsuMOjJ/aAq2eVb190FG/RG9vL5S7s2f0GDRyxp1vYEnrXtPUsIAJPEIwmySyFS6l9IgNY7lauigQ3JQkSlQMMOpzqcioRLwTSwVblPT18+sXfefMNOZE3vfvG5XZAbPCHhPa82873l2Xk73NqxMbldC5PTNhA7HopR1Q8rdqxnX3rjho0Aek0HuwybEuY1uf0pzQMFfThrEKGAZQPE9OXaW2/ZswcP7cnjx/JkguLvGJU1jQEFd3B7yUQgU6GLNyMjSanCdouV36GUVW5ukuyBmHU0N0UZJ8CblEQ2VqCAk4uLfhIMCvLxJ5+Ktb90tjEug8Wuq9du37a5K9fEdPr29Nlze/liVcD93C5fvuJF6vMz01bf3XNggDEFRZDyPu94NIQvKLQO27hx84aD6UP1CcByhRIowQpZaCUVblZuLMwbMEApYCWElbKpMQl/SIpY0XOX7PmzFwKe4BBgjATfIYzRkjcFwOHmNxo1vx/eDAdaUjagcSr5bbbElMICehn8qAiAZH4QadnK4ooVJrI26A6ExTEnCAPkRf2AbQFozu6liGTMMO7UgPAFcYEBLNiPjtJvFNPBmRi0DDYplWOSFxY2PUQEY5bXCaOGuYHsKLWn1MnQDDV/MOSIdIMiOz25zyhyX54rYMpuMQCPbCrGPljQA4xJjyQbKil9lnGR10R2RYhTvHU9Ox6rtbofPgDI+LUaG4/vatwWl8VkyyWHAGpr5An7iB1PT5cccHgWoEq/hJWaO0jUQNeJ2On+ZLIQSsKrY7EQ2SNtkl2vnGpdOxrZeHHS/t//z//Gnjx5bo8fPTPBmuWK8hp7Las0KnZUO7L6advr5BxXT3yhtiGWSjiDGi0O1tIfwNnJhZ6DgcXDZXNXrVJxpkzdGnasfi65vrF8yb78/DPhxqLkoeJhS+os/+LDn1tFJCsmpg6Dkk31PQPNVt0ZPeUKtta35f2zXhHxcCCpNqQS4k1jMDjxhnlHr0g1daCG5gq8MX5s9InG5JaFOxrrgYBe2JMRCfxP/8nv30EJT9kGLYXnFGhioxOTi64Q0TgFO8SS1aqhHtDhGBMpUq2x78Lc3tt0YThzOwExWBFpcigWu5ywnJTbxGp6PFqKl9G9qeF6fuWaZ3nkimNubbpDYjcRWxdgffLJJ9ASdVazrA4DyjkJAxYMZsLrtN53d4MFQnYYLiyIHQHWxwcuYDExZ4RgZ3vXBa+cKPhBnCSiYyGnp8S6ZeX9dG79h5XjxTZWLFpMYAcYJgUmDKQ4hgsgCkbNiI2DHY9jcsgrlnF6YsrbT4lPhJpTSgAPYtOw2cPjI2c0ABzMuS3jgZUHhBmrxlHASltSEAAFVwsG/uzJUz+yxyuxCSw5yXdyUgxues7nBxaBm85RNLQDRYMhowQoP6AMM+PwT5gxu5MiYrpZCb0+sL6ElRg7C4/ObMWCNsRUMUbEiOkHO5VgqPyGTWwJqB88DKqQceSTr4prLrlPDDah5+zqHmcskHFBxnD38DT4Hjvz+M3YEgumEDsgipK8KWO3s7Ptn+NFoNxkNfCCWTNTCV94Y1dfxz0cCAfMNVh04ZDVKc9sefb0qc8/ssP36A+nivM+ntfKyhVf/Nk5OHTQn1osuweTKI68gFK2nHDPg/RI2tMXePN7IF1Abtgwwt9hzSeMMZslXzo4Nog1BK5hHFBwwArDQTui4ay3iTAHzJNMDWe0+jd6Rd/oFCEMxojPMGB8znzaCPkmVhy47f0htT2kj108WXlpGnP0g6OWkLvKUeARxSJBrZSDyjOfS9c9fe7A/uqHv6mH456cniHB8vvBvoN6yhr7BKB/ltXjl/gLWUaOqGVDrBymrKY7MCHv6B7yuSj9q9QqtvZs3+X2yf1Nv9f6yy1PkYvHg4W7nkgfHtvq2panaa6ubXu2FcDJGHFPxxfGTePD4c8+XgJlPqfYGX1a3VzXeGTthQgMny9OzHoxLsqd4h0QKaCt2VJGY9gV6XrkHlpdHgie1MJyUCRsR7iHhxjXOGIESEVED8/OJoQo4FnwHljREyGlHcT8eUFUIRiehaJ+IyO8kJHI/+5//z+5I1Ni/aiESl9gFXxGClGamBfVp2Gs4uLCS1Dke4WjxMyQrapuLJCu78miiUF2xBCaYj9iabjEQU3TA3dh6Cz1KSjgk8rkNDdhuT3zdvu1NwRGeYugwGG5ZTQsJNA5adnDhy/t6y++keCUBbxi7GKEHDXDtmrO3Ou2T+3oQAA3CAvgM1bQT5lMiAliWgKMwyDpP+NsJW4vnrJHX72u92xajLW6fuBFXCiEQ+FsDAqDSV95cToECeXE0Bm8BAxPn4l3BoZFTKIiEKSYP7Vmv/nmru0JoI/EDgFB8iAAr7wEgJOqYWFbAlXqgFA5aiT2Sj3mqDwJ4lARMQZ38YYRWdg9O600ZICKtrx03jjFmBTFUzHdt7/1roAs7VXtrly9LnDoamI7r3JJa64sfkquAKQlbwXXk622ABoLpixmokReewRjS4xLCkLSfVDOtGNVARaLjJtb2/bzn/9cwlWyb7//vhhycLApDIWFHuKFc3MrxpZcFtEAnEuXL1ksm7Oarvn0ww81kmTPBADCc6kvjGfFZABLtAdmzKIhoM7fgM6p2DXFoCj0g7IC4swPFdi4HsDgvo1KcNQSBhI3HcEPYnchT/GaWZjzuOPdb752coBhgC2PjRf9XtMzZcsXOU2FBVVAX6REhqc0rnHU0IxNp/xIr0SBbIye9ITxEvipCzBEdnCigLzH/LE5ApIT/A77nPACjwPGTL2EoO2MQWiYFGAGW3almZo3vSc1QEnJtOA8Sv4mJu0LUPoa3hLb6zOprECkrVZrjExGCm/UyZAMsZ7TlhcTDbMQxSLkWYgCGyxG16mLVG3bwfGuvKSWdAUmL4at8UPuMHBlyS3rBX7Sif6DnMD6OJzCAVnvE06EtaO6yJgu83nG1WddQT33+eTFb3SSDTAYWcJ+OwLj2nFLetOV3svrerwnQzpn585fsrfeedfWtla9+uPDp4/s63vfOBhTZbJQmDSOwJqfm/YTe0ryNJCdlnT6UGRMD/GQ3JQMLnnQ5Ftz7ifhxGURB/Tjh7/+V+zl/UcyoGk/iJdzQjnuDnablzzinVBTZ3fnQDPFXBRs//BQjJmt4QLkKBuvwq5feGro15J0BMNKmYi50pyfKoOnSL8xZlzD1GuY3GPvd+v6Q+OjMeEnJIyN/Ef/5G/fwcIgpMRwggLnZX2BSv+ClhEpU7CZIEVpGJKL5wpfcUuXkGuBxCGwAFuXvGQxk9PGidzTpsdteWU1mVgWUrAYvJnZWctqcKwlhRNz6sidYhKPBcCffvqpffoVK/M1d+UBAVxfjhYaCoR4sR2XhY9KLbBAMGXyo9Pp4IiifblmKEV2nHjniW8PJY+zFMmKCcklOhSIyVhsb617rEkz4IwAgOdFipy7Y04ABMwJrDvZD33dV4ZB/zHBC+cXXQC/+uJLz2vdXF13o9DXpGAl3Vrre6z6E9POiZ3QXiCJ3NxhGrcv5bFoxndOzBhwaUu4AFRAHjeYQuIsVFKkCNZEnF1f8Fg980G4AqBCIYmdsj4ACMHIAAA2kRBrxyDSb1ynhO5zXD8O2IUAmap/B4f7zkjOVv7JtUY+GAuYD3nKeFKwSTyR09OulODI2QDMnjoXA7VjX4BKzJscVW+flJA4NjFeFsJYEee0ZMaCcfexUDvoA/0FwEh9g/HiBbCKzeJiaazk80rsmfYd7FWdaeKOwmQBCuZbl/h91sWI6A/u4+LSkvcFMMC4UDlseXnRd7Lt7h67F7B07rzLZ1dyzrxNLOY8z9mSpP31rQ8h0bhLCjQmSYvIpaKtQxkP2kXaGf0lfOcGUeN4xiTpG0aPz2Wi/P42DGqtcC9nyM6gYdaSOskZsqXHOSgjF3yXmD7eKH1pd4LYJeFBbgchxWiRtsXY4s0CQIQLXB4jLFB1BUACZc3P7AL1woljB+0GLgBfMiZghIQKaTdGFc8ZgMvEM543jNHIxpN6aMCAGR/mEKxgHng+WU94KAA2+IAOQNLY8MOO10wo4fJ4uN90j+XW9XfsBz/4gforNrqzIzvf82tZ9EZPx8enxN6v2eVLN3y+MqkgZMLWb2K8a2LRpE5W5ZHiWSJ/vOgHckExeXSSjBPWJrLRpD9/Q9/Fw+J9xq8tZktK7dzStN83U0h4wkCjVXWCVZ4a8+vZ7MNkEYphfJcWzjko16oiVSJrvNAtCK2TEo8pB2mPCfWR2h/MJXPMPDrW/MP/ze/dSYkxFKfGLTNesrgEMiLrF4/nLSZBiaeLvjc/FJHLJRei3d5Wh/ck1I+kEBtyBcQeR8FDSVKGLYRdIAS+UuCYfhOzHCvPSPiynuPsR9YUJyzG6a4xvacJ09wJdPbto0++sV/87ENN2L4ssCz0KGal3Jifgrwwu2gncnU4OTbY+5+09kidkIDIj3QXi/gZiePHpzUHkYEEhOIplcOax3vev/G2uy+zmbKHAtoy5rF8xrLsMJwct1E2YU2x4Rb1n+VBDLNxa4kydZNSKrGfk5DYiDyKoSxgV89NjotB6zsctDl9bsGi+iyRl1LLRa3pvbCEOyJDkWAnZLkkpQ7ZoxfPvA5vXkAkvPFqZJT8I2Yyrr5mM3nrnLQ1vsQ82SRStLnlFY2x+nbSlCFqSFjOWZMYd0dKp/H37b1yYcmxbMtrCcpgyk3VGBBDBKAAJsARVo0L7WU8NdfshkNwXNkFHqTM+cYDgcV7737LlQwXjQ0XpAFNSRlgcpyRFtP8ETZalADfuHHTQyJDGQgWUTgKinhwsI04cG/7AII8DOokUxnu2rXrbixwwVFWfgABwhZsFiH8gLIDJIAX2QHEbtmw5GDUE8sulPQ5oCTgkMyx6BjkUZf8ME2MJZsYgpgyMhUoBofKrm8+81xcPLK8XNidrT375u7X9mL1sZ/Zduut8747tUfNAoHvII6REzhLJmCJnN1HaIgMGYBP+u4A1BNZIXzHDi4AN0jVCnb/0Vfe43doSPqi9M2NN+zYtdP7QklTmDHgR26xkwLNOSc6A+CESUIxkSIjzQpAZAxIhSRdk/kuCchOxSgpGkaWR99erj3U2L+Qx9uSt6rP65Sz5bvSIwE2xpuNNuTbkt9O+hjZJqSj8b58ATcZkAoNoqXk2ZLeSpis32NTyKtQjT6jDxhPD+HoG+wGrNaO1SYx5N0tz7yprfdscXZF3shNAWxeHjbF+9UPjeXCogAuPLAZgeet127Z9//KD+w3fvg79uZb76hP87p/VEb3ue8/+PKLz13eOiIjkEE1xGPjVK+D+QYGes3T9ZoiPBTw2iIcIUPAeZAYE8B5c3tHYx2xH3/wM6scVSyd40zJBd2rYceHDbVpRV5u1F6+2PKiSZF4UAzL615IhSflhWMkKsdVETh5RZIZSBdGitAd2/F9c5FwEYKUjiQ1osKIkTwOYV1kpH//b/+T/+AO+Y3sXWfyWTwAr5MC5RAVMizYoaI/dAsEJMhqOG3tu9UvZbHkEnJNANY8Th6m/iMPk1XTuVlZGzGryekZtyzs8IIxE3McCQg43VpoIqZyaD/96Qf2wc8+dhaVzMgi6/oJubRXLl+2azeuOBM+Pam6QoYEQli8sAQFy8bCnDdTrcci1kmT0+dHch1WV9fEXAc+eN97/V11ReCXzDvzKE6X3HUmLQxLxg4gGEdMQMZCIq4boOBhDH1O+VDCISwueJxMxornU7uCFBqqfrFow2++RzYCkw9QBHWUU2KwDQdAWjuU8AIQRQEbxoKjtgBG0T5nBtsbm2Kd+2i6x6bJ/f3VRx/57kR2DsYTMmiaDwAThsc2Y0CyIKCCgSK4xI+p44yyA1704ywPNSfmSW0QQJwFwanJCZ8vTw+CGWqOcLmoS0E/qYVBBgdCTgw4mcwFjMXZdFLMfsdDH6REUYshKDBESc+Szw8GAcMAENEfDmwFhGGzCDahHwAdQwpzI/7PfZk7NjcRh/cNFPqM7A9XDPUHGeR3Xs/zLBLNAYZma3vTF4GQCdpFuhYMjhxUmP3u3pa3jxovMOZPP/3Kv88OLraZ33znove7FWq4XFiShTsBkP7AmPbbjGlgFLkvxd2Rr1AoYEZ9ARFyH5du4E1g7FwPMkGWC+ELrvOQC//pt8+/tI37EFbgc7bMu3ESgJ698CAGYpKERFB4PEGupz3ci/vMzEzrypGH1jCC2zsb7uGm0xyUmhfo1v06jBm7OtEF5B6ZJIURw41cpjO8FxbICOT0o2ZK18lAkaf2ylsDjMAOf2k+ADq8Rj7DO+LF/CJbjDE1Y6wRVMvb3am65zI1ueyMmc/BgZ3dDXnxY2Kpyx7eopwo2TVUX8ODbp5W3XBsiyBgpKhrjKdI8SY8AWQJPZqZn/H73bx9S/1mZ/KYe5Ki0C4bC0vLnj6HgVlaXrKHTx4L5A+sKWKD1xARKYMwjARYLKaTEri2vm6FUrBoi8Hj+XkRKPrNUXTMA94Bekk6L88hfZb4dyIV8/FIi3iyrd1NmZ4NAYr8r/7T/+AOWw85v6stS+5BZw1+JCQEl+COqCDkrpGEQX9HYxJOTcpodKw/5S7KrR/KZWOlkwpkBPY9HitGnNMEX7p03YE4nZHlZoNEtqRGaDKH7E+TK13hbKwd++qbR/bFl1/Z+taxAJ5Sd9NiZSUNcE+AsCjQEgPrjSwlFs6ZeFGxiqQYQYVYIwxZ3cJtYAUb63xCapI6/0RWFJeJoskktl+YWtY1cj8rJIWL4ZYk/JmE9RMROxXjbApkw1lZsXzKBrynv2v9trVkn6hX0Qj3xZDFWBJhkwMtBqXvmBRDvan3W1LmpNhU2CbnZ73q3YeffWqf3//G1vZ2fRdfUsAyc27R5tSWBJkk9Y6HVthGPjM14wWYcGH5fbB/JLCPShhnxDL6Mkw3bXxKSiaNAMzzUqJSISzloebCUECZd0GbmZ1ywAGYGINcjgI+FGCpOnjj0rlh1Lj1JAiVKltS5SFFIx7awXAcIqCwHnfN6q5IZHjAVlFe4rUI0acff20LYsmk+hGy+tnPf+rjzYr9t7/zHSnGoTNhakEAGoQhyD2f0/iwKIjRQtlpN0LM4iULUKwPvPnGm95GhJowBv3x0ILagotPH8ICNcCW78JAAG3cS8JYbLlmByHMaVqs2OO2micyP2BWjx4/kmzGnMFVjk4cwMndfeP11+2td18LFi2zAiA9qxWqaSwFjhm25QuYBESkp426gDRx5qCgFTpBGGXo9VmCLCRCEOqi2siGmACUGUfdWPOecQBjXgjvoNhcA6jqbVd2DB4ZMxhJwJnxgznTz87oSM8n84IMirZ12xHNtThEhOyDjMc+t7cPbX39mcatJ481Yez4C0VO5SEc2PzCLY1rSW1ijiiZGsSfmUOKSWGMPa1OLJqQi+DX++uEHu6AYZC8sp7gG1Rou+QToEJ+YO8aPgEb4YyYGDo734QTfqxSyJ59ticv+DV7/fb3ROAWJWMlW325Yc9evBSAdez9735L8jznOr5/cGgba3seLut1STGL27On933+CVewTjKUbBA24zxRH0C1AzDF0FAgC4Bl3QXjzedFyROh0cXFZQ/XsE4D6C7KM12WN5qXlx+PpezCpSs2IW//UORhbmZJXuFtYZP6GDryrI8OYyvdTiWzr+aZzSlZNy5qRTAeGjd29HlxMOYexhzKCV4F0AONDVvu5XlE/tF/9Lfv+ORKeBAijjtC+AYduR5SIFa3nQlza+40qDjTq9W3/IEkvPMRdYhRiDEJgbu4EzNBzCZblPVm9VQgKuES9fSdWw25GR5L6Q/t7t27dvfeI79O8O4WUwbMO0Wlt6tXr0qIYwFDFgBiAR8/uudKN3zFosi5dXdWQgDjYhs4Cv3p11+7oAHKb731tpXjMhAotpSQGPpx+NSFHDZGPyiQj8IMI0G1Oomcu+4IIODBkVIwNUAOdtLrB6cNs3gHYy2KkQIaJVlM3CqKnOBKl8uTrnQcV0V7YCnE2ronHT+d47R+4rvVknLbYA6d05anwmXV1svyFMgUoH8TU5M+rriTnDK8uAC4Bt4JWST7AnKYHwoCUFH7gfE5aXB23pHejzjjiApU1XCryHpDAMkTxwNgwQ8mBavAM+EzQA1QHR8Lan4gH/SRMARJ/rSJhTmABRed2BsZOsRtCT/QPlKrEF6EEpBGSRiHvb0DO6/rWfghbzslowYLR9QwKAg4rPbsbxTJAVzPcbAPZR3YEXrkhRAF7AQDwuIrGykA9CtXLjm4EdMGaHBj33//Pd/GS7bIZHlBrumCAErjJWUJxwPmPUzIFdarHT3RGIhhC1x4dkftgCmHh0H+vATM9QcwRg66nSDmTYoc/UdmYI34mxhA0sOY53gkH4C4FJbnkUqGcWTxkD4heMwnBITrUeSivEjkFP2zaJBCCADDwEixo79F9YM8cDbtUPMjX+RU72Wbneeswbj6QF3tvsa/5fH4ugwV8sw4M06MIx6QNMrvK19QPwIOdDaCd9B1RsrxWK43Alhn9K/mirbTZ/9QL4oMnYVxSB/zuZNc3lp8x3dUHuzX7enTZ9IrXScZoG7NW2+/LUaadFn87NOPXU8+//TrIJ/4xbaf+9hoCBDlKbALFPzJ6hno960bN/yU8vffe8/7k5QhQH/2Dvf97xGN1GtnbV1ytyGvc9UZtQbWPhORygjDMOJL5895HnZLBIuQh9THT1xf21j1480q9Zeu50wV5ITUP+SPsg6T0jN2sCIPQapjQs8Ndn4yLl7nXWDMvCJDyA+hk8jv/7s37izMShAFOC25lkXdjCI05HB2uw0NkNhSRK52CNfySIpWsYNDNiBIeCJj1iMpPj2uAZ6y/igtFs3W3TF59QLjZtQOthuWTZU1WFnrnlLAQwquQR9167a19sw+f7RqH3/+pRjyuiXkUqXERLq9miavLYWP27vvXpeFIiYKUzjx3Uezs9M2L8tGoXjrDK13IjCXsJDFoAYLf6W8UU5gSNiTB4+lOGH77tvfskkxKzJGvG5pQdeIZY4kuCEGS0IekrBy+gmxdEaZ+B+Wd0LX9KUAURmQS7PzFusO7HRv3xYFeNFO0rLqd7Qjoe1L0ZpDS8rakb9byo/bjIzT4tyyjeeLtjS/aBcWlm3r5Zo9+vJry0nR0rNJm1oct+mlCbGwkYmTi3k3bedoy+6/vO/1VWudmtzOTbt49byvzna7MmjEEAV8bQnSk/tPpC5xmylPW7kwYb2WmPtJz/Y29wS8YUtFOaOsYHnNQbk4YakiO58i1pOXwiYg1tYrB7tW15wTMWTHoAiN7W5t2YkM8OvvvGMRsR6M4cb6psAx7gXOqY2RnCxbJKP5lPLKz7K8gJECMPtyLedm2H3FltuOHUjp944O7UDGP0kIIp+xjcqxpaTgVA4EPDWFvs2cuBuLj+RmE5vklBehjbw5GQLNR0zMLSJD19C/+/W+KyFuMd4BK93EEolhoxzsHmSx2TMuyGKRh3UgJQfIYOSjhLwLyWU0m7DpxTkL5UZW7VWsnxxYbjJvH/zqY0tkijJkFzXeYqiDrBXjc5YayAWOT9jzw8/t8uSCtSJVKepTmxiXMosFVo/UN8lRVOOcENMKi2TkUnlbmp6XIYlZQzo0EBPMksrWPVH3BvIGE159EeKBp9dsy12W209ecE9j7YSgL/OrMUlEqSlREPs7kj2IeE5/TuSiWBTBkBfXbFfVz01Ly3vlWPycQDrkmRiwdupFXLKZabnyY/NywWctnuRU7Ji1xZLJ1oAT46Ul5CGnNP6iUiJKVRt2NHYjGb2hDIJ0OJGBQO0LHLetIaLW1XNHwxOLSE4lYRaT7hU0X70TEZdQwi7mLgvkY9Y87Nj8+IIdP01Zda9jmXDGbl2+ZVcExhMCbF+SxpgM4vb4k7tWeb5rs8KZ86Upm5YXntJ8dw937Zh8KIHt7/z1v26ff/6FFZJpl9m+SM6GgHb7+UtbEeGIaZj31iXPYsuNw2PNRdreff0t2zs9trWtDWfIz16+sNphzd4Refvgz//SetT2qZ5YZedQpE/zIJ3+RiRvh9rOqYyFByG7cf079tVnq5LBqOavbLlSV4x+zWYXKFfbFKkSE5YfnU6Uhali7PGiNRssoGs+ZIC6qbjVBjLk6gM7afBWIt//jXN3YHL4UiyIcOosqUg9uU3E/FYFILgHZDSwOk8+Msh+ZhktwlZTKZCAAGYZHbJVmtjxuFd0Ko5P+K43P/JJFpfFqKaYzvOXz+zpk6f2Fz/92O4/uO9pVVhPr0sxM22LS8uex3z5ylWPo5ItwE4/4qVYTqz65MSkmE9wgkRXlojkeoCBSaeoELEprA9ZG2/KarLrrig3DZYaRbDlVubEBrDgWHayKWCKMBcKs2BZUW5iWCwgkolAmT5ABqWmDZ9/8ZVbSnZ/cVIBu/kYL1xNxofxgv15vF2gT40Q2otFhNmdDEh0z/uiI6BHcRbqFX/wo584Qw2xGi9APNgVwGp668dVd9snxsseS+x3TjD4misWqghXxJwhobAwOlK86AdusP6htojpCnSHElqY6ygmQ6B+EPPzkIY+o/24fEEcd8xdQbZA40HQbu7L52xnT4hR0HaKUhGbhrHQ71KxoM/n7eOPP/aDVjnkknzP8akJjWHTjsWyYZJxzRsvMgQIkZAqCBN3WdE4wbx4USwKBsUx+rSLY7toT0meD/IIG/EEfo0R98UlRaZZgEOOiW3DRviBpeNFwTRJC0RG6DeeRVNgSGYJZWH5/Kt7XzsDK5WDreFrm+hDVcSDU1LE+MUDqkN0Ixgv5pnx1oP8+yMZdsYDN595dBebdmDQNG45zQfvk53sC3/ylPi8PwxijM1WUKRI6BzonaCO7AgAk8dUG3sBw9J4IV8wcF4svMGEKZmgj+XFjPR9GXJ9B44YxLDN015pM3LOmMdljX3sQwMnJdHwwL8wHMiDkpGjdgPfo8W0s8GR/Jo3Qm70k5KwwfeDcWDHJXVrHGz0uSTW8/C/uXvPd2yWoivOyKlXg0fg9Vd0PypCsn/h6y+DGD9ZH3w+lI4TBmMuwKvL7xLiiolwBV5cMZ31OHJC44NHWYCRa27J7mGXKfOI3G/v7jgznl6UQdK40W7en5qYFqZkrFaBuT+1VXlvLifxYL7nlubs2vXrkr+or0GMT43LGx0TsdiUp4r3W7GLly6q70ObS89ZT30GC2KRrOv3se9DeKoRDKrKUcCMLBv5GH6dy8vf/4e/fkdSEQCCXEwfbrEwBJs0G9xn9tUTa8TtAkCISQICNIbdRyzqDbpyaaT4MVlDCpnHJWyaHbFRKYcYHbUyOPfsqFWzLx89sJ989iv75P5d+yk1VE9r1s/ErbyyaOdu37ALb9yypetX/G/yeE9GPbmPIbcoBySBx8X+xIDC6hClPTm/TCLvecRkE+C6xqWwXnJSP8SjCKmwE6ihiYRp4IZx1M62jAExQ/a1U7/ZFUOjADgz8T/6i7+wX/3qV/b08WMPIVDIhvxHFu/+X//5f26ffPalffnFl14B7emTZ36U0iNN1qZcIkpJcnAmQi+C5gszPBdgQ6NQzJerz7zuRkkgOpDhmRmftIaA+avPvrBleQP5DIsxRy4k5E0T2oHNs02UQt2aW/UxLyNYkvJIAKTMCY098fqKDGlGRogTQfiJSLCI+w81jvvHB7Z/tG+JbMpqAhSAujw54WEZBJbl3oWlRc/AoGwoOdlCB7E22WHNK/ms1KEYSfiRDbYVk0tMOAuhJlXId8o11V4xgLEpyYvkhhQ+lIE8b4z3vgya19aQYfDwFUAgJQPoEVoQgTAPKYrEApNSPMJAnKOIkmTFnjiNg/UEwi1cSzyUcAibVCZlBAjXAGwcbQZ4T5TZMJR3IxDS3DA/GIVjGRUUkHooxDu3NIfEyPFwrl65bGRDPLz/wHY2ty0n5U/H1cZUWIxsw8hXLucnrHMil74twJUX1Na/+Q4hCV80FSiigB6u0DgwLiXNDwtqLCC7AZJxRKEH9FF9brUBZVdLNzC6UEOiSdecsJbQ7LD9PpApxo254cWcIV+8R0iJHHRAmWuRcX54Xkrsne9SnxtggvEBUqEQVeF6YtA8si823NCzTkV+GprDrvS5aZ0BlSCP1RQW8iRbcvdTct8xPFEWsNSObitIU2TnG2OSCAdhK+LB7Iy7PPueAFiGX7JLdlRPXqgvauo3RC2jcUbMyXBpiEiwKzVfKLnXExOpmrt8yV5/7Q1Lyhg1T9u2v0U955hdXDnvnvN4aVzGSV6PAH1qetZ1pnEiX1TEav/wyEkCBgMPBAKaTxdFLio2XhiX/h46SToWs75/7759+ekXvnh969pNu3LpiuVEeA4bVZGNy1at7di+ro9ERR6XVjTmAytlxu20MxD8DTzFmFh9vdbwAyKKpbwbjaSwrBTJWD5CQoUIjfod+Z//ox/c8RisWBngVVSHYRzQc2JJ1MXFzSMtCBbGQJ8JAb8LYhGFfFYWP6iyNFGa9MUs+ZguODJrVhOoUHoRd3J144XY0yd2/2FwIsfitdd8FR8rxhlbBNeJ98GIYQDEu1FO4r4wQ4/baoBpE0p8vHPgdTQaGiz6UBf4kOmAqwezIG7MfcqaRCy1JNkZFuyen125MyxccC9ioBTGAWA/+/xTz5dmgYidWQDOrtjqpNz1b3/7Oy6IP/7xjwVW8h4EAIwNjJhsBbITWPSirV988bl7AhTUefLkie8gI1a8vbXllvnKzcvucsNW+ZuEck9fkxtGvubC7Lx7ClSRe1tuFUybZ2BkGAP94UAPKwliU8GiEVk0MCRq48JM+dtjqvo+GRi+AUGfh+KcvCLmL0UMynUOfMx9LsWE2RIPo+eFcSDeDPMkXxq2JaFxZUbBYYt+/JHGF6PGDih2NeHxAKZ4OBUZVQcFKTDyc6L3AmYFq5VCqh/EdJkjV24pNOOIkaAdnBxB/yWADuqRTtioMMc9kVti1hgumDzyxQkmvl6g7zPHWEeYMjKBF5OQ0ZbOS3HZln7q2QU8ZxQeBR5Ds+5ZHhRU/7M/+zP7//7L/4+vurNJhiyVSEpjLpBElmDagLtX2ROwoizCYPNNHwCt5IwynXgaeHUwPJgd/SF3yPVLPz6XI2KzrMbHfGx9m7SuI4vICZPAmbkOU8Be1zk7954E32M1n/HVH86Yz7I2WAz12K50Co9E8OjyIsXwMWTtBg8yqvvyfQ23zwtHn6G/lEpwj1REi3ZHouxwFaGRvDJnyTgnF0HUdH/1L5WgWJMMzZDylGwaIf0Olph0Zpvqc9gEMtd0w0GG0tzsrHsrMOa5mTnXj2MBKIQBrPjud77j6xbIzMOtdT/MgvIE3PNIXj6yOy6MoIQspBLjhG5iGE/bTTfShVLR86CrIoSM3dXL11xm0omsly8gZEa7WbDGW4TAcd0oPHT8gdwwHz15/uhVoRTT957YzFze55qz/9oUXusEm2dKxWlvL//ekPyQIMF47R/uyotEh4KTcnryjCLf/vWpO1hSdqVxaCVuO1sbxzi/rpjVxIQ8VhX2Y0vkBovtwUpI3WDym7WmXE65XrKA1OwN48/hQmniWnIzBrGw7daObb1+aOuHe/bJs/v2xbPH1kpGbOH6Vbv9N3/bLr7zui3cuGLJmbINxMqbsh41WemD9olFNHGVbtti5J3OTdtQE71bq9iOWNiRgP5wc8cOjo9s53Dftvd2bUs/1FU+IT1IQEo6HAVP2JhCwg7ADev7+pu79snnnwuID2xve1vMd8P2xRCHGmg2aly6cN5uXJObIsGFKQ01RjFZ8LfeeNPmZHGPZBXjssjkTL5x+3V771vv2jtvvmPXr16zi+cv6vd1u3Xjple6K+aLvouQGh7FXFDm88LKBXvtxi27IVdHFsTOzS3ZwtSspcUmymJqE/oe1ekmy5MuXLdeu22333xDDHnSN+AU1MaEhIGUqmZnaCctgErgKFbWkEWWI2STM7MWgsGq7SMJDyeciMCI4bQExiPLj+Wsqmu5X1Ysk9oboEhEAB0RWCMXfJc0waHer4p5NqWYI2RCYCshcEVACKuaD7JoavWqXOakgE+MXG2ontR8i3qrT4lFPYv4s4Sb4v/UvOUUdGfAug8r96SOsVBFPBbWByC6eyxwQ4gJYwAywbMTdrJzJGNx4IAicdS1GEgIQ7B5AkMBuKCosCtAiUN4UUBi4imBov9bbSGDCMaHQrLoiZczLgNJLZZffPBTe3Lvkcmrt6XpBbu4fN7qB1VbmJu31Chjdz/+xu59+kCezozNjM35LtRQn/oVum9UgKAxYvHOQ0fCTjyGsGQ5reexaMaY0t6w+gFIddU22DRA7Z6r2ketZhaM0FGYbTwREVNPCPCklxoTr42hsaW/bHOmLwAjhohwA8ybcfL8dNi33gtRj1vPGukZGHdqZgAe4QjZI7rvUAxZQNbsHft+hFFUbSAOLkZoMclYZlIEQiQukbcUJ16H5SWDBREBFxu1ouMyE2LwQ2KwaktPnnQ8bxy9n4zmrbIR1MXghzzn04bmpn4qRinDqjG8+/U9GfcdtS9ksyIoV69cF1Gas9W1DfuLH/3EDsQ82e/QOmnZ9777fa9XwqI2YQLZEuOsyMPjqqZQZkrzyp6LMXYGCw/quu65PDUY8XvvfEcA2vdzSHnm03tPneFeu3DVjg+ObXtjy3Y2dtx7Oq2IqIglc1ZgR45J5bgmIkUd5ahkVvipNlxcvCLvoi+PgZomYSumZmSsZQT7Q5Gzp7azu+kH9HaO5QGHE1ZMSAdCcctFUhb523/nDQdlN+v6wTpwjDyWmMpqpeK4L6RoOplFd8dQIOokY/VxN1GOiASYO7h7pdHgfawCKWLEWu89uu9bGR+/fOphgXMXVuy9996zuEAG64i1cQuvwaMNlM0kDEGFLxh8W64JDPPFs+fuYhLMZxV0TIYAJedayveNywUPmI4UVACCoGOhS2KVCBv5xMRc8QJwka9cvyGrNuuLRHyflCy2g5PLiMWndCexa/6+du2aZ4KQI9zutOyv/9Zv2ezCkl3RexfF8rkW9kRu7U0B8lUBNBXqsMzLS0H+JaEPYtGEgTh5O59POxMC3Og/8VcYGrnFnpZUqXr/bt685UTIS2KOlz1kQN7jmDwTooPk3+oyDX3f28dqel7gDwMMdpGhzEHVKlarUVwYU0PuIPeD/cLcXKEFELBMYnPMja8uC1QAND4jvuxV4hhnAQ3ZOKQiAgSEIWAQXI8HMTNLXdyBDCelTBMC87xt72x7GU2q6PXEapGTvtrEdaSZkSsL6wWYGReYFcwY5iyk8X7AnH07a6Xlax2ADe4uK+QurxJGPKOFhXmXgSBOTR2F4OxJ+k7FuIPjY9tja7wMON8jVuxyLjLB85h35uWLr7709Y7f//d+39544w1nuz/96U/90M779+/Zv/gX/1ye1X27eu28Z8XU5NbCzMlL5UW6GmyajTyMMePDeEekJxidkeTSwwaSS1xfQEQX6d8CRsZToERWBqFCfpMW6oVtBMzEfplTxlHfejWHkgrmWPMU/C1vRHOnN70dGFrGm6L9jBVb8/nNSSroS1+GGwbdODlyfWNBGI+G46Uwjh7SlM4Wk4UgLCHDQ5ybWDLx0bjJ0xFmsImK/kUFPLSvIhBCFjl8AXacDYs46MGEkphnDAPXES8mj/lQpInnLS8tyt1fcEND5bpPPv7Yfvazn9lb3/uOl4MFsyhnoJt7xk8aYqDvVTS/rPfsyQsGp1iTQH4w9mR2pUVE8azmZ+Z9PMb8YN6Oh2KJaZOBgbyMlQNP9YrII0wZTwqCt17Z9TW4emPXa6S8WL3vWRiZfJC3PxwE+eXUHmFcyVfG4z462nO92tvadE8QvPQt+NLHyD/+p795B/DyXTcSlGIhZ0vLC77y/auPfulAxSGBKFtNDLXTCvIU65VT29zasZmJFUFCQpaqI6ZJvYuKC1JcCptU43frR/bFvW/sZ19/Zi+2t+xEbLsoRV28edUWNCgVuTOIUl9CKMLtsSYWcbCccXWqzc62g0N7+fSFPXzw2JX3oljmlKzdSf3E7n39td17+MAePHro+9IZUAAJl5+FxGsCzOCo+ZqtvpRVPNQkZ+Rq6YfFwBNAT4MVl9IXNFEzmtgpATRJ6DAI+QPWEFONSliKuaLVjiu2sbouIYw7Y262e3J5iEmxtbJmHTFPmJbE04sURWQdENJsKmN1ff7gm/sStEMPC1YOK7ag8WWF+o/+1R/YT//iL2312Us7keDCpDMag3VZaDRtVhNNzCqlcUVxTzU/PQlRNjMt9lkQQIUFAIylecUziurHWOQRuMhEamxlJEd9/VsGWHMQ0g8bDyLxrO/zJ798IMWEzRIHJgRTETPmdOB1GQpOA4E9w+6IT3NSicdBRyGN74EDGgaNZPujypGeIzde4LF8Ydlj2Ufyloj9k2EDq0YB2RS0oTlCuDFWLryac0IuFPcH5JlPlEiIIuAAaTFBZm2xSw9PDMnLHYipFOxYSkzaGWAPAME4Mbbcnzg2W4vxOhB+nkHON1v5yVvmGYAcSgjgMeZ+krjGMJ/O2ce/+NBGvZHdvv6ahfsha9VOrXFUt6/FkB9+9tj21o5soTxjb732ti1NnROjFtCcBuVrI8OoxgXFExvG+Eo6upo71gAiAlz6zaYFQG+o92g3C3/0n3i7e68iKdRowLDBYH0oolwTDcITAPf/AJCZG2LQHkrR3SSCeh5x6GCtiA76R2oGFe2wd3qcnkV4gjoY7OBkSzcni7R1v2ATBMXdATvyllOhjKV6MnqclB0aU68K6mtRP3mL6e9ISHIVEmnoZy06GLPdjYZ9+dEz23h+bM1KyPa3T+3C3FVhSldNDAlryra4sOxMmMJaszNzXm+FvOF5vMzimIYMNkpJUgrrT9lf/au/ZVcuXLHF2QVhEhthInbr1m0fZ/hhWjqd1VzH5a3lS+M2MTMtWc5ZUUTkyvXrXkqW03IG8jYhoNMlfS5dODe3LCyYsemJaWfK7O6sHFb98IqdjW1f2O6IKH79/Jnaz8L3kfQ+LdlqigBOuAdSHpsWbsYE8MxXypqNYBGZXZmjoeRXsrj54MBOj3tW32vZ/saxbTzasci/87vX/eQRagpgSWCQsD2SyWFsE2UWScK60SuLp8ng+mql5sC3+mxdDPihffLpp/bLX/7SvvnmnpSj4m4zC2d7Ykjf3P3G7j6+7xZ9ZnneV+HnZPmIiaY0IM4YBHrcNyqhJK4JuFG/4cmjx/+/ns77t/E7ze+PqEJR7JSoXkeaXj3N9tjjsuttF+zt5eoPhxwuuB+CDZAECIILkgNyc4eUH/IH3O8XBEhyu3u32fVuttsee2yPZ0aapunqvVKkJFKiSOb9er7j44DQiPry+/2Up7yf+rGfvP8Tm56Y8g5i7737VUcinUKzh3WfLm0kRE2aE4zFadKgWZ6B/wltx995Br5SXviIeBY+uaPDh53Y+K4HIDR/UDcvvkflGeYtCJXf8ZPi80Vr06VqT8IYlAaj4xPmWjQua0d3tZuffebZG/gvnwnZj92545oRFMjnCZn5jPGTG5+4Zv3a17/hc6AZDPcjuMf1rULZMAe5j1S/oWQ46mY/L1PW9y0ohfaWqEJ3/AT9RlpkhotAcUlhceBW+PKkEeYcjXEMlDhSXM5zKBTh3jA548GHzL7jmweZk6UBQiajBZ8cvm5O9XBfrZiVqijWgFS4Y8eOuj+d+MCXvQdAniAszhhkH/aFshE+NRdSdTKFA6bX4BxJ4Q9H2GDeM14/tkv/tsngEApCKLNnXaJZTHz8lB2yWmLJhB8rdvv2bVfE3ssD8/4lQvS5UgjQ3+v3BaUyrhjNraSkEPQEBmdmpz1PnPJ1BPxRWUEgNeYITdG/geDi5dcu2e/+3u/aoZEhp6dwVMy4j/snyP8nvc3p8GWZN8oDpB/W7Dz1EqGstaUoCLokX5b7Y1JjSVHi7PsmgeS+ZYEZR7oS1tyXwB7PYS35CQ/hagTR+/30GYI4+L/5vd39U6D3slB6mBxnSrCCWIzsHP/K/gH51gj3oIglGgP/goaxnUU3pSA2QOMjqQM9I4hvmBQRNFHvVcFm4cYWV4hzEmhYQufPX3RLMlRucqsI+sJlRJ+JJ5InKFHoAGsFgIAChj+xbtsF6noHB2xIlk7P4JCU7WZgJYveKclmFA/HH2geVVm3x+ztd96202dOe1bXoZFht1xx88BPa+sr4omITQj0wde7UrZ0YCxIwH8m3iXAB9JGQTGeMoVaWiViFciQ+7PPtTeim0SDy8Nz54+5b9hrNSQ7q1oH9qdaIYuLjnYBn+7t7+jZa9aV6naLFrcdtJmXXK37ePSvamwep0GzOJl0SkReb4WtoPl3XSXoDNWe6XcTwQ6C434+/eSWjY6O2eYqwnNHm5v3hzdHw96rdvDIkEcX53PL7r6YlyZhEpmBbrt48aL1Dg9pYDJZdoX2xOREs1mo3Mq6w/rZiRlPsZp5PuWbMdI/bF/56lfs9QuXnTgRsAiLSticSH/x818YjZDOnT3r5gVMDePcuHHDF4FKHo4mIgMAgqSEm6Y+rfgNtZmgJNwKXIvZSdUQZgmCk9QXFM1f/9VfeZCHrBNM8F//6tfWJuWCW0ODd0H8yfXrXtRCmg8CPKL788y33rzqZhWRXIgDpXdHAjpZX7UrV67YF7du6znj9s5X35OQFirW83AdRKS4iPgmMsFhAHnN0c0d0b0TimXd1cExNgHjBT14KQ7gOopbgn7G+ovWa3sn50SJ0GacsXiPKxwYy9MddU/cR5iYrAMClWybsbG7zpQUFSBM8YuBSDeXViXEhar1fvXVV/30YIg3mor584jgu5AQMbNPDM4DQdoDPq/lgsZVk89fiAbr7NypM9obUpJyzpD4WDFpZco4cyayGY0jZg+fBsVGI8lOR+0gSO6PP5vCmJrWDKVJUPmC6A3fMgeqoqBcyOieJ04ct1yZ4+hly2jpoF+QOcKdUBlrQq8OMjXoTQENzUgIP9dYUVae2nX/kSvP3/rtb9lV7fHk/Avno+5DnfbkyRObXZu2Nf1d2sOLZLI9rX5fzmGE7tpiwb7sicZZl3rtBei2JIHCeMLNQZN/cp09gCtURsCKeIb3JW7S5xKizvj6O/9wf3jfBQJyWn/2A8sQxYNbjxdz5h/ncdJsiJQ41p+GX4xnf58WvdCALAwp6aGhHlceoix3idCLub9jwLrsiv+9jrvpngf7NR9vc2NQ7h5tTnoSwJ5AHSfiVGVFI2CTiZTof9S6W4MyfFxiKFC6tLGPZPCwPigvtza0/n64rgQnwJFnMR+sGPaMjCR+39qhCKbop9JzLuSlVy95DxXqIODtnr4eL0KhKRVgKCHrj/H/wXf+wC5dvmyPRh/5+O98dtvpDWuX7CvOBf3ud79rf/cP/9v5isyTU6dO2S/u3fUA9rGTnQ5i2rvC9sYbb7irEuAWCbe527WttUsgZkm0vubzmpx5IH7bs9jukKfILcki9n4xnA/5r//dt6+BNEBOCApMJDTnfnHPTVncCAisUK3JF3krt+MIafTOfdck66t5XzTMRYIKsh7cB0YgB9Q0qcXAZyN7R/eJWLw17Ui3S2iQyVNcwSZMT07ZHW3K7Zu37MnTp5ZbD0pnr155002MY4ePuE8PmwRhy6b4pskMID2PzAF6+nJOGIsP4XJ/BA3+VxDmYSHnwaEhZ2Iqu/g7nZBgKhQQvjoXTtpkmDc4NLTiQohqNvITX4gh6Y1MNQ/N2Z9rIel5gYBCaFKDD1Hzdzb97bfe8s07/8p5t0AgqCBL4MCPNerWehCxP3zkqFc2njt/XswlJKW5IxwhxqxQBKWwHG2PIuP+MO7c7JxtrOy4u2ZXghe/nOebah/oRuWIcG/HhV9UQpt1wRuLq8ADPrr3+vqOI2j2DySLNuc6UBvrxloElkTVfcccSAqRkW6GMqUSEWSEwBocGnb3BZkdCHdQGmmKgdBgPjQDj/v8EYIwz/TT546IMc9hOA5bRTliOcGsFIKwJ7RO5RXWvrFeuFTIVz0xOBIIOe1lmLiBxrKsvxFvQKmCcmFWqv6gJ/aA+fAd6Gctv+HjwlpgvT1vgefpd4SZls7HxjO5jrnxonMcSkpy0NctpHUHed2+e9uzdsYeBmcSjt4bE4hZsPXckltTewclXy/S4fh+fY02kAmL6u3tLLXGKIWGJtp5SsFIqUMDnH3J5+WSULLGAiplDrgvADMoO/bZB6yXtxzQ29MJ9XdcHAgTeBjrg33FenHEjTDXfiHUcXmwTmSxMOcdCTe+1yjLF14iuNgak6UZDlm0XvSRi7rw4hosEU5jZl7JcMpddo6Qt3O2IuWNIBx/+NiF3IcfXvfspd/+rW/q56/tRz/6kfeyYE/cUo9Trsx+9bpFDbABIGgyUiSag9740Udvj3qfladSkAj15dVltyDjUqQIS6wC7kV/CWgCvy5zZ67IsZDmzf1bpPyog6CfB2CSADvfxzpCToALOE0lLrAB+OLsPyoR57doZpUU7YadLzgYGr7nM8Zf3g/qG7SUbjlRQcpeHBqmelTX5Brto48+tMfjj5xOJUGt/j/8pz+5Rvc2Uq2IRGPCkD6FoAVBt7f1uC+Hqjw/ITmUFnHVbGZqzaYm5m12cUu6GWHcpM0NAilETbc214UQ1rWIVUvqvmQTtDSIwHRtazRlMqott7huucfTNn3/sT27fd8WHk9YaLtsR7sH7OuvvmXffvfrdrhrwPpbOei01WJasIN80YqbEsp7MmVMQqW05aZCWMihuSlsG0srNibUuTQ1KxS/bjsymfAbb8ssJ00NRTEzOf2PxR47YtyiTNuwBFlSCC0mBdQIYhCB4UKhUVBXe6dxlH2TTMo7X9zxEurOtk5HK3tCD5hU3R1d/t6TMiMP9q03pEwOjQQNijS+tlSrCzqUHQzFCQkzNErSetGN6tKly860AwODHjAhIkz0nygyGRyglpB4r7hTdJ91Z3uPGFoitkyOaSBU2Ts6lxGErYqpAj8tQZYgXY/OVfhIZ2fmxbZ1logltSZ7HlwLk46l++PrbtQ4/TxC3ZcTvzektEqyTHaF0jMSlKTr4T7Cu7sgZAND43vu6Oi0Sqji+cnlOjp9ycSNiC5EId6fQ783h2Xy6kEba6sax7RVJWRAygRivaxX1ItSQADCUAhIR9SaH8I7JGGJcq/XTwoO2vTMfQkOGGV/d9vTjcbujtmihDBoHBMZhUCjJgKV+A89X1TrD9JsziYtKgaOSllQaRpiHTRvcospaSbgLdBqxe2S1iakZ0i51DVYT2efJUTHRP4JDh09fMzOnDwrGkraysKaPX/6wpbmcu5Waqyxjma55bytLG5acUtI/KDRKrt1UrJ5KbeU0HirWEUKaT/I4W2JBwVAGowrYyAup8aQEkevieBU7DqNFzcUYpggPUKaohOEslZdvIeF4sK5QodHqgRJbcPKLOrZpBpq3Sr42YUw93KiX/1db0fkoseaxjjYLSDT3GFTj+asuFqz3uyIVfNhe/Fo3uryvRY6iFp3dtj6249YKtoh6dOk/d22Z0+m7d6dB/bhL6/b3KSQ4ItZW5hZEN9I8HV227tvvW1bG4v2xeefac51shhfs2PHDjsi7ujICgylLNupnwIumTZZSKIxWm+WD8gAovezLG+h70MSggR0OWhgbYtDJISuZTGSV10Twu0fHrChI4esqu9Q7JFqTdmIfu8b6LU3BYKOkwEluhseHLTF+UXJhSlXiHtlgVKBmUQ6YZuyGD7+/Iadee2sLa4vWy1S74Un9+5PunXgqYSNURvo77VXzl6y1pTosiTa2W+UdbUoq/q6+5739rZtbWVdSDroUxNt7LX7ssRpN4Cvm72vv/Zf/vk18j3xNaJRt4VwiXwGqKtBDEpZJpHomEvynQIVOc/s3phMAjFkpSKiE/ETHOAhxWIQpY0npS3FaE1iSpAmhI8pkhOiQzOvi4nw3Uw9eoqSd/T82muv2et6HxYqxkWBRiGdjDxDIsY8x1OnxLAIMNCaSMg/J8gWdI/i6Pllaeyyoz6i8YwfFwzIh5SuoFAmyJs+KjQ8PDzirhk0o2vDeFxrUef+LQQNvqYEp+jiYxUiOH36tJcKF3WP9t4ez3aAEXBrYHKj6akeZD0JFqJpsTZ4gRq5D4IUZqrSc0QCBzR0WoiadpgIJfq7kgvcQ4BDSJz+BCCyeU5b0P+7hSAI0HZk+xxRkkbGOoCUyYpBGJP9EJwVp38SnKwRBE+PCVAdY00l2wPzVuPDDYKrAvcASIJxfPbZp45s8K+yvwRdQMg0B/Lud0LpvOokEHo5sFZzYXz02yX3GV8uygLT3AWsJo2VgLWD2TjY1ev/x9LB4vDMACEMUBr7yRo4ChTi5nsNQuSMW3LSutu7rU73x/RlD3A5sWf0neZZ0B1+RaweUFaAkDlhmH7E9U6fdVF8eRJaoneQDM93xClrhc9RUF+OiXXic/4OooOuEgQM9RzWHiXSFBFi1/6msylZSMclXCNOQ5KtWsOcLa2QnUKz/ZAjqd3SqislejG4pYqrROsmInc6hw7xKXM8lHvTNXGQMWOClijigc4YMuMJlJiugam4Tv+npgAFybihtQBR+7Zp3kE+PQoc+vrSLViT4Ic+sxncYwkjNgjfrAj0AGYos2f/WyOH3U2Aa+j26G37jVDvjRuf2tgolsIdL33e0D6eOYNbkU6FQU+bL+sPbn7+kVuq5155xbOx2GPyxUnR5O/0+PB5MWa9+EnMB/cj91mVuY/1EpfghH52JYfw7a4LwXLtjviLfaT2AZdCTJYWCBkEjDW7I5rBTSod5jGo8Xvj9vEnn4gWDuy1V1/z9ePakhTBxMQLz77gfghqeODewxe+/2+/85p953e+I4u33/lkXqDA+VSg8gc/+IH99Kc/03ijQtECcxp/1YouZyOhDqcrQCGVohz/Vv+Xf/0vroVDMqOEzwtaDAiahs10oeIk3dZ0l0y5iJB0h4gkbJPPVu1Xv/zQPv/sgSaTt1AkLW2LyVm0neK+kGazDY8ctgtnTtnpE6fsK29etYunztq5oyftSO+QHR84Yq+efMVODhy1jpa0vXX+kg33CO6Ho4TUrbIjIVuts1RLwto5IqogU1YrE5V5gRlAy0OKC0CdvGveNS5sewWZ6WLA1mjSjo8csdNHjpJkYAvTM3aob8AuSCOe0XhwgWTESCC9gb4+6xGhEDBA8EUlGElN2daiPn/yzDuJhaW5ylIAaHd+VspVGxw56oEYqhbJWliREghpzCBOiA6nfUmIFmIEVUZlKYBQuTfIE99dcDpxRJvU40w8I2F85uxZJ258zVglVJZlhLQ5Gmp5flnIvWi5tU1H8L1idJqe4BcM+vEKWUrwkssqjhWKFZIQM3KqL+gdK4H0FjrRbW/tOPITdPAsFq4h6wHFUJNgAhF73wkJoMnnE/5dcqY5RWVE6BRUmyZNUPNFuIDCPbMC8yvGwQM5j/Pgz5xbmne0gQnpgkDmI+6VmAiRfG190YW/pwjqvswNoYBAQuhgCou7PC8aZQaTIqzHnz62ja0NW5uedSHLC8SO641AHe4myrIpVsCHTmSfvaFvByelcwRQNtth+QahF42zKAVWleCiCiym76NE60VXPVIaLnhl6fTI8ulq69BY05bt6vNcVbI1ABQOPGRt4jd+5ewrdu7Mebt8/lW7+sY79vaVd+zEkdPWlmyzjBizq7XX2uKd1mwtluyU+b8hK67IIQEdlsmSQlhnhR3WQQOWNCfNrLGB9rqknRE4C7lvFuSM4nPlr0+9dFpmNsKIxjcsN5kWnCVIbrLTSbOAFlk0ZP4JWRb2Xsjay+lZOzLtd8QzpEo2WKpZFp72uz8zYptLW1ZcrFkm0mEbk3v2qx9+bKvPt603OWJ3bo3b7S9wO960zz/51G58/JE9eTRuC3NTNjczKdrLact3JdwjUpqcPL0uQZWUkstJKC1Yi2iP0zu6uztEP7IQ15bFUw2WziRFF9svEb4URhE3yq40DK4ffadZ1nlDnSVr9bI6yUPeF7CSfGjFBRuxUFT0o38mpAydRBKiwVTUUwgpla/JkmONNqemJMeW7fTJkzZ0/KhtyHJeXV2S8lyy85desYSUa7ItaaGEaDYdt7pko7X1iQa601ZtDtl7b3zHLly4bP19nZIbu/arX/9Sa3BTsjMt6+mkZEPePv/0lstQOmfGYo2ixy7bygvI6d+uFHPXYLuUcZMtbszYpj6v/4trf3qNLS2VdzyqjwMfDQ5ygUmymW7dUCivLioUmdMmPHRf8vKSJirG2twO+oaWpZFgpKGBHpnil+zSxXOOeGmQQhkrGh00QWkkSJSMAb53IOYHwRB9xXwlwR8zDG1JxBtq85p2CSgQOFoRpoVpPN2JBt9iXj73E5IlPPAptbdlHUnzbLRkSkxDcQJJ+6C2lBChR3yl9dBsNMKBuJcWl+3Gpzfs7tg9Rw4wKUIDgp+cmrTHj57I5NqwmgR0SkxYJ6ZEGIBAEWogPJAHwR3MZbIs0OjMnXHyDH/pJ4ioLHOG5zhqP3pMgqLdOJuQc+r89BAJxBfS0BQ68F1KRrFsEFD0gD4oU16OyY1QJsiDP7Ci6/YdSeNDZn6bG+surAji+nO19qynhs5g/N75XM6LbeYX5v13rAfQAUHO2blZD5bR3AfhQ2kz1gZ+fJAUQg30nZSpyfl3B8IC+OkJPBGwxEdLIBYXxJdFIkiNmWcTTkcc24OAKWotQEtUUbbzmQQJvkp9ydFqSUKdzluLK2Je1kD7wvNBz6SPYUnh0yOFCjojxxxLgl4QfI+gYZvWtp69435N+Lu1XqBDzZmx+R5KqYLg6UVATGS/tCelFLWyfjKvmsYEwkPwkSnj57FpPJy8EpcSiOMD1/1oyg8QGDw06LGFN996077x9W/Yu19515FhQzzYh8aXDZOofPSsDY0H4Yr/mJ/QD/5OLCxeruD1xmcPcsNV4cyiAYEsJbd9riXtCy8BbQcx5GH7HDU20HahuOj3b2qQYpa1lYq1umXYluyQMkq6qyWdTlkxX3af6cOxx2410WiHTJ2Prt90ZErgk+cSq0BBdXaQ25+wQ0ODzq+4qoK896RdvnzJc8TZZxA5Z1wO6DrmSBwLfom6T1nWumgCpI8lwf0JMvJ3eJj5UnzBvu1qniD4J5OcOSi61zzxn/cN9ft9OHCDeXMAMzTMOKDpHlniFOjQzTEkHpubWdD+V+2ZwAjPSGgtXE6FqhK8fbYt5UXXuEx7cFL3cN9p368vbn8ioPqZLSxOSUkP2de//k23mCcn5vz63/+93/fxr67Pi6/SnvcNHzY1BRWMbVozLKWswENdYf8DyZc9EZ5MejFTqUTf2AZHMUy+Vg56DOQlH69//LH94v0vvAjkYE/aSoJ1+uWi1PaDtLHLZw/b1957zy6ePuzfizbVu9AhWALjFEukp1FVFASeEu0vG8poIXHebwsNsgg1UVVAXPVe8dWiARMAw9cNQWGSwsyFSkEaeNXKQhZBiphQnu7VLzREWTCLz+bkpHWd+JI0GJcwE5HynEPpZJBcLkLjOrqgUcDR0d5l586d05gjLmR7ewfcNJ54MeVETp4r2QbRriys4M9hnn6Ejq6nyAXC8wZEUjr+kuKg1SHrDIrGZz85OY5IdH5672tf0/jSdvOD3+geuF/WveycsR2TwOYnAhIzjL4arO+xsxecmUCpjIOsCZgAhURWBEKa32kuf0poIDgNJDCxQE4r9HnWusLMMDcWD0KQoCVKj+IVxnHr9i1fNxQuDVdwPUBUyVahddHLhNAH7qITF8+6Oau7+HE83X1S6lqT4nbBhRglRty3ST8x7zbnVj3pHusFJgWdwxS4YKC/srQGromq0J4LJwk76GZ5c90DwCldi/DJSUBwHS1LEYI09WfenOLCnPJCMbiy8M8yfxpZbUjpP6+tunBDyDF/+u+4sCgGAa96/c7zBNlcUe5LWHtzJqFWxj94qFerXvNgF4FFApwoe9wu8BEVd9xvW/dw81/rz/cxofG9/9v//qcujBAiuFpKAg2OcKU8cTWURCPsrVtbovdG8YMLbSlseIZTt/meVs1BEUfpcz/y0Hnl8hvuLpS6dn4CXfIiAAhtbJRuO19Gm9JOR4lQu38/UqaM3mzxUcHL5O99/MIDUqtTgWLu6xjy08IP4kG+uFtnGi+NjGi7efzYsFs/2baEp6uuvGxWPzTYp8/aHBH/5P33LRkZdj47dea0C99l8TJClQZWAKqmlqCAiBRb6JSKSFLYGBzX7T6Z8/Xd17zgqccSisiljsNBsG12fUm8smI9skhR4n29Pb5OjXrfvnXLmpc3XfkCbkYkPBcW121Owvr51Kyfij986riPY6eehIJWWyltuNLarZX887H3p53vN7em7eTJUzZytMuLsWjVS9ZWJJxxUNiRbLeppWkbvfeBr2skFgRSC7WyB6OjQtLky1eJWfz7v/hn10ACWyT3iwijMg3Q+lHMN4RiLWjms7SQs5/+5Kd2/aNbjnZaIikJ46qVZcYjVA72Ak3Z29VmI2KW7mzGf6e9JINGw9McSPShN31hg+jyxta6C1r8xzCH5K0zH1FlJ2pdg5BAg/I316LSUPsaK8Iilon5+XcE5liMdQkuNHd3Z5czO4wDsiGvlU0aGhnxenYORKRWPb+y6OMgfQUzFy3Gzy6ZrVy/L4TFcwh2ogRSZEFoXDAGwnF9B6UkxtDYEVQZIbOm5oijaTI+fA11/UG+4GPh2H5SCsdGR218fNx6eoVIRLwIFDZ9QUj1+IkTXviCBUGAj/tiFoME8HkjVEi384h3rc6VCQKIFwzFi+ZSnlI4G/iPuYZI9vj4Q48uIyjTQnV5jYk8Xs5BY72poATtIejYNxiFvG9cRqyHE6AUA6jJ5y/hCALjbDOQaI+YDuTZIORX0LWDQiowzbqEEcyb1lxBEBTncK/WeNqZmM0ls4Tnx4RsS0LV/L0gYc7+UQKOEkpkgiPrt/Q565bUuKAzGM2Rs+gWwbi+th7kkb/MriF4zdowNoQv9Mh8l8uc1BKXEu7wfW9Lt7pfvUfjQAgT5AVpp+NJR0rwBc/DPcIa5jj2XnuCn5DTVdxa0vj4x7ojUJgHmSLQtXe60zgRLFgQlZZtf05He7cEqCwSjZn1Ckm4wo+MFS7G5YW/mEIkV+KuSDkdJEiFY86AI49PaC0QvtAeKYmMh54eHpuReOblQAqGauTAT1mY8YwlKJduTOoKXb9NfGnHyoU6Gxsbs1/8+APdRxZhssu/15ntEY90Wu9Ij/h9xF4TQHnt9ddEK0fdnZNtC/i/5oFG8rJ3JaiPi/a6fR5tonXut19scAXGOrF2nCqNsMMNxbrTMgH3WFR7hKsIy4n143oyZjJJCXjiLAIdpC7u1VXd1z0rvqYwqLOP7K4D0VivI/cvYxUoDJRcRkoaIUtBx1e/8Q23AG4LgKAMnSY0Xuhm+wCwUnZ3BnS8srnqVllfMjgZJ5VusdevvO4/Uc5YPXRJzG1s++93x+/5nGlNTDCalsjIg8X1VU+VpYUDSoZud3X7W/+zNjs7I0IQMgFBlht8Y+NRjsrXIrV0evOcp4/n7G/+5m/swb3nXtywu0MTeRF5LWgE5AwmoXj8xHGH4wSEjh0/FvQ1kJCiw5wHMPTCJHNTXsSUL6z7orCBDBLtj+uERUeTcx1vCO9LxkM4YuoiMGiaDcLmtIFb0nzUl5+/cMHSMgM4dbcRv7T+tioUBxNxxD6pMXfv3fdy79/99reDgJg2GKTHMUQwKU58EJ9rRQl0KgNhqv/7ox/a0SPSbJoPc453HHViQEB4WbDezNPRv5Ax6IGxEmSjkOKJrAyUEO4OEOOpgW5YzH7z6w/892ZpTMwfkBHKcVMEBKKlverf/d3/0drS2rRLhJET8lq31vaEE0dKigYMtKS5Iqy39Qx6fhQKO07ch/qGXJijkQnqVEV0mG1hiztDT69xBJMEeHPJhURzpskVIccb+Z7lS44oIvscnx+zeKhF+3hgOSEunleQOcYJyL2HaTBTteVtCXntFxWIrpz3KIBosXRzm1Digj0fn/D7NXTueDphtBhk/gykBtwKuHX/C0fpmWNpF/bxnqRnUhDdR5bEqRjT9WEJWZDintAwioL4AO0BSJtCqIGweDXGo04P1kxQWoJMyBtTeHFtwsdV2sTKabb+dJef5Zaf3/TATzJMtSMVpoyvwWT/+36KkEyLY5XtioSJngFpawP2xQ+etlgr+r6mZXHmdnPW2pIWVpVyWibyntX6V53ew3vruo2sK92bcX/y6LbPq/M0RzOlba0y4VZYvC3i5cxmUd+vg1LEgUxHosdK5aCcG5qjNa6vt56PAtorB4HYUAjfcr3eL91gpMOJv+q268XPfbY0ue6B0t+78se2lF+0wgKNnfJ2YuikA4DPP/3YS5vfuHrB/fG37tywYa1PpSiULZ7CSoZO4Vv2A2uA73EaNt0EUY6AJQotjksukPkCyFhenfXy6CNHJCs0TzK32OBQKOz0wekepLnyO8CB8wc7tMf0Sy8KyOTLa9YhJP/5xx85X5+5cM5T5K7fvOGnXBPjQDlGMwlXGksSgqQz5mU5w7+dkR7n+71awJP5vS0blRIqVYoeCKSSFzkXb2zxDpGRWtCCdkOIGmX2YnTKEXJPT6fLwcJ2wH9z8xOey1/RPuA5aImSIRWy//ezH7usqkhJYlENvfKqy1kAHDLEOxc+f/DfatwkEW/1zS/vB9HOSLjVN7khlPTuZuMPpuz73/++TU8tO1FtbhR8c+saAuGMlOfmCAzMxyFpy5NCfDwM8wiBCLFBqAhj/66EHMnqIE2naP0VQgpq48mdDruAwycUpOgFaBABGhxGKMGsr8F8nFsH8nz7nXf92atrG14BOD0775qNY1wQmhkJDlciYlqEb58QEUROjihECSHiE6P/LtfxOfOjdzDl2v/ww78PAjsS1lRBWkQCRQIaRYGm51rGhWDCjQLa4JgYiDW3lXMEx3zZAHxIS88e6jlFCeXfuHDqEDLDLPdIvJQk3dbQ7Bz4efvWba1vu9+bknfM2vow2QIhiyNw9JoXoZLl0qD1AXGNjBxxYdIsIuZV3t1jma0rK+0sJVBd2vb80IdT4y7EK/GqC+XsIP1p4za/MOPjSIoo2aNYJTihO1Si4q5oH9y66cQVb4tbtj0rJRV3Yl/MBRkQIqagYoljbvS9poNmZ9iN5ZwLo9RwzZ9fnAVVhq01JCWqdUtJ2Zw9e9ae5585Qt+pDwp7MvFuSzZQHBQwdYNoAjNxmMouIaMXEmyYq13dXXbv7j2vKOW+6a4OdyeluzVWzSuSEurWuNbycz6PTAuFUxk72Cy6UF6bXHJ66Ex2eKEQ3RyIkXT19DvC41AF6McaYn7/Sr1M6D0J45DmIURXFwaJSqD0dnq2klbM6bRF60jeOZVj/L4+cd9P0phYWvFxTxdWHLGffe+4C698aM6VRyQZHIvV1MBZhzXb3212nkvH252XYHLu5yfhiG/NtM/ir8amqiNkhDS8R2Ue9MOBrtBHrYCyjFi4Gpe1tmqrz/P25tWrNjk255WL9ZIHPOfpowfOy+997U2n7+U1js4K2fSzZZcXCFRSQVkL3EWgU+ikv2/ArQiyXRgn/ME4EIQ0sFpbD7KMRoaJPyUFZDjrkCyrl/y3V3V5U691W9P6rK/l3OLu7e6zkMCGNciikiW0KZCCu3JhdcnHE04E9N8mpAx42amU3ArbPSDPvM5PIEEpNkm5kUmyr/VC2Ka7gpiIdtLlAFXJgLdkOBCY5VzJtvT3rZWcg8eBzLBbuIAkTrpZXVt0vqlayc/WZP3/8A//0JJC0Mz96bNxt9yWlubdYq0m2iR/qi5PAJy4eur/819+91pShNea4WDMACnTYzUcwbyos4cPnktz3LMHD59KAy1IWMp80CaWpPkwo4qlHS0Cna7YhEYn/GNCNAguhDMa9B8T80UkbExAHBL+9UHkHvcJioF6dTayJOKGkCBGNCtRC1ABmw16o2E3aIXsBRh27O5dLzjBl0RT/HgiKXS15de9mJxyLa3bedTfc0/1f5q903WqIsTA56SnYO6AArknhEQaFYE1zBjmOCVmffz4iYiG5kH1NjQ0LAgW9e/j70KYIIhBYjAoioTPvLABBC10gHbldG+e0SziSmgtG/T3DdLVxKw0VKIEGRPyoFaxeCZp80sLlpe5XhMgIyBE5sHjZ089aLm5vWkbEtBVrSXtMLc1n7ImGJWQpj8yfWSTUgoZWTG4ABjT7j7nGjZahKR6Icj1lQWbW5s32hLWIiTBlKxYLRpnLTaGG2Q6Rt03TolwY12DSST5HEsSBC2xhPVIiLckaAwlRF0XWAhbMid5Vmdnt01Pz9idL0bd59fVzsnKbSLwA1lJeWtI1ozy23Q444gtLbojJS/dlnKaaWkDkVdl5i35/aPNKZucm7Sxz+9bYatgkxJ4+Pppgo5C56h5/O4IpLm5eSH1oF0pGRVYDBEJUjeVRZMwrwbi2TOcKkxGzMqslInoLdGSdLdYP6cX616U0+d3CjazuOSHat66d89uyswlEEtnvM38mi0uL1hue13PlrkupEVwlQ5vnFNIRgs5/MRqyJShbwuN+MM1KvQqWsNBe+vqW3ZKQAIXyo4Q7tL8kmW7E1ZfJf9YNCsrp6WRvhKNRndAcpVDEvfktcM3GqgLDvYGwU06Xywa8fkwDjI2KKqq+E/ton6mmrOyMg6krOvs88++EGLesCOHj9nN66MSnJv22fWbxonqtGe9cPFVjUMy4eFj8SaWYsnaW7uc71lj+A43AL1q8K5gOSGkCQjCc7jF4D8q2xYkS7BQyT1GiCUJ5IsmOckaoSmTROi/qL1d8rnFOrqsRUKyLZFyBA3a3BP9xBKBe4jmXjxrUcACZdEta57uluNPH9nszKzNLcy7GwHFAq8COEXGtrO2JWXIQQFVaxXPcKAsfVcQxqVtgTfJEQ6WmHsxa7OTM1qXW/bg7gONo03KPWkXzp2RbClLcc/a5NSE+8ppVkZRAcqZJmUnhKSDpmYpt8YkiXwPhg8dkaW5ofFvWF19RWtKr5OC1f/HP/8jr+jjxAKQ6O5OkM2wtVlwhPzRhzc8Revp0wl9oSRpHpijLBx+xoOKrhdyQLCCHN5444q9/fbbnqeLMAruLWZuDEojPW1Ha46A5v/kR6OJveRaO8fnuCXYIL7Lm/uDAriOsaFR0E5t0qBo1b/9H3/rAvTdd7/iwhoNRwk1ftmNnExgCUEOX0RJkN+IAvCqMQkyAm/4qthY5g/aQxkgXLkXjZpAAWg3zhAjlzmI5u8LUfZaItPlxMCkYAa0HuvzpQKiAQmIEHTFc9He7h/Um7k0kQSvOfJskBA/H1OeK0Kis9Xd0VFvrk9ADjQOqmEMnIkH0uOofsqo6WtNQCaldSFIl5UiAcEioLgvgS/8cZxkwhjwrZFB0RxLWV5zoxkR32/tbvW9yJcI3tRExNlgvyWUKAstb++5cjwoaa66RzRO+piUtBAIgctwLOyIYFvKGrcSe+SpclLmKGOawJOZQmAFRFgKUTwRsyO9RzwAlJLQzfb06F47fsBAs8x2kMvi5oq7EWItKc9vHx994us+I5Tp/ZpF7FpS9717gFBjIer95ltX3Sd+6MiIxw1SbUI/AgIIWsz3/BaWC0dgBXn6HPGDyyqbCqo+DyQk6PVNoBdhQHN0fOK9ff2+H+0SFjyzb7DX6S7b1eYIqCXe7ME0TpDGbdIhy4R1zCSEiPQ9KvOgx86hPuvS8zp1P2IgiWyAmPbri44UQy2BC6++iQNHQVscgktwj1Q5siYkdEPQmtCwaIyE28DK1FvrTk8Lvl/W/jh9VgIfL02NoMFsstN9/6Nf3LP333/f/uif/rHzwo0PPne6HOodcsvt7Nkz1qd5rW+sOP10aJ7wZCaVDXjcgRc9coL8eI8haZ4EBans5FnIDNApAhlZwj5xoCrXEbeCT3B9AIDIz4aulxZXPI+7LAHZrHs0hsUD2j/SAckGWttcEh11eqokvBNNxNwynl+cd17fkMIkZXK7uOOxiSPHjjofEmMhXhHaD3zw7Z1Z5+ut7S0Pxs7Nz3lCQ7dABfu5XwxiE4szi75vf/LHf+ItHR4/fGRf3Lxpk5MTLv8AmVxHgQ6Vv2++ecXXqVMWLhY1ZybipsKa5XmbpS2PfTB2ZBZgrf7P/82/vHZQpvMU+aCgHRrvNAplrNnY2COZhi9kXq5pM/IiCg68jDrToh1BbQiAmIQDiJjeEufPX3BfE4SBpuM6FozTADBnRQ/+RpPyE1OoTpoepI2pT9YFvjSqC0E+aH9+km/KNaBm/kZlVkTXPXk4bh98cN3R+VUhDcpS0eLkAC3JfNiVuY6ASgspoqU5VgoEAMKBMcmKdz+YBgQz4D5AISC0URoHEmLkDM/NLdjyEmlupFwNiqgILLZbV/+Ifx9FwgsCxbXCG+FEIxmE/peWAr401spbn2o9QOdNzVFrEmHS1W1tc92uf/qJzLBFR7TVRqGZtrQ1RWWCd7Q5Op2R6fNUWnlyftb6h/tkKjdaG6dDjxyyRHubtSQT1pKWENY9m4WGw/TJ1th2RCh7Yqj6iBA7iFEoamNDCGJTZmq8wQYOD1qmRxaSBHSloSpUGbUdCdeS0Dc3CInBCcBgAm4VtmyjQMBvTmsd8p7JlEknW2Vea8/8KCshPNY73EgTJCHVJIcTCNGIcInEkyZWCevvYrSIRbUWecsvFzynW0DJ92nsyagQV7s/m1MbauV644SK/CrpdUUh76zM23Yp16qDABAzQRbQF9WRrUJr3shHFgpMTz9dhCP9imGErbklGxEaTks5hUNN1p3t9vGvreacjnYkPLNdUrxaL9LxYhLqp86fs+NCSH3DQ9ajPTlybMQ6e7LaPwmnCCfacFrLnpge62tDTNzhHQi38lveL5sUTyo6PcVvcU50tSTLbts2VtctJwQda45bKiNeq4/Y6vqC1UlwNEuhEohrrBN/CtnW9rBaSKmSgN+TwtdacFoHfnly5ylG8Jxm7dvBflXXSLhLEYZqNA8KS5jLcpNAry/HbOLptH320R2tXZt9853fti8+v2MTj2b03Xq78upb4qGyxVsS9uL5tG3vFAW6vmat2U4JtrLmlRL/6y2LqVl0nGnNSkke8qAycoFS6HrJAIKNZA89n5A8WVyUDKEPig9PLyzmmPgTFEmDKVwcda4swmFaaxZkDd/3og6sH2ItPVLEGaHQxYUZo+iJ1Dn4FlmD22lpbcWtgp7+Po/PQHO48Ug7rZQlTwCCxT2LVDksutES2pOUeCVCgFW8vyJBuTw7r7XX6CR28it5S0YSdqh72EYGRkQzR4SgC3Zr9CP71W9+LgC1YKfOnLDO7g5bW1/19Fx6YHR19tgnNz61Q0LFVG5S2Xfnzn2tB0pENF6cFdh7LGuC4/Ba9Nae/Ndr/+oavsQXExNa9OdisilfNFwVoLV8fscRLO4KhCWETaAoQH9VCZ1m1xz4IYdHhh21EAHHSYEGREh5fqS0KJoSLc0L7UTPBSrPYBK0KWYvnwWmSIDcuU+g6QMzT5JNz6ZTv1C4EAJZDIyLoAyahw0i9eiBhDXCj01CW/NU0pZWtWFkG4D2GNuBtLqjW90XoczGotncFaGfCFsCJGQ9cB1+d+YJ0kSwNMfSvg74wfkec+S+zJep8tMbx+i+oAcCf8wHPxWoIS7zLSyNHhMCxte+IaFMEyWOvWf9aHqDrxmEDJKiIRDlxUS8mfPgIVJ/EmKSrKMN0Zi/aHHo+ZkcPKB/rB3jowsfqJJiIea3JETBXMXhvvZFjvgRiqCnCEqEdEOu47gd7o9vmupCWozS9e7wIVBkr7U7EgiEOAGe/E7eESL35IVixY9OMQbKaGkh6Ce7F9oVc29bwz6Wkd7lIBe9WhecETm5POHCNhShoEDKuinulgJtMXErXXzlrD8P9IblMC4UDWLFfQYaIlpBCiV9fZm/xJk+qUk5ySoEiYquSFmCUUFQMQkH3Cq07WTdj4iJeXFWHkgoK1SGawu3Fq8mrSO0zIG+ZLts7eR8fys0hBd6hS+gB+5P1lJaSBn3DUd+0SVs4cUzo6tYkyxQd/WJHqgQa4gFXfv2alt+/6YW+oYkhCxjvi8cOoGlQHaQN+2RwmWeDS/7QONCgS5lF2neesui9V7lDQH/8MZ6LeUrNv7okdUk+P/sz/7MJp/MeECuoRLkssciUkYaBxkpdIPcym96P2n6QsOLZckFkDtrSRom1iy8im+U3i58lxdjoO6A+AgCGmsFvuC+zAOXFeuEEOcetFnFLUVJOXyxLaRMgHhjI+f3IzWwJvnQLMsMtwR5yC1aHwL1IOUWAQrkABWW0EaljvJ1ySLNm9/L4leUYjOnPujFyUgg92Mnjzt44OR89pmDKYg/7Wztek/zf/LNb3v+/tTEtMcaOFyaKltkGJYZ/m/QMimsV69etQkhaAKEl1+97JYOcS/oF8AGgl/bmX8ZwOQcwaBPev3rF1+/9vOf37Cf/exju/7xqN38/J42aUoLsibpv6XNJoJbC7IXpAkRLkUtWkTIaAczVosN01D11NMjU0xoGTTlJx1LqEAo7g+W2UdHql0xnBM0xCwm5PeStDiIFJ8yKJh0ON8MIRaQM/93HnAGQCNCEAROKIwouCl5aPiwrjMRDacZ56VlizKd22XGLDu6D0mYgHwbhSxCQu30ZOXzxgYxrLQ2z2ZufB+Uhz+dHglo73Bzi/4O+tX89b2e7n6pz0ZtQKfMdG2uUBpvmBH/He4afM4QH29+Z05elKB1oCiEoBS+1Hiy1XY1VvzCnJCQLwkVPLhv0WTEMu0Za5WZ+PpbV6wlFRMql1kvMVNPDie+aPxfac1BirFJRMnfVmV+FcUUe/r/1q5MNg56rWp9NY6yPqMcuiLFQD/mdZl2xWrOGqNNVmms2rpMedwEOyKWohA5ubVacDfZ/Th5EZ740BE3/tVdMfqVS2+7TxzBrUf4Xq+vbgiF7HtPCARNVhYFAp3mN2RIfPjRh/bRJx/a46ePLDvQKdR0YJvzW45wWkIxrXGDFXT/opDM4PEhCek9MV+LHR84IWTW6r1CMi3tXjlHFRjlqaS8UYFKw3rcFFTwYQqT344Sqmne7AVCmZ8FzQ1fZ3+i3U8er4rGUWA1IUnoKC5LLJPtsLImvCvmr2gdokJoYVmG3KssjFEHOKirCFgLdVdL3mcCcErFGWiZYDHBZTrL6RIP5iRbglLjTa0Rfuahnq5ASOiG0DtVfLWDoIdFuI5CK42dI4VEo9EmKe9IqzVJINdVRMdG5tGe5K8EMbEeofBG0SUWCsVsnAgUEtqtCulRJh2q4X9usnC96LleAKROAqvAydvb9srJyzY0cNju3hy3RDRtmXi7lFzK4pG0vf76G3b23EWNRcqikerMjMW0t2ZhP3mlqYm4UbOURkZyIO38BS1gtfp5nViF2lMsVdLSCHSiyIlFtLd3vbTAY87rCN8dofF1/LgChlQZIy+QJYA1P/9RG8R5m6QZbhfx6eddsRX1XVJdoQf+TmN/rsfHDBgEiHAcG020chu6bm3DEvWSCxrr/OyM0TO+p6PDNlZWberpC2vV/CPag+LWthVWt60iq6m7rdd9y9/7Xz+wmclZa+0Rn7YmLZGiPa2eKdrAAqQNAsDvhYQ3CunipSu2qj2vVJBBLUbL1FJJYLC5Jj5pt8PDx62zndYJGudBMXcNZEYk2zWKJuzCxTUtJseSuxVIM3GEKu2BBsY8BOGQHYA25LsgFPwoaGRODQBdSkq5+QEqRHMhjBisa3EtFM/Ch6X/CtFqEbT43A+UjAbluuDawFeLu4Nx8H++C+rCzMHvh7a5e/eem6unz5xx5PajH//YNRQRXkwqusSBNtksz4AQA+Gz5jv4xYgK44/E/cAYCEiixUHgPJdTLpgnz8dfyjFMQce1wAeOc5/osGdGoJy0LvimUVQeBdcbExOXB75YxoELg2wK5tOaTTvCO336uGvmTZk1+PRAb/ikyN4ASWi5XPPnC0GNPwcC8KycrgNZaICOXthD1vlAio/74suEcAgCMb5icStAtJobCIPTnFkvzD3Gg9YHGa/LtAZ503gfn2uvlC9I/emDCUfzoAb/XIqZOEFpH/ePhIwQKbEJWmiSYhigPdA2Vsuqfet3vuXXffSTD+173/ueHeTLji5FGU57TakgvZCUs4LQ6Oriuq9nNtHhjJjbWPOMH06igV4QEn0yWaG5Xu01awFdIIxRHCBm1ikvmqGYpF8Kg2wQrL0jJ04447K37AvIN7dVCDKKNF8QIN+D5gAUuPFaJDyx5mriF74n1SyQIWvj5anni0J7pFglo3HrHxiQaVx2ZL8ssMDexJpkNdCrRQKW1K+owI3HH6o7mrf4LNPoyGplc8nXKSwkD0+VikGhD0Fd3GOgPHhHw/f1IrAXIGrqAuAhSWV9D8uNfeen7882plXNzp+5YD/56U8t1hjzuEpDtUmCpcdSsgRpLYtyxQ1D+id0RFc8sl6mJ194d8Mv5Qd+etI/+Yl/lDQzXw8JUF6sES/4mKwerFzGgXuPcYKUnV4liEGrpIjio0Vh60LRZtQtFtI7T544aT/44fe1P90ehKdisLuvx9d39O6Y0ydn8sHfNP2Hrp9rvNAp90A+tMaSniKXE0CBr/iMeRGPGtR+0Vbh0DD923vcJ51OyMoRbf3y578SP5Tt8MleL6hCybBPuCvp35Pw1qR3XPF3dnbJchvW77cFTlJOv6TvsX/dQ63uXfBaANEv1mNdWywGfzNfJzZq5BFONLJxoSLExJdLXkYd0qBpXhO0NGTzZfX64CAKGniQu4pPD/OcRcYlAPJkwyAejz7qy5ACggrBjZnAgPiU6/gem4eQc/NH17ug0ZdYNMxUBAtCkxMBGBeby3X4hjG/Tp4648Rw+86YP/+NN6+KYEMaZ8I3GyXAWCt7Emo+FhoE1YQ8pHE13wYha+akv3jWxI7QrEeLxVwQEX5HNnZX92CsEBXrR9BFNO73wkpAMHrARW8eFARbKi+/Uy/hVfOshK3tNQ98FYqrrhg6ekj70j3qxa5aBy+l9vlxogZmKUFTou0yb/V3Opvx2hPxcX+xpP8dXz730R1ciIdBUvq8JmTp42gKmq/LGPEx7Wv92E+6pSGQQTmkWNGrgus3Vlb0U8LCfz+wndk9XydPjBfRE5whup4jI0Tj7D/U78Ra2N3ydWlJRNwtwHlvEy8mrPfkiO/txpNNZ6bWWsqZJpOlwUynjc3cFm2IPlojrjjry4HSbtrDR4x/PqhOW15YCgSTxovwxBTEMqGRke9FuMGZuyzznefNrSy76Xw80etuKV9RrY/MGp9nAZcA4EHrijuAE1cQorRU/XL/2JeWAxCZ+ER2isc8GiiMkiIRavbAuNBiXkq3WYgL99pBgYMSZsU0IQcHodqW035DQ9rvK+PMf9a1BMes1VoCl8D41F0/dmwPVKz7lysCLJoXZdaABUiSfSSlAJdRTdA4cP8FBzzsSqGxr7Rw5f70kWBva9so2YwV1oMGUW0tWX2vbHWl4LCLYmFf/IYASzgtN8lCI4989N7dQHhXig6qnj9/Frgx+4X29Ny2NprOc4JzUDij5fLn42NHBtD5DQQbFSqnApb1RK7ga8acx5qEPxBqKEeEHcqPxmDwCdfzPIQsdQT0i+a6JoEsAsnZLhptiR5LQeFaWeuBHKBdKfclZgFAam1OOf3sS8EjtCNN9e4OodwfRL8vJcpzUomsy5X6OlIaOdatrP2U9dcSjBWQSgFYOq091bw4DOSu1ihUF7REHhk56uu2shz0Uy4TONe+ZsXn7E+wNluSM9v2/wGEhovoEaofvgAAAABJRU5ErkJggg==&quot; title=&quot;Nabo forrajero&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;em&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;Super Violeta &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;es un alimento de alta calidad con alto contenido de proteína, muy energético y de alta digestibilidad. Datos a nivel nacional muestran que la digestibilidad de las hojas es normalmente mayor a 80 %, el contenido de proteína cruda es siempre mayor al 10 %, pudiendo llegar al 20 %, y la energía puede estar en el orden de las 3,2-3,3 M cal/kg de MS. &lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Arial,Arial; font-size: small;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Claves: &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;em&gt;• Cultivo de muy rápida producción y de muy alta calidad, ideal para terminación de animales, especialmente corderos &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;em&gt;&lt;img alt=&quot;©rafadecleo&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,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&quot; title=&quot;Nabo forrajero&quot; /&gt;&lt;/em&gt;&lt;/a&gt;&lt;em&gt;• Se puede utilizar tanto en verano como en otoño-invierno. &lt;/em&gt;&lt;/div&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;• Alimento de alto contenido proteico y muy alta digestibilidad, se combina en forma excelente con los verdeos tradicionales de verano. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;• Debe pastorearse en franjas para un correcto aprovechamiento. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;
&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;• Por su ciclo corto, es una opción interesante para aporte de materia orgánica al suelo entre cultivos. Los bulbos contribuyen a la descompactación del suelo. &lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp; &lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/span&gt;Este resumen fue realizado por ©rafadecleo,cualquier consulta o criticas a las ordenes.&lt;/span&gt;&lt;br /&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/6136593686388701007/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/07/nabo-forrajero-super-violeta-indicado.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6136593686388701007'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6136593686388701007'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/07/nabo-forrajero-super-violeta-indicado.html' title='Nabo forrajero. Super Violeta. Indicado para verdeo de calidad y para abono verde.'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-3853506092273195230</id><published>2016-06-17T17:04:00.004-07:00</published><updated>2016-06-17T17:04:56.089-07:00</updated><title type='text'>Enfermedades en las cabras</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;El manejo sanitario de un rebaño de cabras depende, primeramente, del fin zootécnico que se busque, que puede ser lechero o cárnico, aunque en principio se trate de la misma especie rumiante y los cuidados sanitarios pudieran ser los mismos.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Uno de los factores principales para decidir que medicamentos conformarán nuestra farmacia veterinaria es el sistema bajo el que estemos produciendo.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Casi de manera general, aunque no exclusivamente, la producción de cabras lecheras se da bajos sistemas de producción intensivos, que implican que las cabras estén estabuladas y con alimentos de buena calidad que logran aportar los nutrientes que las vacas necesitan, lo que puede reducir la frecuencia de presentación de enfermedades de tipo parasitarias. Aunque también habrá que considerar que es bajo los sistemas de producción intensivos que suelen presentarse y acrecentarse brotes de enfermedades causadas por bacterias y virus. En una explotación intensiva de cabras lecheras, entonces, habrá que implementar adecuadamente calendarios de vacunación, desparasitación y utilizar correctamente hormonales.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Y por el contrario, en cabras de razas cárnicas, que generalmente suelen pastorearse en zonas extensas, mayormente se presentan parasitosis a causa de que los animales tienen acceso a fuentes de agua encharcadas o por el propio contacto con huevecillos o parásitos que habitan los pastos. En este tipo de explotaciones es necesario suplementar fuentes de minerales y la administración de vitaminas para lograr que los animales satisfagan sus necesidades nutricionales.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Podemos concluir entonces que según sea el tipo de explotación caprina de que se trate, es como nuestra farmacia veterinaria se conformará:&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul style=&quot;border-image: none;&quot;&gt;&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/VK0xH4N7kC0/0.jpg&quot; src=&quot;https://www.youtube.com/embed/VK0xH4N7kC0?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Antibióticos&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Vitamínicos&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Hormonales&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Desparasitantes&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Vacunas&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Enfermedades comunes de las cabras&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Enfermedades por parásitos&lt;/em&gt;&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Coccidiasis&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Las coccidias son parásitos protozoarios que afectan el intestino de las cabras. Generalmente afectan a cabritos, pues las cabras adultas generan inmunidad contra el parásito, sin embargo siguen excretándolo en las heces, contagiando así a las crías. Clínicamente, se manifiesta como presentación de diarrea, o por el contrario heces pastosas, debilidad y pobre desarrollo. Con un buen manejo sanitario y con productos coccidiostáticos o coccidicidas en la farmacia veterinaria, se logra un fácil control.