tag:blogger.com,1999:blog-17082095292413856922024-02-07T14:50:32.680-08:00Portal das calopsitasPortal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.comBlogger12125tag:blogger.com,1999:blog-1708209529241385692.post-64173513305560875262012-12-04T10:33:00.004-08:002012-12-04T10:33:38.780-08:00Doenças :<br />
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<span style="background-color: white; font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Quando falamos de doenças em calopsitas na verdade falamos de doenças em aves. Desta forma vamos comentar algumas das principais doenças que podem ocorrer em aves e, em especial, em calopsitas.</span></div>
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<span style="margin: 0px; padding: 0px;">Devemos, antes de mais nada, lembrar que doenças podem ser originárias de uma infinidade de fatores : Podemos já ter adquirido uma ave doente; Podemos ter adquirido uma ave doente (sem sinais exteriores) e esta ave ter contaminado nossas outras aves; Podemos ter uma ave estressada o que diminui sua resistência e, consequentemente, favorece o aparecimento de doenças; Podemos estar efetuando uma </span><span style="margin: 0px; padding: 0px;"><a href="http://www.omniverso.com/universoaves-calopsitas-Doencas.htm#" id="_GPLITA_0" in_rurl="http://www.textsrv.com/click?v=QlI6MTA4MjE6NDU1OmFsaW1lbnRhw6fDo286NzgxOWZhOTVmZTU1ZDk2OGZlNTZmZGQ2YjQ5OTdmYWU6ei0xMDEyLTEwMDg4Ond3dy5vbW5pdmVyc28uY29t" style="font-weight: bold; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">alimentação</span></a></span><span style="margin: 0px; padding: 0px;"> inadequada das aves e, desta forma, reduzindo sua resistência a doenças; Podemos estar fornecendo uma higiene precária o que favorece o aparecimento de doenças as mais diversas; As aves podem ter tido contato com aves livres ( pardais, rolinhas ) que, por sua vez, acabam trazendo alguma doença. Isto ocorre principalmente em viveiros que ficam mais expostos a eventuais contatos externos; Podemos estar fornecendo algum agente contaminante sem que percebamos à primeira vista ( por exemplo : deixando jornais ao alcance dos bicos das aves o que acaba por intoxicá-las e matá-las ). Poderíamos continuar neste exercício de pensamento por um bom tempo. Chances não faltam para que uma ave possa contrair algum tipo de doença e mesmo vir a falecer. O que temos que ter consciência é que, em qualquer um dos casos acima mencionados, a responsabilidade quase sempre é nossa. Ou por ignorância ( no bom sentido, no sentido de não conhecermos melhor algo) ou por falta de preocupação e cuidados com as aves. Naturalmente que temos os problemas vindos de fora ( exógenos ) . Mas mesmo nestes podemos minimizar os eventuais problemas que possam vir a aparecer. Então, ao invés de irmos logo falando sobre doenças vamos comentar sobre alguns aspectos de profilaxia e proatividade que vão, com certeza, diminuir as chances de termos problemas com doenças.</span></div>
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<span style="background-color: white;"><span style="font-family: Georgia, Times New Roman, serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">Ao adquirir uma ave preste atenção nela. Uma ave saudável deve ser ativa. Procure ver se está se alimentando normalmente. Veja se os olhos dela estão bem abertos, limpos. Observe o aspecto geral das penas. Uma ave 'sapeca' normalmente é uma ave com </span></span></span><span style="margin: 0px; padding: 0px;"><a href="http://www.omniverso.com/universoaves-calopsitas-Doencas.htm#" id="_GPLITA_1" in_rurl="http://www.textsrv.com/click?v=QlI6OTg4MDozMzpzYcO6ZGU6ZjAyNDk3MTYzZjNjNjYzMzhiOWM0YzQ1YWIzOGEyYTc6ei0xMDEyLTEwMDg4Ond3dy5vbW5pdmVyc28uY29t" style="font-weight: bold; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">saúde</span></span></a></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">. Procure também observar o aspecto de baixo das aves, perto da cloaca (sim, o bumbum da ave!) . Uma ave saudável possui esta região limpa e seca. Caso a ave tenha esta região faltando penas, inchada ou suja de fezes isto quase sempre significa doenças com certa gravidade. Lembrar que quando compramos filhotes eles podem ainda estar emplumando e, portanto, estar faltando o desenvolvimento geral das penas. Mas os demais aspectos ainda devem ser observados. Note se as penas próximas aos olhos se encontram faltando ou como se estivessem 'molhadas' em uma direção específica. Isto pode demonstrar problemas.</span></span></span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;"> Mantenha sua ave recém-adquirida em quarentena. Procure ter uma gaiola própria para isso. Deixe a ave separada em média de 20 a 30 dias. Neste período observe o comportamento geral da ave e note se alguma doença se manifesta. Caso você não faça isto e coloque a ave diretamente com as outras pode ser que introduza alguma doença que venha, posteriormente, a dar grandes problemas e mesmo ocasione óbitos. Se possível procure dar vermífugo a esta ave, conforme sua bula.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Filhotes são uma caso especial à parte pois exigem maiores cuidados e atenção. Antes de adquirir um filhote procure observá-lo. Verifique as condições das asas. Filhotes normalmente não estão totalmente emplumados. Mas o aspecto geral da ave deve dar uma possível dica de sua saúde. Se possível veja se o filhote é alimentado e aceita a papinha normalmente. Os olhos deve estar limpos e límpidos. Lembre-se que filhotes dormem mais mas aves demasiadamente paradas podem indicar problemas. Procure afagá-las. Ela deve reagir ao seu toque, normalmente se afastando pois não o(a) conhece. Caso a ave não reaja a este toque fique de sobreaviso. Algumas podem olhar para você e pedir comida, emitindo um chiado característico. Isto é bom sinal. Levante-a e olhe detidamente seu traseiro ( conforme anteriormente mencionado ) . Deve estar limpo, sem fezes grudadas, aspecto inchado ou úmido. Observe se a ave dorme e, ao respirar, acaba movendo seu rabo como que compensando o respirar. Procure ouvir sua respiração e notar se há algum chiado. Colocando a ave em seu dedo ela deve agarrá-lo com firmeza. Pode mesmo querer bicá-lo, o que também é bom sinal. As penas da ave devem estar todas normais, sem respingos de sangue.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Higiene é a palavra de ordem. Adquira o hábito de sempre limpar gaiolas, comedouros, bebedouros. Águas devem ser trocadas diariamente ou mais de uma vez se constatado que se encontra suja. Procure utilizar água filtrada e fervida. Para as limpezas utilize produtos específicos animais para que não haja intoxicação indevida.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Já foi comentado mas vale a pena reforçar : nunca utilize jornais na forragem das gaiolas. O chumbo que está presente nas tintas dos jornais é altamente tóxico para as aves. Utilize papéis pardo ou rosado ou ainda serragem.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Evite o contato de suas aves com aves selvagens. Elas podem trazer inúmeros problemas como, por exemplo, piolhos. Basta que fiquem em cima de uma gaiola ou um viveiro para que alguns piolhos caiam dela e acabem infectando seu plantel.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Forneça uma alimentação variada para sua ave. Forneça variedade em grãos, além de verduras, frutas e legumes. Não se esqueça do milho verde cru. Pão velho ou torrada ( pães normais, sem aditivos ) também deve ser oferecido.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Utilize-se de vermífugos de forma regular, sobretudo se pretende tirar filhotes. Existem também produtos anti-coccidiostáticos que podem ser oferecidos de forma preventiva, conforme a bula.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Uma ave bem alimentada , dispondo de variedade na alimentação, com água sempre fresca e potável e a higiene adequada dificilmente necessitará de remédios e veterinários. Os custos e trabalhos com estes itens podem acabar poupando dinheiro a médio e longo prazos. Pense nisso.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Uma das melhores ferramentas para se manter a saúde das aves é a INFORMAÇÃO . Procure ler o mais que puder sobre suas aves. Participe de fóruns de discussões, mantenha-se sempre atualizado(a) .</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Faça da OBSERVAÇÃO uma ferramenta a mais na sua criação. Utilize diariamente um tempo para observar todas as aves. Procure por comportamentos que mudam, fezes que se alteram, por mudanças dos hábitos das aves. Observe sempre como elas estão, se continuam ativas, se continuam brincando. Qualquer mudança repentina pode significar problemas . Desta forma podemos agir a tempo de efetuar uma cura efetiva. Caso não as observemos podemos apenas notar uma doença em estágio avançado, quando nenhum tratamento mais surtirá efeito.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Calopsitas não gostam de ambientes 'agitados' . Justamente porisso acabam não se dando bem com crianças que, justamente por serem crianças, são afoitas, agitadas. O melhor a fazer é , se for o caso, separá-los. Forçar uma ave numa situação que não lhe é normal pode gerar grande estresse o que, por sua vez, pode desencadear doenças. Sempre se dirija a elas com tom de voz cordial, falando normalmente. Isto gera confiança no relacionamento.</span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif; margin: 0px; padding: 0px;">Evite 'ganchos' e cordas em viveiros ou gaiolas. As aves podem ficar presas em ganchos, ferindo-se . Cordas também não são recomendadas pois podem prendê-las, inadvertidamente, e vir a causar problemas fatais.</span></span></span></div>
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Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com8tag:blogger.com,1999:blog-1708209529241385692.post-23115001704477828972012-12-04T10:22:00.005-08:002012-12-04T10:22:50.764-08:00Brinquedo para a sua Calopsita :<br />
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<span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="color: #cc99ff; margin: 0px; padding: 0px;"><span style="font-weight: bold; margin: 0px; padding: 0px;"><span style="font-family: 'lucida grande'; margin: 0px; padding: 0px;"><img alt="" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjlToYfHlQ9YllVEpicJi17FBPh5efxUx8xEGBliRAQNfewX-DutjuZrOg02eu-SRLw-XBZvJTZ6_0Sag5u63K01Iz2E8OjS7Rj3wL34tUjzSCV0gwfnZYssyd_EzUvD7YKOlTWcnKtjfo/s1600/calopsita+no+brinquedo.jpg" style="height: 245px; margin: 0px; padding: 0px; width: 302px;" /></span></span></span></span></span></div>
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<span style="background-color: white;"><span style="font-family: Georgia, Times New Roman, serif;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="font-weight: bold; margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">É importante que as calopsitas tenham brinquedos para se distrair, prefira os de madeira, outra coisa fundamental é um espelho, existem espelhos especias com suporte para por na gaiola, pois com o espelho elas não se sentem sozinhas, os brinquedos e espelhos são bons para distrair exercitar sua calopsita pois elas ficam em gaiolas e isso pode levar a </span></span></span></span></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="font-weight: bold; margin: 0px; padding: 0px;"><a href="http://manualdecalopsitas.blogspot.com/#" id="_GPLITA_1" in_rurl="http://www.textsrv.com/click?v=QlI6MTA4MjE6NDU1Om9iZXNpZGFkZTpiNTkwOGFjYmNjM2JhNDc0YzNjMjlkZmVmN2VlZDQzMDp6LTEwMTItMTAwODg6bWFudWFsZGVjYWxvcHNpdGFzLmJsb2dzcG90LmNvbQ%3D%3D" style="border-bottom-style: double; border-bottom-width: 3px; margin: 0px; padding: 0px; text-decoration: initial;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;">obesidade</span></span></a></span><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><b> caso ela não faça exercícios</b><b> os espelhos já são mais importantes para aquelas calopsitas que ficam o dia inteiro sozinha, e a solidão pode levar a morte, e são super baratinhos e você mesmo pode fazer,e não tenha perigo para a saúde do seu bichano, e o investimento é pouco.</b></span></span></span></span></span></span></span></span></div>
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<span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="margin: 0px; padding: 0px;"><span style="font-weight: bold; margin: 0px; padding: 0px;"><span style="background-color: white; margin: 0px; padding: 0px;"><span style="font-family: Georgia, Times New Roman, serif;">Para que as calopsitas se exercitem sozinhas como uma caminhada boa é que ela seja mança ou brava mas q a asa cortada, pois ela pode sair da gaiola sem voar. Já com a asa não cortada ela pode fugir e não voltar mas !</span></span></span></span></span></span></div>
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Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-46256345240038487252012-12-04T10:09:00.001-08:002012-12-04T10:16:55.208-08:00Como dar Banho em sua calopsita?<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">Quando a ave se suja de papinha é preciso paciência e limpar em etapas, pode ser que não saia tudo de uma única vez, dependendo da quantidade da sujeira e do tempo transcorrido. </span><br />
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<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">A papinha em contato com a água torna-se uma verdadeira "cola", grudando nas penas de uma tal forma que quanto mais tempo demorar para fazer a limpeza, fica mais difícil. </span><br />
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<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">Lave com muito cuidado (não faça isso imediatamente após o filhote ter se alimentado) penas do peito, da seguinte forma : </span><br />
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<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">•Ponha água morna numa bacia e deixe sabonete neutro (pode ser do líquido) por perto.</span><br />
<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">•Pegue um pouco do sabonete na mão, e junte um pouco de água morna e vá passando delicadamente por entre as penas, usando o dedo para desembaraçar. </span><br />
<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">•Lave também o bico retirando com os dedos a papinha grudada. Faça isso quando o tempo estiver quente, com sol.</span><br />
<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">•Seque com uma toalha delicadamente e depois use o secador na temperatura morna e de longe. </span><br />
<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">•Evite ao máximo molhar o corpo da ave, se restringindo mais às penas no momento da limpeza. Não se preocupe se não sair tudo de imediato. </span><br />
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<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">Tomando banho:</span><br />
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<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">No mais, a calopsita não precisa de banho : deixe uma banheirinha (existem banheiras específicas para aves à venda em pet shops) para sua calopsita, que ela mesma se encarregará de tomar banho quando sentir vontade!</span><br />
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<span style="background-color: white; color: #333333; font-family: arial, helvetica, clean, sans-serif; font-size: 13px; line-height: 16px;">A calopsita gosta de se banhar, entretanto, ave não acostumada a essa rotina pode não ter interesse e estranhar, o que é considerado normal. você pode borrifá-la levemente, de longe, nos dias quentes e sem vento, com aquele borrifador de plantas sem uso, sem contudo,sem deixá-la muito molhada.</span>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-74426153837629994182012-05-22T07:13:00.001-07:002012-06-11T12:49:11.080-07:00Aparando as asas:<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI7HteO2Dd_0vOmUm7NrgUXI-mS0WZIBZUQ2MIoJHhxfriAuaJaOrG73qHWrePWqBQ9_LVfOhWK4T9pm-tdRRssrsESc8s2W7r0TstoClamJmrL9ppp89D9AchqWxvvv71Emn0XoJ5/s1600/23_asas.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgI7HteO2Dd_0vOmUm7NrgUXI-mS0WZIBZUQ2MIoJHhxfriAuaJaOrG73qHWrePWqBQ9_LVfOhWK4T9pm-tdRRssrsESc8s2W7r0TstoClamJmrL9ppp89D9AchqWxvvv71Emn0XoJ5/s200/23_asas.jpg" width="200" /></a></div>
Aparar as penas das asas de seu calopsita é fundamental, pois assim ele
não conseguirá levantar vôo. Esta tarefa é rapida e fácil de ser
realizada, mas precisa de duas pessoas para fazê-la. Enquanto alguém
segura a calopsita e estica uma de suas asas aberta, a outra deve aparar
as penas como mostra na imagem.
Este processo deve ser realizado mensalmente para que seu amiguinho
esteja sempre de asas bem aparadas<br />
<br />
<br />
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por: <a href="http://www.blogger.com/profile/04828161930301618559" style="border: 0px; color: #1155cc; cursor: pointer; font-family: inherit; font-style: inherit; margin: 0px; padding: 0px; vertical-align: baseline;">PlanetaDasCalopsitas</a></div>
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<br class="Apple-interchange-newline" />Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-31646334693504628642012-05-19T04:35:00.000-07:002012-05-19T04:35:04.141-07:00Mutações:No cativeiro foram surgindo <a href="http://pt.wikipedia.org/wiki/Muta%C3%A7%C3%A3o" title="Mutação">mutações</a> de cores variadas, algumas bastante diferentes das observadas na Natureza. A partir de <a href="http://pt.wikipedia.org/wiki/1949" title="1949">1949</a> a espécie começou-se a difundir pelo mundo, com a criação do "silvestre", e em seguida "arlequim" mutação desenvolvida na <a href="http://pt.wikipedia.org/wiki/Calif%C3%B3rnia" title="Califórnia">Califórnia</a>, nos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Estados_Unidos_da_Am%C3%A9rica" title="Estados Unidos da América">Estados Unidos</a>.<br />
Existem muitas mutações de calopsitas com cores variadas, são elas: Silvestre, Arlequim, <a href="http://pt.wikipedia.org/wiki/Lutino" title="Lutino">Lutino</a>,
Canela, Opalina (Pérola), Cara Branca, Prata, Fulvo, Albino (há um
padrão albino e não apenas mutações genéticas), Pastel, Prata Recessivo e
Prata dominante.<br />
<ul class="gallery">
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 15px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Nymphicus_hollandicus_-upper_body_-pet-8a.jpg"><img alt="" height="120" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/df/Nymphicus_hollandicus_-upper_body_-pet-8a.jpg/90px-Nymphicus_hollandicus_-upper_body_-pet-8a.jpg" width="90" /></a></div>
</div>
<div class="gallerytext">
Calopsita Lutina<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 15px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Nymphicus_hollandicus_-domesticated_-white_pet-8a.jpg"><img alt="" height="120" src="http://upload.wikimedia.org/wikipedia/commons/thumb/2/27/Nymphicus_hollandicus_-domesticated_-white_pet-8a.jpg/103px-Nymphicus_hollandicus_-domesticated_-white_pet-8a.jpg" width="103" /></a></div>
</div>
<div class="gallerytext">
Prata<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 15px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:CockatielImage2.jpg"><img alt="" height="120" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/a6/CockatielImage2.jpg/95px-CockatielImage2.jpg" width="95" /></a></div>
</div>
<div class="gallerytext">
Silvestre<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 26.5px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Nymphicus_hollandicus2.jpg"><img alt="" height="97" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/15/Nymphicus_hollandicus2.jpg/120px-Nymphicus_hollandicus2.jpg" width="120" /></a></div>
</div>
<div class="gallerytext">
Lutino<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 30px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Our_Ruby_Eyed_Cockatiel.jpg"><img alt="" height="90" src="http://upload.wikimedia.org/wikipedia/commons/thumb/2/28/Our_Ruby_Eyed_Cockatiel.jpg/120px-Our_Ruby_Eyed_Cockatiel.jpg" width="120" /></a></div>
</div>
<div class="gallerytext">
Fulvo<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 15px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Tree_month_old_cockatiel.jpg"><img alt="" height="120" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/8f/Tree_month_old_cockatiel.jpg/97px-Tree_month_old_cockatiel.jpg" width="97" /></a></div>
</div>
<div class="gallerytext">
Opalina<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 30px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:TripleMutationCockatiel.jpg"><img alt="" height="90" src="http://upload.wikimedia.org/wikipedia/commons/thumb/6/60/TripleMutationCockatiel.jpg/120px-TripleMutationCockatiel.jpg" width="120" /></a></div>
</div>
<div class="gallerytext">
Arlequim<br />
</div>
</div>
</li>
<li class="gallerybox" style="width: 155px;">
<div style="width: 155px;">
<div class="thumb" style="width: 150px;">
<div style="margin: 15px auto;">
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Casw.JPG"><img alt="" height="120" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/d2/Casw.JPG/76px-Casw.JPG" width="76" /></a></div>
</div>
<div class="gallerytext">
Cara branca canela<br />
</div>
</div>
</li>
</ul>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-14768325472127364482012-05-19T04:13:00.000-07:002012-05-19T04:13:47.477-07:00Comportamento de sua calopsita:<span style="height: 1184px; left: 16px; position: absolute; top: 868px; width: 732px; z-index: 41;"></span><br />
<div class="shape" style="padding: 2.88pt 2.88pt 2.88pt 2.88pt;">
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">O que
aconteceria se você se apaixonasse por um (a) estrangeiro (a)?
Provavelmente, para não perder seu amor você teria que aprender o idioma
dele, porém enquanto não conseguisse aprender, encontraria nos gestos a
forma de comunicação. Está certo este raciocínio? Partindo do princípio
que sim, eu lhe pergunto: Como entender sua calopsita se ela ainda não
pode usar as palavras para se comunicar? Estamos diante do enígma
chamado </span><span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">COMPORTAMENTO</span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">Vamos
tentar desvendar um pouco da linguagem do seu amiguinho? As formas de
comportamento da ave são dicionários, são trilhas para que possamos
entender o que se passa com elas. Vamos ver os sinais?</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Asas abertas, cabeça para baixo, bum bum para cima: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">demonstração
de alegria ou “exposição da própria figura” (se mostrando). Esta
atitude quer dizer que sua calopsita deseja “aparecer”, ser notada. Faça
com que ela veja que você a notou. Aplauda, diga que as asas dela são
lindas, que ela é maravilhosa e que você a ama. Faça-a perceber seu
entusiasmo.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Arrepio nas costas (como se fosse um gato) e um sacolejo após o arrepio: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">Ela está espantando a tensão.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Berros: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">Ela
pia e grita. Grita alto. Está reclamando. Algo não está como ela quer
que esteja, ou ela quer algo que não foi feito, ou seja: está
descontente e, provavelmente, vai gritar até conseguir o que quer. Pode
até desistir, porém vai levar dias e dias para desistir. Você deve
descobrir o que a incomoda, ou o que ela deseja e fazer a sua vontade se
quiser paz. Pode tentar distrair a atenção dela com algo que ela goste
muito de comer. Costumam gritar também por ciúmes, ou para chamar sua
atenção para uma situação que ainda nem ocorreu.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Pios baixinhos: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">Se
seu amiguinho deu pios baixinhos em situações especiais preste atenção.