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Parasitosis gastrointestinales&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/lZqFcgxCBJQ/0.jpg&quot; src=&quot;https://www.youtube.com/embed/lZqFcgxCBJQ?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;En sistemas de pastoreo extensivo, las parasitosis gastrointestinales cobran gran importancia debido a que causan pobre crecimiento, pérdida de peso, diarrea, anemia. Por parásitos que afectan el hígado, la Fasciola hepática, se produce un edema submandibular (conocido como “mal de botella”). Por parásitos que afectan a los pulmones, el Dictyocaulus viviparus, causa una tos persistente. Y por parásitos externos, como garrapatas y los ácaros de la sarna, se tienen repercusiones en producciones que tienen como fin zootécnico la obtención de lana.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Enfermedades por virus&lt;/em&gt;&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Ectima contagiosa&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Causada por un paramixovirus, es una enfermedad viral que se caracteriza por la formación de vesículas y pústulas en las comisuras de los labios, espacios interdigitales y en la cara interna de la cola en corderos y cabras, y en los pezones de las hembras. Es una enfermedad con baja mortalidad, pero altamente contagiosa. Las muertes se presentan sobre todo en cabritos a los que se les dificulta amamantarse, por lo que llegan a padecer inanición y posterior muerte. En caso de brote, se recomienda la autovacunación.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;strong&gt;&lt;u&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Enfermedades por bacterias&lt;/em&gt;&lt;/span&gt;&lt;/u&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Paratuberculosis&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/mmZ7O1aY0gc/0.jpg&quot; src=&quot;https://www.youtube.com/embed/mmZ7O1aY0gc?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Conocida también como enfermedad de Jhone, es causada por la bacteria Mycobacterium paratuberculosis, muy resistente en el medio ambiente, altamente contagiosa y de difícil control y erradicación, una vez que se presenta en un rebaño. Pérdida progresiva de peso, pelo hirsuto y depresión suelen ser los signos que presentan los animals.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Brucelosis&lt;/em&gt;&lt;/span&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;La brucelosis de las cabras es causada por la bacteria Brucella melitensis, y es una enfermedad ampliamente distribuida en México. Las pérdidas económicas son muy importantes, y más importante aún es que se trata de una enfermedad que es transmitida al hombre, por lo que toma importancia en el ámbito de la salud pública. El aborto al final del último tercio de la gestación suele ser el signo más representativo. En el hombre, episodios de fiebre son característicos.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;&lt;strong&gt;Farmacia veterinaria&lt;/strong&gt;&lt;strong&gt;: Medicamentos veterinarios de LAVET&lt;/strong&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/Fbz1wWcS9Tc/0.jpg&quot; src=&quot;https://www.youtube.com/embed/Fbz1wWcS9Tc?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;VERMÍFUGO Al 12% VITAMINADO está indicado contra parásitos gastrointestinales y pulmonares, afectando larvas y adultos, adicionado con vitaminas del complejo B que favorecen la recuperación de los animales debilitados al acelerar los procesos metabólicos.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Al aportar las vitaminas esenciales para el crecimiento, VERMÍFUGO Al 12% VITAMINADO evita alteraciones en piel y mucosas y corrección de deficiencias reproductivas.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Eficaz contra los siguientes parásitos de los caprinos:&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Pulmonares: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Dictyocaulus spp., Protostrongylus.&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Gástricos: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Haemonchus spp., Ostertagia spp., Trichostrongylus spp.&lt;/em&gt;&lt;/span&gt;&lt;/li&gt;
&lt;li&gt;&lt;span style=&quot;font-family: &amp;quot;Courier New&amp;quot;, Courier, monospace;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Helvetica Neue&amp;quot;, Arial, Helvetica, sans-serif;&quot;&gt;&lt;span style=&quot;font-family: Times, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;&lt;em&gt;Intestinales: &amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Bunostomum spp., Cooperia spp., Nematodirus spp., Oesophagostomum spp., Trichostrongyloides, Chabertia spp., Ascaris spp.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/3853506092273195230/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/enfermedades-en-las-cabras.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/3853506092273195230'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/3853506092273195230'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/enfermedades-en-las-cabras.html' title='Enfermedades en las cabras'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/VK0xH4N7kC0/default.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-6500552941163056072</id><published>2016-06-11T15:42:00.002-07:00</published><updated>2016-06-11T15:42:53.760-07:00</updated><title type='text'>Casa hecha con neumáticos usados. Sólida, climatizada y Ecológica</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/91ypzqSWVj4/0.jpg&quot; src=&quot;https://www.youtube.com/embed/91ypzqSWVj4?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
El video muestra paso a paso y en español como se fabrica la casa que tiene 2 dormitorios, living comedor, cocina, baño, taller o garaje, sólo usando unas 700 cubiertas, tierra, unas pocas varillas y techo … mejor no se lo cuento el techo véalo Usted mismo.&amp;nbsp; Fresca en el verano y súper seca en invierno con un clima confortable, por la aislación que dan las mismas gomas.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
Qué bueno sería tener un barrio entero de estas casas, cuanta gente podría acceder a su vivienda, comprando el terreno y muy poco material más construir una casa súper habitable y confortable.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
Este resumen fue realizado por ©rafadecleo,cualquier duda, sugerencia o criticas bienvenida sean.&lt;/div&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/6500552941163056072/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/casa-hecha-con-neumaticos-usados-solida.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6500552941163056072'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6500552941163056072'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/casa-hecha-con-neumaticos-usados-solida.html' title='Casa hecha con neumáticos usados. Sólida, climatizada y Ecológica'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/91ypzqSWVj4/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-6070549441155734707</id><published>2016-06-01T07:42:00.001-07:00</published><updated>2016-06-01T07:42:38.332-07:00</updated><title type='text'>Estrategias para controlar la mosca de establo </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div&gt;
&lt;em&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Los ataques de este tipo de insectos pueden llegar a ser costosos para los ganaderos. Estrés, incomodidad para alimentarse o descansar, disminución en la producción de leche o en el aumento de peso, son algunas de las consecuencias. &lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;span style=&quot;color: #444444; font-family: Trebuchet MS;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;/span&gt;&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;strong&gt;POR QUÉ SE DEBEN CONTROLAR LAS MOSCAS?&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;• Por el efecto negativo en la producción que causan las moscas hematófagas al alimentarse y alterar la conducta de los animales al molestarlos, irritarlos y estresarlos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;• Debido a que las moscas son vectores que transmiten diversos patógenos como enfermedades causadas por bacterias, virus y parásitos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;• En explotaciones avícolas los daños que ocasionan son huevos manchados por heces o vómitos, bajando la calidad del mismo hasta en un 5% del total de la producción.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Los productores recurren a diferentes estrategias para controlar la mosca de establo.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;strong&gt;En algunos casos utilizan ciertos métodos tradicionales, químicos y, últimamente, un gran número de ganaderos le están apostando a los controles biológicos&lt;/strong&gt;.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot;;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot;;&quot;&gt;&lt;strong&gt;PRINCIPALES MOSCAS EN LAS EXPLOTACIONES PECUARIAS&lt;/strong&gt;&lt;br /&gt;
Mosca doméstica(Musca domestica), el ciclo de vida de esta mosca es de 7-10 días en verano, con temperaturas cálidas. La velocidad del desarrollo depende de la temperatura en el sustrato de desarrollo, éste puede ser cualquier clase de material de desecho; la mosca adulta mide entre 6-7 mm de largo y el color es generalmente gris, el huevo que produce es de color blanco y de forma elíptica, mide aproximadamente 1 mm y es depositado de 4 a 8 días después de la cópula, la larva es blanca y cilíndrica con 13 segmentos, tiene 3 etapas larvales. Se alimenta de una variedad de substancias que contengan azúcar y proteínas, regurgitando enzimas para licuar los alimentos para posteriormente succionarlos, lo que provoca la propagación de microorganismos patógenos.&lt;br /&gt;
Mosca casera (Fannia cannicularis), esta pequeña mosca vive en las granjas avícolas, mide de 5-6 mm de largo y es de un color un poco más oscuro, sus larvas son diferentes a las de la mosca doméstica, la larva de la Fannia cannicularis es áspera, marrón y aplanada dorso ventralmente, el ciclo de vida es ligeramente más largo en comparación a la mosca doméstica, esta mosca no tolera altas temperaturas, los adultos se caracterizan porque su vuelo es lento y en círculos además de que es típico observarlos circundando sobre los corrales o las jaulas.&lt;br /&gt;
Falsa mosca de los establos (Muscina stabulans) es más grande que la mosca doméstica y muy robusta, de color gris oscuro y el lóbulo posterior dorsal del tórax es amarillo pálido, las patas son parcialmente de color rojo amarillento o color canela; esta mosca generalmente vive en los galpones.&lt;br /&gt;
La mosca de basurero (Ophyra aenescens) es de color negro lustroso y más pequeña que la mosca doméstica, sus larvas son más activas y prevalecen sobre otros artrópodos en las heces.&lt;br /&gt;
&lt;strong&gt;OTRAS MOSCAS DE IMPORTANCIA SON:&lt;/strong&gt;&lt;br /&gt;
Mosca del cuerno o paleta(Haematobia irritans), se le considera como la más importante para el ganado en pastoreo.&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;Mosca del establo o brava(Stomoxys calcitrans), se presenta en ganado en pastoreo en períodos cortos, daña al ganado debido al dolor que ésta ocasiona al picar para extraer sangre.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;CICLO BIOLOGICO DE LA MOSCA&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;La mosca tiene una metamorfosis completa, consta de cuatro fases diferenciadas: el huevo, la larva, la pupa y el adulto.&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;span style=&quot;font-family: &amp;quot;Trebuchet MS&amp;quot;, sans-serif;&quot;&gt;En la figura 1 se describe la metamorfosis de este insecto.&lt;/span&gt;&lt;/em&gt;&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;img alt=&quot;©rafadecleo&quot; border=&quot;0&quot; class=&quot;aligncenter&quot; src=&quot;https://i0.wp.com/www.avicultura.com.mx/uploads/TBL_IMGS_3431_1_22.jpg&quot; title=&quot;Ciclo de la mosca&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Así funciona el control biológico&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Jorge Alberto Guzmán Osorio, médico veterinario y ganadero de Santander, expuso que &lt;strong&gt;en su finca se realiza un manejo de mosca y garrapata biológicamente, con avispas y con hongos y que su predio está exento de agroquímicos &lt;/strong&gt;pues no se utiliza ningún tipo de herbicida, esto con el objetivo de obtener el sello verde en sus productos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;
&lt;/span&gt;&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Agregó que el manejo de moscas se realiza mediante la liberación de avispas parasitoides (Spalangia spp. y Muscidifurax spp.) y que esta es una alternativa viable y práctica que no posee las desventajas de los métodos químicos y que resulta muy económica.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Mantenimiento del Establo&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Elkin Arango Jaramillo, médico veterinario y zootecnista explicó que una de las estrategias que más se utilizan a nivel de campo y una de las más sencillas &lt;strong&gt;es realizar un aseo estricto y permanente de los cobertizos de los animales para mantenerlos libres de estiércol&lt;/strong&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;“En las épocas de invierno hay una gran proliferación de moscas, la cual además de trasmitir algunas enfermedades, &lt;strong&gt;causa grandes molestias a los animales, no les permiten comer ni dormir bien y esto automáticamente se ve reflejado en el nivel de producción de carne y leche de los bovinos&lt;/strong&gt;”, señaló.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&lt;span style=&quot;color: #444444;&quot;&gt;&amp;nbsp;&lt;strong&gt;&lt;a href=&quot;http://www.contextoganadero.com/ganaderia-sostenible/banar-las-vacas-un-tema-de-higiene-salud-y-bienestar&quot;&gt;Bañar a las vacas: un tema de higiene, salud y bienestar&lt;/a&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;font-size: 16px;&quot;&gt;&lt;strong&gt;&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Trampas y ‘repelentes’&lt;/span&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Jaramillo comentó que las trampas conocidas como ‘atrapa moscas’&amp;nbsp;&lt;strong&gt;son una estrategia a la que también recurren los ganaderos para controlar esta plaga en el campo&lt;/strong&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Indicó que por lo general las trampas contienen insecticidas u otros químicos de baja toxicidad, sustancias pegajosas o una combinación de los 2, &lt;strong&gt;con el objetivo de repeler o atrapar a los insectos&lt;/strong&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Otro método&amp;nbsp;que se utiliza en algunas zonas del país, de acuerdo con el veterinario y zootecnista,&amp;nbsp;es el conocido como ‘rascador’.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;“Los ganaderos utilizan hamacas (amplios telares), las cuales son impregnadas con algunas sustancias que no son nocivas para los animales&lt;strong&gt;, luego las ubican en las entradas a los saladeros o establos. Una vez el ganado ingresa a ese lugar, queda untado y eso actúa como una especie de repelente&lt;/strong&gt;”, explicó.&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444; font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Según los expertos, uno de los métodos de control que más emplean los ganaderos es el químico, mediante el uso de baños, insecticidas y otras sustancias. Manifestaron que esta práctica no es muy recomendable porque es &lt;strong&gt;poco efectiva, costosa, contamina el ambiente y los productos pecuarios y genera resistencia de las especies de moscas a los químicos&lt;/strong&gt;.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div&gt;
&lt;span style=&quot;color: #444444;&quot;&gt;Este resumen fue realizado ©rafadecleo, cualquier duda o consulta o criticas a las ordenes.&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/6070549441155734707/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/estrategias-para-controlar-la-mosca-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6070549441155734707'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6070549441155734707'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/estrategias-para-controlar-la-mosca-de.html' title='Estrategias para controlar la mosca de establo '/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-1768030361600945382</id><published>2016-06-01T07:09:00.001-07:00</published><updated>2016-06-01T07:09:24.463-07:00</updated><title type='text'>Crean una bomba de agua que no utiliza combustible</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/aWWt5vKDoWk/0.jpg&quot; src=&quot;https://www.youtube.com/embed/aWWt5vKDoWk?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;&lt;/div&gt;
&lt;em&gt;Transformación de un antiguo principio en una tecnología que puede ser producido en masa y ayudar a las personas alrededor del mundo a incrementar la seguridad alimentaria mientras que ahorra el medio ambiente, que es lo que aQysta busca con su bomba de Barsha. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;El producto aQysta ha desarrollado la bomba Barsha: una bomba de riego de energía hidráulica que necesita combustible ni electricidad para bombear agua 24/7. Basta a río o canal con un caudal mínimo de cerca de su tierra.  Procedimiento Actualmente, aQysta está planeando demostrar Barhsa bombas en varias regiones con socios seleccionados. Si usted es una organización o un individuo interesado en colaborar con aQysta para la realización de un proyecto de demostración, no dude en contactar con nosotros en info@aQysta.com. Para organizaciones e individuos dispuestos a aplicar la bomba Barsha, el procedimiento es sencillo. El primer requisito es la presencia de un flujo constante de agua en forma de un río o un canal. &lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;div class=&quot;copete&quot;&gt;
&lt;em&gt;El nepalí Pratap Thapa ha inventado la &#39;bomba Barsha&#39;, capaz de regar hasta tres hectáreas sin necesidad de combustible, ecológica y eficiente gracias a la energía hidráulica.&lt;/em&gt;&lt;/div&gt;
&lt;div class=&quot;texto&quot;&gt;
&lt;em&gt;Thapa, licenciado en Ciencia de la Universidad Técnica de Delft (Países Bajos), diseñó la bomba junto a la empresa holandesa aQysta. &lt;strong&gt;El sistema consiste en una rueda hidráulica sencilla de instalar sobre una plataforma flotante en un río del que aprovecha la energía cinética y potencial producida por la corriente para bombear el agua a través de mangueras hasta una altura de unos 25 metros.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;El ingeniero mecánico de aQysta, Jaime Michavila, estima que &lt;strong&gt;esta bomba &quot;puede regar entre 0,5 y 3 hectáreas con 45.000 litros diarios&quot;&lt;/strong&gt;, aunque estas cifras pueden variar &quot;dependiendo de la potencia del caudal del río y de la altura de bombeo&quot;.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&quot;En un plazo 10 años el uso de esta bomba supone ahorrar hasta el 70% del costo total de riego, por lo que se puede recuperar la inversión en ella en un periodo de apenas dos años&quot;, aclara Michavila.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Este invento recibió el primer premio de Climate-KIC en 2014, una iniciativa de la Unión Europea sobre cambio climático que busca la cooperación público-privada de Europa para la innovación orientada a mitigar el cambio climático y adaptarse al mismo. A día de hoy existen 35 bombas Barsha en funcionamiento en distinpos países del mundo, entre ellos Nepal, Indonesia, Turquía, Zambia y España, además de en Latinoamérica, detalla aQysta.&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;Este resumen es realizado por ©rafadecleo, cualquier consulta, dudas o criticas bienvenidas sean.&lt;/em&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/1768030361600945382/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/crean-una-bomba-de-agua-que-no-utiliza.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1768030361600945382'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1768030361600945382'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/06/crean-una-bomba-de-agua-que-no-utiliza.html' title='Crean una bomba de agua que no utiliza combustible'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/aWWt5vKDoWk/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-161771054868381665</id><published>2016-05-21T12:37:00.000-07:00</published><updated>2016-05-21T12:37:06.405-07:00</updated><title type='text'>Usinas Potabilizadoras de Agua </title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: right;&quot;&gt;