Situação 1. Ele está tomando algum remédio, você o medicou à noite e
está indo dormir quando ouve seu pio sutil: esta atitude quer dizer que
ele está chamando você de volta, pedindo-lhe que fique com ele, que não
o deixe sozinho. Talvez esteja com medo, com dor ou com mal estar e se
sente seguro e protegido com sua presença.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">Situação 2. Se houve tempestade e trovões fortes. Ele pode estar com medo e quer companhia.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">Situação
3. Se há outras calopsitas no mesmo viveiro ou gaiola e alguma está
passando mal. Uma delas pode piar (pio mais intenso) para lhe avisar que
você deve ir prestar socorro.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">Em
quaisquer circunstâncias que sua calopsita der pios fora do contexto,
fique atento. Provavelmente, ela deseja lhe avisar sobre algum fato.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Stress: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">A
ave está sonolenta (depressão), as penas fechadas mostrando um corpinho
esguio (susto), as asas semi-abertas, o topete mais para cima (susto).
Ela não presta atenção em você, está apática, asas caídas ao longo do
corpo (depressão ou doença), ou concentrada em algum ponto (susto).</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">Ela
pode ficar estressada após você ministrar alguma medicação à força no
bico, após ser manuseada, após ter sido transportada, após ter caído ou
após ter passado por situação da qual não gostou. Deixe-a descansar, de
preferência na penumbra e no silêncio. Ela pode mostrar os sinais de
susto por manuseio, por medo de pessoas ou animais (até por ver o gavião
voar ao longe), por medo de objetos e até por medo de tempestades.
Procure afastá-la do que causou o medo e o susto.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Cropofagia</span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">
é o ato de comer as fezes. Se sua calopsita está comendo as próprias
fezes, ela está com cropofagia. Mas por que isto acontece? Acontece com
aves mal nutridas que têm o hábito de consumir apenas sementes e que
estão com carência de vitamina B. A falta de vitamina B provoca andar
inseguro, tonturas, convulsões, cropofagia, etc. Providência: Acostume
sua ave a comer </span><span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">
verduras e legumes de cor verde escura (couve, brócolis, jiló,
catalônia etc.) e, com certeza, não precisará recorrer a medicamentos.</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Agressões a bicadas e canibalismo: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">A
ave agride por causa de medo, para defender seu território, por razões
sexuais ou mudanças hormonais. Se as causas das bicadas são
esporádicas, tipo: passou por medo só bicou na hora do ocorrido, não há
motivo para preocupação, pois é normal, no entanto uma ave que agride a
outra com frequência e com intenção de machucar, matar ou intenção de
arrancar pedaços, aí sim, há motivo para preocupação. Esta ave deve ser
isolada e submetida a tratamento. Problemas de território podem ser
corrigidos com florais. Problemas de território é quando a ave acha que
manda no viveiro e tenta impedir as demais aves de circularem pelos
poleiros mais altos. Ela se posiciona como mandona e pode agredir para
ser obedecida. Uma boa forma </span><span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">é
colocar a ave numa gaiola separada e deixá-la, alguns minutos, sozinha
em algum cômodo (castigo) para que ela perceba que não manda no espaço,
mas não vá esquecê-la por lá, viu?</span></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">Quando
há evidência de canibalismo (ave que arranca pedaços de outra), deve-se
procurar o veterinário com urgência para que providências sejam
tomadas e, se necessário, colocar na ave o “colar elizabetano” até que
ela mude o comportamento.</span></div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify; text-align: justify; text-justify: newspaper; text-justify: newspaper; text-kashida-space: 50%; text-kashida-space: 50%;">
<span lang="pt-BR" style="color: #2929cd; font-size: 12.0pt; font-style: italic; font-weight: bold; language: pt-BR;">Auto-mutilação: </span><span lang="pt-BR" style="color: black; font-size: 12.0pt; language: pt-BR;">Os fatores que levam a auto-mutilação podem ser: stress, parasitas, disfunção ho</span><span lang="pt-BR" style="font-size: 12.0pt; language: pt-BR;">rmonal,
má alimentação. No início a ave começa a se coçar em excesso, depois
passa a arrancar as penas, principalmente as das coxas, do peito e do
abdômen. É necessário boa higiene, carinho, vitaminas e consulta com um
veterinário para tratar as causas e os ferimentos, usando, talvez, o
colar elizabetano como coadjuvante na cura.</span></div>
</div>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-34193239001537796232012-05-19T04:05:00.000-07:002012-05-19T04:05:06.296-07:00Aonde minha calopsita deve ficar?<img alt="Viveiro de Calopsitas" height="315" src="http://www.omniverso.com/Viveiros.jpg" width="420" /><br />
<span style="font-family: Arial,Helvetica,sans-serif;"><strong>Foto: Beatriz F Milioli</strong></span><br />
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Calopsitas
podem ser criadas em gaiolões de 1,0 X 0,5 X 05 metros para um casal.
Pode ser colocado um ninho de madeira do lado de fora ( com um tamanho aproximado
de 20 X 20 cm de frente com entrada redonda e 35 cm de comprimento). Atualmente
encontram-se à venda ninhos prontos para calopsitas. Porém muitas
vezes eles não têm a qualidade ou atendem às nossas necessidades.
Nestes casos devemos ou fabricá-los ou encomendá-los a quem
os faça. Alguns criadores recomendam a instalação de
2 poleiros de diâmetros diferentes . Há aqueles que adotam poleiros
que contém uma lixa fina na parte inferior do poleiro. Desta forma
as unhas das aves são automaticamente 'lixadas', evitando problemas
de excesso de comprimento. Algumas aves, porém, podem acabar tendo
uma espécie de 'alergia' nas patas. Desta forma vale a pena observá-las
quanto a isto. Nas limpezas das gaiolas nunca devemos esquecer de, também,
limpar os poleiros.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Os gaiolões
devem ser preferencialmente retangulares ( evite os de formato arredondado
) e de arame ( nunca de madeira - as calopsitas adoram roer madeira ) . Mesmo
o arame deve ser visto como um item à parte de forma a facilitar sua
limpeza. Deve-se optar por arames galvanizados ou, melhor ainda , os encapados
que podem mais facilmente ser limpos ( embora saiam mais caro) . Estes gaiolões
devem ser instalados em um quarto ou outra dependência ventilada sem,
entretanto, ter correntes de ar. As correntes de ar, sobretudo em tempos mais
frios, são um enorme problema para aves. Preferencialmente deve-se
posicionar os gaiolões de forma a que possam receber o sol da manhã.
A exposição ao sol é necessária para as aves da
mesma forma que para os humanos. Caso os gaiolões acabem ficando muito
tempo expostos ao sol ( problema sobretudo no verão ) é de bom
senso fornecer anteparos que criem sombras e possam, assim, proteger as aves
da exposição excessiva. O melhor a fazer é deixar a própria
ave ter a opção de escolher a exposição que mais
lhe convém. Não esquecer de fornecer bebedouros, comedouros
e uma 'banheira' para as aves. Atentar para estas banheiras. Retirá-las
o mais breve possível após o seu uso pois as aves podem vir
a beber desta mesma água e ter problemas de saúde. Deixar espaço
para fornecer as demais alimentações como milho, verduras, frutas,
legumes, farinhada. </span></div>
<div align="justify">
<img align="left" height="225" src="http://www.omniverso.com/puleiropq.jpg" width="265" /><span style="font-family: Arial,Helvetica,sans-serif;">Viveiros
podem ser criados tendo como padrão o tamanho de 3 X 1 X 2 metros para
um casal. O viveiro pode ser composto de tijolos de barro rebocados ou blocos
de cimento revestidos com argamassa ou placas de cimento. A cobertura pode
ser efetuada com telhas de cerâmica preenchendo de 1/3 a 1/2 do teto.
Deve ser dada atenção sobretudo à proteção
dos comedouros, bebedouros e dos eventuais ninhos. A tela utilizada pode ser
de 1/2 polegada e fio 18. O piso pode ser de concreto com ligeira queda e
saída para escoamento das águas. Não devemos nos esquecer
dos poleiros, vasilhas de barro ou louça e da destinação
de uma para que possa ser utilizada como 'banheira' pelas aves ( vide o item
acima dos gaiolões, o mesmo processo se aplica aqui). Algumas pessoas
decidem trocar os poleiros convencionais por arbustos ou pequenas árvores,
fornecendo um visual melhor e mais naturalidade para as aves. Nestes casos
devemos conhecer a flora que estamos fornecendo para nos assegurarmos que
não irá dar problemas com as aves. Lembre-se sempre que as aves
bicam praticamente tudo). Da mesma forma que os gaiolões os viveiros
devem ser dispostos de forma a receber o sol da manhã ( tendo os já
comentados anteparos ) . Podemos proteger os viveiros dos ventos por paredes,
quebra-ventos, cercas vivas. Em casos de necessidade pode-se instalar um revestimento
de plástico resistente e retrátil. Mas atentar que as aves podem
fazer um grande estrago neste revestimento. Daí a necessidade de ser
retrátil e utilizar apenas quando necessário. Da mesma forma
elas podem mesmo comer parte da parede ou mesmo do concreto (!). Isto é
normal e não acarretará problemas a suas aves, apenas ao seu
bolso . </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><strong><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" />NOTA:</strong>
Não nos devemos esquecer da higiene necessária ao ambiente em
que as aves irão ficar. Devemos regularmente desinfetar gaiolas, ninhos,
bebedouros, comedouros, tudo que se refere às aves. É aconselhável
a limpeza utilizando produtos especialmente destinados a isto como, por exemplo,
Kilol-L . Utilizar sempre os produtos que são facilmente degradáveis
e que agredirão o mínimo possível suas aves. Uma intoxicação
da ave por produtos químicos que normalmente usamos em casa podem ser
fatais mesmo com um contato mínimo. Infelizmente isto nem sempre é
adotado pelo criador. As aves acabam morrendo sem causa aparente e sem que
o criador tenha a mínima noção do problema. </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="21" src="http://www.omniverso.com/probidos.jpg" width="63" /><strong><span style="color: red;">NOTA:</span></strong>
<span style="color: red;">Não utilizar jornais nas forragens em gaiolas</span>.
Jornais são impregnados com chumbo e já tivemos notícias
de diversos criadores que tiveram suas aves mortas por esta intoxicação.
Utilizar papel pardo ou rosado em seu lugar. Ou então se utilizar das
serragens que normalmente são vendidas em petshops. Além de
representar um risco bem menor a serragem proporciona melhor absorção
da umidade e, em consequência, acaba gerando menos odores ruins ao ambiente.
Procure utilizar serragens de florestas replantadas, se possível. Atualmente
o custo da compra de serragem em lugar de jornais acaba saindo mais em conta
do que os próprios jornais.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Apenas
para finalizar : estamos falando sobre gaiolas e viveiros para calopsitas.
Mas e quem tem calopsitas mansas ? Como fica a questão das gaiolas
? Bom, há diversas aproximações ao assunto. Uma delas
é fornecer apenas uma gaiola como referência para ter onde colocar
água, comida, ter um poleiro, lugar para dormir. Uma calopsita mansa
não necessitaria, obrigatoriamente, de uma gaiola. Alguns criadores
apontam que a gaiola, para estas aves, funcionaria mais como um item para
que se sintam seguras caso estejam assustadas. Existem no mercado as gaiolas
'abertas' que se destinam a papagaios e calopsitas ( vide imagem acima ) .
Elas podem ser uma boa opção para aves amansadas. As aves que
possuo, caso fiquem fechadas em uma gaiola, acabam por ficar estressadas e
por vezes tentam sair pelo vão dos arames. Isto poderia propiciar um
ferimento, no mínimo. Possuo uma gaiola e as minhas calopsitas dormem
EMCIMA da gaiola. Outros criadores deixam as aves presas durante o dia e as
soltam quando chegam do trabalho. Tudo depende, na verdade, da rotina, dos
ajustes, das necessidades e da adaptação entre o criador e sua
ave. Se elas são acostumadas desde pequenas a ficar em gaiola e somente
saírem quando há pessoas na casa acabam se acostumando a isso.
Se são acostumadas a ficar sempre soltas forçá-las de
uma hora para outra que fiquem em gaiolas pode ser algo perigoso. Leve isto
em consideração quando decidir que estratégia de criação
vai adotar com suas aves.</span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="Fêmea Lutino Mansa" height="384" src="http://www.omniverso.com/Criacaosemgaiola.jpg" width="512" /></span></div>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com2tag:blogger.com,1999:blog-1708209529241385692.post-56791040122085388402012-05-19T03:55:00.002-07:002012-05-19T04:06:04.160-07:00Como saber se é macho ou femea?<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.omniverso.com/www.birdhealth.com.au"><img alt="Dimorfismo - cabeça" border="1" height="232" src="http://www.omniverso.com/calopsitas-cinzas-dimorfismo-cabeca.jpg" width="383" /></a></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Foto :
Cortesia Dr. Rob Marshall - <a href="http://www.omniverso.com/www.birdhealth.com.au">www.birdhealth.com.au</a></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><a href="http://www.omniverso.com/www.birdhealth.com.au"><img alt="Dimorfismo - cauda" border="1" height="195" src="http://www.omniverso.com/calopsitas-cinzas-dimorfismo-cauda.jpg" width="265" /></a></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Foto :
Cortesia Dr. Rob Marshall - <a href="http://www.omniverso.com/www.birdhealth.com.au">www.birdhealth.com.au</a></span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">A sexagem
das demais variedades realmente é difícil, sobretudo nas lutinas
ou brancas . Caso se observe as penas inferiores da cauda e se note, mesmo
que levemente, um desenho 'rajado' ( listras ) pode-se pressupor, com um certo
acerto, tratar-se de uma fêmea. </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Uma outra
forma de se diferenciar o sexo das aves é quando as mesmas estão
com uma idade aproximada entre 4 e 5 meses de vida. Neste período os
machos começam a piar mais, começam timidamente a ensaiar cantos,
piados diferenciados, mesmo imitação dos sons à sua volta.
Esta é uma característica masculina da espécie, embora
já se tenha observado que algumas fêmeas também podem
agir desta forma. Mas esta é uma exceção. Normalmente
as fêmeas apenas emitem um piado ou pequenas variações
deste piado ao longo de sua vida. </span></div>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com2tag:blogger.com,1999:blog-1708209529241385692.post-87650227367196835522012-05-19T03:51:00.000-07:002012-05-19T03:52:38.742-07:00Alimentação dos filhotes:<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="Filhotes em ninho" height="300" src="http://www.omniverso.com/Filhotes-ninho-1.jpg" width="400" /></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Foto :
Flávia Catarina</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">As calopsitas
podem efetuar sua reprodução o ano inteiro mas é aconselhável
deixar que tenham apenas 2 ou 3 ninhadas anuais. Há um grande desgaste
dos pais no tratamento e cuidados dos ovos e filhotes levando-os a uma exaustão
caso fiquem efetuando reproduções uma após a outra. Notar
que nas épocas de procriação deve ser fornecido milho
verde diariamente, sobretudo quando nascerem os filhotes. Procure fornecer
também de forma regular ( dia sim , dia não ) as verduras (
vide o item Alimentação do site). A alimentação
dos pais também deve ser mais abundante, bem como a oferta de água
disponível. Os criadores experientes aconselham deixar sempre à
disposição das aves 'banheiras' com água , sobretudo
nesta época. Os pais eventualmente procuram esta oferta extra de água
até mesmo para auxiliar no nascimento dos filhotes, umedecendo os ovos
. A aplicação de vitaminas também é efetuada por
alguns criadores, bem como fornecimento de cálcio extra ( normalmente
colocado na água das aves ) . Porém aves saudáveis e
bem alimentadas não têm a necessidade destes complementos. Para
que a postura finalize basta que se retire o ninho. É aconselhável
então a limpeza do ninho, deixando-o preparado para quando ocorrer
a próxima época de postura. Os criadores limpam os ninhos e
o desinfetam com álcool , deixando-o secar naturalmente.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Tem-se
observado que normalmente épocas secas tendem a fornecer menos ovos
galados , mesmo embora os pais estejam saudáveis e sejam prolíficos.
</span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="Filhotes e mãe pérola" height="300" src="http://www.omniverso.com/filhotes%20e%20mae%20perola.jpg" width="400" /></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Foto :
Flávia Catarina</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Os pais,
na época da reprodução, podem ficar mais arredios ( mesmo
se forem calopsitas mansas ) e mesmo agressivos. Isto é natural devido
ao seu instinto básico de cuidado e proteção das crias.
Sempre é bom lembrarmos disto ao tormarmos alguma bicada inesperada.
É aconselhável deixar o ninho em um lugar tranqüilo , dando
uma sensação um pouco maior de proteção. Por vezes
é observado um comportamento diferente dos pais abrindo as asas e ameaçando
bicar, tal qual uma águia preparada para atacar. Nestas épocas
o simples barulho à noite pode ocarretar este comportamento. Se efetuarmos
a alimentação dos filhotes na mão acabamos por amansá-los
naturalmente. Para maiores detalhes sobre este processo leia o item<a href="http://www.omniverso.com/calopsitasmansas.html">
Calopsitas Mansas</a> do site. Também é normal que os machos,
nestes períodos, diminuam bastante o canto. A maioria simplesmente
para de cantar. Na natureza o fato de permanecer em silêncio quando
se está com filhotes acaba por ser um fator a mais na proteção
das crias. Embora nossas aves estejam livres dos perigos naturais o comportamento
dos pais permanece, por instinto. </span><br />
<br />
<div align="center">
<img alt="Pai alimentando filhote" height="300" src="http://www.omniverso.com/pai%20alimentando%20filhote.jpg" width="400" /></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Pai alimentando
filhote - Foto : Flávia Catarina</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Após
a eclosão dos ovos os pais se revezam no cuidado e alimentação
dos filhotes. O comportamento dos pais, a partir deste momento, pode variar
ainda mais. Normalmente a fêmea fica com os filhotes. Quando ela sai
o macho fica no ninho aguardando o retorno dela para poder sair novamente.
Tanto a fêmea quanto o macho alimentam o filhote diretamente no bico.
Atentem que nem todos os ovos eclodem, obrigatoriamente. O período
de duas semanas é crucial no crescimento dos filhotes. Quanto mais
os filhotes receberem alimento diretamente dos pais mais saudáveis
eles serão. Quando se quer amansar calopsitas normalmente se retiram
os filhotes durante o final deste período . Antes disto há grande
chance dos filhotes morrerem. Para maiores detalhes da criação
de calopsitas mansas veja o item <a href="http://www.omniverso.com/universoaves-calopsitas-calopsitasmansas.html">Calopsitas
Mansas</a> . Atualmente tem-se a tendência de tentar amansar calopsitas
somente a partir dos três meses de vida. Desta forma garante-se uma
maior saúde e longevidade da ave. Embora deva-se evitar ao máximo
se mexer em ninhos neste período temos que atentar para dois fatos
:</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"> <strong>Primeiro</strong>
: algumas vezes um filhote acaba saindo do ninho propriamente dito, indo para
a 'ante-sala' ( onde há a abertura redonda de entrada do ninho ) .
Caso o filhote seja novo e fique lá são grandes as chances de
sua morte. Filhotes não conseguem gerar o seu próprio calor
de forma adequada. Permanecendo na câmara do ninho é aquecido
pelos pais e, quando há mais de um filhote, pelo próprio irmão.
Nestes casos é interessante uma avaliação adequada e
que se tente pôr de volta o filhote na câmara principal. Na foto
abaixo note que há tanto filhotes na câmara principal quanto
na 'ante-sala' . Como é grande o número de filhotes isto é
normal. Note que ficaram , neste caso, dois nesta ante-sala. E como são
um pouco maiores e mais emplumados acabam conseguindo se aquecer melhor.</span></div>
<div align="center">
<img alt="Filhotes no Ninho" height="300" src="http://www.omniverso.com/Filhotes%20-%20Ninho1.jpg" width="400" /></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Foto :
Flávia Catarina</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><strong>Segundo</strong>
: algumas vezes os pais acabam não alimentando os filhotes ou acabam
alimentando-os menos do que deveriam. Nestes casos os filhotes podem simplesmente
morrer por inanição. Temos também a possibilidade de
que, por algum motivo, os pais abandonem o ninho. Em qualquer destes casos
se não tomarmos alguma ação os filhotes certamente morrerão.
Devemos lembrar, sempre, que calopsitas são aves naturalmente assustadiças.
Um grande susto ou grande alteração de seu ambiente de forma
repentina pode ocasionar tais abandonos. Nestes casos temos que proceder,
nós mesmos, à alimentação deste filhotes. Abaixo
fornecemos a maneira certa para agirmos da forma mais acertada possível.