&lt;a href=&quot;http://www.produccionnacional.com.uy/wp-content/uploads/2010/10/Parque-UTE-14.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;©rafadecleo&quot; border=&quot;0&quot; class=&quot;imagen&quot; src=&quot;http://www.produccionnacional.com.uy/wp-content/uploads/2010/10/Parque-UTE-14.jpg&quot; title=&quot;UPA&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;iframe width=&quot;320&quot; height=&quot;266&quot; class=&quot;YOUTUBE-iframe-video&quot; data-thumbnail-src=&quot;https://i.ytimg.com/vi/BufI45sJIGc/0.jpg&quot; src=&quot;https://www.youtube.com/embed/BufI45sJIGc?feature=player_embedded&quot; frameborder=&quot;0&quot; allowfullscreen&gt;&lt;/iframe&gt;¿Qué son? Las UPA son plantas transportables que potabilizan el agua bruta de origen natural. En el interior de cada UPA se encuentran todos los procesos tradicionales de una planta convencional: oxigenación, floculación, sedimentación, filtración y desinfección. &lt;br /&gt;&lt;br /&gt;Un dato. Uruguay ya vendió más de 300 UPA en todo el mundo, por las que ingresaron al país cerca de 27 millones de dólares. &lt;br /&gt;&lt;br /&gt;¿Para qué sirve una UPA? Puede sustituir un sistema de abastecimiento de agua, puede solucionar problemas de calidad de agua y puede también ser incorporada a otras plantas más antiguas para permitir hacerles el mantenimiento sin interrumpir el servicio que éstas prestan. &lt;br /&gt;&lt;br /&gt;Importante: Esta usina no hace , surgir el agua, lo que hace es potabilizarla. &lt;br /&gt;&lt;br /&gt;El secreto del éxito. Se llevó a tamaños chicos y portátiles, fáciles de conducir, con la posibilidad de hacerlas en serie y con las mismas garantías, los mismos filtros de una planta convencional. &lt;br /&gt;&lt;br /&gt;Destinos. Hasta el momento las UPA uruguayas se encuentran en India, en la República Democrática del Congo, Venezuela, Sudáfrica, El Salvador, Nicaragua, Guatemala, Honduras, Bolivia y Uruguay. &lt;br /&gt;&lt;br /&gt;El uso concreto en Uruguay es en Fraile Muerto, lugar donde el agua estaba contaminada por flúor. En 60 años no se había podido bajar el nivel de flúor en el agua del lugar. Pero tras la instalación de una UPA en la localidad, el exceso de flúor desapareció. &lt;br /&gt;&lt;br /&gt;¿Cómo surge la idea? La idea de crear una planta potabilizadora completamente independiente y transportable surgió ante el problema de la primera Misión de Paz a Camboya de cómo potabilizar el agua de la región. Se consultó con OSE y los equipos de ingenieros del Ejército y del ente en conjunto diseñaron el primer prototipo de la planta. El diseño se amoldó a las facilidades de transporte con que el Ejército uruguayo contaba en la misión. A partir de ahí se fue ideando el prototipo, que con el paso del tiempo y a la vista de las necesidades que surgían, se fue perfeccionando. &lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
Este resumen fue realizado por ©rafadecleo, cualquier duda. consultar o criticas a las ordenes.&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;border-image: none; clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.visionmaritima.com.uy/vision-maritima/images/stories/upas.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;©rafadecleo&quot; border=&quot;0&quot; height=&quot;480&quot; src=&quot;http://www.visionmaritima.com.uy/vision-maritima/images/stories/upas.jpg&quot; title=&quot;UPA&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;img alt=&quot;©rafadecleo&quot; class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpTWUv1ua2nt02H8Pr5SgNzo1uZzr8odv9CroNtVMi_jC5yMYQcD_G3jxCbRytdnaGdpZLmYyQvi9kLK0R5k-TDp2M90AU8k7scCOrIWFWZNSSrNvV7Ged9y-NFPUBeIKMM1KsfgC8EuOt/s1600/CAM00025.jpg&quot; style=&quot;height: 513px; width: 684px;&quot; title=&quot;UPA&quot; /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;img alt=&quot;©rafadecleo&quot; class=&quot;CSS_LIGHTBOX_SCALED_IMAGE_IMG&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjXm4-oU5v8pw0bSoX3us4Q8KtF-6sTflDrFl4fvu8qCr7XRZw1pzeJAwgoAYAhbDznU8wk-rn6Yhk6z5kbqYI933o4Rr1sb6Ywo_mD6HUVD7cNDSDdcj_mn-TURdwC1UzDEqY6YaWH2aje/s1600/CAM00015.jpg&quot; style=&quot;height: 513px; width: 684px;&quot; title=&quot;UPA&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;border-image: none; clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;data:image/png;base64,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&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;©rafadecleo&quot; border=&quot;0&quot; src=&quot;data:image/png;base64,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&quot; title=&quot;UPA&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/161771054868381665/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2016/05/usinas-potabilizadoras-de-agua.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/161771054868381665'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/161771054868381665'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2016/05/usinas-potabilizadoras-de-agua.html' title='Usinas Potabilizadoras de Agua '/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/BufI45sJIGc/default.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-4634195694588505032</id><published>2015-12-05T06:35:00.001-08:00</published><updated>2015-12-05T06:35:06.993-08:00</updated><title type='text'>La Stevia, endulzante natural, resumen de su historia y un medio de rentabilidad economico</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;h2 style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;
¿Cuáles son las propiedades de la stevia?&lt;img alt=&quot;Stevia rebaudiana foliage.jpg&quot; class=&quot;mw-mmv-final-image mw-mmv-dialog-is-open&quot; height=&quot;507&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/3/3e/Stevia_rebaudiana_foliage.jpg/800px-Stevia_rebaudiana_foliage.jpg&quot; title=&quot;©rafadecleo&quot; width=&quot;469&quot; /&gt;&lt;/h2&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;span style=&quot;font-family: &amp;quot;trebuchet ms&amp;quot; , sans-serif;&quot;&gt;Son muchas las propiedades de la stevia, uno de los pocos sustitutos naturales del azúcar. La stevia fue usada por los indios sudamericanos durante siglos&lt;/span&gt;.&lt;/strong&gt;&lt;br /&gt;
&lt;h2&gt;
¿Qué es la stevia?&lt;/h2&gt;
La stevia (Stevia Rebaudiana Bertoni) es un endulzante natural alternativo al azúcar y a los endulzantes artificiales obtenido a partir de un arbusto originario de Paraguay y Brasil. Ha sido usado desde muy antiguo, como endulzante, por los indios guaranís y que en países como Japón, hoy en día, supone el 41 % de los endulzantes consumidos.&lt;br /&gt;
Las hojas de la planta son 30 veces más dulces que el azúcar y el extracto unas 200 veces más.&lt;br /&gt;
Entre las propiedades de la stevia destacamos:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Tiene 0 calorías o sea es totalmente acalórico.&lt;/li&gt;
&lt;li&gt;La stevia es ideal para los diabéticos ya que regula los niveles de glucosa en la sangre. En algunos países incluso se utiliza como tratamiento para mejorar la diabetes ya que parece regular los niveles de insulina.&lt;/li&gt;
&lt;li&gt;Muy aconsejable para perder peso ya que reduce la ansiedad por la comida (tomar de 10 a 15 gotitas 20 minutos antes de las comidas) y al regular la insulina el cuerpo almacena menos grasas.&lt;/li&gt;
&lt;li&gt;Otra de las propiedades de la&amp;nbsp;stevia es que disminuye el deseo o apetencia por tomar dulces y grasas.&lt;/li&gt;
&lt;li&gt;Realza el aroma de las infusiones o alimentos donde se añada.&lt;/li&gt;
&lt;li&gt;Retarda la aparición de la placa de caries (por eso se usa también para hacer enjuagues bucales y como componente de la pasta de dientes) Se pueden añadir una gotitas a las pasta de diente.&lt;/li&gt;
&lt;li&gt;La stevia es un hipotensor suave (baja la presión arterial que esté demasiado alta)&lt;/li&gt;
&lt;li&gt;Es suavemente diurético.&lt;/li&gt;
&lt;li&gt;Mejora las funciones gastrointestinales.&lt;/li&gt;
&lt;li&gt;Puede ayudar en la desintoxicación del tabaco y del alcohol, ya que el té de stevia reduce el deseo hacia estos dos tóxicos.&lt;/li&gt;
&lt;li&gt;Previene e inhibe la reproducción de bacterias y organismos infecciosos. Mejora la resistencia frente a resfriados y gripes.&lt;/li&gt;
&lt;/ul&gt;
&lt;h2&gt;
Presentación de la stevia&lt;/h2&gt;
&lt;ul&gt;
&lt;li&gt;&lt;strong&gt;En hojas:&lt;/strong&gt; se usan como té (en bolsitas) o se mezclan con otras hierbas como endulzante. En algunos países se vende en polvo o en bolsitas como el té. Así, endulza 30 veces más que el azúcar.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Solución acuosa concentrada de stevia:&lt;/strong&gt; aquí tenemos una forma muy práctica de tomarla ya que con 2 gotitas en la infusión endulza hay más que suficiente. Endulza, en esta concentración, 70 veces más que el azúcar.&lt;/li&gt;
&lt;li&gt;&lt;strong&gt;Concentrado de Esteviósido:&lt;/strong&gt; aquí sólo tomaremos este principio activo aislado de la planta que aumenta su capacidad de endulzar (200 veces más que el azúcar) pero que nos priva del resto de propiedades medicinales de la stevia. Suele venir presentado en forma de polvo blanco.&lt;/li&gt;
&lt;/ul&gt;
.&lt;img alt=&quot;&quot; class=&quot;mw-mmv-final-image mw-mmv-dialog-is-open&quot; height=&quot;506&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Stevia_rebaudiana_flowers.jpg/800px-Stevia_rebaudiana_flowers.jpg&quot; title=&quot;Flor de la Stevia&quot; width=&quot;497&quot; /&gt;&lt;br /&gt;
&lt;h2&gt;
Información nutricional de la stevia&lt;/h2&gt;
Las hojas secas de stevia contienen aproximadamente un 42% de sustancias hidrosolubles (por eso endulza más mezclada con líquidos)&lt;br /&gt;
El principio activo más importante es el Esteviósido. Además contiene proteínas, fibra, hierro, fósforo, calcio, potasio, zinc, rutina, vitamina A y C.&lt;br /&gt;
&lt;img alt=&quot;&quot; class=&quot;mw-mmv-final-image mw-mmv-dialog-is-open&quot; height=&quot;225&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/8/8b/Stevia_rebaudiana.jpg&quot; title=&quot;Cultivo de plantas de Stevia&quot; width=&quot;313&quot; /&gt;&lt;br /&gt;
&lt;h2&gt;
¿Sabías que la stevia…?&lt;/h2&gt;
El concentrado de hoja de stevia en base líquida acuosa es muy útil como cosmético.&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;a href=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Stevia_rebaudiana_flowers.jpg/800px-Stevia_rebaudiana_flowers.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;mw-mmv-final-image mw-mmv-dialog-is-open&quot; height=&quot;200&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Stevia_rebaudiana_flowers.jpg/800px-Stevia_rebaudiana_flowers.jpg&quot; title=&quot;©rafadecleo&quot; width=&quot;196&quot; /&gt;&lt;/a&gt;Cuando se aplica como una mascarilla facial produce un estiramiento y una suavidad efectiva de la piel, tensa las arrugas y ayuda en la cura de varios problemas de la piel, entre ellos el acné, la seborrea, la dermatitis y el eczema.&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Requerimientos de clima&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
Uno de los requerimientos principales a considerar para cultivar&amp;nbsp;&amp;nbsp;la stevia es el clima. Al ser de origen tropical, necesita de &lt;strong&gt;temperaturas&lt;/strong&gt; por &lt;strong&gt;sobre los 12 grados Celsius&lt;/strong&gt; y &lt;strong&gt;precipitaciones&lt;/strong&gt; del orden de los &lt;strong&gt;1500 milímetros &lt;/strong&gt;de agua caída al año.&lt;/div&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
Esta planta &lt;strong&gt;no tolera la sequía&lt;/strong&gt;, por lo tanto si se cultiva en zonas con un menor nivel de precipitaciones, es necesario asignarle un riego abundante y frecuente.&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Formas de eproducción&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
La stevia, conocida cientícamente como Stevia rebaudiana, se multiplica, preferentemente, por el &lt;strong&gt;transplante de esquejes&lt;/strong&gt;, también puede realizarse a través de la &lt;strong&gt;siembra de semillas&lt;/strong&gt;. Si se inicia el cultivo mediante esta última forma, es aconsejable que se realice cuando no haya riesgo de que las temperaturas disminuyan por debajo de los 6 grados Celsius.&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;text-decoration: underline;&quot;&gt;&lt;strong&gt;Requerimientos de suelo&lt;/strong&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
La stevia crece bien en&lt;strong&gt; suelos arenosos y arcillosos&lt;/strong&gt;, estos deben presentar un &lt;strong&gt;buen drenaje&lt;/strong&gt;, ya que el agua encharcada afectará su desarrollo. Antes de iniciar el cultivo, es aconsejable adicionarle al suelo materiaorgánica, como humus o compost.&lt;/div&gt;
&lt;h2 class=&quot;article__h2&quot;&gt;
&lt;span id=&quot;cultivo-de-stevia-en-el-jardin&quot;&gt;Cultivo de stevia en el jardín&lt;/span&gt;&lt;/h2&gt;
El &lt;strong&gt;cultivo de la stevia en el jardín&lt;/strong&gt; &lt;strong&gt;de tu casa es posible,&lt;/strong&gt; especialmente si deseas aprovechar sus virtudes medicinales. Para lograrlo es importante saber &lt;strong&gt;cuáles son los tiempos apropiados de cultivo, y cuándo se debe realizar la recolección de las hojas de stevia&lt;/strong&gt; para obtener la mayor concentración de sus componentes activos.&lt;br /&gt;
&lt;div style=&quot;border-image: none;&quot;&gt;
&lt;strong&gt;Tiempos de cultivo y recolección de las hojas de stevia&lt;/strong&gt;&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;Los tiempos de cultivo dependen mucho del lugar donde se siembre. La stevia es una planta tropical, que se ve favorecida en regiones donde los cambios climáticos no son abruptos. Así que, gracias a la estabilidad del clima, &lt;strong&gt;esta planta puede llegar a&lt;/strong&gt; &lt;strong&gt;cosecharse entre 6 a 8 veces año&lt;/strong&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul style=&quot;border-image: none;&quot;&gt;
&lt;a href=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Stevia_rebaudiana_flowers.jpg/800px-Stevia_rebaudiana_flowers.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;&quot; border=&quot;0&quot; class=&quot;mw-mmv-final-image mw-mmv-dialog-is-open&quot; height=&quot;320&quot; src=&quot;https://upload.wikimedia.org/wikipedia/commons/thumb/2/26/Stevia_rebaudiana_flowers.jpg/800px-Stevia_rebaudiana_flowers.jpg&quot; title=&quot;©rafadecleo&quot; width=&quot;314&quot; /&gt;&lt;/a&gt;
&lt;li&gt;En término generales, una vez que has logrado que el &lt;strong&gt;injerto de la stevia&lt;/strong&gt; comience a florecer en un lugar con sombra (alrededor del mes), puedes colocarla en un &lt;strong&gt;lugar con más sol&lt;/strong&gt;. En esta época (generalmente en primavera-verano o si hace calor) es necesario regarla diariamente y es cuando la planta crece más rápido. Si es otoño o invierno, como las temperaturas bajan un poco, puedes regar sólo cuando la tierra está seca en la superficie.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;Generalmente cuando la planta llega a 10 cm. de altura y florece es momento de recolectarla. En este momento es cuando se obtiene la mayor cantidad de &lt;strong&gt;esteviósidos&lt;/strong&gt; y su &lt;strong&gt;nivel edulcorante más elevado&lt;/strong&gt;.&lt;/li&gt;
&lt;/ul&gt;
&lt;ul&gt;
&lt;li&gt;Una vez que has realizado la &lt;strong&gt;cosecha&lt;/strong&gt;, es importante que &lt;strong&gt;elimines las hojas secas o marrones&lt;/strong&gt;, para que la calidad del cultivo sea mejor.&lt;/li&gt;
&lt;/ul&gt;
Ten presente que, teniendo en cuenta el clima y el lugar donde cultivas la planta de stevia, &lt;strong&gt;puedes guiarte por la&lt;/strong&gt; &lt;strong&gt;altura de la planta y por el momento en el cual aparecen más cantidad de hojas para cosecharla&lt;/strong&gt;.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
Este articulo fue realizado por ©rafadecleo.Cualquier consultas a las ordenes.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/4634195694588505032/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/12/la-stevia-endulzante-natural-resumen-de.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/4634195694588505032'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/4634195694588505032'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/12/la-stevia-endulzante-natural-resumen-de.html' title='La Stevia, endulzante natural, resumen de su historia y un medio de rentabilidad economico'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-7120081456613106511</id><published>2015-09-23T07:37:00.001-07:00</published><updated>2015-09-23T07:37:46.389-07:00</updated><title type='text'>Cria de Cabras</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&amp;nbsp; Las razas mejoradas de cabras lecheras, que dan entre 2 y medio y 5 litros por día en dos ordeños, se adaptaron muy bien en nuestro medio. El periodo de gestación de una cabra es aproximadamente de 5 meses o 150 días. Las cabras típicamente paren uno, dos o tres cabritos. La cabra lechera puede criarse a nivel de pequeños productores, para disponer leche en todo momento para la alimentación de la familia. Las cabras son originarias del norte de Africa, Europa, sur y centro de Asia, donde se las encontraba en las regiones boscosas y montañosas, debido a su rusticidad en la alimentación. Las noticias que se tienen de las primeras domesticaciones son de una raza, la Falconieri, utilizada para los posteriores cruzamientos con las europeas. Estas cabras domésticas fueros traídas por los conquistadores para su posterior diseminación en nuestros pueblos, con características determinadas por cada región donde se desarrollaron.  De las cabras se puede utilizar todo: carne, leche, lana, cueros y abonos.  Debemos recordar que los estudiosos han determinado que la cabra una de las primeras especies trabajadas en cautiverio por el hombre.  Aunque existen numerosos productores de cabras, especialmente en el Chaco, que se dedican principalmente a la producción de carne, las variedades lecheras comienzan a difundirse por las propiedades nutricionales del producto.  Las razas mejoradas para la producción de leche son mucho más fáciles de cuidar, porque son mansas. Con una alambrada apropiada o con cerco eléctrico, se las puede pastorear sin que causen molestias. La oferta de leche de cabra es escasa. La leche de cabra contiene componentes que se digieren mas rápidamente, pudiendo ayudar en los casos de problemas digestivos y la alimentación de niños muy pequeños y hasta ancianos.  Ordeñar una cabra, por ser de baja estatura suele ser difícil, pero con una pequeña instalación consistente en una tarima o sobrado basta para ordeñarla con facilidad e higiene.  Las creencias del campesino productor representan el mayor obstáculo para que, como en países europeos, se pueda contar con este rubro para variar la producción de alimento en la finca. Una de esas creencias es que la cabra es dañina o vizcachera. Por el contrario, es una gran aliada del productor, si se lo sabe utilizar para limpiar el campo de malezas y posteriormente utilizarlo para pasturas de otras especies.  La cabra se alimenta más fácilmente que otros animales por el hocico que tiene -que le permite comer hasta entre las espinas- y el hábito de comer plantas que otras especies no comen.  La cabra de raza mejorada no solamente ofrece leche de alta calidad sino también da carne. Es importante mencionar que el cuidado de este animal puede quedar a cargo de cualquier miembro de la familia.  Si los cabritos no serán castrados, deberán ser separados de las hembras a los tres meses de edad para impedir preñeces indeseables que pueden perjudicar el manejo de los animales.  Las cabras tienen requerimientos nutricionales que les son característicos y son más exigentes cuanto más mejorada es la raza, ya sea destinada a carne o leche.  Los alimentos deben aportar proteína, energía, minerales y vitaminas. El agua es también un nutriente muy importante; recordemos que un animal puede pasar más tiempo sin comer sin de tomar agua.  Cuando se crían cabras en las zonas de monte, se debe tener la precaución de proporcionarles tambien un poco de sal y de harina de hueso calcinada, de tal forma que fortalezcan la producción de leche o carne. Si hubiera algún problema en las pariciones, consultar con el profesional médico veterinario, a fin de que haga la corrección sanitaria e indique la suplementación de vitaminas y microingredientes, que muchas veces suele faltar en la dieta de estos animales cuando pastan en suelos carentes de fósforo, calcio o selenio.  La cría de cabras es una gran alternative&amp;nbsp; donde hay muy buenas condiciones para producir más carne por hectárea con las cabras que con los novillos en las mismas condiciones. &lt;br /&gt;
Este resumen&amp;nbsp;fue realizado por ©&lt;em&gt;rafadecleo, cualquier consulta a las ordenes.&lt;/em&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/7120081456613106511/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/09/cria-de-cabras.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7120081456613106511'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/7120081456613106511'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/09/cria-de-cabras.html' title='Cria de Cabras'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-8817854059410535436</id><published>2015-07-19T16:22:00.001-07:00</published><updated>2015-07-30T07:04:22.595-07:00</updated><title type='text'>El cultivo del TE, beneficios de salud,una tradicion milenaria y tambien puede ser un sosten economico</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
El &lt;b&gt;té&lt;/b&gt; es una infusión de las hojas y brotes de la planta del té (&lt;i&gt;Camellia sinensis&lt;/i&gt;). La popularidad de esta bebida es solamente sobrepasada por el agua. Su sabor es fresco, ligeramente amargo y astringente; este gusto es agradable para mucha gente.&lt;br /&gt;
Se argumenta que el consumo de té (especialmente verde) es benéfico para la salud por contener antioxidantes, flavanoles, flavonoides, catequinos y polifenoles. Debido a sus catequinos, el té tiene propiedades anti-inflamatorias y neuroprotectoras; puede ayudar en la regulación del apetito y por su afinidad con los receptores canabinoides puede disminuir el dolor y la naúsea, sirviendo también como calmante.&lt;br /&gt;
El consumo del té verde está asociado con una disminución del riesgo de problemas de salud entre los adultos mayores tales como: infartos, deterioro cognitivo y osteoporosis.&lt;br /&gt;
El té contiene &lt;b&gt;L-teanina&lt;/b&gt; sustancia relacionada con un estado mental calmado en humanos. Un estado similar al que se encuentra entre los practicantes de meditación.&lt;br /&gt;
El término &quot;té herbal&quot; se refiere comúnmente a infusiones de frutas o hierbas que no incluyen a la planta de té tales como el mate, la manzanilla y la tila entre otros.&lt;br /&gt;
&lt;h2&gt;
&lt;i&gt;&lt;br /&gt;&lt;/i&gt;&lt;/h2&gt;
El té es la infusión preparada con las hojas secas molidas o brotes del arbusto &lt;i&gt;Camellia sinensis&lt;/i&gt; en agua caliente.&lt;br /&gt;
El arbusto tiene muchas ramificaciones, de entre 1 y 2 metros de altura, y puede alcanzar, aunque muy raramente, incluso los 12 metros. Las hojas son siempre verdes, lanceoladas hacia adelante e incluso del revés u oblongo-ovadas, de unos 4 cm de ancho y entre 3 y 12 cm de largo, sobre las que destaca una fuerte nerviación. Las flores están en grupos de 2 a 3 o bien aisladas, de color blanco, inclinadas hacia abajo, y son aromáticas. Las flores de &lt;i&gt;Camellia japonica&lt;/i&gt; son erguidas.&lt;br /&gt;
El arbusto ha crecido silvestre a lo largo de la historia en Extremo Oriente, aunque actualmente se cultiva en muchos otros lugares, incluso sobre terreno poco fértil utilizando terrazas.&lt;br /&gt;
&lt;h2&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Valor_nutricional&quot;&gt;Valor nutricional&lt;/span&gt;&lt;/h2&gt;
Las sales minerales en el té son de sodio, potasio, y níquel. También contiene hierro y cobre, silicio, aluminio, magnesio, fósforo y calcio, aunque algunas de ellas pierden su solubilidad con el envejecimiento de las hojas.&lt;br /&gt;
Otro de los contenidos importantes del té es el flúor, conocido protector de los dientes. El aceite esencial destilado del té es de color amarillo y posee un fuerte olor, que es la causa de los aromas del té. Contiene el té taninos catéquicos y derivados polifenólicos, como los flavonoides kenferol, quercetol y miricetol.&lt;br /&gt;
Los componentes más conocidos del té, y los más apreciados por su efecto, son sin duda las bases xánticas, la principal de las cuales es la cafeína, aunque también contiene teofilina y teobromina. La presencia de vitaminas en el té es mínima, pero constituyen un enriquecimiento de la bebida, dado que contiene vitaminas A, B, C, E y P.&lt;br /&gt;
Se considera que el té con mayor cantidad de principios activos altamente benéficos para la salud humana es el &lt;b&gt;té verde&lt;/b&gt;.&lt;br /&gt;
&lt;h2&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Producci.C3.B3n&quot;&gt;Producción&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;thumb tright&quot;&gt;
&lt;div class=&quot;thumbinner&quot; style=&quot;width: 302px;&quot;&gt;
&lt;a class=&quot;image&quot; href=&quot;http://commons.wikimedia.org/wiki/File:Malaysia-tea_plantation.jpg&quot;&gt;&lt;img alt=&quot;©rafadecleo    Cultivo de Te&quot; class=&quot;thumbimage&quot; data-file-height=&quot;480&quot; data-file-width=&quot;640&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/5/52/Malaysia-tea_plantation.jpg/300px-Malaysia-tea_plantation.jpg&quot; height=&quot;225&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/5/52/Malaysia-tea_plantation.jpg/450px-Malaysia-tea_plantation.jpg 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/5/52/Malaysia-tea_plantation.jpg/600px-Malaysia-tea_plantation.jpg 2x&quot; title=&quot;©rafadecleo   Cultivo de Te&quot; width=&quot;300&quot; /&gt;&lt;/a&gt; &lt;br /&gt;
&lt;div class=&quot;thumbcaption&quot;&gt;
&lt;div class=&quot;magnify&quot;&gt;
&lt;a class=&quot;internal&quot; href=&quot;http://es.wikipedia.org/wiki/Archivo:Malaysia-tea_plantation.jpg&quot; title=&quot;Aumentar&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://bits.wikimedia.org/static-1.24wmf15/skins/common/images/magnify-clip.png&quot; height=&quot;11&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Plantación de té en Malasia.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Cultivo&quot;&gt;Cultivo&lt;/span&gt;&lt;/h3&gt;
El té proviene principalmente de China continental, India, Sri Lanka, Taiwán, Japón, Nepal, Australia y Kenia.&lt;br /&gt;
Los cuatro tipos principales de té se distinguen según su procesamiento. &lt;i&gt;Camellia sinensis&lt;/i&gt; es un arbusto cuyas hojas, si no son secadas apenas se recolectan, comienzan a oxidarse. Para prevenir este proceso de oxidación, se calientan las hojas con el objetivo de quitar su humedad.&lt;br /&gt;
El arbusto es podado para que no supere los 2 metros de altura facilitando así la labor de recolección. A partir del tercer año, las hojas pueden cosecharse con rendimiento.&lt;br /&gt;
Las hojas de té se procesan para producir el té verde o negro. La fabricación del té negro comienza con el proceso de “desecado” de las hojas, sea en forma natural o con aire caliente. Luego del desecado, hay que pasar el material entre los rodillos para exprimir los jugos y golpearlo para romper las hojas. Después se ciernen y se fermentan para lograr la calidad del producto final. Entonces hay que secar, graduar y clasificar el té fermentado para empaquetarlo. El té verde se prepara, calentando las hojas, sea en platos calientes o con vapor, las hojas se apisonan con el rodillo, se calientan y se apisonan otra vez, para lograr la calidad deseada.&lt;br /&gt;
La producción del té puede causar algunos desechos gaseosos de la operación de desecado. Estas emisiones tienen poca importancia, comparadas con las descargas de las calderas a carbón o petróleo que se utilizan para producir el vapor. Los desechos líquidos procedentes de las operaciones de limpieza son, igualmente, de poca importancia.&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Variedades_de_t.C3.A9&quot;&gt;Variedades de té&lt;/span&gt;&lt;/h3&gt;
&lt;ul style=&quot;border-image: none;&quot;&gt;
&lt;li&gt;Té blanco - hojas jóvenes (brotes nuevos del arbusto) que no se han oxidado; los brotes pueden haber sido protegidos del sol para evitar la formación de clorofila.&lt;/li&gt;
&lt;li&gt;Té verde - sin oxidación. Un favorito en Asia, es así denominado porque las hojas se secan y son fragmentadas rápidamente después de ser recogidas. El té hecho de estas hojas más fresco en el sabor que otros tipos de té. A causa de esto, el té verde generalmente no se sirve con leche ni azúcar. Algunos tipos de té verde son Zhū chá, Sencha y Gyokuro cuyo nombre (literalmente &quot;rocío de jade&quot;) se refiere al color verde pálido de la infusión.&lt;/li&gt;
&lt;li&gt;Té amarillo. Té semifermentado o fermentado parcialmente comparable al té azul o oolong. Su sabor es similar al del té blanco y el verde.&lt;/li&gt;
&lt;li&gt;Oolong (烏龍茶), también llamado té azul. Con un grado de oxidación media. Entre los tés negros y los tés verdes. Sus hojas son fermentadas cerca de la mitad del tiempo empleado en el té negro.&lt;/li&gt;
&lt;li&gt;Té negro - oxidación sustancial. Da lugar a una infusión rojiza y oscura; el té negro es muy popular en los países occidentales. Es un té muy procesado y el que más contenido en teína posee. Después de que las hojas se escogen, se fermentan y se secan. El tamaño de las hojas determina la graduación de té negro. Las variedades comunes del té negro incluyen Ceilán, Assam, Darjeeling y Sikkim, considerados estos últimos por muchos los dos tés negros más finos.&lt;/li&gt;
&lt;li&gt;Pu-erh (普洱茶), también llamado té rojo. A diferencia de otros tés, que suelen tomarse tras su recolección, el proceso de fermentación de esta variedad puede durar de 2 a 60 años en barricas de roble, lo que hace que las hojas obtengan un color cobrizo y, por lo tanto, también la infusión.&lt;/li&gt;
&lt;li&gt;Kukicha (茎茶), literalmente &lt;b&gt;té en rama&lt;/b&gt;, también llamado &lt;i&gt;&lt;b&gt;bōcha&lt;/b&gt;&lt;/i&gt; (棒茶) o también conocido como &lt;b&gt;té de invierno&lt;/b&gt;, es una mezcla de tés hecha de peciolos, tallos y ramitas de té Bancha, variedad común japonesa de té verde. Está disponible como té verde o en versiones más oxidadas. El &lt;i&gt;kukicha&lt;/i&gt; tiene un sabor y aroma únicos, debido a incluir en su composición partes de la planta de té que se excluyen en otras mezclas. Es de color muy claro amarillo-verdoso.&lt;/li&gt;
&lt;li&gt;Chong Cha (虫茶) - literalmente &lt;b&gt;té gusano&lt;/b&gt;, se prepara con las semillas en lugar de las hojas. Usado como producto medicinal en China.&lt;/li&gt;
&lt;li&gt;Lapsang Souchong (正 山 小 种 o 烟 小 种). De origen de Fujian, China, Lapsang Souchong es un &lt;b&gt;té negro&lt;/b&gt; que se seca sobre pino ardiendo, desarrollando así un fuerte sabor ahumado.&lt;/li&gt;
&lt;li&gt;Té Matcha (抹茶). Es un &lt;b&gt;té verde&lt;/b&gt; molido empleado en la ceremonia japonesa del té.&lt;/li&gt;
&lt;li&gt;Té Turco. Es una forma de té negro, se produce principalmente al este de la costa del Mar Negro. Es común beberlo muy caliente, se suele verter algo de azúcar de remolacha.&lt;/li&gt;
&lt;li&gt;Té Darjeeling. Té que ha sido cultivado, desarrollado, producido, manufacturado y procesado en jardínes de té de las áreas montañosas de la Sub División de Sadar, sólo áreas montañosas de la Sub División de Kalimpong. Darjeeling es una denominación de origen.&lt;/li&gt;
&lt;/ul&gt;
&lt;h3 style=&quot;border-image: none;&quot;&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Graduaci.C3.B3n_de_las_hojas&quot;&gt;Graduación de las hojas&lt;/span&gt;&lt;/h3&gt;
&lt;div class=&quot;thumb tright&quot; style=&quot;border-image: none;&quot;&gt;
&lt;div class=&quot;thumbinner&quot; style=&quot;border-image: none; height: 329px; width: 200px;&quot;&gt;
&lt;div class=&quot;thumbcaption&quot; style=&quot;border-image: none;&quot;&gt;
&lt;a class=&quot;image&quot; href=&quot;http://commons.wikimedia.org/wiki/File:Tea_plant_drawing.png&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; class=&quot;thumbimage&quot; data-file-height=&quot;400&quot; data-file-width=&quot;243&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/f0/Tea_plant_drawing.png/150px-Tea_plant_drawing.png&quot; height=&quot;247&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/f/f0/Tea_plant_drawing.png/225px-Tea_plant_drawing.png 1.5x, //upload.wikimedia.org/wikipedia/commons/f/f0/Tea_plant_drawing.png 2x&quot; title=&quot;®rafadeleo&quot; width=&quot;150&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div class=&quot;magnify&quot;&gt;
&lt;a class=&quot;internal&quot; href=&quot;http://es.wikipedia.org/wiki/Archivo:Tea_plant_drawing.png&quot; title=&quot;Aumentar&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://bits.wikimedia.org/static-1.24wmf15/skins/common/images/magnify-clip.png&quot; height=&quot;11&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Dibujo de la planta del té.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
La graduación es en función del tamaño de las hojas, tanto para el té verde como para el negro sin tener en cuenta su calidad.&lt;br /&gt;
&lt;b&gt;Leaf&lt;/b&gt;: Té de hojas enteras.&lt;br /&gt;
&lt;b&gt;Broken&lt;/b&gt;: Té de hojas rotas, es más sustancioso y fuerte que el &lt;i&gt;Leaf&lt;/i&gt; debido a los numerosos puntos de rotura. Se designa con la letra &lt;b&gt;B&lt;/b&gt;. A este grado pertenecen &lt;b&gt;BOP&lt;/b&gt; &lt;i&gt;broken orange pekoe&lt;/i&gt; y &lt;b&gt;FBOP&lt;/b&gt; &lt;i&gt;flowery broken orange pekoe&lt;/i&gt;.&lt;br /&gt;
&lt;b&gt;Fannings&lt;/b&gt;: Trocitos que se obtienen luego de tamizar las hojas mecánicamente.&lt;br /&gt;
&lt;b&gt;Dust&lt;/b&gt;: Es el té de molienda más fina. Se designa con la letra &lt;b&gt;D&lt;/b&gt;. A este grado pertenecen &lt;b&gt;D&lt;/b&gt; &lt;i&gt;dust&lt;/i&gt; y &lt;b&gt;PD&lt;/b&gt; &lt;i&gt;pekoe dust&lt;/i&gt;. Se usa para elaborar bolsitas de té.&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;T.C3.A9rminos&quot;&gt;Términos&lt;/span&gt;&lt;/h3&gt;
&lt;b&gt;O&lt;/b&gt; &lt;i&gt;Orange&lt;/i&gt;: Noble.&lt;br /&gt;
&lt;b&gt;P&lt;/b&gt; &lt;i&gt;Pekoe&lt;/i&gt;: Vello blanco.&lt;br /&gt;
&lt;b&gt;F&lt;/b&gt; &lt;i&gt;Flowery&lt;/i&gt;: Floral; tés elaborados con hojas jóvenes.&lt;br /&gt;
&lt;b&gt;Fluff&lt;/b&gt;: Polvo de té; es amarillo y se obtiene aspirándolo durante la producción.&lt;br /&gt;
&lt;b&gt;G&lt;/b&gt; &lt;i&gt;Golden&lt;/i&gt;: Té con puntas doradas o &lt;i&gt;tip&lt;/i&gt;.&lt;br /&gt;
&lt;b&gt;Tip&lt;/b&gt;: Hojas que por su alto nivel de taninos se oxidan con un color claro o que, por su vello blanco, tiene un brillo plateado.&lt;br /&gt;
&lt;b&gt;Tippy&lt;/b&gt;: Té con una proporción elevada de brotes &lt;i&gt;tip&lt;/i&gt;.&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Pa.C3.ADses_con_mayor_producci.C3.B3n&quot;&gt;Países con mayor producción&lt;/span&gt;&lt;/h3&gt;
Datos en toneladas.&lt;br /&gt;
&lt;table class=&quot;wikitable sortable jquery-tablesorter&quot;&gt;&lt;thead&gt;
&lt;tr&gt;&lt;th class=&quot;headerSort&quot; role=&quot;columnheader button&quot; tabindex=&quot;0&quot; title=&quot;Orden ascendente&quot;&gt;País&lt;/th&gt;&lt;th class=&quot;headerSort&quot; role=&quot;columnheader button&quot; tabindex=&quot;0&quot; title=&quot;Orden ascendente&quot;&gt;2008&lt;/th&gt;&lt;th class=&quot;headerSort&quot; role=&quot;columnheader button&quot; tabindex=&quot;0&quot; title=&quot;Orden ascendente&quot;&gt;2009&lt;/th&gt;&lt;th class=&quot;headerSort&quot; role=&quot;columnheader button&quot; tabindex=&quot;0&quot; title=&quot;Orden ascendente&quot;&gt;2010&lt;/th&gt;&lt;th class=&quot;headerSort&quot; role=&quot;columnheader button&quot; tabindex=&quot;0&quot; title=&quot;Orden ascendente&quot;&gt;2011&lt;/th&gt;&lt;/tr&gt;
&lt;/thead&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de la República Popular China&quot; class=&quot;thumbborder&quot; data-file-height=&quot;1000&quot; data-file-width=&quot;1500&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/f/fa/Flag_of_the_People%27s_Republic_of_China.svg/20px-Flag_of_the_People%27s_Republic_of_China.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/f/fa/Flag_of_the_People%27s_Republic_of_China.svg/30px-Flag_of_the_People%27s_Republic_of_China.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/f/fa/Flag_of_the_People%27s_Republic_of_China.svg/40px-Flag_of_the_People%27s_Republic_of_China.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; China&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;1&amp;nbsp;274&amp;nbsp;984&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;1&amp;nbsp;375&amp;nbsp;780&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;1&amp;nbsp;467&amp;nbsp;467&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;1&amp;nbsp;744&amp;nbsp;431&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de India&quot; class=&quot;thumbborder&quot; data-file-height=&quot;900&quot; data-file-width=&quot;1350&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/4/41/Flag_of_India.svg/20px-Flag_of_India.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/4/41/Flag_of_India.svg/30px-Flag_of_India.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/4/41/Flag_of_India.svg/40px-Flag_of_India.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; India&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;987&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;972&amp;nbsp;700&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;991&amp;nbsp;180&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;1&amp;nbsp;028&amp;nbsp;098&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Flag of Kenya.svg&quot; class=&quot;thumbborder&quot; data-file-height=&quot;600&quot; data-file-width=&quot;900&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/4/49/Flag_of_Kenya.svg/20px-Flag_of_Kenya.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/4/49/Flag_of_Kenya.svg/30px-Flag_of_Kenya.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/4/49/Flag_of_Kenya.svg/40px-Flag_of_Kenya.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Kenia&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;345&amp;nbsp;800&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;314&amp;nbsp;100&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;399&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;401&amp;nbsp;900&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Sri Lanka&quot; class=&quot;thumbborder&quot; data-file-height=&quot;600&quot; data-file-width=&quot;1200&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Sri_Lanka.svg/20px-Flag_of_Sri_Lanka.svg.png&quot; height=&quot;10&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Sri_Lanka.svg/30px-Flag_of_Sri_Lanka.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/1/11/Flag_of_Sri_Lanka.svg/40px-Flag_of_Sri_Lanka.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Sri Lanka&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;318&amp;nbsp;700&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;290&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;282&amp;nbsp;300&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;348&amp;nbsp;288&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Turquía&quot; class=&quot;thumbborder&quot; data-file-height=&quot;800&quot; data-file-width=&quot;1200&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/20px-Flag_of_Turkey.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/30px-Flag_of_Turkey.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/b/b4/Flag_of_Turkey.svg/40px-Flag_of_Turkey.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Turquía&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;198&amp;nbsp;046&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;198&amp;nbsp;601&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;235&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;235&amp;nbsp;666&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Vietnam&quot; class=&quot;thumbborder&quot; data-file-height=&quot;600&quot; data-file-width=&quot;900&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/2/21/Flag_of_Vietnam.svg/20px-Flag_of_Vietnam.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/2/21/Flag_of_Vietnam.svg/30px-Flag_of_Vietnam.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/2/21/Flag_of_Vietnam.svg/40px-Flag_of_Vietnam.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Vietnam&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;173&amp;nbsp;500&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;185&amp;nbsp;700&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;198&amp;nbsp;466&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;219&amp;nbsp;714&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Irán&quot; class=&quot;thumbborder&quot; data-file-height=&quot;900&quot; data-file-width=&quot;1575&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/c/ca/Flag_of_Iran.svg/20px-Flag_of_Iran.svg.png&quot; height=&quot;11&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/c/ca/Flag_of_Iran.svg/30px-Flag_of_Iran.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/c/ca/Flag_of_Iran.svg/40px-Flag_of_Iran.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Irán&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;165&amp;nbsp;717&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;165&amp;nbsp;717&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;165&amp;nbsp;717&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;165&amp;nbsp;717&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Indonesia&quot; class=&quot;thumbborder&quot; data-file-height=&quot;800&quot; data-file-width=&quot;1200&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/9/9f/Flag_of_Indonesia.svg/20px-Flag_of_Indonesia.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/9/9f/Flag_of_Indonesia.svg/30px-Flag_of_Indonesia.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/9/9f/Flag_of_Indonesia.svg/40px-Flag_of_Indonesia.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Indonesia&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;150&amp;nbsp;851&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;146&amp;nbsp;440&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;150&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;142&amp;nbsp;400&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Argentina&quot; class=&quot;thumbborder&quot; data-file-height=&quot;500&quot; data-file-width=&quot;800&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/1a/Flag_of_Argentina.svg/20px-Flag_of_Argentina.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/1/1a/Flag_of_Argentina.svg/30px-Flag_of_Argentina.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/1/1a/Flag_of_Argentina.svg/40px-Flag_of_Argentina.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Argentina&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;80&amp;nbsp;142&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;71&amp;nbsp;715&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;88&amp;nbsp;574&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;96&amp;nbsp;572&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: left;&quot;&gt;&lt;span class=&quot;flagicon&quot;&gt;&lt;img alt=&quot;Bandera de Japón&quot; class=&quot;thumbborder&quot; data-file-height=&quot;600&quot; data-file-width=&quot;900&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/9/9e/Flag_of_Japan.svg/20px-Flag_of_Japan.svg.png&quot; height=&quot;13&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/9/9e/Flag_of_Japan.svg/30px-Flag_of_Japan.svg.png 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/9/9e/Flag_of_Japan.svg/40px-Flag_of_Japan.svg.png 2x&quot; width=&quot;20&quot; /&gt;&lt;/span&gt; Japón&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;96&amp;nbsp;500&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;86&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;85&amp;nbsp;000&lt;/td&gt;&lt;td align=&quot;right&quot;&gt;95&amp;nbsp;012&lt;/td&gt;&lt;/tr&gt;