Filhotes são extremamente frágeis e delicados. Temos que tomar
o maior cuidado possível no eventual manejo dos mesmos. </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">A alimentação
deste filhotes com poucos dias ou semanas de vida deve ser efetuado com cuidado
e critério. Atualmente existem, no mercado, diversos alimentos destinados
à alimentação de filhotes de aves. Marcas como CC-Albium,
Beppler, Alcon têm colocado à disposição do criador
alimentos que atendem a este fim. Se possível devemos procurar alimentos
voltados a psitacídeos. Nem sempre é possível esta escolha,
sobretudo em lugares muito afastados dos grandes centros urbanos ou onde não
haja grande saída de produtos para aves. Atualmente a Alcon tem para
venda alimentos especialmente voltados para filhotes de psitacídeos,
caso das Calopsitas. Junto com as embalagens segue também a forma de
preparo dos mesmos. Via de regra o alimento - em pó - deve ser dissolvido
em água morna e servida aos filhotes. Embora filhotes possam aceitar
alimentos frios observa-se uma aceitação maior quando a alimentação
se dá morna. Os filhotes podem, inicialmente, não aceitar de
bom grado este tipo de alimento. Devemos, entretanto, insistir para garantir
a vida da ave. Alguns criadores se utilizam de seringas. Enchem-na de alimento
e colocam dentro do bico da ave. A <em>Cockatiel Society</em> aconselha que
os filhotes sejam primeiramente aquecidos e colocados sobre uma superfície
devidamente 'acolchoada' por panos de forma que o filhote possa sentir o mínimo
possível de frio. </span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="Filhotes cinza no ninho" height="300" src="http://www.omniverso.com/filhotes%20cinza%20normal%20no%20ninho.jpg" width="400" /></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Filhotes
cinza - Foto : Flávia Catarina</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Atualizando
os conhecimentos atuais temos procedimentos mais detalhados nesta alimentação
por seringa : Com o filhote de frente para você , seringa na mão
direita, entre com a seringa pelo lado direito do bico do filhote, diagonalmente,
cerca de 45° em direção ao lado esquerdo ( onde fica o papo
) . Quando a seringa entrar no bico pressione lentamente para que o filhote
reconheça a 'papinha'. Quando ele sentir e começar a pedir vá
apertando a seringa levemente de forma a não encher totalmente seu
bico de papinha e nem que aspire o ar, podendo engasgar. E desta forma vá
alimentando o filhote ( abaixo segue esquema visual para auxiliar a sabermos
como alimentar e quanto de alimento devemos dar aos filhotes ) .</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"> Alguns
criadores aconselham a alimentação através de colheres
de café ( pequenas ) . Se possível 'entortadas' nas bordas de
forma a criar um pequeno 'funil' . Pegamos o alimento e damos diretamente
no bico da ave. Elas aceitam o alimento normalmente. </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Outros
criadores pegam pedaços de madeira ou plástico bem finos, colocam
o alimento neles e , a seguir, no bico dos filhotes. Independentemente do
método devemos sempre nos lembrar da delicadeza dos filhotes e procurar
sempre tomar o maior cuidado possível. </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Sempre
após a alimentação dos filhotes temos que proceder à
limpeza dos mesmos, sobretudo nos bicos. Caso as penas fiquem sujas devemos
umedecer um pano limpo em água morna e, delicadamente, proceder à
limpeza da ave. O mesmo vale para o bico. A sujeira nos bicos pode favorecer
a criação de fungos, prejudicando a ave. Pode-se utilizar uma
haste de plástico com algodão na ponta ( 'cotonete' ), umedecê-lo
em água morna e proceder à limpeza do bico .</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;">Devemos
proceder à alimentação dos filhotes sempre que eles estiverem
com aproximadamente 10% do papo vazio. Abaixo segue uma 'tabela' para auxiliar
no controle da alimentação dos filhotes . Devemos atentar que
muitos filhotes, mesmo com o papo cheio, ficam ainda pedindo mais alimento.
Devemos ter o bom sendo e perceber que é uma manha natural ao filhote.
Caso continuemos dando alimento podemos até mesmo estourar o papo do
filhote, vindo a matá-lo. </span></div>
</div>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-34909753386018241712012-05-19T03:48:00.000-07:002012-05-19T03:48:49.747-07:00Alimentação:<span style="font-family: Arial,Helvetica,sans-serif;">A alimentação
das Calopsitas deve ser bem observada, sobretudo em época de posturas.
Abaixo seguem orientações.</span><br />
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" />
20% de alpiste, 50% de painço, 15% de arroz com casca, 10% de aveia
e 5% de girassol miúdo. Deixar nos alimentadores para ser consumido
conforme necessidade da ave. Atualmente se encontram alimentos prontos a granel
(por quilo) ou em pacotes fechados, de diversas marcas. Estes alimentos, via
de regra, possuem a constituição acima adicionada de algum(ns)
ingrediente(s) variando de fabricante para fabricante. A granel podem ser
encontradas rações para periquitos ou calopsitas (embora esta
última seja mais difícil de ser encontrada). Atualmente podem
ser encontrados alimentos extrusados prontos para estas aves.. Estes alimentos
extrusados contém <a href="http://www.omniverso.com/universoaves-prebioticos.html">prebióticos</a>
que ajudam na saúde das aves. Também existem alimentos extrusados
preparados especialmente para as épocas de reprodução,
muda e estresse das aves. Note que nem todas as aves aceitam prontamente alimentos
extrusados devendo haver uma transição programada ou misturada
à ração normal.</span></div>
<table border="0">
<tbody>
<tr>
<td><div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><span><img alt="Alpiste" height="66" src="http://www.omniverso.com/alpiste-pq.jpg" width="105" /></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Alpiste</span><br />
</div>
</td>
<td><div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><span><img alt="Aveia" height="66" src="http://www.omniverso.com/aveia%20descascada-pq.jpg" width="105" /></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Aveia</span><br />
</div>
</td>
<td><div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><span><img alt="Girassol" height="66" src="http://www.omniverso.com/Girassol_graudo-pq.jpg" width="105" /></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Girassol</span><br />
</div>
</td>
<td><div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><span><img alt="Painço" height="75" src="http://www.omniverso.com/paincoamarelo-pq.jpg" width="120" /></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Painço</span><br />
</div>
</td>
<td><div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><span><img alt="Arroz com casca" height="66" src="http://www.omniverso.com/arroz%20cateto-pq.jpg" width="105" /></span></span><br />
<span style="font-family: Arial,Helvetica,sans-serif;">Arroz com casca</span><br />
</div>
</td>
</tr>
</tbody></table>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="21" src="http://www.omniverso.com/probidos.jpg" width="63" /><span style="color: red;">Não
é aconselhável fornecer apenas um tipo de semente</span>. Além
de causar carência nutricional alguns alimentos com porcentagem mais
elevada ( ex: aveia ) podem causar distúrbios gástricos, diarréias
e outros problemas. A utilização das porcentagens acima garante
a melhor taxa de aproveitamento x necessidades das aves.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" />Farinhadas.
Estas farinhadas podem ser feitas em casa ou compradas prontas em pet shops.
Em casa é normalmente feita com ovo cozido normalmente amassado com
fubá. Alguns criadores misturam Neston nesta farinhada caseira. Porém
deve ser obrigatoriamente retirada após algumas horas para não
estragar e afetar as aves. As farinhadas comerciais têm um período
de validade maior visto serem desidratadas.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" />
Frutas e legumes em pedaços e verduras como espinafre, chicória,
brócolis, almeirão e couve, bem lavados (2 a 3 vezes por semana).
Também podem ser fornecidas folhas de beterraba.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><strong><img height="21" src="http://www.omniverso.com/probidos.jpg" width="63" /><span style="color: red;">Não
forneça alface</span></strong> ( pode ocasionar diarréia) .
<span style="color: red;">Não é aconselhável fornecer tomate,
beringela e abacate</span>. </span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" /><span style="color: green;">Milho
verde</span> (diariamente ou em dias alternados. <strong>Caso haja filhotes
fornecer diariamente!</strong>). O milho verde é muito importante para
a saúde de uma calopsita. Grãos germinados de girassol, milho
seco, painço, aveia com casca, trigo e arroz sem casca. Também
pode ser fornecido grão de bico após deixar de molho para amaciar.
Pão duro, seco e em pedaços de preferência o integral.
Há criadores que fornecem os pães umedecidos. Mas nestes casos
devem ser trocados após poucas horas no máximo. Areia grossa
e lavada e farinha de ostras para ajudar na digestão e como fonte de
cálcio (principalmente na reprodução); Carvão
vegetal em pedaços ou moído e adicionado à areia e à
farinha de ostras; Osso de siba ( também conhecido como osso de baleia
) . Atualmente podem ser encontradas nas lojas especializadas compostos contendo
areia lavada, farinha de ostras (ou ossos), carvão vegetal, erva doce
( conforme o fabricante há variação na composição
). Este tipo de composto é comumente denominado <em>grit</em> . </span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;"><img alt="Filhotes comendo" height="150" src="http://www.omniverso.com/Filhotes%20comendo.jpg" width="251" /></span></div>
<div align="center">
<span style="font-family: Arial,Helvetica,sans-serif;">Foto :
Beatriz Fabel Milioli</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" />Podem
ser fornecidas também abóbora e cenoura cruas, cortadas longitudinalmente
( comprido ) de forma que o miolo fique mais exposto. Parece haver preferência
da abóbora à cenoura. Ambas têm caroteno ( proto vitamina
A ). A semente da abóbora funciona como vermífugo.</span></div>
<div align="justify">
<span style="font-family: Arial,Helvetica,sans-serif;"><img height="19" src="http://www.omniverso.com/pointer-aves.jpg" width="67" />Encontram-se
disponíveis também alimentos diversos apelidados de 'papa universal'
. É um conjunto de elementos que varia de fabricante a fabricante.
Alguns possuem em sua composição ovo em pó, farelo de
soja, levedura seca de cerveja, farinha de conchas, premix vitamínico,