&lt;tfoot&gt;&lt;/tfoot&gt;&lt;/tbody&gt;&lt;/table&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Otras_infusiones_llamadas_t.C3.A9&quot;&gt;Otras infusiones llamadas té&lt;/span&gt;&lt;/h3&gt;
Existen diversas mezclas de algún tipo de té con otros elementos, ya sean especias, frutos u otros ingredientes. Ejemplos de ésto son el té con hierbabuena y el té tailandés.&lt;br /&gt;
Existen también infusiones que no contienen entre sus componentes a la planta del té, que sin embargo llevan el nombre. Un ejemplo de estos casos es el &lt;b&gt;té rooibos&lt;/b&gt; que es una infusión de la planta rooibos (&lt;i&gt;Aspalathus linearis&lt;/i&gt;), de origen sudafricano y el mate, infusión popular en Sudamérica.&lt;br /&gt;
&lt;h2&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Historia&quot;&gt;Historia&lt;/span&gt;&lt;/h2&gt;
&lt;div class=&quot;thumb tright&quot;&gt;
&lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;
&lt;img alt=&quot;®rafadecleo&quot; class=&quot;thumbimage&quot; data-file-height=&quot;315&quot; data-file-width=&quot;478&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/8/87/Tea_set.jpg/220px-Tea_set.jpg&quot; height=&quot;145&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/8/87/Tea_set.jpg/330px-Tea_set.jpg 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/8/87/Tea_set.jpg/440px-Tea_set.jpg 2x&quot; title=&quot;®rafadecleo&quot; width=&quot;220&quot; /&gt; &lt;br /&gt;
&lt;div class=&quot;thumbcaption&quot;&gt;
&lt;div class=&quot;magnify&quot;&gt;
&lt;a class=&quot;internal&quot; href=&quot;http://es.wikipedia.org/wiki/Archivo:Tea_set.jpg&quot; title=&quot;Aumentar&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://bits.wikimedia.org/static-1.24wmf15/skins/common/images/magnify-clip.png&quot; height=&quot;11&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Servicio de té de oro y esmalte.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
El té en sus múltiples presentaciones es la tercera bebida más popular del mundo después del agua y el café. La costumbre de servir hojas de la planta del té (&lt;i&gt;Camellia Sinensis&lt;/i&gt;) para conferir un buen sabor al agua hervida se utilizó por primera vez en China hacia el año 250&amp;nbsp;a.&amp;nbsp;C. y desde ese momento se ha expandido a casi todas las regiones del mundo con una gran aceptación de los consumidores.&lt;br /&gt;
Consumido inicialmente como un tónico medicinal, la popularidad del té fue creciendo hasta convertirse en una bebida mística que desarrolló nuevas tradiciones y rituales para su consumo. El té fue tan importante para la cultura china que incluso tuvo su Edad de Oro -durante la dinastía Tang- y su libro sagrado, el Cha Sing o Arte Clásico del Té, en el que se detallan de forma poética las diferentes técnicas y formas de prepararlo. Otra contribución del té fue el desarrollo de la cerámica en China, con el propósito de desarrollar utensilios para su consumo que caracterizaran y diferenciaran la riqueza de la gente que los poseía.&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Leyendas_sobre_el_origen_de_la_bebida&quot;&gt;Leyendas sobre el origen de la bebida&lt;/span&gt;&lt;/h3&gt;
Según la leyenda popular China, el descubrimiento del té fue una maravillosa coincidencia. Su descubrimiento se atribuye al erudito emperador chino Shen Nung, quien durante su mandato ordenó como obligatorio hervir toda el agua destinada para el consumo humano. Un día, mientras descansaba a la sombra de un árbol de té silvestre, una ligera brisa de verano agitó las ramas del árbol, desprendiendo varias hojas de sus ramas. Por buena fortuna, las hojas cayeron en el agua que estaba hirviendo. La infusión adquirió entonces un aroma agradable, que despertó la curiosidad del monarca por probar tal mezcla. La bebida, deliciosamente refrescante y reconstituyente, le cautivó instantáneamente.&lt;br /&gt;
La cultura hindú por su parte, atribuyó el descubrimiento del té al monje Bodhidharma -fundador de la forma de budismo Zen-, quien lo usaba como tónico medicinal y reconfortante durante sus viajes. Hoy en día, India es el segundo mayor productor de té a nivel mundial, a la vez que los tés de las regiones indias de Darjeeling y Assam son reconocidos como los más finos del mundo.&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;La_ruta_del_t.C3.A9_y_los_caballos&quot;&gt;La ruta del té y los caballos&lt;/span&gt;&lt;/h3&gt;
La ruta del té y los caballos fue una ruta comercial entre Lhasa en el Tíbet y la zona productora de té en Sichuan en China. Esta ruta que cruza la meseta del Tíbet, supera, en algunos pasos alturas de 5000 metros sobre el nivel del mar. La ruta, transportando té hacia Lasha y caballos en el sentido contrario, estuvo activa hasta mediados del siglo XX. El primer tramo de la ruta entre Yaan y Kangding en China, donde el té era transportado por porteadores demoraba unos 20 días. Las cargas transportadas superaban frecuentemente el peso del mismo porteador, hombres y mujeres llevaban hasta 135 kilogramos. Ancestralmente cada Kilogramo de té transportado era recompensado con un kilogramo de arroz.&lt;br /&gt;
En Kangding, a unos 2550 metros sobre el nivel del mar, el té era cocido y envuelto en paquetes impermeables, protegidos con piel de yak, cargados en caravanas que demoraban 3 meses en llegar a Lhasa.&lt;br /&gt;
Según antiguas tradiciones, la afición de los tibetanos por el té se remonta al siglo VII de nuestra era, introducido por la esposa china del monarca tibetano. El té utilizado en el Tíbet es la variedad más rústica de la planta del té. En efecto los bloques de té enviados se preparan, hasta nuestros días, con los tallos, las ramas y las hojas más grandes, lo que lo hace más amargo.&lt;br /&gt;
A partir del siglo XVIII los ladrillos de té se convirtieron en moneda de cambio, en el siglo XII el comercio alcanzaba anualmente millones de kilos para cambiarlos por unos 25.000 caballos para el ejército chino.&lt;br /&gt;
&lt;h3&gt;
&lt;span class=&quot;mw-headline&quot; id=&quot;Popularizaci.C3.B3n_de_la_bebida_en_occidente&quot;&gt;Popularización de la bebida en occidente&lt;/span&gt;&lt;/h3&gt;
&lt;div class=&quot;thumb tright&quot;&gt;
&lt;div class=&quot;thumbinner&quot; style=&quot;width: 222px;&quot;&gt;
&lt;img alt=&quot;®rafadecleo&quot; class=&quot;thumbimage&quot; data-file-height=&quot;1200&quot; data-file-width=&quot;1600&quot; src=&quot;http://upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Hojas_de_t%C3%A9.JPG/220px-Hojas_de_t%C3%A9.JPG&quot; height=&quot;165&quot; srcset=&quot;//upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Hojas_de_t%C3%A9.JPG/330px-Hojas_de_t%C3%A9.JPG 1.5x, //upload.wikimedia.org/wikipedia/commons/thumb/1/1c/Hojas_de_t%C3%A9.JPG/440px-Hojas_de_t%C3%A9.JPG 2x&quot; title=&quot;®rafadecleo&quot; width=&quot;220&quot; /&gt; &lt;br /&gt;
&lt;div class=&quot;thumbcaption&quot;&gt;
&lt;div class=&quot;magnify&quot;&gt;
&lt;a class=&quot;internal&quot; href=&quot;http://es.wikipedia.org/wiki/Archivo:Hojas_de_t%C3%A9.JPG&quot; title=&quot;Aumentar&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://bits.wikimedia.org/static-1.24wmf15/skins/common/images/magnify-clip.png&quot; height=&quot;11&quot; width=&quot;15&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Puesto de venta de té en una feria en Navarcles, España.&lt;/div&gt;
&lt;/div&gt;
&lt;/div&gt;
El té entró en contacto con los europeos por primera vez en la India, cuando los portugueses llegaron a ella en 1497, ya que en la India el uso del té estaba muy extendido. El primer cargamento de té debió llegar a Ámsterdam (Holanda) hacia 1610, por iniciativa de la Compañía Neerlandesa de las Indias Orientales. En Francia no aparece la nueva bebida hasta 1635 o 1636. En Inglaterra, el té negro llega a través de Holanda y de los cafeteros de Londres que lo pusieron de moda hacia 1657. El consumo de té solo adquirió notoriedad, en Europa, en los años 1720-1730. Empieza entonces un tráfico directo entre China y Europa. Para este momento, aún el consumo en Europa oriental era mínimo y casi exclusivo de Holanda e Inglaterra. Francia consumía muy poco, Alemania prefería el café y España era aún menos aficionada. Pero, con el tiempo y con la ayuda de los comerciantes europeos, el té llegó a todo el mundo, tanto para su cultivo como para su consumo.&lt;br /&gt;
En Inglaterra llegó a todas las clases sociales, pobres y ricos lo bebían. Incluso se dice que reemplazó a la ginebra (muy requerida por las clases bajas inglesas). Hoy, tomar té es una de las características del Reino Unido.&lt;br /&gt;
El té helado es una de las formas más populares en que se consume la bebida. Se ha marcado como fecha de “invención” 1904, en la feria de St. Louis. Esto escrito en un artículo de The New York Times de 1961. Sin embargo, Johann Georg Kohl ya había descrito este uso de la bebida en 1842 al escribir la manera en que los rusos conservaban hielo del invierno para utilizarlo durante el verano.&lt;br /&gt;
En 1904, gracias a Thomas Sullivan se populariza la bolsa de té. Ésta pretendía solo indicar la dosis para una taza, requiriendo abrirla para usar su contenido. Sin embargo, los clientes vieron la conveniencia de utilizar las bolsas mismas como parte de la preparación del té. Al modo en que se acostumbre actualmente.Este simple producto sufrió diversas modificaciones y no fue sino hasta 1964 que aparece la bolsa de té que encontramos actualmente en venta.&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/8817854059410535436/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/07/el-cultivo-del-te-beneficios-de.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/8817854059410535436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/8817854059410535436'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/07/el-cultivo-del-te-beneficios-de.html' title='El cultivo del TE, beneficios de salud,una tradicion milenaria y tambien puede ser un sosten economico'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-4818586256497468890</id><published>2015-06-08T08:19:00.002-07:00</published><updated>2015-06-08T08:19:55.938-07:00</updated><title type='text'>¿Pero cómo se hace una tropilla?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;em&gt;&lt;strong&gt;1- Se eligen los caballos machos castrados lo mas parejos posible de tipo y color o pelaje.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;Las tropillas siempre son de caballos machos con una yegua.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;El gaucho no anda en yegua y entonces no hace tropillas con yeguas aunque si quisiera podría.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;2-Se elige una yegua a la que se llama “Madrina” y se le coloca un cencerro. &lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;La yegua debe ser bien mansa pero al mismo tiempo tendrá que tener carácter.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;El ideal son aquellas yeguas que dentro de los grupos de potrancas o yeguas corren delante. La yegua puede ser o no del mismo pelaje que los caballos.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;El sonido del cencerro nunca es igual de otro.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;Esto es bien importante pues cada caballo ha de seguir a ese sonido de día y por las noches o a su madrina. La yegua tiene el cencerro puesto siempre.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;El tropillero no anda la yegua madrina.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;3-Muchas tropillas también tienen un caballo de un color diferente al que llaman “el lunar”. &lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;En realidad se usa el lunar para diferenciar una tropilla cuando se mezclan todos los animales y aparecen tropillas de idéntico pelo y tipo de animales.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&amp;nbsp;Es una forma mas de diferenciar el grupo y un lujo mas en la tropilla.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;&lt;br /&gt;&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;&lt;strong&gt;Es un resumen realizado por ®rafadecleo, cualquier consulta o criticas, bienvenida sea.&lt;/strong&gt;&lt;/em&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; src=&quot;https://www.youtube.com/embed/nNeai2tHan4&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/4818586256497468890/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/06/pero-como-se-hace-una-tropilla_8.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/4818586256497468890'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/4818586256497468890'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/06/pero-como-se-hace-una-tropilla_8.html' title='¿Pero cómo se hace una tropilla?'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/nNeai2tHan4/default.jpg" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-225184783655758613</id><published>2015-06-08T08:13:00.000-07:00</published><updated>2015-06-08T08:24:05.788-07:00</updated><title type='text'>- ¿Qué medidas se deben tomar al momento de dar la ración?</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;strong&gt;&lt;em&gt;- ¿Qué medidas se deben tomar al momento de dar la ración?&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
Cuando suplementamos lo que hacemos básicamente es modificar la alimentación natural del animal. Modificamos el rumen, por lo que hay que hacerlo en forma gradual.&amp;nbsp;Se debe garantizar que todos los animales puedan acceder al alimento que le estamos ofreciendo, con la precaución de que coman siempre por debajo de los límites que puedan ser de riesgo para su salud.&lt;br /&gt;
Cuando hablamos de raciones balanceadas normalmente no tenemos estos límites de inclusión, pero igualmente se debe controlar. Pero cuando el concentrado es otro, la adaptación se logra con una alimentación gradual, incrementando cada 2 días 0.25% del peso vivo, llegando al 8º día con un 1% de la ración. Si el productor no dispone de balanza la modalidad de cálculo debe ser la más conservadora en la estimación del peso.&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;- Los cambios bruscos pueden provocar resultados inconvenientes…&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
Es fundamental entender que el rumen como ecosistema es de los más complejos, y cualquier modificación que se haga tiene implicancias muy grandes. Por lo tanto hay que ser muy cuidadosos en las transiciones para que todos los elementos que metemos adentro del rumen puedan ser correctamente aprovechados por la flora que en él vive.&lt;br /&gt;
Cuando uno tiene una estrategia de suplementación trata de no cambiar el tipo de alimento que está dando, a pesar que muchas veces el propio mercado por ausencia o discontinuidad de los suplementos nos fuerza a esos cambios, y muchas veces no es una decisión planificada. Por lo tanto esos cambios de fuentes de alimento deben ser graduales, asumiendo que el rumen se tiene que re acostumbrar.&lt;br /&gt;
Por ejemplo si comenzamos dando afrechillo de trigo y después cambiamos a afrechillo de arroz, la fuente de energía que tienen uno y otro es distinta; en un caso azúcares y en el otro grasas, por lo que esa transición debe hacerse correctamente para que el rumen se vuelva funcional al alimento que estamos dando. Estamos cambiando la fuente energética y por lo tanto todo ese ecosistema debe re acostumbrarse y obrar en consecuencia.&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;- ¿Ayudan mucho los comederos en toda esta operativa?&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
Sí, porque los animales tienen que poder acceder todos al mismo tiempo al alimento; y eso se logra en animales jóvenes o pequeños con 30 cm con frente de ataque para el comedero, y cuando los animales son adultos o astados hay que pensar en un poco más.&lt;br /&gt;
La norma para vacas es en el entorno de 50 cm; para toros es más difícil dar una recomendación ya que hay tener en cuenta las dominancias.&lt;br /&gt;
Los animales tienen que manifestarse, no con hambre, pero si con intención de alimentarse al momento de llegar el alimento, se tienen que formar y naturalmente acceder al mismo tiempo. Hay que tener en cuenta que no pueden “hacer turno”, porque sino comen más los que llegan primero. Por lo tanto es recomendable estar presentes y revisar los lotes, raleando los animales que tengan alguna dificultad para alimentarse y darles de comer separados.&lt;br /&gt;
Es muy importante incrementar la atractividad que tiene el concentrado con algún fardo de pradera o alfalfa, para seducir aquellos animales que no se sientan tan agradados y haciendo más palatable la fuente de alimentación.&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;- ¿Cuáles son las mayores inquietudes planteadas por los productores?&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
La preocupación más grande está en el hecho que los campos, por la buena cantidad de pasto que tenían, venían sosteniendo más carga que la habitual, y hoy se “cerró la canilla”, los campos se “pelaron” y existe mucha incertidumbre de lo que pueda pasar durante el invierno.&lt;br /&gt;
Los campos naturales tienen una tasa de crecimiento muy baja en años normales, por lo que en éste es esperable que no lo haya.&lt;br /&gt;
En algunos lugares encontramos un doble estrato de tapiz: la paja o los restos secos más altos que se endureció y los animales dejaron de preferirlo, y un estrato bajo que en algunos casos queda un remanente interesante de materia seca (en algunos casos de 1.500 kg) y en otros está “afeitado”.&lt;br /&gt;
En términos generales a los ganados no se los ve tan sentidos, por supuesto que hay matices, pero lo que genera mayor angustia es que todavía se aprecia mucho ganado sin destetar, lo que es el peor escenario para los rodeos de cría. Que las madres estén entrando al invierno con los terneros mamando es un escenario que seguramente va a generar complicaciones tanto a nivel de los terneros como de las madres.&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;¿Algunas claves para empezar a racionar?&lt;/em&gt;&lt;/strong&gt;&lt;br /&gt;
Algo que es fundamental es que no se puede mezclar urea con la cascarilla de soja. Es una mezcla altamente tóxica para el animal.&lt;br /&gt;
Si estamos dando cascarilla de soja y además alguna otra ración, debeos tener en cuenta que normalmente las raciones que podemos adquirir tienen urea, por lo que hay que tener mucho cuidado.&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
Es un resumen realizado por ®rafadecleo, cualquier consulta o criticas, bienvenida sea.&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/225184783655758613/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/06/que-medidas-se-deben-tomar-al-momento.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/225184783655758613'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/225184783655758613'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/06/que-medidas-se-deben-tomar-al-momento.html' title='- ¿Qué medidas se deben tomar al momento de dar la ración?'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-6188552615747153706</id><published>2015-02-11T11:12:00.001-08:00</published><updated>2015-02-11T11:12:48.550-08:00</updated><title type='text'>Yerba Mate | Thirsty For ...</title><content type='html'>&lt;iframe allowfullscreen=&quot;&quot; frameborder=&quot;0&quot; height=&quot;270&quot; src=&quot;https://www.youtube.com/embed/-BW1-pE4XaE&quot; width=&quot;480&quot;&gt;&lt;/iframe&gt;&lt;br /&gt;</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/6188552615747153706/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/02/yerba-mate-thirsty-for.html#comment-form' title='0 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6188552615747153706'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/6188552615747153706'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/02/yerba-mate-thirsty-for.html' title='Yerba Mate | Thirsty For ...'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://img.youtube.com/vi/-BW1-pE4XaE/default.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-1102614567823507229</id><published>2015-02-03T16:56:00.000-08:00</published><updated>2015-02-03T16:56:21.193-08:00</updated><title type='text'>Plantaciones de Tunas Reducirían 60% el Consumo de Agua en Cabras y Vacas</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;color: green;&quot;&gt;&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Especialistas argentinos recomiendan un suministro diario de tuna en la dieta de cabras y vacas para reducir su consumo de agua en épocas de sequía o en zonas con menor disponibilidad de agua. Este cultivo se adapta a diversas regiones y es de bajo costo. Las dietas se trabajarían con una variedad italiana que no tiene espinas.&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;En la Argentina, las tierras secas representan el 75% de su superficie y concentran la totalidad de caprinos y camélidos del país, el 80% de los ovinos y el 40% de los bovinos. Dada su importancia económica, resulta fundamental la búsqueda y la adopción de buenas prácticas que ayuden a aprovechar la escasa agua disponible.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Especialistas del Instituto Nacional de Tecnología Agropecuaria de Argentina (INTA) recomiendan incluir un suministro diario de tuna en la dieta de cabras y vacas, dado que reduce entre un 40 y un 60% el consumo de agua por parte de los animales. La técnica tiene bajos costos de implementación y permite destinar ese ahorro de agua al consumo humano o para reserva.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;“Es una herramienta útil para suplir la necesidad de agua de cualquier especie que se adapte, ya sean cabras u otro tipo de ganado como el bovino”, señaló Aldo Smeriglio, técnico del INTA Las Breñas – Chaco -, al tiempo que destacó el aporte de esta alternativa para las zonas semiáridas donde la sequía es una problemática recurrente.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Según la Organización de las Naciones Unidas para la Agricultura (FAO), más de un tercio del total del agua dulce presente en el mundo se encuentra en Latinoamérica. Sin embargo, su disponibilidad no es universal, ya que la falta de acceso al recurso en el medio rural es cinco veces mayor que en las urbanas.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;http://www.perulactea.com/wp-content/uploads/2014/11/tunas.jpg&quot; imageanchor=&quot;1&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; border=&quot;0&quot; class=&quot;aligncenter size-full wp-image-52310&quot; height=&quot;300&quot; src=&quot;http://www.perulactea.com/wp-content/uploads/2014/11/tunas.jpg&quot; title=&quot;Tunas Italiana&quot; width=&quot;500&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Con respecto al suministro, Smeriglio aconsejó acostumbrar al ganado a consumir tuna desde pequeño, aunque aclaró que, en el caso de padecer hambre, el mismo animal “comenzará a buscarla instintivamente por su alto contenido de agua”.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Una vez adiestrado, la tuna se sirve trozada en forma de cubitos con un poco de sal a fin de mejorar su palatabilidad y se coloca en las bateas.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;“La ración se ajusta según las necesidades del animal, pero, en general, cada uno puede consumir entre tres y cuatro pencas por día”, indicó.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;a href=&quot;http://fichas.infojardin.com/foto-cactus/opuntia-ficus-indica-palas.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; border=&quot;0&quot; height=&quot;270&quot; src=&quot;http://fichas.infojardin.com/foto-cactus/opuntia-ficus-indica-palas.jpg&quot; title=&quot;Plantaciones de tunas para consumo animal&quot; width=&quot;199&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;&lt;em&gt;Asimismo, remarcó que si bien este recurso no registra contraindicaciones para el bienestar de las cabras, la dieta debe ser complementada con alimento balanceado, maíz o alfalfa, dado el bajo nivel de proteínas que aporta esta especie vegetal. De igual modo, advirtió que la tuna sólo reduce el consumo de agua y no la reemplaza.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;strong&gt;&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;Fácil de Producir&lt;/span&gt;&lt;/em&gt;&lt;/strong&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;a href=&quot;http://fichas.infojardin.com/foto-cactus/opuntia-ficus-indica-frutos.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; border=&quot;0&quot; height=&quot;250&quot; src=&quot;http://fichas.infojardin.com/foto-cactus/opuntia-ficus-indica-frutos.jpg&quot; title=&quot;frutas o higos de las tunas para consumo animal&quot; width=&quot;188&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;&lt;em&gt;En el caso de la experiencia chaqueña, se utiliza una especie de origen italiano que no tiene espinas, lo cual facilita el consumo y el acostumbramiento de los animales. Según las indicaciones del técnico, es conveniente mantener al ganado alejado de la plantación y evitar que coma desde la planta, por los desperdicios que se generan.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;En cuanto a su producción, la tuna se adapta a una amplia diversidad de zonas –siempre y cuando no sufran anegamientos– y su cultivo no genera gastos por implantación o fumigación con relación a otro tipo de forrajes.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;a href=&quot;http://fichas.infojardin.com/foto-cactus/opuntia-ficus-indica.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; border=&quot;0&quot; height=&quot;219&quot; src=&quot;http://fichas.infojardin.com/foto-cactus/opuntia-ficus-indica.jpg&quot; title=&quot;Plantaciones de tunas para consumo animales&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;span style=&quot;font-family: Georgia, &amp;quot;Times New Roman&amp;quot;, serif;&quot;&gt;&lt;em&gt;“Se cortan las pencas, se entierran hasta la mitad y ya directamente echa raíces”, detalló Smeriglio en referencia a la modalidad de siembra. Por último, señaló que “desde el INTA, se trabaja en esta producción a fin de facilitársela al productor sin costo y permitirle comenzar con su propia plantación”.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Georgia;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;&lt;em&gt;Cómo plantar&amp;nbsp;nopal.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-family: Times New Roman;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-family: Arial, Helvetica, sans-serif;&quot;&gt;Lo primero es seleccionar el ejemplar del que vamos a obtener la planta, que tenga muchas pencas, que esté sano y tenga buen porte. Cada penca equivale a una planta, es bueno dejarlas cicatrizar después de cortarlas , de 8 a 10 días. Se entierra un tercio o la mitad de la penca en terreno apropiado. Hay que evitar plantar en lugares donde se estanque el agua pues hay riesgo de que se pudran. Se puede plantar también pasando las lluvias, y en las secas si hay humedad o se puede darles un riego con poca agua. También hay que considerar si buscamos obtener frutos (tunas), verdura (nopalitos), forraje o servicios como reforestación, cercos,ornato, etc. para seleccionar la especie adecuada&lt;/span&gt;&lt;/em&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://colotlan.files.wordpress.com/2009/01/2007-taleb-brahim-y-h-bouguedour.jpg&quot; sl-processed=&quot;1&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; class=&quot;alignnone size-full wp-image-1203&quot; src=&quot;https://colotlan.files.wordpress.com/2009/01/2007-taleb-brahim-y-h-bouguedour.jpg?w=645&quot; title=&quot;Planta tunas para animales&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://colotlan.files.wordpress.com/2009/01/p1000402.jpg&quot; sl-processed=&quot;1&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; class=&quot;alignnone size-full wp-image-1204&quot; src=&quot;https://colotlan.files.wordpress.com/2009/01/p1000402.jpg?w=645&quot; title=&quot;Plantacion de tunas para animales&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://colotlan.files.wordpress.com/2009/01/p1000407.jpg&quot; sl-processed=&quot;1&quot;&gt;&lt;img alt=&quot;®rafadecleo&quot; class=&quot;alignnone size-full wp-image-1205&quot; src=&quot;https://colotlan.files.wordpress.com/2009/01/p1000407.jpg?w=645&quot; title=&quot;Plantacion de tunas para animales&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
Este sistema es accessible y bajo costo para los productores cuando tener acceso al agua es complicado.&lt;/div&gt;
&lt;div style=&quot;border-image: none; text-align: justify;&quot;&gt;
Este resumen fue realizado por ®rafadecleo, cualquier consulta o dudas o criticas bienvenida sean, gracias y a las ordenes.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/1102614567823507229/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2015/02/plantaciones-de-tunas-reducirian-60-el.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1102614567823507229'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/1102614567823507229'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2015/02/plantaciones-de-tunas-reducirian-60-el.html' title='Plantaciones de Tunas Reducirían 60% el Consumo de Agua en Cabras y Vacas'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-2719809869862358356.post-2380025759036845117</id><published>2014-06-06T08:11:00.000-07:00</published><updated>2014-06-12T08:10:01.523-07:00</updated><title type='text'>Gestacion en Vacas, Ovejas, Cabras</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;
&lt;/em&gt;&lt;/strong&gt;&lt;strong&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/strong&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; style=&quot;mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuando
  los animales se aparean el esperma del macho se une en la matriz a los óvulos
  de la hembra.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Termina
  en consecuencia el celo y el vientre de la hembra aumenta de volumen durante
  varios meses mientras el feto crece durante todo el período de la gestación.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Objetivos
de este resumen&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;1. Qué sucede durante la
gestación.&lt;br /&gt;
2. Cuáles son los síntomas de la gestación.&lt;br /&gt;
3. Cómo cuidar los animales en gestación.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Qué es la
gestación&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuando el
macho cubre a la hembra deposita esperma en la vagina. El esperma se une al
óvulo formando el embrión que permanece unido a la pared de la matriz. El
embrión (feto) crece en el interior de una especie de bolsa que contiene el
liquido (bolsa de agua) y se une a la pared de la matriz por el cordón
umbilical.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Señales
de gestación o preñez&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;El celo
termina cuando inicia la gestación. El animal se vuelve más tranquilo y el
vientre va aumentando de volumen. En los animales que producen leche la
cantidad obtenido disminuye progresivamente.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Duración
de la gestación&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si el
macho y la hembra han vivido juntos en un gran rebaño o manada será difícil
establecer el momento del parto. En cambio, si se sabe cuándo ha sido cubierta
la hembra, o cuándo ha sido sometida a inseminación artificial, se podrá saber
cuándo parirá.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Duración
de la gestación en los ruminates
&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; style=&quot;mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Animal&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Duración
  de la gestación&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 1;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Vaca&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;280
  días&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 2;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 3;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Oveja&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;150
  días&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 4;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cabra&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;150
  días&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;tr style=&quot;mso-yfti-irow: 5; mso-yfti-lastrow: yes;&quot;&gt;&lt;td colspan=&quot;2&quot; style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;En
  todas ellas puede haber unos pocos días de variación, dependiendo de la raza,
  el clima, la alimentación y otros factores.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuidados
del animal durante la gestación&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Debe
recordar que un animal en gestación necesita más alimento y que al final de la
preñez será conveniente añadir granos o cereales en su alimentación. Todos los
animales en gestación deben tenerse cerca de casa al final de la preñez,
proporcionándoles algún tipo de cubierta o refugio. Se les observará dos veces
al día para ver si presenta los síntomas de la proximidad del parto. Sobre todo
las vacas y búfalas necesitan un lugar limpio, bien ventilado, preferentemente
con suelo de arena o gravilla en el que se prepare un buen lecho.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 12pt; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;No tenga
al animal en gestación siempre atado o con poco espacio para moverse. Déjelo
todos los días libre en un campo o patio. Hay que observarlo con atención dos
veces al día, para ver si presenta señales de parto.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&amp;nbsp;Parto de las vacas&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; style=&quot;mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;El
  parto es un proceso natural que normalmente no requiere ayuda. Pero hay que
  observar atentamente si la vaca presenta o no dificultades de parto.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Las
  vacas que paren por primera vez (novillas) suelen presentar más problemas que
  las vacas viejas y por ello necesitan más atención durante el parto.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;
Cuidados que se debe tener en cuenta:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;1. Reconocer los síntomas del
parto.&lt;br /&gt;
2. Reconocer un parto normal.&lt;br /&gt;
3. Ayudar a la vaca que tenga dificultades en el parto.&lt;br /&gt;
4. Cuidar la vaca inmediatamente después del parto.&lt;br /&gt;
5. Cuidar el ternero recién nacido.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Síntomas
del parto&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Reconocerá
que una vaca está a punto de parir cuando observe:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Que el vientre, especialmente
en el flanco derecho, ha aumentado de tamaño.&lt;br /&gt;
• Que la ubre está llena y los pezones rígidos.&lt;br /&gt;
• Que la vulva está enrojecida e inflamada con un liquido mucoso y
sanguinolento.&lt;br /&gt;
• Que el animal está inquieto.&lt;br /&gt;
• Que en la vulva aparece la bolsa del agua.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Parto
normal&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La bolsa de agua aparece en la vulva. La vaca se
esfuerza más. Aparece la cabeza del ternero, con lo que se rompe la bolsa. Verá
aparecer entonces las dos patas anteriores 

&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;del
ternero. Transcurren unas 4-6 horas hasta alcanzar esta fase del parto. Tan
pronto como el pecho del ternero sale por la vagina comienza a respirar&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY; mso-no-proof: yes;&quot;&gt;&lt;v:shapetype coordsize=&quot;21600,21600&quot; filled=&quot;f&quot; id=&quot;_x0000_t75&quot; o:preferrelative=&quot;t&quot; o:spt=&quot;75&quot; path=&quot;m@4@5l@4@11@9@11@9@5xe&quot; stroked=&quot;f&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;v:stroke joinstyle=&quot;miter&quot;&gt;
 
  &lt;v:f eqn=&quot;if lineDrawn pixelLineWidth 0&quot;&gt;
  &lt;v:f eqn=&quot;sum @0 1 0&quot;&gt;
  &lt;v:f eqn=&quot;sum 0 0 @1&quot;&gt;
  &lt;v:f eqn=&quot;prod @2 1 2&quot;&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelWidth&quot;&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelHeight&quot;&gt;
  &lt;v:f eqn=&quot;sum @0 0 1&quot;&gt;
  &lt;v:f eqn=&quot;prod @6 1 2&quot;&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelWidth&quot;&gt;
  &lt;v:f eqn=&quot;sum @8 21600 0&quot;&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelHeight&quot;&gt;
  &lt;v:f eqn=&quot;sum @10 21600 0&quot;&gt;
 &lt;/v:f&gt;
 &lt;v:path gradientshapeok=&quot;t&quot; o:connecttype=&quot;rect&quot; o:extrusionok=&quot;f&quot;&gt;
 &lt;o:lock aspectratio=&quot;t&quot; v:ext=&quot;edit&quot;&gt;
&lt;/o:lock&gt;&lt;v:shape alt=&quot;http://www.fao.org/docrep/T0690S/t0690s16.gif&quot; id=&quot;Picture_x0020_1&quot; o:spid=&quot;_x0000_i1025&quot; style=&quot;height: 294pt; mso-wrap-style: square; visibility: visible; width: 275.25pt;&quot; type=&quot;#_x0000_t75&quot;&gt;
 &lt;v:imagedata o:title=&quot;t0690s16&quot; src=&quot;file:///C:\Users\RAFADE~1\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif&quot;&gt;
&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/v:path&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:stroke&gt;&lt;/em&gt;&lt;/span&gt;&lt;/v:shapetype&gt;&lt;/span&gt;&lt;/div&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;Es mejor
dejar que la vaca para sola de forma natural. Sin embargo, si quiere ayudarle
en el parto puede tirar suavemente de las extremidades del ternero. Si el
cordón umbilical&amp;nbsp; está todavía unido a la vaca, podrá
cortarlo con un cuchillo limpio y afilado o con unas tijeras, poniendo luego
tintura de yodo o alcohol en el extremo del cordón cortado.&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;/em&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;A veces,
lo primero que aparece son las extremidades posteriores. Las patas posteriores
se diferencian de las anteriores observándolas cuidadosamente. Verá que las
patas posteriores al salir por la vulva presentan las plantas de las pezuñas
dirigidas hacia arriba.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Deberá
buscar entonces (o sentir con sus manos) la cola y los corvejones.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Partos
difíciles&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Deje que
el animal para naturalmente. Si hay dificultades puede suceder que:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;(1) Solamente haya aparecido la
cabeza del ternero.&lt;br /&gt;
(2) Sólo hayan salido la cabeza y una pata.&lt;br /&gt;
(3) Que salgan las patas anteriores pero no la cabeza.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si sucede
esto deberá o bien solicitar ayuda del veterinario o bien ayudar usted mismo a
la vaca.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;



&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;/em&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;/div&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Necesitará
una pastilla de jabón, agua caliente, ropa limpia y aceite vegetal limpio, como
el de oliva o el de girasol.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Lave bien
la zona de la vulva y sus manos. Asegúrese de que sus uñas estén cortadas y
completamente limpias. Las uñas largas pueden herir al animal. Si tiene aceite,
póngase un poco en su mano y en el brazo, si no aplíquese jabón en la mano e
introdúzcala en la vagina para descubrir qué es lo que va mal.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Deberá saber diferenciar en la matriz las
extremidades anteriores y posteriores del ternero. Localice al tacto la
articulación del menudillo y siga palpando a lo largo de la pata con su mano
hasta encontrar la articulación siguiente. En la pata anterior encontrará la
articulación de la rodilla y en la posterior la del corvejón. Empuje el ternero
hacia un lado o hacia atrás, hacia el útero, de manera que pueda corregir la
posición y colocar su cabeza y sus patas en la posición correcta para el parto&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY; mso-no-proof: yes;&quot;&gt;&lt;v:shapetype coordsize=&quot;21600,21600&quot; filled=&quot;f&quot; id=&quot;_x0000_t75&quot; o:preferrelative=&quot;t&quot; o:spt=&quot;75&quot; path=&quot;m@4@5l@4@11@9@11@9@5xe&quot; stroked=&quot;f&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;v:stroke joinstyle=&quot;miter&quot;&gt;
 
  &lt;v:f eqn=&quot;if lineDrawn pixelLineWidth 0&quot;&gt;
  &lt;v:f eqn=&quot;sum @0 1 0&quot;&gt;
  &lt;v:f eqn=&quot;sum 0 0 @1&quot;&gt;
  &lt;v:f eqn=&quot;prod @2 1 2&quot;&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelWidth&quot;&gt;
  &lt;v:f eqn=&quot;prod @3 21600 pixelHeight&quot;&gt;
  &lt;v:f eqn=&quot;sum @0 0 1&quot;&gt;
  &lt;v:f eqn=&quot;prod @6 1 2&quot;&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelWidth&quot;&gt;
  &lt;v:f eqn=&quot;sum @8 21600 0&quot;&gt;
  &lt;v:f eqn=&quot;prod @7 21600 pixelHeight&quot;&gt;
  &lt;v:f eqn=&quot;sum @10 21600 0&quot;&gt;
 &lt;/v:f&gt;
 &lt;v:path gradientshapeok=&quot;t&quot; o:connecttype=&quot;rect&quot; o:extrusionok=&quot;f&quot;&gt;
 &lt;o:lock aspectratio=&quot;t&quot; v:ext=&quot;edit&quot;&gt;
&lt;/o:lock&gt;&lt;v:shape alt=&quot;http://www.fao.org/docrep/T0690S/t0690s18.gif&quot; id=&quot;Picture_x0020_3&quot; o:spid=&quot;_x0000_i1025&quot; style=&quot;height: 210pt; mso-wrap-style: square; visibility: visible; width: 503.25pt;&quot; type=&quot;#_x0000_t75&quot;&gt;
 &lt;v:imagedata o:title=&quot;t0690s18&quot; src=&quot;file:///C:\Users\RAFADE~1\AppData\Local\Temp\msohtmlclip1\01\clip_image001.gif&quot;&gt;
&lt;/v:imagedata&gt;&lt;/v:shape&gt;&lt;/v:path&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:f&gt;&lt;/v:stroke&gt;&lt;/em&gt;&lt;/span&gt;&lt;/v:shapetype&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuando la
cabeza y las patas estén en posición correcta, ate una cuerda limpia alrededor
de las extremidades. Tire con cuidado de la cuerda. Necesitará tal vez que
alguien le ayude.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;A veces,
se rompe la bolsa del agua sin que aparezcan ni las patas ni la cabeza. Esta
posición es muy difícil de solucionar, por lo que conviene, si se puede, pedir
inmediatamente ayuda al veterinario.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuidados
de la vaca después del parto&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Proporcione
a la vaca agua limpia para beber inmediatamente después de parto, ya que estará