óleo vegetal e outros. </span></div>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-39299918150226163452012-05-18T10:12:00.000-07:002012-05-18T10:21:44.713-07:00Reprodução:<br />
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9PlX2dw3+ZKvi8Uf5/N25lM/z6d/mMuY3cieW0EvjEK35tC/ZyO2ZuAfx0N/DLktTnkvcPw32VBtkYhXwaCN4ci9tjw6Q7H8VbLDbr/ar/PJxpkaziSVmI51xKwSoyYbwyYqPJqQmo1RKnUQmUKnR8tVbsNZL5hFVk3RSp2xmh0oNRpGQYsjOVEiXWlv0gXUn4wXYsQ9bIrSqbC6ynW9SEZqRTz+nS5p0B7uGRfinptkFCF72NGrv5Qhm5vkjoJpYx8fbbI+WGpp2C45skQteMdSGU/eWDGD2wFAc5TCO3IH6l1rjpAsgEq944PBMgfqwmUthMEKeZ3oZonY99dzXd5GqV3Lc6YL8Vc0OXFGXvhM0a8R6wfX9S8eliZE8idBs8BeHUCSB4Dz48CqdNA/gJQvAiULgGVK4dBd0lEPx41WIWi4CKI6GBiQSClJJRW+pfQn1zoTy0JppYEkgv9iGifnkIIpcCPivbpQXuR812IefakfDtSgVN3kWs3xsvX4J6HLk9vaUB3qfdwffBkV+RkV/gsIXquC7FIjlmhJnwaTN2gZ2+NFexMYD+N5K+NFnxhFW+wsZuTuK8zuJ350r1F3PfZvL2ZrL2ZtP251N2J5C1WzBYz4tt4xDdW5DdW2DbTf4vhtT3qs8uCfGN4bg57fqOH/pqK+3cu7td05CzB+vOAx3uK8+d+30+0AGqh8VJ74CoxfKU9lFXu0RCtUREiW+b3vMhFoCdeqylCDucjivMVqw+T607WYWEsUW8uUhI18BAhcqxSshEnJUauN1aJjFRwEwWp7y6Vuj/sjJSqDxTujpOPNTzVGiHZBBPHeT5qgkkUON4LUzvWE6exXOXSFq3YGqXQiVLBeDzJteerCniO9xNLNL6Wa/egN0mvJvAlSv9SsNKJGIPLsYbXcmzvN0cqWguBcJ2LETqXjfiAl/RZB5FTFgLHIHJ339w59vwQUOUCujdOyZ0GKpxHVbiOyZ0FypcPqVw5LMcJ5C8A9evHQA82vB+PGKhEUksjyUXB5KJgKhbWVxbei4N1Y/6mMLAXG0QpDiAX+pALvCkFPtQCb2qBZw/amYx2JKPtyYXO3UWupEKPTH/V51cAGeNLwniO1ofSqnxnuxFL3ajlnrjlnr8XMXl9JOvbBGZ/tnR3unR7omRjHLPOLtqYLN6exe4uVOwtlu7P5P2ay/4xm/J9KvH7RPL3icRddsQWI3hzOPQbE/Z9zG+H5fmN4fuN4bs17Pq5z2mXAdsfi1yj+eyNBfVilRm1Op9o9gdL8JlWW0rB60/dwatdoes9UVM1PpRM87pIlcpAyRw7XiJKjZam352o3RWrXhMq1RgpV+H/PEzr1CLeocTjIQEhV+X7BO/FT4qWnkAbY10fFjnyVvkKsvINK3wfl3o9TDbhKvcR6I5TLPV+HPvmAjVJexprk2nF0xmtPJxjXA+TqQx80Zuq1xmtPJrzjhyrEal1JsPyDtqRvz1SIUztRIHDo6ZQGUKU6js+gHpzBef9PNGEx04IRL2+HaF9WwCACE1+Z7FLVgLndK4eVjwD5E4A/RtnLR5yK54/pHAeqF8/psV9QvnyIaVLQIv7BKDgIvrxiKHqmIFKZF9ZRC8urBcHo5WGDeIjaKWhlOIASnEAtSSQUhxAKvAm5Lr3oL2pBd4UtMf/Ejp2o53JhW6dOa61idb3joA4NzlWYzSt3J9a4TfRHrFCjftIS/jQm7jcE7dMSfg8mL7JQm+PF/1aKt+bw25NFW5OFnydwezMl+4uVOzOY/emc3/PZ/2YS9oeR+2OJ/2cSdmbjFgb8v5KD9thhe2xfXdY7tujPtujPlvDLl/6HXcYQbsM6DYdcrCKnOl401sq/b7H9OeETx9WjVqktT0AXWz1Xu0Kna7zYWKd6+GqVUESaWY3STHq6Ra3yyFihBi1ujCZfNdHeU4PepK0+1J1FitsF3AWRIR0phlX2jvOGsgznNsjMlJpKFW7N0k92+ZGE0y82O1eO1yqOfxlmY8gC22aYXW70O0xPds40fRGmNbZ4Rzj8WJbQoxaZ7RyW6RCY6hMssmNYrcnhc6Pil0fl3s/i9Q8Xe79jBCtlG19N9vmHs77eZmvZJrlA/eXx/wVuFQuAItHh7ykrhvzHX3Lc9yc/7zO1SNal44Y8XK9vnla8jiQ4/wfRY0bx1WuHAa9ZfB+PGKkNm60PoFegxqogPfiYFRs6P8R9mD8KcUQSjHkL2F3ngc1z70n37UH7UzOcyDlO5DznUhod0Kue22irdHz80JnAa00tK88eLgaRq+DTndELJKRK9SE95T4ld6kL8OZX9nobxOFPxdL9+ex32YLd+aKdhex3xdLdxfKvs0Wf5/K+jOf8WMm9israpeV8Gc29ccUbG3Qc58V9YMduT/hu8Ny3WX47bH898Y8d5nu/86E74xC9tm+/85BPlCN6lN4BvGSk83q7ZkiIxWav8bC55qd5po8xqtcGGWO2ADxvnSDUJVjeIhoqbdQc6Q8PkA81/EBMU6jxEuw1Fc42/YO2vFutuU1ElKmOUSYjJBphko2QiWrICJl3o8boOIZlte741UW8XaNMImqAGGUwfkOpHKIGofaFWD7DETpcaEMr0EUjmRY358udRzONK4NkupN0qUkaKeYXKcl6ZS4PS5yfuDyDPhIgpF0vfpgyULnRynmd31lj0RoX7R4BOyEgPVTYCd0xE/26js+YMbPYfv0gjHvKRO+c2b3L+jePC51AkifASpXwGueUxo3jkqdBuBvi47UxjEbk1gN8UOV0b04GKUESisN7cVBKcUB3UWQHoxfLzaAWuLfXehDznWn5Lr15Lv2oJ3IeQ6kXHtSniM5360rz6M51QVhJ8sNgIcO/2RrYk8JhF4HG2sKWSBHfeiN/9Cb+LdIt8byt9h5OzMFu7Po3YXCvSXM/nvc3lLZ7kLZzlzxj5ns33NpP2ZR22Pw72OJv2dSfk7DtkZ9fo0jf01E7094fx93/Tke9GcK+nvKb4/tvtbnMN36dpFoNNGiOtWuVBZzvjOPd7DieVumwFid1i920EqXy1K722Kr51yTR22kbHeilvdLgNA7z8w3YRaY14VKx7+71olSzbLjncBa9sSpdUbLUOOU4JqHGgIF822ul7jw05J0GkIkcB6PV+tcxotMulAK1CT15vCXdTDJdoRSNfRlsZdwRYCEwV3gr8TRidSsDJDyVzge8+Z6qhlPY6hsvsODBKOrRc4PQ5SOJL+7km5+owYiYsoLKrwet0ZIIfU544yv+siCaL3L9sLA7cUh+Oubzs+PvbsHbJ4e85a5ZvrgqPolYHr/pDn/WZ0bh7VvHlW/fkTn9gl93jOaN4+9OgfAcE3sYBVqqBo5Wh/HqIsdqIBTsaE9xSFUbEhfGYyGC+7B+Pdg/Gi4QBousLfE/28KKWg3SoFzd74jOc+BnO9Ezncj5fu0ZXgme2i+4gb3joLaJKeekoDBqmBmQ9A8Cf6hN/49JX6pJ361P/UzPePTSPoGO/PrZNbOfP7+ctH+e9zecuneUsXeIu73fN6fhdQfs8jdyaj98cTfM0m/Z2F7kwG/xpE/x6N+Tvj8nPT4PRnyawK6PeL8scdsGK8yWqO63K2/QNLYohsM4B93ZN8YqnhKxTxlVMotd5ostFhMN1ottjkvd3j2ZOrWhEgSkSqV/mL9aXodSJXeVL1JrC0xTgPn8wzjKVDq+YQUI0+JVfSVAiido4PJqvWBz4tdBRqhkhU+Qi0RMhMY82msRbm/EFzvDClBrSlCtjzgeWXQy8Fcs/pw5Qzbh+FaXAGKJ7NsH3UgNFLNePIdHoapn3zLA3AeT8PUODBO91PfXUoxvphrfaPEibcV9iLN4kZloHiJl1Cxp2DM26thmhcida9YCwJDHmDEB3xkL3lJXzbiBUrngfwZYPbojA73MQO+s2/un9e5fULt2mH160fAaH3CYBWiHx81VI0cqUb2lUVQSqA9xSF9ZbChysghfEQvNqgH49+LDaDhgntL/HvyPSloD2qBO7XQ9a9iD9q5G+3aW+RbE2ed6qVhr3yH5zAwlr460ZHRWeAzUOU12RG42B09T0TNdSV+6M38Mpz5aSR5jZG4OZG2O5u3t4TZW8J8XyrZXy7/tVLxZ7Hg90LG/nzc92nUj8n4f6ZR/82F/DcXvD8Rtj8Z+nPS6/eU+z/j/nt0zyWS8UiN0lKX0Ueq+Yd+kymi6kqfHLv5UVvqyanqx2MVwv0FgsTcJxTMcxJaZAgrNVmp0JchlmJyYjRHj4hUoSXp4jyFIzRPr9Q6MPL1pnFmeY63fV4BaqJKpiV3U/DLCbTJl3q3/lSN6gAhIkqhLkgC6/60yOlxiduTmgDxYteHOC+BXKe7lcHP6yJkmpBKZUFS1WFK1SEqkbo3Ek3vBSidDlQ6lWrBi/N+kW3zoBOhlGJ6OcPycozB6UzL2zk2d7Gu9wIVQEe0bK4TX5Ydb5mfaKGrUJLp3QRjXpjmldfcwEHkcJjWHQ8pThtBDguBY8qcQJETSJ8C2rdO6vOeU7oE5C8A3TunwUg1chAP7y+PGKiIHK6Kptcgh/FRA2URvSWh/WWwwbKwgVJYb3EwFRPQh4UOloXSMH49+e6kHJeefNe+Qo9etEtPrgMp17632K0jxyHRUy7IQvQuB7gEAC4pYIKYS610Gqi1We1HrVBSZ1qzPtNKPvVlbjFSN0ZjvrITdqby9uexP96X/FzB7r8v218q3Zsq+jGbv7ecvb+c/GcW9S8b+i/T4xfLeXvc7cciZI/tvM+wP1iN/ER4S6uSWRkyX6PZ/DcTxGx/s0w3XqHLVCcBWvqhr42Cy1ihlZqX8wRJdufT/prrvZhjzBwwkc2BtgW5NuczTa+3hCiOpJiO55l2IAWpqaKjeapJZqdj3h4hoGRGMi3G0W7LeJ/lKpetTpea4AdQFVDuIVTmLJ5tLOApBPLN+XtR6rWQJ3Fvj6OMj+MCHlVGvMjxfpLq9KQWbtif4w5/w1cepNgcpVENVciwFo7SvZlieSNQGSSbn8q2uxalex2mfjHfhS/ZkqvIjQ+uc6rMWxjvJ5Ft/SjD6on1EwBVuWrIA9wkTgQoXfZXvCJzEqhdAraCZxQ5gdxZoMh19BkAsueAId/lZwAARl3MSDViEA8fqowaqUbQa5AjldGD5ZE0LKy/NHyoPHywLKwPC6WVhPTjQofKYf0l/j0FHt15btQCz/4iT1qBKyXPsTvfnlbs1JxhlhGgCLUW0xK/wAXAq0fXaA0p9FZfZpvTULXn2kDuAiFngZD1dQT9gRqzyYj/ykrcmcj4PoPeXyjeX8L+WC77sVz2axb3Y754933+7lLKPzPwA7b/waj771GHX4te32Zdf895/GE5HTCdVlq1Jslan5jWv8f8f9D9GG1aPbWCvfWXBiuPLeG5vpRzf6188qnm8Ww77zyN99MIz2b/1a3m46ulx7eaxWLfgFi9w3NFNt1ROm0w2YVynaawO5Qk6flys07Ui2Szixhn8d2uxLFC+2b4qxTr84tV70gx8vX+L6mIN50h2hOZDmVOIrU+otV+T5vDxSipyoRkVUyQWL7fizqUYV20SXXkG7SPVK67WIaDSIqFEFLvcQVEpS5UKs/lZhNcLNPhdrTe3Rz754UeT8JfHw/TPlriIZBgdDXVjIeE0rd6DAxuAajKVUfRI+aPQLQBr/vLs8oXgAoXMOI9ost9SOIYMOC9oHXzlMb1E2/uXZbgAIDVEDdaixquiv4bQXoNkl6FGKqA03DQgfKw4YqI4YqIwbKwflzoYFnYcEXYAA5CLfKgoD1oRd4DGK++QjdqvlMP2qEt3aQb44RF6AeaP7PXfnTrBLgAQJCd8hwVQcZZzRNR7Kboj9SkD5TET70ZX/qzt0ZzvjLTtifit6eSd2cw3+crfiyX/14uP1iq+GexZHc5Z2cp8c905AE78IDu+Yvu9GfZd33c/mAF8mfSeZOoP9+ouMZ4tzZqvUMNWGown2gToVSe7sUfWaPx7nTzf6q5/q3l9mIDuBwAACAASURBVHbnrc2+299YvPuT93+NP/pnUPQXVfxTy6OxEr4Ma9CFEF8ocW4MlGPlvl6oMK/xl0TbC8yX2vYm6wylmy3hPSZLjLB+vLlOdyAKYKbMYRJjXRP4siFYhhKvRUColHg8wQeIN0Uq1oQrYXxlCyHK+PC3tdGmVRGGncnvCv2EOpN0hnK9a4JMWHmhXSirYi/RaMPzlUHSGTaPY97cT7cRTjS/jzK+ked8L9f+jpsk6E01qIMqBiufj31zN/btvZg3fDo3QJQer9kjYHAHvL4JtK8fest7RvQw0OM7rMd3WPcusBC6oHETAGZ97GgtaqQa8ZdwtBY1Wo2kVyH+f4R/Z6gcNljq34vxpBZ49mF8BjBetAJXar5Tb4FjS6pxL84NhzQItxe31+YXvQm4ALh9EjRkO/bhfZbISfTaoLku6GofcqErdpuO2RhGb41mb7PjdqYSdqcL9ufLfi3hfy9XHCyX/7NUuLOUvjMf+2s68l928H8Mn1+jrnsz3puTLgergTss248dGvNNcuuj+h9ohqsdtlOVKnPtd2cJZxbaub728u318v/qvfe7/+Yf+s3fLN4fY3y7rLv7TIF/xmQOJpQOZuW/9gqTk650IgSYWcasTJtlvHOuLV8LVMtX8iRC52KGOU9vgn6C8aUsu9PUVKm+TMN852cYT5HedH1iglpFkHBZ4LOyQLFiH7GyQLl6uH5NhBEe9o6Q5NGd6V8Vbt6T4dqdZU7Hve1H61JSLIixNt3xVvWhmg3h8uk294vd5RPeiYRq3IEoX4415cf6vyQmqCHfnPGRAykWt+KNuW0EQajGRYQBtwEPMLgDMm3FtK4BaQ5g9uCcES+nIicwuHvc6BGH9h2gwwOsRC4oXQGAURdLr0ENVyGGqxB/i5RRg2LUoPrLYAPlYf+LFzpQCh0sCx0sDxnAQWjFXr2FXn0Yn/4iT1q+S2++U2+BI7XIoTnVBButm+Sr5G74ROHxmZvHwCUA3kjcmGpLImNcl3oix1u9J9sgHygJq9T09YG8jeGcbVbq7lTa3lzO/kLRz4XKX/OVB4vYfxbzdpfS/odwPPSAFfBnzHd30vfXh6Df7/2Xeg0/k3WW2uVWqSqr/SqfKOpfeqTnWy58JlzY7eZdb+fepdw8YN05mL31z8TNvdF7+4ynf6ZE/pt9/mdG9MeE0LfhBwdftNdJEpXBFyYKzeZKPFrDFHKsH5Cj3xU7SkWpcdHidOeLHYgouepAbkqKRDNcZTjXsQmuVgGVyHa7i7LkLAx8mu0t2JLwrgb+rjPZY7AATsmCUrKC6ZhIJhY+Wx3flWRRjxRtjHtcG/mUmCLXipIoCxRogMu0o143hVmV+ZoXemrGWT7DhciXQSVqwyXS7bib4K960/WrQ14hDK9HG1xDGF4P172sdQNYCwJ/hRtQ9SchqiLGvFc0rpzUu33agO+MFvdxpUvAgO+szFkAGHWxo7Ux/6sY/ZeQVRc7hI8YrAj/+84MlEL/j3Cw1L+vxLsP49Nf7DtQ+D+EfQVOvQX2tfGGzZlW8V5yPu+emSnxch8Ft4+A2wCgoeb9FT6sZs/V/nBmg+envthFIupzX/r6QM5XevbueNb+bPr+fO6PubLfc/g/swX/LGTvL6d+X4j5MQ3/MwE7YIceTAT/nAs52ER+X/Rjd6h/or5e6VJYJb3aHlZYID79MiC40MT1qfXyP70Cvyh8v/tv7g5w/Ry/+nPq7p8Z0YMF2YMluYMlqf8WhP+ZE/7Jfv7fhOLBzGtyKm9N4DMSUqctQo6ZazKcZlHlI5dvzT+a8bY3VqfEha87Trgn8WVNsFwdTPNgCl0T8SrKnKs88gU+Wn4A58qshA0Whw1hUAxs3FBh5FBh8GiJP70Y0p3sifFRghkcbUt5Ml2nstiqtkrQ6ckSqkcIdCYolAWoNMLNSamuOR7y2BDlLI9ndeGvSiEiSRbcZRBxmNZ55JtrWfYPsxwfWT8Dnq+Oe8qcsRE8LnUCGPKc1rpySoYDiAKgfYvD8N45qdNA6RKQ4wSA3Zg81pDErI+j16BGqpEj1UhGDYpZGzNaEz1SBR8q///4lYUOVUCHygIGcL4DJX6DWMgQxpuW70JDO/cXOnfnWrdnmBLy7FN85f1Nn7kbPBO/ffjWYcANgPztEwS0Y1eRyXJP2CwhaJkcutIdsUZL/NyXvj6Qv0XP2xlP2ZvJ+DFd8nsW92c655+FjN8raT+W439Mw3+yYf+OhR5Mhv2YCv1vNWpn0X+cpPuBprPSKbtJlN7tl5on3WW3XFvqePSx9cHXzhsHI7wHdO69wevfRx/8mhH794P8wSfl/94r/jsvfTArcjAjfbBitT9ssDOg2Rp/s8iNh5qk3RQmTEl81Qx90RQi0RgoVuklOJFrAZU7lGh4qgUmlmV9vwWu1QRXg7+5Wh4mM1LmRMq368p27cOEMipix/Dxk1WxS03I2RoIOU23LPhFiZ9cjMmDatjLcigfOev+fMsLVqXAbJPoTNPzkVKh0rArhf73aqO0k+2lMl3lc73kCjxfVIbIIN/edH0JshyeeMsd83gFvOQOx5vd9lbkMHsKbESOql8Fb3lPKZ0/pHLhiMolYCnIaSd6WfYcUOIC8ucBmG7LmGxJYzclMupi/xKOViOZtTFjDTGjNdHDFWH/RzhcETaMDx0uDxws9RvC+dNxAcPFPv0Fbn0FLoMY19FSj7Z0kzLE63LUm3DbF/bq997K3LkCwG0A7gLgq39/pNa3I89ksTtkvstvmRyy1he71pvypTfnS3/uFj1th53+Yxr9e67g93T6wWL6fx/Tfi8nfJ+K2mPB/ozBDiYjdxgBu9PBu0tBC4Mm73u1l9te7nXK7HWK/jsmO4i7tkrUnmuUH8Rc3Ojh+UXnOZgXOViS+zMl/XVScmdG4Z9lw4OlN/+xlfZoSsREgX/oXl9IWrigM80Rzycw5gUuV1qjHhW7Xivz4ulGyjQHizEz3vUgNLqjlCs9n7XAlAtdRWyEQEeMbnOcXkeqxQdiEr0itCXZtSHOrgFpTsm2Z2JtOxNkK4J5mqKeNUQqVYWqF7iLur0CqU6gIe7Ue4LoSPn1obKLCwR+Vv296tgr5BwdcqZDI9KmNPhNrptUnNkDjKd0RbAS6u3dePP74bqXHCRAhhO/pTAwfgQC1a5CNflC1B7p3Dj2mpvD/DGn+ZMz7x6ekOcEr+8c0uYGYKwhaaI5dbIlbbwphd2UyG5KZNbGDOOjWPWo0ZroEXz4UDlsoCx4sDxkqAI6jIf2YryHy/1HygL7C71peR6DBZ5DhR40tGN/oWN76rvmVJOiMI0o+xdB5s+NX916zAn4OcDT0+AWAFi48XgLZKDCYqzecabNe4kA+0SN/0xN/tSbsU3H7I4V7Yyn/JhJPJhP+2c28ddCwr8rSX+W4/enIvdGofv0oF/jYb/mwrcXApkkvd1pmy9ExRX0vQOyyl6jFCNHpCtVpylDv61Yepz4cn/i+cGS+MH084Nl5YN57VniK0atyg+G98Fc8Kf6d6QYTXKC5nKTdknAuZpg4clii5bIJzjfS01hfG2RAk0hApQYuXI3QZyTUGuQXIbxnXI3cTcRkGcrMpBh351iPV8f+bEjoRKu35Fs0RCrWxUhk+N6O93+NA5yYblG8WOjYZTBBZyvQl+qw0ieVTPiCSn97ipR6gPp2SqFf7r9ykDVqfbcc03JIn2FNqMlUFKqd1eiXVWobp6rTLazlLf8BSsRYPIYOL0EKbb34y145LjAW37gLHna5OERo3vHzAXOv759xODucbUr4NUZoHoZ6PMcA1Ot6f/j15g80Zw62ZoyVh/3l5BRixitihzBh49UwobxocP40GE8dAAHoZcHMMqChksggwXeA2iPAbRbX77jUJEzKdu8Ne1dOVIv0VPOU/+hleJdZ60nLuoCOk84uQHgAYBW4jxcZduHM51p82JUu861QVeIyC+0zN2R0m+jhdusmP0ZxC4LvsOM2p1A/FqM/b0UtzcD32fBfjFg+4yQ7+MhW3OBg+3a2+M2B0suB83Kf3IEZ4JuVLzjxPnqhNkrwYMVu1rMdubefO7hO5gQOxgU+dIuR8uRHkCbTVR4fWqCfO+KGkx2QejdnKhQKg2+QIxRLHF/2h4tkut4mhQryMhVyLXmQukcK7C51xggFaF8Ml73msMjEPTqUlPI69aIN/Pl0MXasDR74fpoteIAkSLIAwyEu9D7wkC28Kcm1S/Nyp2IB9XBUu0I08F0rwV8SGOERDOSf5OiTcw6t9EnvN7/5COVn5B3rjiUawhrtNKKICS69KS6UDNcmxFmJX4aeW5yOH+1SEMejVsgy/lptNF1ZyngIcvhp3RR7Ah4cQyoXwFG989pXD2schG8vnXC6N6Ft3znwDwhb7oti92YOtaQNNmSNtORPt6YMFIZzaxDMmoRjGo4oxrOqIkYrQ4fqQwdqgii4wPp5QHM8mBmefBoif8A2qM/17kv37Ef7dBXaNeRZlKJ0s8KUPF788hV9yHSVSXJU91A+JzeEy7hMyDG/vl8J6whWX0AZzpW4zjb7LfcAf/ck7I9iN4YSNscCf89h/gxFv2Tjfo1E/vPUvyv5bj92agfY6E/GSH/joXtjQV/m4cOdbxe7Tc5mPM8wEgzDEHJHUAxvFPrYYxwtXNzd9LRF24oUVohvfhcc/5P68M1rHql83Naou9Kfe5SXexqQ+xAsk9nlM5Kk0ZrzPVynydt4aqzOPNpnH6+0+UoXfAeb4V1fVDl+6w+8Hm5pwDW+anaKaB/GQwmuTcE6vel2FQFy5b5C1cEPywPuZ3lcqw/R+hDk8pKneJEkfhMifRIhtx2G3IWB99qyVitRfQlmdUEC9eG3Zyuej5UxNNXePNDp9Rck0RZ+Ek8/PZYqc14GaQ/x7073YWU6tyIMG9EmNfB3+V5yvmqXY58w400uYMyu+Mud8xN5qSJADDmBxrXgPnDazIc4BUHMLp79e2daxqXToF5Qt5sR85kS8ZYQ8p4U8pUW+pEUxKjBsWoRYzWRDOq4aw6+Fh9FLM2cqQydKAsgFkZPFLuxygLYleGjpUFDxZ49uc6D6GdqVlW/UX2hAyzCoROlr8i0kEyyEzMUYMXG2UaYfWCBwD1+0ckuECqm8znHjiz2paOtxqrcZpuCFolxn4bTFnvR3wZCN5jw39PxP4zlfjvXMKfxfgfi8jvsxE/2bA/zNCD8cg/E7C95cgJivki+e3PjjfzrlzN9wHpNiCKnOv3t/DUlHWydUzLjM5EyRLRAuRo8BV7f6f4HdZYrC3IZbmy8H1jzmJNIjM7pClUiV74+EOLNFKPoy5AbjjDcChDs9yXvwsp0xuvXucvnml+rcCJh4ySiTO8ZHX/iPp5kGEuTUu2qYBINYRLVkH5c51P1YZf689+stauPYmVmi6RncMqf6zS32x2YuU6svL9P1bHThYGT6IDehPflkG4JytesnFClCzuxUaJ70Pa/cW3igIOtcdLfmgJnq0LGUB7MEqC+vN8SKnO2ACdyjD9mkiDWDMBJ6mjZkLA7gUwewo8Zc9bCh6xFT5n8uDCi0NA+jgwuHVBhfPoi0MAzHbkzRPQsx05401prPrEscaE8cbEsfq40ZpoenXUaFUkszZyrD6KVfc/hAx80FCpDx0XMIaHsstDhou8B/NdRwpdaTlWlBxzUpZZU5Jxps+rZC95pJO0ygOgxAdKIt+Emj7WEzrMB8CrK6AlyZhd69pf/G641JJR7jrfGrTRD13rD/hEC/o6Er0zgtxjxOyPo3Yno75NR+zOhP+ZjDiYCP89GHgwFbW/GDnda/eZZve72ZhlyEG8CQavgDIOwHSSag/T8zOXweX7kqudPnTbzxSJrGOlf1bYjYTr90RYj2QErzblHLCaR9N95susv/W8et/0eKJQl5FhXgV5nmZ+lYB41QAVH0wzyLHh9ZcFNcFCjbBnZX6iicZiogC85gY+ssf7MrQ64kTR7qcpqU/60gTny9VoyeJV/jyr1WarNdbUeNnuOMWxIsuPDSFj+b4TBSEJ+mKGN0Bj2JNtsuHB6NsdmvxcPf9k1R121ZXW+JM4/9ttKJX5Jv/JGv/ZBlhvnmtPlltHkh05zbk20rgiVCdE97arzGkbscM6PMBJ8rTZ48M2z05bC55/fQtYPD7n8uLGuwcn9W4fAjPtuQtdBfOEvMmWDGZdArM+jt2QMN6YwKxD0qsjR/Dho9XhrLpIVl0kvQo2WB44XAoZxHkPl0AYuEAmLpCB8aUXeIwUuIwUORLTjcnZ5j0FdjkQ+TjXl8meSjpCR3ICNbFRBo2p5r56d7XvHRU6Dl5eAOM1kOkGz+lGN2alHb3cfLLZbIno+JEStDMSszOE2h+N/cmO3WVHbkzCtqehv6fCDsbD93s8D6YQ25MhYwSLjX6Xg0HIB/PrlMtgnucw8QLIvgn+lNuNl5lUJL5gthkudOl/pxqv12ov5Oot5dnM5XssFIdutWUejFYOJTuxcrUPFjTm6290xwlPFViyct7Gvz2H9xPIsr4+nG7UGa1a7P446jVHW5TkSoNXR6xNiPYjlWuAgTEdKVTFBnD1Zz2jJD1pjxBoCX3GyDBYq/X6iPfoidPsSdDEB4p2xan0Z75rgr0eSHXujNDLsbkzkiP+uVXuz7DGwZj6Qt2tgYKjs3UXyRkncpwO5bvfqot5VYVUrENpVoRr1Ea/6Uiy6832bI+3JSTZV8IM6yPfBmlw24qdcJQ45yZ10fLpCdXLQPcWsBY6Zy/KafzgmMnDY2CegF4kFi505U+1Zo43pYw3J000JbEb4seb4hi1USP4cHpVGLM2YqwezqwNG6kMGcT6DpX6DJdAhop8RzB+DIzvaKHnYJ7jUIE9NdeiK8OYkm+NgakluL9M91Wxkr8YbS+2NpBJwXiXI4ztZLhkrgDpC8BV9hqjzHeu2Wu62Xy0WotRqz/ZZDXf5v2RBNukRX8fif3Jjv0+Dv9L+HMC+h8r5L/BgAMmdJ0VOE60/kRyPGBG/nEV6j4P6BfAxP0jHfzgSwD/AUF2p5t/oPzYeBv3R6r8es/bhvDHJITiWKbVCs7/Pdb3Y5n/Cs5/JEPh57DQasf1lnBuWoLKUJraaq3lcLZye5RETaBErt3DEvenSWY3fOQAvcDqnRDgA6AxXnWpzXqgUJKS9aQn5XEl5FaGybUiG+G+GLuJLD+Mo2yuvehmJ4xdYk1O0l6u9VusCKmDKnTFCs1UPp8ov73adv9bj9g/dJkNIu9y85XPnTzDheeqQw81IG7m+d+Ksb8aa38HC5MrD9eqR5mQ090Z2FBKpmdZsEFduHGxj0aKtZSDOKf505NWQue1rgOzR2ccRK9ZC14wFzhvJ3wJLJGKlkgF84S86baMqdb06fa0yeYkVl3sVGsiqx7x9x1l1kawG6LG6iNYNbCBEh96qe8w1rcP7T6A9mJgfOlFnrRsO0qm5UiJc0eqUWuyUUWUdl6AYhZE2U6By1mFszPbxkfrZluqdVuymQYv4APgAQBoX8WePJP5Dqtlkvl7kv1cmx2j0nwQazrX5PmZHLw9GLY9Ctscg32bgv2eCP+HBTtgw3dpvpujAR8GPN53Wh2wwn/AJDvugM7zoP8mqL0MFq3PHLQ8Oui58GuMc2/uzvrY84PPDnj47VqYMDlKbQilx058vVfru9cA6wp/djCptNbBW+J6qjNCgp2nxchRbQ1/Whv8pMxbOFjpeIYtd7LF1dE86yj9W48BSHJ+PFln350jP16l0JMtgIOcj9YDPYjXuaYv1TiA2mlg+eC03i2AD9JZboCNY10aI1TaEdpLtbbs0hddaWfHq25/Jgr+YSgfjCtu0vhm6k/O1HFOVlzpTb/YjLhEynpRGv60IFCoJ9e8F+1Gx0JpeUH96JCuVM+2RKfSEL3K8Le5nsqJ1i+tRM7JcQElLqB354T2zaOyZ4HcOaB+FYAFcsFsV950Z84MIXuhK3e+K2umLXWiKXGyKX6iMWa6KXa8LopeAWXXRs40oybqIvoKPcYqAtj4wMEijz60OwPryyz1HSx0o+bYUfNs25ONCWmmdTH6WV6SRYFKjbGGvbm24QbcIa+vo30l6xAa4ca3HF+dsHxxROYKaErUnWlyHS4zWmx3WCW7fh+GrFPcWOVvWWXGiy2OO0PQ74zIL7TArf7Q/ybj94fD/7Aiv9C8PnQ7Tta+3iVaHFDtBx04K2+Cliug+T4gKIKDKuH/iLd3hjk22cd3FnkO1pSnm2X6Ml61BIiNRqvQw59/zNLeLHadytD92aW63vhyLF2Znf62A/Yc783TEPIQD+FvjVCsC5FEGIF8txuOokfdxDmtBcFMpSMpWeNzp8soTr4tia8zmR+qBSp95TbrM4psDOSPAxdxnhDN59LnwD0AEMb8E6V275vtdnqdFprUyNkPmhLv0opFtob1/l14zW47P9N5kll1ZL725kThQyKSdyhXipAs2Z6gMlLs2pnk1Jro1Z4SOFQaT8HAaDgoMd+tDGGADlIthmon2EnYSHAJACAIgOgRIHseqF45Jnf+/yXMmu7Mmifk/CWcbE4ab4gdq0NMNqDGaiKHy4KZVWGT9VGsqtABjBezDMIq9x8u9hoodB8p8abjvAcx7tQ8+/5C5+5sG3KWdUOMXgFEJs9LMtVeEOPzsh2lM1/rO1nphofJ4iPkSVnvSDmm9q+OyFwFlVGKn0jBs/X2EzXv5hrffRtw2aI4zjWajlUazjZYrRDc13oCdobh/00l/RpDbQ+FrJJdd4e9l9qM5xq0ftDtvlaqzNueG5ACdYKgRRUc4MV+tt75Sj26xTr8Zez0OvPBp26VzQ7rlgCxPD2u6fhXwzDRTE2uyVTdA4bzTP7zKCWQbXSLBJfKtuTqQog3QEVaI5Q7EUqVUJ6ygPuWj44IANAUrsoqMqWmvf7U7jqCU2yIvzNZo4D25orQPNuNMt9qTNlszfjQGMvCwcpgNnCz5+vUsIOZsB261Sfq64+UN59pdqQC7bo01c+jkM8sm4OvFizC9WUq70zDHTbmSV/yY1q6cGeiaCtKjpD0tgll2xzn05gQ2JwSNN2WxWyKHakN7Sp0Lo3Wz/ZXyfBSSnRQCNAUlL0ABAFQuXpE7epxCQ4AlnqK5oj50505051Zc53Zc4TMmbbUqZbkqeaE8QbUdFPsZANiFB/Kqg6faogeq4bRSyH0UsgozpeO9Rku9hrCeA4VewyXeHZn21Dz7CnZtt2Z1o0ovaoIDWyQQrgBt/Uz0IbULguSGStz6s83z/cV7Ug1nGmAEDNNJS8A+WuAhjZdbHZllr/doLjONBh8H3b7TLaabzGaazZZbLdb6XJZ7fb+0gv5OQbfZ4avkl03qG4fiZbvO9/uDlpv1Kge5L9c87lEfQMI78BPLP/3+mtfu45v93Pss7gPlpR/D5vl2XGNZ5nUuIk0uAuMJ2vOZZuyUjX/o1jS4h8m6HBkGHHH6Zwtc3uwWGqZZHw53/4JUu8i2v1mZdAze6GzymdBJ/LNGMZmBu+01Oy4QbUj5QhO1Mj0oYXh+iDmzWE8hJ8UL9WZIDFV9+5gLv5gNf7nguMaS21vUfvXB6MvbLMZigM+xbQ6w9vlrbCsEFCVAKhAQKvjn2h/Ssy69r5ZbrhItC/vJTlVqQGh3hpv05bk3ZDgiwm1bcnwa8n0pOICRusiqMWQ6lirXD/dOBuFKGOpyLeSbx6dEzoCJE8DhUsALPUULZALZgi50505sx1Zsx1Zs+3p060pM61JE41xsy3xM80xrOqIsZqIqYZodk0YqyJkBOc3UuLNLIOM4nwHCt0HitxGsF79hc49ObbkDCtSumU9QrcB+boB+TrO4n4TXH21KYicrJ9sy4uHydDQphXhcvUxmt7qZxRuAPmrQP4a6M19M1pqNFNn9qHTcr5F7yPRaI1i8anbaplgvdRpu0RwWO5y3qEH/5mEf6a4LnXavO+0eE8wXSWZLOHlvheL/Vv4dD35Nj0YfMFc2q7j+t51eqvrxM/BO3s0kYNZ159k54ZAIVbWmzL3e40BQuOZBsslJkvlmjnWR7FOvFSkTo2P+LeW4O22kBp/qWJX0VRT3miDMxpXgdFd4CB4sSpQbazE/mtP2HKb88FUyArxLbtWpq9AoCv55hhGcLpcZK5GfL1bbXdEf2NA78uw2qdh0TXWk71F0fUx0S+jGhsMz6LI15pPrl4G4P4ZcOMYcNAHG2yTZYrMQPEdduXTsfIXI5hXvXmqTSjV3jxXcjakPT2gFO5YGm1XEWNbn+LUkOpcE2dfhbLDwazT3HTjbBSQZi9R5jIusnckzgCxEwAsUzCL3YVzxPwZQu5sR9ZMe+ZMW9pMW+pkU/xYHWqqMWa6CcWqjmBWhbNrIpiVUHZl6AjObxjryygPYJT6DRS69xe6jmC9xvGQvnzH7kxLSrZ1I0K3Oly9IVor21m4LkxpDu8+WmhZHS7TiFAcKDCZqnJPcng4Ww9pidd/JwRUbwOr56AjWW201IhR/ppVqTTbrLFM0F9sN5xpeTPXZjLfYTXfbv2e6LQ54P2J4vqh23Gx05xdrTPX8maXajxTePdbLf9OLd88+sRn/OnNOo6ddo5dwqm1xtM/uh/vdMn86n2zTXhXDb0T9RYkmB7tiZXdbfeshvBGaYN8Wx60jUCNj1wbTGci3wX1+lZbhGaZl0Sxh4j9MyB5CLg9vzKB9R3B2G32hn2h+H0d9DlYhH0k6dfHnO9MOvG++d5qO++HVp7fTKnfLOk1muDemNjuyL2fzNvfhri+Ddz4OSr5c9BkIPutnRgnHwC8ANi+PPzPRMR4tfRY+cP39c8Wqp/SsYK9+aLkLNnWJHVGuR+1EELMDW7LCGhI8cLCreJclS1lr4txAj4AHgLAD4Cn+v0oc/HQN8K+mvwBOoJWL66CpZ7/h677imrryh4GfqfXTGb+M+mZJHYSpzuJkzixHffes96JaQAAIABJREFUO7hgbGPA9N57r0ICISEhCSQhoQKiCNS7kECAeu9CdGx6c0/u96CZrHn51jrrrrv0+lt773P2OeeKMCbHe6UtbjH2F0InF25nQU09lU5WjYdbZ+0tM3UVW3tKTIxCK6NAT83QtqcZaJkGSoaamDiMj1W3JRgpyUPYSBkyVIWL4EOudhYc7Sk5SUrfPYIKEVaf8jJiZA1nFYgL/RWHKNk/aAh3QStG1XKvPvLztFN/49ScvvMd0Fe1z8sKc/Sec/addLLOuFgXHazLpu4LSuJxHnLPMPmMTxA2q4yZlEVOyyKmZGE+7jVn7zF7x2cu+ttu+r98jJfn+l+e7PrNbM9v1/j/90y2ZYH9b1PLP2ZYX1uon6qJn+Ezf49J+rOTclVRdxQfvUVafdiCu62ABOkao6Xlt3szztVe+rDywpstkdu7so6k7//H3U9+W3b+Iz8z39ET/0CRNT+csaLJAqdq7L2npah3LB1vurpfGmf9fV7y5orywwX5Bw8U762MvL82/M6i7OVl6R9A/Tug6tO5zu2gIvEZvxRz49uetFOgtnaaE/KAf8pG+Xis+ws9foulc5eavF/efEiBvexg5oyQs4SoVFlLfl9DUl9DgpyYO0or766OK7p5MPS7Lae2/umz3wEH3wYST72XH/Rl2O5XQ3f+ExiTEcdkxICiR4h28ZucXLiTC3ewYebeKjcHMiaod7KqrL1l9t5ya0+JlVFgpOXoKVk6Srq+PV1LSlYT4kdaY1W4+yrcfTni1lBzmBx+o6/0dH/Zma7Cwzc/Abrz9vYU7BFDT0z0xzPL97VnfWemRPBqzlGyDxBSd1fd3ApaUIyi/R8BQPppQIrar8Dt1VJOuvqDPNwQI+OyFHOoH7pTgT9u67sxIY3w8G/PDtx/as2cVUQMt+11sQ8Y6B+Pkl+xdP7T0/13J/WPTvKfJzpe8VH+qW/+Haj9wU5/RU182czYMi74XoXfzqv5jpH9vR4bZm6N0jXf89EzTaj0obpEFSyhI/UUPf1H5N2Psg784/KbwO5fAf2F5w3k+1OSzBVt7txw6nN7NeiHashn9NQfpkXb3T1/G+/724rsnUfKLx8Pf/tYs2Nj5Iv14c83VZ88GXx7rueP68xXXvR9AfIvrRLOe+tPKQu/9RCPLgrOLsqPTYl2mRmfTUuOerlnXP1Bg/gzOmrYGK/YxiyTYNOVbYUmJlSITWfCYpiwuM7K+4TcO/C4q6Whh4O//duOvwP/BoCDbwFxx7ZEHngL8EkJYzJioCJ6RdgAoYPTYO2DGLoqHX21Xh40MC+1dpeaGcWWzkJzR56Bmq0lZ+jIaTpymoaQqMJFj+JjDO1JStQdOeKmHH6DU3meVXGaWXT06lagv2g/u3TfKOaSjRIqqjvKKt/vZERPcbJcjOQpdj6v9lLxlTemeLmtKV9f/hhoiHoDn7GNB9tvpF1zse652WE+XsSUJNrODNF3XHKxb42L7k1K7i2o4la1iU8saXbmGSvzoLbjc3X726PEV4ykN3Qtb6vRb4mq/zyE+AezBFCgfsOtAaSIP8+J9qvxO1nl32ma71gJGe72wsmuQn9HgZNQYkDlKWriGeln4KEfUFJ21l356Pp7wI+/BeSwKzPCTJ8g4ZGtcF6bvqIvAWcxcwOJEtRXNsbWh5ItC6I35/lvP1Z+93hoz4ps+7pqx7rqm2nO1heKz1a6Xgd7tz3FbLUk/JVzAYB+ASD2AJ1hwDPJGdBwxcf9wcXb65OctfVdcrPDBnAX9fQov7BiRo4Ybs/XdpSp2os0jHJDd9UAIbcfFt9VHY3NuF5wY3dVxP6My59c+vIPn/8J+PjXwKG3AcAvb/slECfkhAl567gUMyZGu7gNdhbU1lvt5kB8fJipq1TTnmPvLTd3FFgZReaOPD0lS0tK1ZHTdG3Jo/i4YUyknhivJ8QMNoVKoUGi2ovcijO9hUc6s3Y5SHcl1YdbYre2JX9oIFwpvviHhrC3l6WFrIpTsDsfo6O/IaTuLg16C534dW3YVmrBvuakrwquvtKW/T2r+oiNEW7pCH0gS/ZzIwZbTth7rs1IIn3ckClx2Opo4hND1qIi2Uy/7Ow7bejYM9r21QhxB7/ucyH06/7yjySwj0axHw5j3za0vu+h7zRhdnGLtutxNzwd2Y62ikUu3t9R5qUV+Wl1xuaiobpEQsw+UtLXzIK9Ddc/PfBHIHEXIIEeG+MmzquyF/XpC8asVWMFONEMeuvMXafMnR9N8bbMi7fOcbY85Gxfl/+4qfx+Qfb5gnT7ouCzx+zPfqJ/vlT+pj4IEH0P8L8BmF8D2E8AwkEA5J5ZZB10dO32Sy5MD4bpO64P4K5q2sNd/Tm23kJ7X7mbV2/rr1XTS4epBYPkXCUpZ6g9T47P7oPGEPOvp1/6PO/617nXdoTte/PEB7/+9PcAMKEg/6I4LsP7pa0+UbNHgHRxG1zcBmc/xM2GenlQS0+5jppn7S61dBbauootnfl6SpaOnKZvT9eTUjTEhGFMlAYfpcNHj2DCFPBrotqL7LJTzMJDo6gg0ACZ7Insyt7elrCVkLiVV7nH2n6rOWobMuIjXOzXjPyj1JyDmPhvO4qOkHIPQO592Zp2iF5w+t4Pvwr5Esg8/efW1O3krC97y793dIcsSOOmuGHO3mvO3muTgrDlgUTQWvtYlbsxEj8rveViXXSzgsd40QuDOaAP7um5MSu4ujYQ9Eh+fZl1rSf+fUnBQS8lfo5dsy6irfI7/PSamV7IVBfMhM0Xl4e1xe1F3H1XUnuy8PjrkduBxN2AGHpgmHjFyYueG01ZsRas22pAPxL0Qlycq67+bycEH80K3p9ib5lhf74k/nZZvv2h5KMH4m1L3G1LlPemK/7Peed3xiOA9htg5AtA8TXQ+xnAPg6A/Gug9May5NrCYOSENHaYdEtHjfNyCr28Mi09W0vLs/VXW5iVJmaVoadM01mk7sjXMgp1XUWq9iwxJolSeiv+5IeXv/xLxqWvYo9/FLr7TWBqkDahoAQU/dJWnxjnEaBcvEYXt8EnRHq59S5WnYdbZ2NWGuhFZkaxuavI0l1s6SwMEBooGcb2NB0paQQbPYqN0OHu61sjR5puSWovsUtP9BcfYRbsXRakGTAXRpEnDdjTrOKvHO1Botr96MgthIQvO3P2dxceb477Bhb2SWP0F03x3xMzzrTnXsUkHoXd+5aQsm+CndOa/NW+l4EL7wF3vgayTgKDTUceDadOc8PGmCETfXemeu7+NJLxQpe0qLjtF1yfkUdv6itW1JWro+XLg9lPtRkPeCGqul20iHdgx/7pQ8VuCqvnOZCflP0/K3lLbLSfVm5tyRusi+GXBtcGvVd26aWOzO+Sd/0x6B0g+whgowabaKHj4uQHIxlLpoIlY+kjZzU4UbdmiHNzf/RyPhtnb5nibJ3lb5sTfTQjeW9W/NaS/N9PxFtWCK/YEoGRE4BhF2D6Ehh5HxC+C/R9AMhOACD7DjiSCmqzN1U5zr7EUVKMnVk0La338mo11Bx9R4GdXWVmlrm4dU5ujaW/Qt9TpO8pMDKLjMwiXXehAJXcC4kpCtn9/T+Bq9tfjti3BZgapE0qqeMDJL+8bVxGHJO0eIVoFw/p5jZOSJv9gsYAoaO/2tRZYuosMTOKLd3F5o4CXXu2jpTxC6G2JW4EE67BROhbI9Xo2xLIRW75KX75STnk1GR31DD8hK75tAZ9VFj5LbdkR9YRoPLSX0vOvwQNeRd658PGiE8hYdua4r7CpvzYnnu1JeVCd1koozjIxcjZGKz7WQcVVB/BxWzpzPzs8N+BrwAAFf6KFnN6pi/y2WD6GPXKHDPY3312ffDemira1XdzVp61pq5aHCpeGcrz9t7qzvvIjD7Tm/hl0keABRI+Sc+cZ1c/l3e9kDPneuBmbIabnK9DxzAyD9cGv0VM/LT22mux3/z2CwBouvvvBVGSn5PwUJk/P5q/aipZMpesOUrB6VpwonBKds4v2DvB2/FA8vWi4uuHik9n5VvnFP+ekb22Ivn3PPlVUzoweBEYPgiovgUEHwGir4HRM7+ezP4MHMoAlVmr0oxJUa6pJ90nqPELYX4hzMWutvSU2JhlZmappiPPJ4KNS+E+cb2dW2XoLdT35Ol78rRdBWpaySCxkFJypyR03/Y/AN++BACTSuqEgjI+0O6Xt03I28Zl+DExxitEe3iISRlmXIhws6Eebp2TVWNmlJo6S0ydRWbGfwi1bek6clogkRoIiaPYiFH0PS3mnhoVKoNcElaeFdechl5/jZL0qZ92i1+yQ4c6MlS/e7r7phzyI+TaS7iY9/uK91Oz9wggFxilR4XwKz1V5ztKbxCzr3YWX5cho8ztydzqc57OaF7FQW7xroesGA3iZMExYAcA7AQAxM1X5ZV7fe3n1oUh0z1nZ9lXlmXhM7ywSXaUsf2GnhzUkvRu7hkg+jtghRslLNhz5o+AtubWXFf6c0X9HKP+YXfTTGe1vTXVgL7fFvtN3E6gNfojC/7WIPQq+vaOw38GuMWHl0SZjs6oGUn2A2XBurnqkbtm3VnyfLzsha/gqT19ZSTsoezCovLE8vD+edU3C8M7lgzfTms+faj5alG6fYb6wXj9W2Mlb3qzX7OnvDpb/eVj0mlQFg/aqny85OGuGA0v1yypXDa0zSiaXbxaO7vSxirTMfJU7enDlAwXr2ZSjpgbap6UI1x8iIVVbuorNfSUqGlFw20FipZsXPqVxphTR98GgPGBdr+cPCYjjclIAUK/uMUnavYJmiYkGL8A6eHAfLwGe1+VsaPY0lVm7CgMEOopOTpSho6cpiWmqFtiDYRETct9TXO4Gn17BBmirA+SQS7Ia8/Crr3GLd5jwV30Ua8ycz+c6g4ao1+eY97GRr4+hDg9jLrSU7i/u+gQPmMnq/Z0a+aPqOQjhNyLkMhdjJILDeGfIcK3CauOjSDO0ZK2IW/+Y6Bq/2NhKiny/X2/Ag79Fjj1EnD3I6DmIoAK/QMu/OX2hHfqrv317mfAD78Fgt8H0g8BbYmvtie/xS7YLq3Yr4YGJ+4AzM03VvlF0/SyF3LiUl/dYF0oNfm7tvhP0vYDzLydvJIjnvZE6JXPr78LNIZsc9Oi/f0pS4OlDxRlC+qKVXvpgiVn3ZX/xFUETsKfmkqXlAkPZSFz8hPTin0Phw8tGY/PW04smk88Mp4F9ZfBkavgYDA4FAqqY0BjJjicsSDL9EvzDLwco7zCNlrv1iCnhpunBpAuXo2dXW5lFY/QUofak6ysYn1XoUdQNzeInRtsmZA3eUUNTl6tg13r7IcYOkoHcJkyTHpD9LGW9EtAwM8nbfNJ2/xSwpikxSfEegSoMSFqTIjycuE+XoNf0GjtqdLTCm09FabOIktXiZVRZKTlGdqzdOQ0DSF5FBejbYnTtkbpsJGjqNDRplvDiBuDsMvS6tOC0kPy2qMPmJGC0q+dxDOUhNeeKePmmKGS6l0O8nV8/McdOT/Q8/YwSg8qsdf5jVfp5ZfRaUea0w5Uhm7DJX3TmvA5s/CHvrwd8sq9srI9PUmfjNQc97XegZ371/XXgeoTf2u89mrqD8DdD4D7nwCxnwJn/gKc/jNQcexPnMwdPtJVYelX1tbTFvxFVtH3Jvwdee3Z5D0AKeajnpTDvPyrlOi9xKhvys/9Rd10So0+Odp0Fh7yHvLW9vjv/p6+9/XSs+8ONYbM8XKeaOrmByunlcVz2rxpbeqyLeexq+aFA/fUgFsbhCzIMmekdyblV2eU1+aGb06rrs+qbiwN39ocvvt8NBzUxIHGTNBRAZphM9IKK7vCxIWMDePmndQ5O35K3+QW1U0NIHwiiI1dZOcUGXoztYwMJ69c05Hn5EBmFNi5QfykHOeXoH1ihFcA9/KgDmaVsaNU0BgngCc0JZwCxmQkn5TglRA94lafuNUjxLj5TU4uwi9Ce3gIN7t+jI8YFyIs3ZU6apGDWWVmFFt7SuzdJZbOfCMl20DJ0BASR7DRo9j7OnysviVKjb6rRoWqUbdU9cGiihPkxC/8nRFL/PgVfrSdcLbsHLAiCF8XRYPa/Ifs6KR9ADXjG3r299Sc7yk5u1ozdzbGfVNz7/O6iE+rb71TfeNVGfQ4PfWT0YYjktLveDlfWpFnfS3Xhbl7mq+/DTn9D9jF1/kFh9SN1zz4qOHqK0NllwYKT3OT9zoR1+1NlwQ5X80yQh+JE7glOw2tVztzvqdlftuT+xUr99uS4y+HvAfALr8LjsAUNYfdlBsq+LERxDlxxbny81uU0KgnSryfUTaMjtKSoucVFQ+UdTND1QuGylldwaKpdN0KWxpFb6qJT7SEDXXjymjhwkj6zFDyxED8w+HkJU3q8mjK4mDCwkDckjJleTD7oaLIwy+eHEBuOvvWnZxlO3PO2D6lxyyYWyYUiGUtfmoAbmMXuQVlTl6JlpGh7syy9pf7pYiHKvwDFXFa0Toux45Lm/0StIffYO+r0tNLVMSc3poIanEIYOWgPBKcT0qw81E2NsLFb3Lzm+xsuJPd4BM0TYhQPl6jiwWzMyG27hpTZ4m9t9zEyDd35Fk688203MCiwkJJG8XeN5ESzcS4EfQdFeKWGn1bWR/MKTk2CL/wSJnvpd/RYc71F3w13nFDjz7mpVx5LEuS1e6V1x40tQSXXPhLZdA/e4v2Ncd9wqk+QUjdkXIY4JbvUzUcV0EPmpBHnwljjfBD9Rd/Lcz70t58TlKyCx78D2LU+wrIyRHEpUH4RWHZERvuFjX284HyYw70tdHaE4MV+4kRbxsQp5WQg53pn/Eq9vYU7DISboqrD/BKfpzqiBmtv6hvvOpsCR2BnhqqO6FDBfXn74def7+34Cxo6VgcQIP2HtDXPyasHpfVTgzApgZhDzTwVQt6w4ZZMWI2zIQnNsrPLhroof3sJj6yoxZ10NnhyjF59oQyd2Yof1KRMy7NGpfkTMiKp+SV66aWNRNpzUxdN3esWhhLRursKGFSiX44gptWovyyBq8Y6hHVOnjlpr5CdVeuqa/UKYBMyJumhzCTCszYAMYvax6XY/ySZo8Aae2HDpEL+2Gx5KIQwCls9kpbAruGgZ0KrxDtEaDc3EYvH+njNTr66qw9NXYmxN0Pc7PqnP0V1p4iS2e+pTPfRMvSkpK1xCQ9OVmNizIQ402EWHVz+EjT7ZGm28r6YGHlWRPx9po8z0oKMbZcUdQd5hR/A06jXaTLbvIVDeI4t2QnPfUTOeTYJDNuQ164Is17oiqxkEOGEadNuEseUtBsxw1Z8dfgYOpydwgu9C+M+HfEJTvkVXsGavYjQv/1XFUwzogcRV7MPQrgo9+34q72pG2nx3+Evf1aV/JnvLxvZRV7bbjLA5AjxpYrkpqD/cU/jCLPt0Zt7c/5zkUM4eb90B6zTVl91I4NERYdoafsOvMG0Fdy0daRu6TEPDUz1vTt4CTLP1DvEFQtG/ErJoKdX2nnVizpWjYspCeO9hce+s++zhce+hNH+4aFuGbGPdRA59TVsyPVsyPV81rYqhn1yE546iJvWIgbFtKGmbJpoW5aOlcN1PkR0uwgfknbFlCckCPG5XCvGGrnV5pYJca+Ujuv2idtmFAgx5WYcSXGr8D6FVifBO0VoxxchLarUticwaiJADwSnFuM9UhwXmmLT4xzC5o9AtSYGOPhIbx8pJcLtzMh1p4aR1+dm1XnZtW6WJV2Zomtq9DSmW+kZmraktT4BA0xQdsao8PHGlqjdbj7avTdocYQZX2wAnY1/GtgBHVprCP8iTJ3pPFke9LW54oM0Fz6TJH6gBlubwsaqj822xfn745eEmaDThSv8tDJNwBV46lVUZKm8dgmL+qpIMaJOWWs36eB7hms+H6MfGWacVvXdJqStG2k8eQLZc6mMAVy8S/1V19m53xLjf1QBz9Di9umqDhsbb48UHGgP2vHM1mmm3Sdnf8Nu/A7NfIsu/D76gt/crQEr3GSnC3BhsYLsvLDI7ALvVl7738DzLCKTaT0NRVuVoaakaPAif4lHX5KiVzQtCxqWycGGn0S2JSycdVI2LSSnzppz1z0p07aEwf1iYP61EXesGGWjQ2BT9+uW5sfO/BPnG1PnKRHNtKmlbxpoW5aqBvmjjUjbUlDeThCWNGTFzX4B8PY2aHm6cGmiYFGjwTiEFQZ+0ot7AqnADImg48rMZNDuInBFr8C6xEhPSKkW4g090OUbfkseBzglbbY+Sg7H+WR4LwirIPb5OQixsQYFwfu5SP9AqSH0+Dshzr7ofbeajOj1NlfESA0d+QZKBlaUrKGkKgmxOsJcZqWaB3uvhEfo8XcG4TfVNYHjyBv0tJ3imtO+OgRw41nfbTQtvgttKT37YQLfvp1P/36dG/Y44GMTXmWlXBjWZwFGiETzDh9SxC//Ed7W5C77Srm9ssz1GuKsm+d6GNqyI8e/PkJavBjUdIU47YGcYqa+AEv7xsn9oKsZNczYdoE5c5w7YmZzmhLc7ALf4uXv0ddf4ae8KmvLWSOEa6Dn5SU7VZCDqnhp+su/VVQ9L2rNYib+013yudtEVs7Er688zEQ9S1gJSXYKBnLiqZZceNTE3VJg3/ioD+20wKEj+20NRNpYqBxQdOyYsBvWNo3reR1M3nNRFw3kzetbWtm3JIBsahDrhjRqybssqF5UYde1GIe2ymPbAE/2rqJumqgLmupixrSkrZtQd0aIJwZQk0qEGNymEcCMbPKzaxyK6fKLYKOKzFTqpbJoVa/AusWItxChEvQaO6HDJELuMhEwCvB23nNVg7KJcR5hBg7B+ngNHqF6ADhGB/h4TS4WHUuVp2DWWNmlNp6S229xYH9CgMlQ0dO0bUla4gJekLcKPa+FhtpxMfocRFDjSGDDddGm0Koad8Nwi86SHct+JujiDPoe68JS3duiBInGSGgJs/VHuwkX9M2n/N13AVNtbPshIneaB8jYgR55oUy20sO7sv8aLXv3lT7VV72JzPU4IWe26Ch6KeBDGnl7sfS9IW+KHPDUR/mvDD7y6GKfWrIyVHY2YGqk6zsvZ1J3w5Dz/ML93cmbedk71zsvj9Usc/fdt3QdJYS9z7x/jtTtNs/STMczZc2OYmPBGk/DRQVHftD7tE/6XERU32Fvt7CSW7N8hDmkYW6aaE+dXS+cHc/ttGXdcQFdeuyjriowa8a2zbMlA1L+5qRvGIgLuuIKwbigqb5oRq5oEUt6ZuXdNh5NXpJ17Jhad+0UjYt1A0zZd1EXTW0L+tIS1rykpY8P4p/OIL7hXBKiRxXNIzJYTZulYVdYWFXOgWQsQH0L4ReMcIthDv59UZmlZKcy2mKB8ZkRLeoxcHHOAVYt6DZyUO5eMhALXRz/zORcfTVutlQDxvq7Ku2dBdbe4qsjAIDNVvfnq5vT9WTUrRtiQFCdXO4viXK0BI50nR7CH5d1XgdHf5xR+YPirqzgvKDrIKdltYrsOC/zvaEgYai8Y4bftrNeU5U5eU/yCAHQQcMfucNTtleL/0Op2jnCi9+Q5jgbw/uSdkqK/56mhK02hcGDmeBqkzQWA6OwZ3EoBVOXGfUm9KcLybxQYy4D8n3t4lLj3jb4zTIWxrkrRH4DXnteW9bJDX2866Ez2xN5yfabpiazjZc/WvNud8ZEKdBKwSUZ4HGKtAMAQcKCZHbwj8H7KQYHyNTg4udF0HXVJinFuqGmfLYRn/u6towUx6O4BY1+GdOxqaF+shKe2yjB8amhbpual8zktdMpEUtbl6NmVdj5oabZ4ZQi9rWJ/aOFX3bqoG0ZqSs6MlL2rYFNWF+FD8/in8wjA2MORVmVoWeGUJNDjZODja6RXUOfo2NW+0UQLyypolBbCCRjsvRPmmjS9BgZlUNUfIF2MT/rAvdohY7r9nJQ3mEGI8A5eQinOwGFwfuYsEcfXUuVp2XW+9hQxzMiv8l1JHTAoQaYoIOH6vGRambw7XYSENLpBZzT9V4Q153uSd3v6L+YsPNt7qydj4fLPS233wkSgENpQ967y7zop4pUkFj6dPB7BVRspdxR1h9oD35Y9BYlfIj0B6/FdSXeNuuvJAm/iRLWum/BxqKQEMRqM4FB7NBU/kCK/phzz1QmqKv3DOJv6aFnHLgQic7U9akNWNdeWsy2KKwZrw7e6wzZYIaT4n5fLD8qBsX/IiXaGk63Xrnlc74rYPlezgZn4/WHHDhLs92RnDzdod/Csz0ZHjoKQ5K6gNO5bqyaX4QvWmmPHN0rhlIKzriExv9hbPnqY3x3NH9xNq5YaZtWuhP7Ixnzu6njq7Hts6njs41I3lJS1jRty2oW2cG0TOD6EUNfn60ZUlLWNYRl7SE+dGWORUmMGYG0bNDzf95H0JNDzZNDSGmhhBjsgaPGOoS1rmEdR4pcmwA7Vdg/YrmsYEmj6zBKaq38KrVjCIpIQUYk5H8crJH3GrloOwclFeE9QrRNlaDvR/m4sB9vEYfr2GMD/fxYfbeSj0t39pTEqiF/92pSA1sNmlbY9S4qFH0PXVzuKElUo+LUDXeEFefH4JfC/8aSN0LdGfudLfdAkeL5pn3QVM5OJIzUn9wnhX+oC/MR79lawsagB4mpWzTYS6CTugw/ETdtb+CumIt4viD7juP+NHu1nMW1HFwJBv0w0FT2aYoERwtWuyLnCVdA6Vpz7jJdtT16Y6kJX75WE/hIxV2hg9bVWKea1rn+RXLgrJ1YYkOHsTN2bXUEzUKOUiKeHOoai8x7BXUtb8oy3YL83dM0e4wM3bc2QYY0LfspJh1Wa2HljXLrX4oR65pic+s9Cc2+lN7x0/u7ueO7k0TLfBc0rYt60iPrB3PXT0v3H3PXczHtq5VQ/uakfbM2f3M2b2sI80OYWcGMXMqzPxoy6IGH6h8M4PoaSVqZhA9OYAMvMwMoqcHm6aUyEAUTigQY7IGr6TeLYK6xI1eWZNP3jw2gPZIG93SeqcspWuHAAAgAElEQVQYahPU6nqKB0jpwPhAe6BH6pMSxiT4QJvbwWl0ceCm7hpHX90YH+5mQ+19VdbucgO9wNxVZGLkm+i5ekqWvj1dR07Rk1IM7SkGYrymJVrdHK7BROhxEVrMvWHETXnd5SFYEC7y4yHoxamuOEHxj09kGaATZm+9qGk8AnrqkncDXRnbfh7J99BC1iSptLRPVA3HnyqyF7nxjwcyWiNel1bs8pGuFh8DDMijk7Rryuo9Q7V7n0qSXMRLLxQZ3rag0oPASPm+NWbiND3WhI14Noz6yUh+KEXOy7E/mbs2RvCPRlsWRJAVcdUjaTUnd39r2NsT5Ov02Hd8hMugpnC1P9LSdHKcdM3ZchUe/I+Ga68oIefHO5IN2Ijp3oJZVvnGCO6pmbKhIy4OYzcN5Bf2zmdW+lML7bGlY1VHXtSQlnXt6yb6IyvjqaPnJ0//IyvjkZXxyNL9xN79zNn71NGzaaGvGtqnFOgAZCBhBrSmlMg5FcYnrnfxIX4pPPDjuKJhQgn3SesDhE4BxCFs8EiRYwMYnxzlEjc4xVC7EGLmVo12F8rbMwC/nOyXk70SolPQ4hZgvSKsV4BxchEeHsLaB3GzoeNCRGCnwtZTZujIN3Tk6+k5Bmq2rj1TR077/xHqsOEjyBAF7Gp74jfosA/6cveAVoSLGDJcf2ygah+vcMdow6ENYZyy9sfcw8ACN3ZDkrYiSgbVRS+G8kAbBLTXPmBGUhK2zPdFrHKilNV7kDf+qq4/sCmI68v8hJP7xQLz3gQ9xEcKFuZ+o646Unv6L9KyEy9UjVOssllB/aoK/9zc89zcsz5CeqZvXx1Er8jgoJGwKakYgZ4ywI8vMyOnqTc8rRdduPOz9BA77oK0dHfxMWCk/qybHK6su+KjJrvak+3taQtyxKa+7ZGBtKpufaQnPzFTH5soT8zUdQNlVUdeNVDXTfR1E33NSNu0dD5z9j5z9D21M5/Yep/amQHCx7bODTNtRU8OTIIeDGOnlEi/rMEngfkksClF05ikwSuC+aXwKSVyerBpQgmfUMI9YqhXAnOLoA5+rV1Q/wuhT470yBqcYqiFVz3aXSgjpwPjAxS/vN0jJth5WCev2SPEeAUYN7/Jy0faWVAvt35ChPTyoE5WlYNZYews0NFytdQsXXvmfw9epOhJKXpy8i+1UN0crsOGazH3As1uSdWZ4C1A/fU3FJCTBtQFE/o8qMhxtl5aYd83oE7MdN1Z5sZM94ZPdYeD4+gnyty+vB1yyIHZnvBFdowdfwlU5fykzHzIDNM0HHbhL053hPysSB+q3auuPwS6IIzkDxWlP64xEzG33mFm/LguqdocaFySIl8Y6I819CfaDtDCBH080N61NohdEDcsCSvmumJn6aFm5Clp8U5G8vs27NnpjpCnkpR55v3qC3+CX39Vhwo24+4Zmu85iQnO9lQ/q3x5CL0+ilsYQi2qMEvD2IeD6AUVZllLWNW3bZhpj22dG+aOFT1lxUDdtDIC6fSpo+eJvTswHts6Ny30NSN5WUecH22ZVaEnFYhfCH3i+jFJg18K90vhkwrEzBBqaggRiEKftP5/Cb0ytFuCsItgVkGtlV9j5lZpeosH6TnApJI2qaSNycguYatbgPWJcT4h1sVrdHHgtv46H69hXAT3cGtd7GpXf5W5q0hHy9bRsvWUrEAUaknJurZkHSlJ0xI9ir0/ggobRd/TNIep0XeHETcHG4IZGT/AQ94egp0bhp0ZhZ20t1yGB/9FXX/EhDq5wY8dp90chh6Z6Q4H7bAH/fG65stj9NvPBrPrr73Ezt/xQpn5WJoCDue6iFf6sz7F3P4HLf5dPeLYTOctLfyIsemEonw39f57XXEfGxGXSfc/c7fFuilpC/yaR6qWRyOEZ1rKz6auZzoqaOkCbYz1oZYNZaMTfxscLnwhSTejzzhaLoIzaBVkHzLkZW/7DUfbjb7cH1oitw3BguyEmFV+hZuabuvInhTWzEkbZsSwBwrEogoz/1/CZS1h1dC+aaFvWjrXjLRVI23d3BHwe2zr2rTQN8wdG2bahpm2YaYsaQkL6tYHI5jA4i/QUXMLIQ5ujVcEG5M0+MT1fllDoBb6B+rHBxr9crhHDAsQuiUIt6TJIWywCurMvGozt8rEqdQyS1SdecCUsnNqkD6hoPqkbT5xq0+M8/Cb7ex6K7POwqz1cuv9wgY3p8bNqfFwqq09JcbOPGNnnpGWE1hUBBpsge7ML1EYIBxBhqgar3soUZkHAOjV/zM1X9kQJC+xYu5/DlBi/21pPm3Dnp1m3H7YG+nAX5NWHzZigkcaz/48lPeAGQmq8jbFKT7KTdAOoSRsIUS9pUUcJ8X824o5o0cc0zUeXeNG8/K/8BEuW5FnO2M/2OhP9OBC2Nl7l/pzn0hrlviVjwYanw+3/KQhbQxiH40QnuvaVwaxm4OIZXb6KPQoqCrwkoM9pCDQA7Ngz2XsA+jJ2x7Ls0EXChvxYev97ZzCk3Z8nIOc4uzMmeBVTAprJoU1y6qmRwbiIwNx00hc1RMXRnEPR3Ar+rZNC33TQl+30NbM1Cd2xmNb5yNrx4aZsmakrBpIqwbSmpG8om9b0uEXNC0BRb+swcmvsrDKTcwyG7vKwa1x8mrdQohPAvNK69ziWp+03iOGOvi1Vk6VlQd1iRtdYqSND3PLGu0imIUPMXKq1d0lCkoOMDFAn1R0TCioPinJJyL4xK1uHtraD7X0Qqx9NT5eg1/Y4GJXuzk1Xm6NrbfUxMg3duaZ6LlGWk6AUENIHMXHGYjxOnysDndfi43UYu5pmsPUqNDRppDOtG/rgv5JivmwPe5DK/YSqCs2oU6rIPvGKdcWmBGO1iugueZBb6wKetpPj1oXZT+SpK3yE6a7wnIPA6CmWFa1FxHysh1/CTSWLfRHqusPTdJuDNXu3RTEjUD3CfO/8mAu8NK3TxFvrvfGoYJelRcfnu9KWe7LXWEVrQtrng42/axufTzcuihrWpA2LUnqUHfe6037fLD20Do/0UUImuwMfSRJbgj5+zw7FtSWP1EUqpFX+SUnqy6+ZUBHeGgZU5yyB9K6aXHNhKByQdm4Ntq8NNy8qEKvaQlzQ+gpRdPDEdyakbJhpq2aKCvG9nUT9b+NUGpALjAWta0LmpZ5NS7wnFWhx6RQJ7/KxCzTdxcbekqsrEoHr9rOrbLxKhyCKge/xsatMvWXG5ilZg7EKYI7RQgrr94hhlv4EAO7Ss+qVHeXDNLygElFx6SiY3yA4pW0+UQEv5QwJsK5+QhbH9TJgU6IkBPixl8IrT0lenqOnp7zSxQGeqT/S6jBRGiaw0ZRd0abbo0gb2qbgmou/32g+gg4XCwq2eWn3lBW7+UXfLUpiMOHv553CLBgLrqIIZMd90XlR5a4aS0Rb/lpNzWIkwb02UV2jId8vfHm3z3k6+A4ghz7Div386eyZBVk32NRAjiUMVD6rQ1+vDPyLVXxLnvD6bm2W9igf2orT272Zy51pa9zihb7ix/JGtak8FUZckPVYialFBz/A+iA6ZFnJmihBvRZH+Xmc0UWu+hbJfQI6Gma609eEeRhwz/7AgDw97+d55b7evNmxNVTwkofu3hCUDkjqR0X1owLaxaG0dOKxkkFYm64eUlLWNIS5jWEeQ1hQd26YiCum8kblvY1EykQeQualoej2AcjmLlh1MPR5gUNdl6NmRlCjsvrnbxafXexllFo51R7RHUOXrWNV+EW17qEEDuvOkBoYtc6hA0OYaOZAzVyarV9lerecg2zYrSnbKizCJgeZEwPBQiJY2Li5ABpSk6ckLU4OA0efuOkDD0uQbg5EDenxsOttXQXayiZekpW4CiwjpymJSapCfGa1jgdPlbTEq3BRIyg7wwjQ4caQ4bg14fhQZLKY023XlfWHiHef0dStsdNDO5N+8xDvDpOuTHdEWrFXtwQJC/2xXnJt0FbQ3f6dnzEW15ysAF1yk+94Wu/BmoKH0uS+3O3L3Nj2PlfjcKPLrDur/JiFVW7HzBCvK3nxwiXlxh3SLdfHSz+4XF/3HJHRPWRX2GDX/Xjbj/iZK/05zwSVyzzSiZ7c2XQm9c+AMyYYNDd+EySbsNcXOHEWbEXJWW7p7vCFtmxoL5aULzvubJskZ0V/TWQsuvXI/AQTct9d1e2r7/I3Zvv55RNi2tmJHVzAw2zisaZAfi0AvlgBPNwFDs33DwziA60V+bVmBUDfs1EXDHg59W4ueHmWRV6xUBc1LY+GMHMDTcHujbjcrhHVDchR5iYFbquEo+wfkKOcAvqnILa8YHG8QGEV1Jv59WYWRUWbq1DCLPx6wz9lRZura6/QtNTqu4tHe0qVtLzgDEZeWqQPj3U4ZeTfSJC4N69jQ23smEeAWJMgvSJ4V5BvUdQ5+TW2PvK7d1F1o58IzVTR07TtaVqiUk6QoK2Jc5AjDe0xuqwkZrmMA3q7ggyRFV/bQh6WV51mF+400UIJsdsGaw5MkYOdbQEL/bFrfES3cRroKEC1JR4ycGz3XdBQ+lQ3QFu3lf96Z92xr/3szRpjn5jlRUOqnMNqBN6zDnQh1gSJD4fzPVRbj7oDnvQcdPWfHK2++5s172hmoPT9DugMh9UFa30RpceAgr2Ajm7AGbKl8TwLR2JX7Cyv2+69Sb08svDVQdWusPmaKGgvny9P3qcGGxBnBkn3QDVZVO0MFb6Dj38/GjdGW39xWN/Am5/ACywC6d6C5zUDAMhcZpbsSiv93HKTYz8MWHttLzhgQq1YWobk0Lt3IpFLWZcDvVJaueGkct63IKm+cFI09wwam4YNT2ICExV5oabA+v6cVmjRwxzC2AuPlTXWTqAz5S3Zji4UL+0Scso1TJKLexqM6vKwq60cavtvGobr8LMLTdzyw2sMn1/qb63eKQrX0XLkbdnAOMDlKlB+qSSOiYjBS7du/hoS3+9ub/OyYd7BAi3oMHJq3NwITZ2lZlZau4oMFEDVTBV15aqa0vWExP1+AR9S4wWG6XFRAQI1ajQ0cabIw1B5OgPZzruLvRGaepPTVDvjcJOk6I+WOWkrLATn8kyZ7vCh+oOPBEnOlrOrvPv+0iXh6r2jpOuDVXufkC9Dg5lKMu/A9W5K9wo0FLjoNxCR77LK93Lyd85QbllQ50yIY77KCEP+mMbrv2jK+VzD+GGqenCOivxETfpKS+NEfdh2RFAUrCzM+7D4ZqD5ccARNBLY4TL2tr9s9RbVScARemu5Z4IPey4HnZiqPLQOivxuSh7knyXkbhdVnqo7Pjvr7wO4CO/5BSc9dEz7e1p8oa7flbpA0nDggI5LoTMq1A+QY1XWOuXQL2i6plBuF9a4xaU++W1k0ro1CBsZqhxXo1e0GAfjjYH6t+UomlmEP1guGV2CDsmQzi4EBe/fpRa2F0bIcakmZm1o7SS2UH81ADOyoYaeiu13SUGZqmVW27llmr78oc6snQ9xdruktHOQhUtT9mePUDKBMYH2scH2sdkJI+YECB0cJtMTKiFBXXwGtz8RicPZufU2jm1NnaVpa/sP0dmSBkBQj0pxdCWZCAk6nDRvxBq0WHqpjtqRMgoPFiLOE+Je18FOebCX5+iRyww47tStq9xU38ayDM3X3C0Xp1m3F7lRf88mDZODxKV7ljuj9HVH/fgLjkxp724M8ry70B1PmitWhGlMgt/MOFvKeFnldATw9Cjk+0hj/lJoLbSiL6shp99KslZ6InTwM4wU77U1Z2UFvzoa7kOqkrX++N+kmSzM75kJH36oCsCVBVooIf5uTu6ErdBzv5+vO3mg677pcd/xcv9QQM7Aw5XLLNSfG33xMWHWFm7IBdfSfoeOPkPgJK8f1lY62jPsFDSlwaQE/xav6BuQYUxdBaoSKlefvWEBOoXQbyi6gk5dFxWNyap9YlrxmV1M4PwGSViagD+y1x0Zgg1O9T8n0AUQv1SxMwgBpN9oezebiYsephSNNCWF/g8rKG30siqMbGrTZxKI7vcyC43sisGqcWK9lJZW5GEUBD4vztgTEbySohuEd793+8mOHlIcx/Mzm1wCxE+UVMgCp28Oge3xs6uMtHzjZRsPTlTT840kNMN5HRDW7KemGjExxlaY/W4+1pMhAZ1dxR5ewR+Y6j+ig55oeAIgA9/x4S6aEZfsWGD9YgLbfffFxTuAvUV1PgPsGGvPJYkgyM5M10h64LonxTZS33RVtQZdsYnRvhhff3B3vRPZnsiELffeDZSoWu5SUj8AtTWrnDTio8CfnLoOi/Dgrmx1Je6wcs2NwXrYefRwa+1h291NQdbGi+yUr9GB/8Tff1fksLdzpbgRWa0tuGkixBsx15eYMausBNPvQx420LpSV8k7wSGIGf6s3cNwc5PdcROMuIW+9NaIz+RlZ3LPfTS5bcAPSbK351vp2YuDTROcGt87OopSYOhI38Al2joyPdyq7zcKnt/6bS8YUIOHRfXeoRVHmGVV1TtE0G8wtoJGXxuuHlR2/pwFDsx0OgR1fnE9ZMDSI+w3itqMPZW3jv0Biz+OBeVJMJlcFHJMkKOnJynpBYqqfmDtLwhev4gPWegPVdJKZGTigN+UmKhlFgI+OVkj5jgFrX4pITJAdKEnOAVNTt5SCe/0StuGhOjPEK4iw8NZG0Hp9rcVWTpLDTTck3UHBMlM0CoIyT8L2EgCocRN1UNV/VNlzuSP/1pII+bt3MEemqSFj5BvTfTeT/sI0BStmeZHded/vGGMAEczn6uTAE1eeBo0XRnmBl5Bnvr7178JVbGJzrEKWH5Xjc9fLIvyUAIqwvZYsbfk1efwd3ZEvcVMMdIeCTI+1lW6sLdLj38+87YL+zIa+VHftsW+u5SR7S65sQiI8aNCwYHi4zIs6CqcLojvDt9+wT1LjhUDI6UTTOi64P/ZcLeeNCTWHvlXzmHf1Ny5m+L7Kw1UcGzgXJQ11h74fUL/wJKT72y61eADhM1xylXNEbYqLk+ZqW7t9zbV6Vrz1ZgEswdBe6+Cj0ly9FX6uJU+HjVPkGNh1fl4VX5RZAJWb2DUzEuhT1QoR6oUH4ZzC2scQshY9J6pwBi50GeOns5TfFfvATc2P2v1vwbAlyWqDVH2JIpwGUIWjNl5DwFtVBISO9BRLOa4/rRsf87gPGBdp+0zScljA+QppWkyQGiX4rziTF2boNH1OQTNXmEcBe/3sWHOnl1dlaNrafM1lVs7ci30PPM1Cxje4aemKTFJ2hwsYFEqsVE6JrvadFhalSoGnldWHZQXLbX336bHP2+ouoIJ/f7BWY86Gwcrjs+1h7Czv16sPYgqC/5WZUJqnPXhQnTXfc8pJCZjrsztFtPhUngSP4aL9FDuTPFTFShrnfkHRRCrrTG7hhtCllgZVsxobDLr8nLT05T44yN11yYW4+52as9Ka7m68V7AWrkBx7s9YWuKBf2yjNJxmNhysPe+2PkUC/5tgl1GTTVgRbYMi89+wBgxFxf4mYIyw4v87KYuXt0qOBlfvZ4Z7yt9a687PQI5GrZif/bBQA//AaoD/lUh43bHER5u0ss1PwpLtTJKB1AxhpI2Y7OYg0xw8oosPUWe1kVXm6Vm11h7y91cyvHxXUuToWTW+nmV4+J6yZk9X4ZzMmvMveXOAWQ0c5CdWcJOMYpC993cAtw/uuXgn74V13iaVL5XS4mS9CazcVmcLFpgtZMIT6zuzGqFxnVh4rpQ8Uwm6J7EPcBv7zNK8H7pIQJBXlygOgT4zxCtFfUbGXDXALE/xDWO7hQa1+Vtbs0cC3G3JFnomUZyOl6YpKmNV6Di1XjojSYCA0mQou5p8Xc06DuapAhqvrzxNgPHfgbmsZzVkyQFRMkLt4z3xO9yk58JskwN59/2Bspq9pjw59X1R8ATWWgs4GRun2xP6Yl7FVh/g5u3lcbgmQTLmhBmG3Ah3cXHlcgQmXQ68yC40ZMGKhDEiI+u/MhYMfeXupN/0lcBJqRm/0ZoKrS1HBeDz01VLG/6drL2Fv/t86LA5VZm6JEZc3B6Y7wR4I0f/ttRvJnD5lx6voz2QeAqC+BFW6anxK5zMusOve3EfjFeVbaqiBniha33J85TUt82JPJyj9edfldcfV1Ny3bQsoyENN9PeU2ar6JlO3pKrVR850dRR5mmYtZ6u4tdfeVOXqKTYx8EyPfzixxsyscrDJ7f6mTW+kT1/jENXZOqb6nwMqpMvZVWLh12t4Ktxj1BgAc2ArEnPl073tA+PEP65IutBSF4kpuEyru0aCx3YjEzoaE3qZUNjaLjc3qbUrtbEgAvBK8W9TileDHZESfGGfnIK2sBgcXYWXD3ELkmBgVUHQLGgKE/71iWGCi5/5nakpM0bTG6/EJutZ4HS5ai43UYiLU6LsjiFBV43Vx1TEj9upsd/QqL3WKHvGzolANOznHiOzP/HKMdNOGu2TFXiw/CwgrfvDSbtiIV1eF6aCuSgk51Je13dh4Qlyykxr/garhtBZ3Q94Y3Jq820ZL49cEERN/bLr7BahGWlvCcw/8fooev8nPnaHFzlKjN9npoKZmk5WkgRydpoZ2xm9tvffKXNetF4oUF/7iE0EiM/VTeckeRdleB+7KIjNa23C6L+MrS/Plx6KMR8JMO+6aCnLC3363I/nzcUo4qCjb5Ob42+4v9mWBGuSFN4DL7wBNYTvU6FgtLtlCzNC1pEz1Vj3kQx3kvFlOrZ9V6egqsnXk2zoL7IxCc0eeiZ5r7ipw9JW6WOUeTqWbW+lglVj6i8x9hZa+En1PkYFZKiGmm9i1K+bOm3tfexMAPvwDsPV3wJ53gFsH3iu4e7C5MJQGjceXh9elXoKmBiFzbrWUROCKwxHZIdDUIGBMjg/ctXcI0C4+2i1odnAR5j6Yk984Jm32S9CBD2B4BAgXv97CrDR0FpoYheaOAj0lS0/ONFIzTZRMIynFTEoxtSUb8XHq5nA1+l6gIo42hWiagpSw07zifQ+ZCfO9cSrICTPq4sPuqJa7bzwVpz+RpCmq92+KU34eyX+hymUVfccr3Qs64E23Xm0IfklS9J2m4aiq7oiLHNoU8T678rSk4YaFkiKD36FmHuOWXpbWBKlRt+ip3y9zc8SlR1ytd8ba7pqQl1b74qcot5ipHxvgRz3488vse6vciAnalUnKVXAgVVawY7M/GpRnbvZHb/ZHr/VFubEXwTHkLPVW7dnfgsOFoCJnln5nFHJYUbaXl/UDN2fPSl86qKolRX117jVg/5+B738DpOz72yD8nh6T4O8qshEz59hVS3zYACzMTstxMPKNbWm6tlQvs8TRXaAjp5k7c6xdec7+Ei+3ws0ttzKLDYw8Y1e+sadwtCPX2FemouXJCJkeEXLF0CFqzUu8+OXW3wBbfwO8DgCf/BUI3v128pWd+XcOVcWeLY48WRp1tjjydGnUWXhmCK0uBXAI0IFDiE5hs4uP9oqwPjEmkEjdQqRHgLCzYTYW1MWDO7hQc2+VubvM2l1qZRQZqLl6cqahPUvXljramqjFJwRWhxrMfS0mQoeN1KLDhhE3NU3XGJnfFZ384zwr+flA/lxXtL7xrBsf7CVeB23Qp9L0TXFKZ8annZmf2UnBU70RXlrYPDtxvjdmgnJLVb1PVvLdMPQIaIGAWggpfZcGH6lsDkdFf09OO0xOOahpDtdi7mKjt7OKjvTm/DhGi3IT7zpbQ+YYkc+lGUu9EaAqZ4N7X1z69QTtCmgvAhVJkvwvdLV7X3BjNvvCQWOFv+X8Q8rNsZbzFvix1pC/s1M/4mZ9ttId9pgXC4qTV3qj2iO3+Al3Cg7+uvnWu2PkGBs+cplXwis9f/ldIGw7IIPcGoLfG+vMM+DiNehoLz1nGB2lIyTqWhMMbcl2Wo6GkDzSkmDvyrd05Ni6853MImd/iaOv1NZXYmUWm5mlo/S8kY48U3+lnQuVE3MoFXc6a6IHyCVqRl3OzX1Xd77x7WvA6wDw3m+AY5/8Jfbc9oK7h+vTg9Nv/JgdeuD2kW0NGdcAEwtu56NcIoydj7JzGt0ClF+Km5C3mvvrHDy4i9doY8Gs/XVOboOdDfuF0NxVpKfnGajZAcJhXPwINkaDiw2sDnXYSD3uvhp9b6jxxijqmpkQyis9ONEZtcZPMyAvWtCXQGXeNP3uNP2OixAE6sse9EfrMOcfcmIX+UlWwg078WZX6qdj5GtO7DlQnkaIeMNPC/1ZXU3P3jOCuzvcEtmRdwKf9GN76gFDa7QEFuygJ69Iyx/y8qeZ6UbszZmehAe9sZP0Oxb0eTP61HzvHSPq6IYgcplzuz3qlQ1mGChJYkS8ZocfmSMFveBGj5R9P1D41XjrBfTVP4iyP8Pd+OuFlwBJ3nZQltJ48XeK0h/7Ur+qOPnH1rD3wcEKfulRVv6RBV7hRE/W7c+Bi/8GKi9v8dEzJdXBrvZkDzVdi41y0rOspBRFY9ggMkKLT9C1JevbU3XkNA05VUvO0FKz9PQ8PT1PTckeImd4RTAto3CoPWeUXqQg5nZDo6gVEd11cazGNE0nRN1RO0yvqY07++Xfgfd+BWz7M3BoG3Bj36vxFz9Jv/51StD2lKDtgLG/wcJBWDgIEwtu6a93cBGBM912boNLgPAIkE4u3MGp/39M3fdXYmnWP+wz0xN6uqd7Ok13dVfO0cpaljlnMWfBhIBiwACCgAoKEhRBJCsIShIUI+YcUcyWocrKOXblzs33h3reWe9a5z+41mffZ+37nL23ujmbRvZaG31JR1rRlSzriha1hGUNYUWLX1SiZ6XZc3UZ87Ks+boMsxg+L4IvSGBmEXS6BnxFntpKdBhnBbzsxWxI48wc/17ipV6i9TIvYLs+6mFzys8jaMt29R+moncT2B8H81/2o5eFYaqMg8tcnyWO2wrXY5xiO8l0fdieocg9u6xELDSmVyQcw4O+66aF9jEjHvTTfloQv5xk/zJbY1mrtcxzX/UXjzL8TOzAcThoxO8AACAASURBVJrbKMVhSxp6VRZ0SxV+RxP5VB//cxfs9+60G6KAIdzJ+/Vhv3YjFugOVQGAKuW/RvThvoLj01QbcfQnwqh/3lWEjpVcHCuzb8o61lds/6wD9aYXd1ObNkD1SzkDTHFj347SRllRzv8GIvcDg/TgdRm8lxJg4ieZxalmMXyhNm1DmX+9mbChxS4ocmal2SZZtqk+19xQMK8unFcXzqkKTY3YqcaCaRVuQl4wIsNMNRCnlSXdvNz6YoiiOKmOANYxkHpmxpSSqmdleB/5+96/AAf+BvwAAOf+C7gfBTKCj2eHnQJWOtnLHVULrRULrRVrHeyrvfytHt5aB/taP+/6oOB6P/9ab82HAQrrnVWrrYwlHWlJV7ykLVrQ4Fe0xNUmwgfCJUXOkiJnQZo5K4HPiWDzEoRZBJ3hQVblUAPBXpiy/4YaasBcMLF8UBeBeZb3Isdnuz7qt9GCP6fwv4zjLBsV9zvSb+hTXg8WPO/MXhWAnugT1nme8sQvxkovPG+HzlT7DDC9bnfm9VQEaQmutLh9KqzjXWPx45Hql7N1v600Wra0v5ol78bZLwepv4zRJyqC+kmut1XJj5rhP/XnPmtL3RAF3JKHT5JsuvOPrLE9w78EDMh9L1sSHzXGNCZ/o4Xv/H0w65oocKrc9qoENMt0MKD2j5baTJY7aTKORO8GekvsH7Ygfx4n6dDW/TRfBeoCM2ZXN8Xv3TgN7fr3Sx8BdfCTZn7svdaCZSl8QQLbUKJW6jNHOOB+ZuwoN3lKjJyRZpkb0AtK3IKasKQtWtGRV1vIy/oSk7pwpgE3oyROywm9vJzWivRmJkJdmqKnp9UVxjaUJAryw+uL40dlBElhTIDVFy77/nngr8Cxj4Ej/wBc938MLLRWfNh/N29gbhi5NwbF1/oEHwiv9fO2+3hXe7ibRs6VDtZKK3OphbbaUrbSTFrSFi2oP6SQuNCAma7LXFXmrzTmLcqyTCLErDDVLIabP/xcIYgdYPi34O22ldBZDuihHoa5BExQnG43xOpRR5+3ISxm0s9j2J+n8Y97s2eFIYyI/0wwPW41xlkWSBYz8Zk2Wo/cOcdyWhaB+miu5tpYUx1kgB1GCP56pRHxepr9fln5elFr2Wr/bU33+7LastX8x6zEMi+6rcnrK/a8oYCaOUE35BCLqdQyWrglCZ2hOlwTBf3WnzNcbN2FPrkhCBTF/Kc58+Ay1+f3oTzLbLEmfa8MusOyXLolDR4us+krsq5N/r4m5uvJCs9huntNwk4S6N/txU6DFX59NN9ZYYwg9ci8OO6KIgl6Gog9BAhSjhvwbjNcsImfMFwRNclNNIkQw5yEMW7qGD9tXJg5Ksgc5mX21yAHeBmD/MzVljJTY+FUPW62kTijIPbzUK10hK48tZ4QX4MK1lJSZcTY2sIobXlyfVFMMxMxo2J2cAuLE3zsd/5t/1+AYx8DwLSWYtKVfyBc76re7hde7au50lW11cvd6uX+3xihLvZae+VKK3PZQF8zUFaaSQtqgllZuKwhrDYVLSmxJln2ohy1KEctSDNnxWn//xSaayE9VO+rathEVSDWGWhAHOjGXphlevw2mM+L+WKQZPu6L/vHftREte+TvtzHvTnGEjte7DcbouANoe9Vgdfr1vg37YnmKueriog1RUxzka2B7DxUHQI+B5iliW9N1S/n1e+vGC23Rn5eaflztdWy1f6rqf6JsfxOE35NAntiKFjkRmmRpw2553pwNk3IIy8MiI58qxGS3Y+tae+6s9aFQV24s53YM4Mk283asN/HsHL47nG68zD18izHY0UU0E28MF3p0Yo+M8H0eD2A4cTvGGeDbjSnvx4twvn8Y6Qq8PVo0YoMrMNd7KO4tuIvxx0GyKBvVLmXFdm2imzbaV7izVbCSmPuJB8xykMMcGA9LKixAtpBT2mmJjSVxiuLIno4iCkZdqIOM8jLGeDnjIiwY5JCDSmxtSK9BgWqxYbraVBebkBNjr+yFFxfHC8ritMz04nx9jS4F9LvODDZSJrWUub19MUW5koba72ret3IXmmv2OrlbvZUb3VX/38prFxtq1htYy7ryQtaollZONtYsKwhXNGXrGkJ8wr0TG2mWZo5X5c5J0mfl6Qv1KaZhbDpGvA0L3pJBuZAdpf4/xPnAkhTdleFfdpfbPO0FcoI+ijxMPDQAP1ptGCzMe5WS6plvuyONrk573hz9oFH2tib0oDf+9PGKecFsZ/MVns2406vNsSZ62IWZWBG7I5NDeLnuZp3i5qX84Zf1nss10csdyfemtS/m1V/zMp+7GUuC1Jbcuw2xQnPDblX6yBtaJtmlJVlia5DHmyE7nrTlfGoKWmK5myZKTazve9oEizLtO5i6+vKOMs0caLC7X5zymyN39OOtMcdacuSsA7ipfutGZZZ6hQ3ZLE21mJmNOackSKPr9TH/TxFWpZFG4gXO8mOlkXugjhJCD2JvAT47wCSTgO16ZcmalJWGvNmpdlT4swpUfZMXZ5Jmj8uyhmqyeivQXZWwlrpyR0VqUZWeldlWicrvZud3c5MlxfGKEnghuI4doZPVYaXuCBEURzTSI4X4UKlhCh9BaydjVRREwGTumxGXTajKp3TUpcNjA+Bm9dRV9uYVzoq1ztZVzoqV9uYK220Kx2VG8bK1RbymoG8rC+e1+Dn1YVLatxiY8Fcfd5iQ/5SY96iHDUjRkwLYCYRYk6EmOFBlmXJ0zWhYsTBIt+P5niBc1wfc43349akNUnAJMOhNunrF10IyyTessasT907QL5smSWOUm3uN8W+NEKvyYOmKuxGy63na9wtJsKGInK8ymteEn6zGcGB7FqWgn+bqfpltv7ned3Py+2W6yN/bg29XWz/ZUH/bJD7vJu2IU6pCvpqpTr0al2sZYE5QvfpKbZbq/Yy5hykugK3pcHPm+JXOZ635OEv2+GWZdowxWG43PGONvlRe4Zlnb2tTH41gF2Vx2owZ36ZJg8wPBuyTm2rYG8HiabqUFN16IIgck0W97wn92Yz9H4nwiT072e6Yz0+Lgv5gR65l5d8Uo9zS7MBQvYCBZ5flYbvay7ym+KnTosQJkl6LzN2ri5jQog0VkA1JfFaEriVBh0TY1pp0H5eTj8vx8jOMLIzKtO8a1AgYzVKho9iwt3rCdGKothKpBcn019RAq4nxFajAoFRGWFCUTyjKjU3la+2VXx4bVlqoZubyhb01KUW2mJz+UJz2by+dKG5bMlQtqwvWWkuWdIVzX/4GlGDW2jAmKQ5s9LseXnuQn22SZI+I4SbRAiTADbFhQwy/Ke4If1UNyP5shSxpzF7/08jqG1l2Kse+DVFyNte5B9j+a+6Mm41xg2X2FeC/jlWfvmuNsqyWmKZLxyknF/gu6/W+r3shf8ymr9SF2Li+rYWnl8Qhmrzz87WhL8bLX87WvPrrOrHicbfr/RY7ky/XWz/cbrxN7Pi/RBzsTrmt75CPfKoqdLbzA14M1Ro2eLq03cxPQAzxXqg4Dg/5KO2rH1PteAu9MlrdeGmKq8tabSZG/Bjb95dfdoww6etyKGd5ECL+fpZP7av3FOJOv2sCz3HCb2rTX/Ukj1a7t1FuLQhjzGSL41Xe70ezbcsl5OCvigP37mpzNhSZa7Ww6835RgpgQPMsMjDADViNyPuMCf5FDvp5FBVTHORTwPavaUs1qwsmpbhmylJ7QyYpiReQYjq5+W00KB9NSglCczLCeTnBovQYcL80PIUVybckxBtU5rgKMaEK4riJQURQBcXNSAuGJcXzahK53XUZQNjqYVubqL8j3CphfZhWv5Cc9liS+mClrjYVLSgJZjVhWYVbl5dOK9Az9ShJkXpM7WZc3UZJkm6SYSYEcJn+KmT1eAVafKiOLo29UBX8eU3g3nyjD3PjbB3Q1mmapf3w5l/TKBva2JW+IF31ZA7qsTnbWm3lFFPWxMtk3lP2xImK+2UmT/0kc5uKYJXJaArdaE3VPH9FMfHHZkb9WAD1vbtYNnLgUrLguqnOc2b2abXc/oX06p3c8p3E6J3Q7Tteui2JOanbpS50utpG2JTEW8xUxQp3y7Q7adIF5YqnTd53ksstzed8E1x0