sedienta.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La bolsa
de agua (parias) saldrá de forma natural, pero podrá favorecer la expulsión
tirando de ella con cuidado. Las parias deberán haberse expulsado 24 horas
después del parto. Si permanecen en el útero ocasionarán una infección y tendrá
que recurrir al veterinario.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuidados
del ternero recién nacido&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Trate
siempre al ternero con suavidad. Límpiele la mucosidad de la nariz y la boca y
compruebe que respira normalmente. Si no respira, hay que actuar
inmediatamente:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Comprimiendo rítmicamente el
pecho con la palma de la mano.&lt;br /&gt;
• Manteniendo la cabeza del ternero más baja que el dorso.&lt;br /&gt;
• Introduciendo una paja en su nariz para intentar hacerle estornudar y que
comience a respirar.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Deje que
el ternero mame de su madre tan pronto como sea posible para que tome el
calostro, la leche amarillenta que se produce inmediatamente después del parto.
El calostro es rico en proteínas y protege al ternero de las enfermedades.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Algunas
personas utilizan el calostro para su propia alimentación, pero es
indispensable para que el ternero crezca fuerte y sano y por lo tanto debe ser
para él.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 12pt; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Deje que
el ternero tome calostro durante al menos cuatro días después del nacimiento.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Parto de las ovejas y cabras&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;El parto
de las ovejas y cabras como el de las vacas, son procesos naturales que
normalmente no requieren ayuda. Pero es necesario observar por si presentan
dificultades.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Las ovejas y cabras, contrariamente a las vacas, tienen con frecuencia partos dobles (dos crías) o triples (tres
crías)&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;



&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;/em&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Síntomas
del parto&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Debe
saber que la cabra o la oveja está de parto cuando:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• El animal se separa de los demás.&lt;br /&gt;
• La vulva se inflama y la piel está suelta.&lt;br /&gt;
• El animal está inquieto y no come bien.&lt;br /&gt;
• Unos días antes del parto, la vulva expulsa un liquido mucoso.&lt;br /&gt;
• La oveja se tumba y estirando el cuello hacia atrás mira hacia arriba (mira
al cielo) lamiéndose los labios.&lt;br /&gt;
• La oveja se esfuerza para expulsar el cordero&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;br /&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Parto normal&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Los
animales pueden parir de pie o tumbados. Generalmente primero aparecen la
cabeza y las extremidades anteriores, pero a veces aparecen primero las
posteriores. La madre joven (primípara) puede tener a veces problemas con el
parto.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuándo y
cómo ayudar en el parto&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Como en las vacas el
cordero puede presentarse en posición anormal, con lo que el parto es difícil.
Para facilitarlo necesitará una pastilla de jabón y agua limpia. Frote y limpie
sus manos y uñas y lave después la zona alrededor de la vulva. Lave bien sus
manos con jabón e introduzca una mano en la vagina. Cuando haya 

&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;comprobado
cuál es el problema, corrija la posición del cordero para que pueda nacer.
Palpando cuidadosamente las articulaciones de las extremidades podrá conocer la
posición del cordero.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Puede
sujetar la cabeza de la cría, pero no tirar de la mandíbula, porque podría
romperse. Puede atar una cuerda limpia en la articulación del menudillo y tirar
con cuidado. Tire hacia abajo, el momento en que se esfuerce la oveja madre.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si en el
útero hay dos o tres crías, le resultará difícil distinguir a cuál de ellos
pertenece cada extremidad. Trate primero de sacar la más próxima a la vagina.
El animal recién nacido debería respirar inmediatamente después de nacer y si
no lo hace puede introducirle una paja en la nariz para estimular la
espiración. Si lo sujeta por las patas traseras y lo mueve suavemente hacia
delante y hacia atrás, el animal expulsará cualquier mucosidad que bloquee a
boca o los pulmones.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;img src=&quot;data:image/png;base64,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&quot; /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cuidado
de la madre y del recién nacido&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Inmediatamente después del parto deberá
suministrar a la madre agua fresca y limpia. Compruebe que salga leche por
ambos pezones y deje que el recién nacido mame el calostro.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si los
pezones de una cabra son muy gordos a causa de la leche que contiene, el recién
nacido puede tener dificultad en mamar. Ordeñe una pequeña cantidad de leche
para que los cabritos puedan mamar fácilmente. Si ha parido tres cabritillas,
procure que uno lo amamante otra madre.&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 12pt; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si la
madre ha tenido dificultades al parir, compruebe que en el útero no haya
quedado ningún feto muerto, si lo hubiera sáquelo, ya que podría originar una
infección mortal para ella. Las parias deben eliminarse en el plazo de tres
horas después del parto. Si no aparecen después de 14 horas deberá recurrir al
veterinario. Deberá expulsar tantas parias como crías paridas.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;em&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;
&lt;/span&gt;&lt;/em&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;



&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Desde el
nacimiento, el recién nacido es vulnerable a las enfermedades. Para alimentarse
depende completamente de su madre y si ésta muere el huérfano necesitará una
nodriza para sobrevivir.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;Las operaciones como la castración el corte de
la cola y el desyemado de los caemos deben realizarse a una edad muy temprana
para evitar riesgos innecesarios y estresar lo menos posible al animal.

&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;1. Cómo tratar el cordón
umbilical del recién nacido.&lt;br /&gt;
2. Cómo eliminar los posibles pezones extra de los jóvenes.&lt;br /&gt;
3. Cómo buscar nodriza (una nueva madre) para los huérfanos (crías sin madre).&lt;br /&gt;
4. Cuidar los huérfanos.&lt;br /&gt;
5. Alimentar al recién nacido.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Tratamiento
del cordón umbilical&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;De ser
posible, hay que tratar el cordón umbilical del animal recién nacido
inmediatamente después del nacimiento con tintura de yodo, violeta de genciana
o Dettol. Este tratamiento se repetirá dos o tres días más tarde. Después de
una semana, el cordón deberá haberse secado y desprendido. Si se infecta hay
que tratarlo como una herida.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Eliminación
de pezones extra&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Algunos
rumiantes hembras, especialmente las terneras, nacen con uno o más pezones
extra.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Los
pezones extra se eliminan como sigue:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Se sujeta bien el animal.&lt;br /&gt;
• Se determina el pezón o los pezones extra que han de eliminarse.&lt;br /&gt;
• Se utiliza un par de tijeras limpias y afiladas para cortar los pezones extra
a ras de piel.&lt;br /&gt;
• Se cubre la herida con tintura de yodo o antibiótico en polvo.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Buscar
madre adoptiva (nodriza)&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si la
madre natural muere o no produce suficiente leche para la cría habrá que
buscarle una madre adoptiva. Las ovejas y cabras sólo pueden amamantar
convenientemente dos crías, por lo que la otra o las otras en exceso habrán de
criarse con madre adoptiva. Para que ésta acepte al huérfano se procederá como
sigue:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Quitar la piel del hijo muerto
de la nodriza y colocársela al huérfano atándola convenientemente.
Transcurridos varios días se retira la piel.&lt;br /&gt;
• Frotar al huérfano con el liquido de las parias o con la zona de debajo de la
cola de la madre que acaba de parir. Dejar que el huérfano mame de forma que su
cuarto posterior se acerque a la cabeza de la madre, para que ésta pueda
olerlo. Este método se emplea principalmente con las ovejas y las cabras.&lt;br /&gt;
• Puede atarse a la madre adoptiva por la cabeza en un corral pequeño, dejando
con ella al huérfano. Si se evita que la nodriza cocee o se mueva, el huérfano
generalmente mama. Este método se emplea con ovejas y cabras, pero puede
aplicarse también a las vacas y las búfalas. En los rumiantes grandes,
atándoles una cuerda en torno del vientre se impedirá que la madre cocee
mientras mama el ternero.&lt;br /&gt;
• Colocar la cría huérfana y la madre adoptiva en un recinto pequeño, y atar o
dejar estar con ellos un perro. La nodriza protegerá al huérfano del perro y le
permitirá luego mamar.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cría
manual de los huérfanos&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si no se
dispone de una madre adoptiva, se alimentará manualmente al huérfano. Debe
asegurarse que el huérfano tome calostro a ser posible durante 4 días o en 8
tomas. Obtenga calostro de otras madres en un biberón limpio. No hierva el
calostro porque se coágulo.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Los
corderos y cabritos se alimentan con leche tibia mediante un biberón dotado de
una tetina de goma. Lávese la botella después de cada toma. Necesitarán de 4 a
6 tomas diarias.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Los
terneros también pueden amamantarse con biberón, pero es mejor acostumbrarlos,
cuando ya tengan algunos días, a tomar la leche directamente de un cubo. Para
que el ternero beba la leche del cubo, deje que chupe sus dedos y a
continuación, mientras sigue chupando, lo acerca poco a poco a la leche dentro
del cubo. Repita esto varias veces manteniendo el cubo a la altura de la
rodilla, hasta que al cabo de varias repeticiones el ternero se alimente
directamente del cubo. El ternero debe alimentarse de 3 a 4 veces por día.
Después de cada toma, limpie y lave bien todas las botellas y cubos.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/span&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;line-height: 115%; mso-ansi-language: ES-UY; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Alimentación
de terneros&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;El
estómago de los terneros necesita tiempo para desarrollarse por completo y
poder digerir las plantas. Al principio, sólo puede digerir leche y a los dos
meses tomará 6 litros al día. En sus primeros dos meses de vida, el ternero
debe tomar de su madre toda la leche que necesite.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Después
de 3 semanas comenzará a comer un poco de hierba y a los 3 meses ingerirá todo
tipo de plantas y rumiará. A esta edad puede destetarse. Se le dejará tomar
menos leche y se le proporcionará alimento sólido en cantidad progresivamente
mayor hasta que deje de tomar leche. Durante el destete, se le puede
suministrar grano. Si el ternero permanece con la madre no se desteta
totalmente hasta que alcanza los 8-12 meses.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Alimentación
de corderos y cabritos&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Los
corderos y cabritos maman de su madre hasta que alcanzan los cuatro meses, pero
comienzan a mostrar interés por las plantas verdes a las tres semanas.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 12pt; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Recuerde
que la mayoría de los animales recién nacidos mueren por falta de alimento. El
frío y la humedad son muy malas para los recién nacidos y pueden ocasionarles
enfermedades pulmonares que pueden matarlos.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La producción de leche y la ubre&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&amp;nbsp;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
  &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
 &lt;/em&gt;&lt;/span&gt;&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;
&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table border=&quot;1&quot; cellpadding=&quot;0&quot; style=&quot;mso-cellspacing: 1.5pt; mso-yfti-tbllook: 1184;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;&lt;td style=&quot;background-color: transparent; border-image: none; border: rgb(0, 0, 0); padding: 0.75pt;&quot; valign=&quot;top&quot;&gt;&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La
  finalidad principal de la leche es alimentar a las crías. Un buen animal
  lechero produce más leche que la que necesita su cría.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;&lt;br /&gt;&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;1. Como se produce la leche.&lt;br /&gt;
2. Cómo varia la producción.&lt;br /&gt;
3. Reconocer los problemas de infección de la ubre (mastitis).&lt;br /&gt;
4. Formas de utilizar la leche.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Cómo se
produce la leche&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La ubre
de las vacas tiene cuatro cuartos (cuarterones), cada uno con un
pezón. La ubres de las ovejas y las cabras se dividen en dos partes, cada una
con su pezón.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La leche
se produce en la ubre a partir de los nutrientes de la sangre que fluye por los
vasos sanguíneos de cada cuarto. Cuanto mayor es la cantidad de sangre que pasa
por la ubre, mayor es la cantidad de leche producida. La leche sale de la ubre
al mamar o al ordeñar el pezón.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Para el
ordeño manual se necesitan cinco a diez minutos. Debe vaciarse la ubre en cada
ordeño, ya que esto estimulará a producir más leche. Ordeñe siempre al animal
en actitud tranquila. Son buenos momentos para el ordeño, por la maña antes de
que los animales vayan al pasto y al anochecer. Ordeñe siempre a la misma hora
cada día.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Variaciones
de la producción de leche&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La
producción de leche varia por varias razones:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Algunas razas producen más
leche que otras.&lt;br /&gt;
• La producción de leche es máxima después del segundo o tercer parto.&lt;br /&gt;
• Los animales en lactación necesitan alimentos extra, minerales y mucha agua
para producir leche.&lt;br /&gt;
• La producción de leche mejora cuando los animales paren en la estación
lluviosa porque disponen entonces de pastos abundantes.&lt;br /&gt;
• Conviene hablar, cantar o silbar a las ovejas, vacas, cabras y búfalas
mientras se las ordeña, ya que ello les ayuda a relajarse y fluye mejor la leche.&lt;br /&gt;
• Algunas hembras dan naturalmente más leche que otras. Estos animales deben
seleccionarse como reproductores (véase el Anexo 4).&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Infección
de la ubre (mastitis)&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Para la
producción de leche es esencial una buena ubre. Si se lesiona o infecta, la producción
de leche puede cesar. La infección de la ubre se llama mastitis y se debe a la
acción de las bacterias. La mastitis se reconoce por los síntomas siguientes:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• La leche no es limpia, su color
es distinto y puede presentar coágulos.&lt;br /&gt;
• La ubre está caliente, dolorosa e inflamada.&lt;br /&gt;
• La piel de los pezones aparece agrietada.&lt;br /&gt;
• El animal puede dejar de comer.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Puede
estar infectado más de un cuarterón. La mastitis puede deberse a una bacteria
infecciosa y transmitirse a otros animales. Debe observarse con atención la
leche de cabra, para ver si hay señales de mastitis, ya que puede padecerla sin
mostrar cambios notables de color.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Para
curar las mastitis y disminuir el riesgo de su presentación deben tomarse las
siguientes medidas:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Las manos del ordeñador deberán
estar siempre limpias.&lt;br /&gt;
• Antes del ordeño deberá lavarse la ubre con agua tibia y secarse.&lt;br /&gt;
• Todo animal con mastitis (u otra enfermedad) se ordeñará siempre en último
lugar.&lt;br /&gt;
• El tratamiento de las mastitis tiene éxito si se inicia pronto.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Para
tratar las mastitis, debe bañarse la ubre con agua caliente. Se extraerá luego
la leche mala que contiene utilizando un catéter (sonda) o por ordeño manual.
Esto se realizará al menos dos veces al día hasta que la ubre vuelva a su
condición normal.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Un
tratamiento que se prefiere ahora es bañar con agua fría el cuarto afectado y a
continuación ordeñarlo. Inmediatamente se seca la mama y se le da masaje. Esto
se repite mañana y tarde hasta que la ubre vuelve a su estado normal. Si la
infección es grave este tratamiento se repite cada 2 ó 3 horas.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Si
persiste la infección, deberá introducirse por el canal del pezón, con un tubo,
pomada de antibiotic&amp;nbsp; después de cada ordeño. En los casos
graves de mastitis, podrá aplicar una inyección de antibiótico.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Consulte
con el veterinario si la mastitis es un problema frecuente o se extiende mucho
por su comunidad.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Formas de
aprovechar la leche.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Las
leches de vaca, cabra, oveja y búfala son distintas, pero todas contienen
grasas, proteína, vitaminas y minerales, que tienen un gran valor como alimento
para la especie humana. La leche se puede emplear para hacer crema,
mantequilla, ghee y quesos, y también otro tipos de alimentos.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Aunque la
leche es un buen alimento puede transmitir enfermedades. También puede
infectarse con microrganismos del ordeñador o con la suciedad del propio
animal. Cualquiera que beba esta leche puede infectarse.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;La leche
después de algún tiempo se vuelve agria y no sirve para beber. Si la leche ha
de conservarse para utilizarla durante el día debe hervirse cada cuatro o cinco
horas y guardarse en un recipiente con tapa limpio. Si se ha de conservar
durante la noche debe hervirse y mantenerse luego en un recipiente limpio cubierto
con la tapa y en un lugar frío fuera del alcance de gatos, roedores e insectos.
Deberá hervirse otra vez por la mañana antes de utilizarla.&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;Para
evitar que se transmitan enfermedades por la leche se aconseja lo siguiente:&lt;/em&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 5pt;&quot;&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;em&gt;• Utilizar solamente leche de animales
sanos.&lt;br /&gt;
• Lavar y secar la ubre del animal antes del ordeño, y lavar completamente las
manos antes del ordeño.&lt;br /&gt;
• Tirar siempre los primeros chorros de leche ya que pueden contener gérmenes.&lt;br /&gt;
• Hervir la leche antes de beberla.&lt;br /&gt;
• Guardar la leche en recipientes limpios en los que se ha hervido agua o se ha
lavado con agua hirviendo.&lt;/em&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-family: Verdana, sans-serif;&quot;&gt;&lt;em&gt;Este articulo fue realizado por ©rafadecleo, cualquier consulta, dudas a las ordenes&lt;/em&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: ES-UY;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://comentariosderafael.blogspot.com/feeds/2380025759036845117/comments/default' title='Enviar comentarios'/><link rel='replies' type='text/html' href='http://comentariosderafael.blogspot.com/2014/06/gestacion-en-vacas-bufalas-ovejas-cabras.html#comment-form' title='1 comentarios'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/2380025759036845117'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2719809869862358356/posts/default/2380025759036845117'/><link rel='alternate' type='text/html' href='http://comentariosderafael.blogspot.com/2014/06/gestacion-en-vacas-bufalas-ovejas-cabras.html' title='Gestacion en Vacas, Ovejas, Cabras'/><author><name>Rafael</name><uri>http://www.blogger.com/profile/02281314146569951741</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='24' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiGP3TEwUlVN2flnsCbeQz49k1kFaGsGLLpa4BQbPVWBASY7XNCA2EUvGDnZmwKUu9Rxw8FfysCCNiQPqfAVKC_eUqhgkNsaYRP383DqvtiiPUA_bSz4idNOOn5o0QKkA/s220/campo.jpg'/></author><thr:total>1</thr:total></entry></feed>