K3GuHG6y3VF/KuenH6Kc2PWsQ7CZXXu6dstGW0lji8H8bOCiHV5Qi/ZVZ97flUctcAN+XOy5NdRQgfReqTCVVd4+s0Y5oY+hRH17bw47mlvoUkQrcFc6qf76Qsd020BQ7FrPeq8HGUdcQjI9/qkJPTbbNe/c6BWFUk2Bgp4VJzXVBqvp0CGBCgtOU5XmtBVlS7FhikIUb3cLD0NqiSB9TRoDSqAm+1fgfBgwNyoyU74mIuEWGuglYXs4eeNSPFj9cQJBXFGRZrVlJrU5HkdZUFPXTbQV1oZK220/9s8Yigzq4nzGsKcCjfTgDE1YOaUWLM8/wPhlBg5I06bEafNCOHTAtgMP3W6JmGEAVoSxdTBDmtyTz1sg+swJ1YloLeDmW8HkVNVjj8NZd9tirsmj+ooOD1X5fuyM2OK6fimB/GmB2FAHzTXuD5pT7CYsEsCnyWBn2Wp9GlHmmW65LYm5UV3fqH7X5924R60lzzspL8Zl/y50vxmRvnTvNqy1vSwk/Ksg7DMjaR6/uWPQfTvQ+hJpuuTznTLTFFL9oFm5O7XrdA5uqNlJO+OIvqeKm6h2nea6V6b/L0keeernpxfJ4qmOf7DdHfLrboZXtj7cZJlS3BdA72rT5vlBFxvTDBgzkgSf7iuiB8odbjWEPOqP+e6FnK7GXq/I52T8INZFPW0r0COsmonOZkl0TUp+6uT9uL9/yXNOmUodr5pyG4ucZZkWc1JwSqcEyH0gO9egJFi21+T1sVKVRZFSPL9GwhhfJSvBA1qKgO30JJEGFA9MaKuMDzF5YcS8KXKdA9pYWQtNrwS6UWHu/0f4aAEO1xXOCLFTTUWz2nL5nVUk5o0qyF/yOJiC+XDIjWzrsSsJprVeFMjdkKWN1WfZ2rAzCvQs7LcmdrMKTFySgifEsKn+LBJXuoMP3VWkDxUDprjhI5QvUr9/n5PB+0knOsinr3XDL7fEn+vOc5yhbJaG3BTHf+iM72r8KICtscyW7TI8WhM23lVFmTZKLeskNclgQ3pO8foDqviwFsq8Csj6okBeVOVwon6rjHjzLsRxo/9zAdG2utxwZup2h9Hat5N8l4N0J61FbDDvpooc+zBnv6pN2uS4TTGcLZsV1uuMDaFoKu1IQNFF54boJYN1rNW+BzHRwj5r6nK6442eZjq/LQdeUebbGL7bqsSN+oTXvQWvB0kXG9MasOe+3MC/7wj/aYy7lELdE0cPES1/3OK8KInq6v40hDN7WYTdFYYslIfda89bYzt/XKoYEMJUaKtluUxE1zQkiy2CW9dlfiDBndhsT52qMp/mBMmyLT3PwCAL34ceAhIsP6UDXPoqEhqKo1upsa10iFqcrSyJFJBDJMVBlMSbXwOAwcBwOMgUBBxhpcXKEAH8fNBgLYcaqhM7+Kiunm5/aL8cTnBpCabmygmNWlGVWJSk+a0pR8OQrOObNYWz6kIc6rCaQVmXJo7Kcv9H+GsNHtKjJzkIyYFsEle6jg3ZZKbbOInLfDB05WgVowNPfjT25qkm+p4Xd6RZbHfLNf1ljZqluveSz4/Snd61pkmS911Ww25q4kfKDrXQzzTXnC8q/BUD/HMVVnIHXXMDWU0H/xFN/Fib7HN2170n+PF97RwrBPQQXB/M0R7P8562EX+cZj1YoD+pLvkdT95kRvRkn1KDd87Qrp4sz7sz5G8fvKFYerll53In/pzHzenPmqBElyAd/25Pw3mb8kitxUxi7yA9brIW+rEu00pN1UJ0yzvl925D5szh8o88G5AC/qsKOHbAbLtIt+3n3zhtiamj3R+osK5u/jifX2qHnN2hO51Qw1dlUVOcL27qXZTPN8rDbEDDNc1RcysOPh2W9p8XYS64Aw+4G+qgjMa3DlDiZ0052xLKQgD2k2KOUaOPZ7ttcPuS8D9B4AUd6og5EBR9HFy/BlWmgMp/gzC/ducgL3FsadxkafcDwB7AeD4x0DgqY8y/A8ADcVgLSWlhYFoZ2V0c7OHJQUT9YSJesKchmxSlZhUJXMa8nwTeVFftqArnW8qmVZgTY3YmYaCKTl6RoGebSz4UEhNdahJUfokHzElSJvkpY6wE0dZCRNsSEehu4kVqsqwuqZIqIn79oUxY4rl3kM696wr5bkR+rI3bYR+WZ196Koi6s8pgmWBMsvybEUff9EB7yGe06EONWXvv6eNW+b73GiIeqBLeN+X+6or04izualIWBNEbtaCMU5/6SC6bmuynnYTXw6Uvhstf96Nn+OErgojW7JPcEL+2ZF/dJR8wXKlbKvWXwH/7l1/Thf+/F1N8suerLe9eZuy6GIvwDJXZlkou6qILvYExukut9WQp20IXc6xu5rkZ23ZetQ5MydIk3m0DX3qZRe8HXdMi9o7zXLkg/9N9AA4MZ8v8ECPW5Ha7DNbioSXA3kDNMeZGt8VaVgT5qRZEjQvCe0td2rMPT7K8d7WQ8214fWoY435p8qj/jMtjpLmOeT77YiyAgih+6pSL1TBL2JAu0uij8KcPgs+Adh9A3juBSC2//ogmmD/aTH4LNJvd5rP7gz/fREX/3XpWwBQkhKaqNDWivSOqsxeXs6wpGCkFjskxphUJdONRVMNxOnGoln1/y31ndOUTMjQ0wqMqRFrasTONeLMKtxcPXpKkjUlzhwXpE/yEdPC9Ele6hALMsiIG2bGjDPCFrgxbQW295rSH7ciu4utR+lOiwK/tsITd/Wx83yvdVnQKN3p/VCexUy2TBLeD+T1F9s8aEpaFQaokHsHyTYP9Yn3tHH3tOB7WvAjfcq6ONSyxPh9mNAIP6LNOvVAn1ER8Q03fueCIGqSBVoWRN9WwxXww1u1MYOky/3E83MVzkrYd4NFp++rwwdLzlg2WS+6sp62I1dEob+OFj5tRzYiDz1pS7csl48zXWuTv/9lGPOmF3VNHn29IfZxC+JZW7ZliXW/CXZbDWlFH+8mnBoptxmiXritjWzOPzhEsVVlHGhEHnrcmjla7nNHg7jVBB1mumnyT1oWqXMC0KIk9G4LYlYYosq3asw9OckNGGX7l4V9XgX5/l5H1kCFX1nUHnzoLrjTx2z4uQz3/zQUevVUxY0IoUP8ZDnOS1bgoSkNKoWcQPl/x8t2UpeGYCOP+Z8EXPcBqR7fFcacyg87AtTholTkxNaK9C5Odjc3u5eXMyTGjEkLB8X5o1LshBw/IcdPNeBn1cXzTWSzljSnIkzJC8al+ROyPJOiwNSAma7NGRNkmOvzZmqzJ3jwEU7KEAsyWAkergAPM2MWeJDZqoihUm9J0oHnnTldBOt5nt/LHuQ02yXlFNBdcpYT+0l54Edv+1CWSYJlvuxtX86mNIIV/unzjrQrkpBplus1RcSaBPT7KLqv+MJWXfjLzgxDntWvQ9hewuX61P1P2jJuKBNfdKH6iu2N+EvSpD09BBuLqfS1ETXP8R2nOTxtTtwQ+ragdq8L3YdIZ/tKbJ5352yrIB1E65Xa8CVxaHvhWT7km0VewDjd5ZdhtMVM/mMc97on654mYYrh9qozZ5zqPkl3X6oJuCoLW5f4z9e4/zGZuyTyvqOLedSaslkfKUccHKa631Yj7jUhV2tjrquTzPzg9yOF6/WxjzuzHrRlvh8lTleDuikuOtzFuvRjKEcg9TxgFkXNimOVWMeSiD040HeVySer4eerYGc1xb5TdfAJSaquNEhR6FWb71IFv0CM2N+A96nOvNxEjcRGHmEg7BBeO8iJ52kwW0CMCZfhY1TkxBYGoouT2cfPHRDmDwjzB8X5YzLcpIIwIceP12Mn5LjxeuxIHXpORZhWYCdk6AkZeroePV2Pnq7NGRdmTgiRY/y0MW7qCCdlhJ08XJUwUgkZqYifqorpLvYaKvVtSDsxVx20yA+yzBZv1oeNMe2vqyLvt0CWhb6zbK9X3Znmat/HBtgSL6ifbK+A76cH/WOe63e1PtKyXL5eFzxZ4TxcZmuZJb3pzrqtBA+U2HUXXlriBXXiL/4yWvDnBP6qNGKB7f1bf56J7vpQm/jzQP7PA/nbiuge4rkxinVNxN9Xq52uSvzN1T6PO5A/jeKGaE7GEtslIagDf06ZefCBPqWfdMkyR3raBrcsUY2E8805x+6owGR3gBP62STddbM27JUx3cz1uKYIWa31Wxb73dZDVsRB9OB/PW5F/jJcPEzxas67OMkKfNiaebUhcVuZvCiMmGYH9ZW6jVX6txPtrypT5vjhIthhathXvOT91Ql7NJhLyw2IOTlcgXWS5jmIs21Lo/d30ELaaMHiHHsRyi758keVsDNasn9Nhi068HuHb4CG4kA9M7os8bSKEor0/b4YchKow0TUYSIU+NhmamovN3tYhB4WoQf4uSNi9KSs0NRQNKMgTtXjJmXYsVr0kDDH1Fj4gXCsLm+8NmdMgpoQZY0LM4e5sGEubITzf4RDrMThioRhZtwMJ25BABmi+q9KIGrUmfX6WMs1jsVcrMs9aMAcvdsU96Yn/W1P9hjVsQt3To86YWL7X1cn/TFRrMw4bCiwuqmOf9OPetaZ1ke2tqxQ7jUlrteGznP9Xhoz5bB9cti+17257wfyrtWHL7DdHypjutHHl6vcf+rOtJhIPw1g1iThj9vgV2VhXdhjcwzbdYH3em3oVUX0ijj4nj6pp8SmOvrz9drQOxrIXW1CPWzXZm2YZZ3x+yhanbFPk7n/1+G8btzZTXHIqgB0rT5cl3N0SeD32ziGHv6PjEuAJv84J+7rRVFYY+aJTXniHR1yoz7RXB1qJDhsSiH3dUhTVdAg1cuAtfX+Ahim+QyWe3cWOf00WipHWgmTD41XBglhx6+okUOcyCFOZBPRI83ho3LwQWHWRTHKhhS5tyRqrwzjVIO8IELZUuKP8DMvBRwCkh0/rkyzhjp/GnEO4GY7xtv+DRDnhUryw+px0U2lyV1VyA/dnZ7qrL6a7BExekKKm5DiJmXYaXnhVD1uvA4zJS+YrMeM1eUNi1FDgowhQcYoP2NMkDHCTRupgY9Ww4bZ0CFW4kAFZJABHmLEDZSHmXjx/eWBYuiRGW7IeKX3b5P468poUeLXA6UXh0qtRyiXJuiOrzrSewsv9BIvverJez9KHKC4bcjjFkUhT7uQP41hxpku241R9/QJd3WJ24roLvz5Ry2p2/I4dfbhRUHgfV3SbVX0crW7ZSTnZm2gIuFLi5lsmSBY1qpu61JHGG4vOtOXqj3Xee6LLKeWvKNzHO9n7Yh3A9mPDan6vCOmSo/JCudhiv0ozb6v+IJltmhLGjpcZmtiuU0xnW/KwxfY7ldlYW2YE6W+wIo4uKvY+ro2cbMBTA3/jzr3tJHkOMcPXxBErtbGbcoTTVVBS4LwZ+25d7VppqqgWXbw7ab0drx9f5lHfdrx1kI7i7nCzI9WZJyqiNzRSXK7qkdNiSD9rDAewqoB49jNCKHE7deRvGtz7PJ9v+qpigJfBMJPAvjQH9rpYYykkzm+/y2M2MdMOYMO3okL35fl/1+gGuknQAXJsFGqYoiOktRCg7YyYG1MeBsT1s3J6OehBvg5Q8Kc8TrMpAz74ZmQFozW5g6LUUOCrP8Rjtakj3DTRjipg6zkfia4nwkerkgYZSWMVEYPMkJ6qP6tRKffTeW9ZU4LQtCS0J8R8rfJCsdRqu1KjfeGCPSuK1MU81V90i7LdfHNZsSLXvSrAcw1NeTVYO4TY/pKXcjDdtjdluTfpgrXakOuKqLv6pKedabfVIMft8G35OGbEv837clXOC63av3ftCZbxrAzld6TLP+Bcs8/ZsqGKE7XFZF3FaGbAu+hkgvb8ojpCpfeorM/diJUyN331fFve5FDpZdmq1xb8g4PlVo/ak4w4q0Wa3zm2G6mCgcNcucy38fM9Zqu8ryuTthQQMyiqAcduQT/f5GDPtdirJsKrJ905a3JwO+HCS+7828pk9YlMWZOUCPyWB/JaVuRPFUR0FXkaKoOGWX43tIi7uiQDRknUXZAX7nPLUO+SZI4I07opPqP8WJpcftkuZc7qIF6so8Mbd9M9scHf49w/Ac79TQHcVaQZYPy/jLB9i9wp4+hjv9w/R7IDfwWqEJ4C1BB9bhoZRFYVRKvJoF1lCQDPbW9Am5kI3u5Wb3crH5e1og4b0Ja8AFyvA4zIskZFqNGRKgREWpcmDUmyBxkwwbZsKGqlP6KxD5GfD8TPMpKmuJCJ7mQKV5cHx203YR8bMxfqY8x8fzuGVJaC06sifyv1QU/UMdaponzTNeakE868s9Yrgnvtmbdbc2604pcbwTfbUOsK6K4CV9bNivuGVK21XGvBlDbjbG/jePu6ZNNXN8/TcQu4tnlGo9H6oiJEqsNtssqy/WBCnKjIaGrxKmL7Pq8B3NLnWyq9HjQGGmZwQ6XnIveCdyShy7XePTiT7egDm5JQM8NyY91kEmGwwTdXoc6sC4JHCBduNEQ9fto3q2GYHOVQ3PugWIvYJBi/8tEyawgclWe/H6CvqlCcpMOFXj+o63I0cQPb8FZG0vs1uuiZyq910RhTwxp6qzjE0yvB82IuerAriL7/jJXZdbJQap7O96WGf5lY/bJLrLrujL9nhE/Uh01yo2eEkFYSUfyvD4zy2Aj/PgeVngjzm1cmCTIsM71/oKRdLws7iA+dFeG+2cJNoDffiDb64sMz88BFtyLnw2SYaMaifGNRbHK4jhtaUILDdpeAe+pzvyQwkEBakScNyrJHxHnjdWih0W5A/zsQQFqRIQaFeeMCTKHuGl9lSkDValDVSkDlUl9jPheetxwRcI4O6mLGjrIihxghlSC907zw5/3Y552Z83x/Uxs9/f9mX2EM4X2wDzTdbPGnx3w91uyOMsCHof80wAAH/VJREFU40Zz+p22rJstadt66K+zJdN8v2bCWcsy5Zo6bpLj+WN/9vtR9DDDaZTp+qQz/YYGMsP2rEv84qrASx77cTdqzwtt/IYgaJEfNsLwmxPF/zhAHGV4r4tDZ2l27EBgnHx+sOj0S0PCFb7X2y7Ylth/rsLxpiL0ZUfKq07oc0PyDMOxOffQVVnI83boi46UNaHbhsSzs/DYdWX0rabk+61ZrwZJz/tLHnYSe8qDzJIkCdJqgOn7oAv1egT3tDvrWWf6q+6s0XKnGZbniiDkRgO4n2yvRR2frPBuQZ/tITtock/p0GcGqC6a3FOTbNBSfbIw/QzO/ws1zqk+91ITwTXD+R/UmH2D7Ch+2tkkG0BD9CoO3x18GKhIOoEN/FaQYV0FtapMPlmTdh7j/02ay8cAA+rCQXqL8oJkuAg5PqqBGKMqideWJuipSR2ViF5uVl9NZj8va1CYNSTI6uMhh0TZfTWZ3Zz0Xm7GsDB7TIgarknvq0r9sPjyQyHtY8R3l8f0lcf2MWIHWLFDnNhOqn8TzmlTg3jWj91QQizrldvquHrEzpvKuMqQj/8Yxvw+gFbD9+lRJ96MFD3uLRiq8l+UxjztzxvleK81RC3Xh/0+Q3jRl3XXAH03ihmv8hKk/LCtTrqlS91oiH7QktJecFyN+P5hYwQ7ENiuDf1tuOCODnGvDfXLNO1pT8G7IfzrnuwHmjhFyjc/tibpsvbwoz8dKDr3rCVpQxQwQrbuJ55d5no90SeYWa53ldG3GsLmq91W+Z5/jOc8aYl+2Bzzsht2VRHxqj/vqjJlSwWf4cfdbkFvKjP0hc7tJa53DJnzksifxgufdKbf1sb/2J1+twl8SwOe5/ot8oPG6B4NmUfrYAfVKCtV9ikl6kRV7DfyzEOsmK/D9gMtJW5MyEGs/xf8tNNDnEgm5KAo41ye16fpjn+tTDwcdBjoZICKwnfkeH+a6/kJB25VHL6bnngsx+s/mR6fl8cfJYTtBmgplyvhLrxsHwk6WIoNk+MjlcRYTQm4lZbazoB1ViC6WHBjFaybndpfDevnIYaFmUOCrEF+5iA/c5iXOchF9lchelnQgSpYDzOphw7uZUB66HHd9Oh+ZtxwFWSAFTvGgzQRvXREt6t61Foj9Jou7f1kyTVdSluxjVkctlwbua1OmqsJoYA+FcEPvJkqHReGz0ii7htREuTBIZbHk96MF31Zz7qRt3VJlvu1b4awguR9s4LIq2rE9aa0h21pDw3QDVn4656soTI7Xd5xyzz15zHC60Hc835MgcdfB8rdO4jW7YVnZ1gelhm8iePVlHu0j2yrzz3+fiBvRRg0SXcVxH0ljP/6x06EiemkTv9hjHKxJXfXhsjtfR/0XlO0kXj6TV/mPM//pjZpkh1gINiZRdGzgsgfB/BPjfmt+EsTLJ8lQfAvw5hVCUic8sXPE6hZrnsz9tSmLLoh4/iVusTramQPyYebcLCl0GmjMaUx10qZd4oZ8wUneVdXRYCW5JXt/QkG9CU3/VQV7Fh9wWUlwYmVepibfgLt+4m+xFmJs61FnanNPi1AnqqCnwo5AZCiDwiy7RNt/hZ3AQCoSdZMmB03y0OY6y9Bg+oKQhWFUUpirJYE0ZUmtJQntjFSupgp3ZUpfZzUwRpEf01aHxfRx03v46YPcpED1en9VYjeStggG95XmdLLSOxlxHfTYrvKI3toUQMVcc3F/iPVEAPZ30gPvtacu92Cutmes66F9TK8HvbkPuzJfTaIm+AG86D758RRU/zwFrL7gjJ1RZU6JYq81YYcrvLspdk/7IAvikFbjdE/9qPaiZcetGXfMWT1lfssSGJvaBLXpWH9pZeH6c73WmDtxEs3tKnXdbDfZylvx/DLtZGbjXHXlHE3tQkmjtc8z4/gBSiyDltmy1ZqIwfLnCeYXldlMdqsY5u14b1F5+Up377rgd9uCN6SeK2LXJZ5zpYrFAH461G6s+VB7Zo0+p4hbU0BXlOAV+rjJrmgN4MFEywfdtQXbZizj/TQTVlof9m57lKrqWpnVc7hK7KYK1Lwwzb0veb8LpLPRkP6cGUoLfI7aeYJasQX3JTvp4WhCtzlepyTqsg1z/9zQvi3YGsA5f1PHdlNmG2FDfqMFPlVbY4VD3GoBn4Q5Q7QwN8zUw6XJx4W5tgKc+zwYXtxIbsBMvgsLeVSVbpTTbanIMdPnB8oxYTKcRGqolhNSbyeAmkpT+ygJ3Uxk3pY0H4OvJudaqyCGqtg3Wx4HxvRz0nrY8F7K2FDHERfZUofM6mXEW8sj+mghHdRwnvp0YOs2DFuQhs5YEmetqVDmSTgq03pG+rUx32Y1+PFr8aKVhuS9AQ7UdrRiZpQA8m9Jv2soSyQCzvJR5wYYYO2dbDFuvCn3chHHXBK8F/n+H6MyE/7y53ej+Iftme9Hca9H8p/1pk2w/bcaoi5oUl8YswcZ/k86shUok5Msv2eGVGWWfIM20uSsuO+LmlZBGrDn2sjnn/QinhmzGrOt9qURXdgz69LIvqKbKaZbiamyyTN9mVb0mNd5E15wLYsoBV99LYaXOr/lwmWx5POrEcdmbXph4crfcbY/lcaIJY5ymC5a3fRpU7cBV320QGy7VyN24rU/8e+jMFyxw1F/J1m5BDNb4IVek2deUWeOkALqE07IUk/aii63E62U2PPJ14EaIkH1/WoUUFcLztUkntRkn22meTWUe7VWxkgzTndgLkgQ52SZp9U5J0pDv1PXf55VbETN/MUPuJblN+/i6J2AcTok2TwWUaqLRvpzM3yEOT41WGC5LgITUl8ExnygbCdltjJSDZWQHtY0A+EXaxUYxWsj43oYyM+EPazUnsrkj8QdlGj20pDO0pDe2hRXdTQ9tJAFdpxQ5v1oAu/rUO9GCq5acg218Z2UdxXFIl6gl1ToV0byVWJtlYW2FcmW9UgL1VDzyrQDnWZZxbq4qZ5ID3WqiHrgDb/yIO2pLstiYviALMwYEEU+LAd9mMXck0c/NKYcb85eYzhckOTOMcLut+a3kawGWK4vh/BXleD7+mTtuSRUugP01Uef8wQ3o6gn3dn32uB6fNOCRN23G+CduIuVEd+Plxq964743UnfEvst8h2MbPsLRN5KwL/FSFoiuXRjD5pmSvVYc42Yy8uy2Lxvn/TYc6/HylcrYsysf1Hyl02aiMHyJefdcKfdMGnq71GGC4LorAlSVQT+kId/Gh95ullacJiLfj1cNEUL6wh94xJGCbNPpnn/QkW9JU0x2azJXeoOkJX7NZO9W4mucnzL3Bhh/sq/XqYPh1lLr0MLxnqVB3qVGXqvkrYQU7GsTLIblLcLkrCPgAbfogYc5ySdK4CbsfJcOHneNdhAuWFYcqiKHVJzIer5FZqYjstsYuZ0l2Z2lv9IYgwYxWstwr+P8JuRpKRntBDT+ihx3VSolrJIR8IO0igiWpwJ8mvlwaarI5ZlKbcac+f5EXQondosLZKtLUAflSFtauBHauGHqlMPMpLs61KtZbluEgyL0/x4gYYgQaCXWXMF7M832GG3cNWyC1t1Los8F4ruINwYqMetMDzmq/x3m6I/HMKP8/zX6kNva1LuW+Ar9SG32pKftaRMcf1neN4W0yEQbLNVn3YCyPyZX/2fUPq+xHM6z7UPM+/KefEldqIbUXMHMfnQVPSfLXXA03cz/3I6/XBG6KAbXnEdKV7T4lNRfgnPWS7VWl0TcJOI8nxth7x6yRpmh14XZ00Vx14tyn1RRdqsMzx/Qh2sspbiz41UuFuJNm3EWy2GhOnOIFi+OEZXtiWCtpJcnk/TjaLohvzznVRPLd02Vebczsofs0lngaS57wsZZQboSM6y7LP0KJ3dJa59dK920nOvTQvXeGlzjI3KfpCHcZaWmBDCP+2LH5vtvcnQH7wHlzEQRL4ZHnKhUqEPTfLTZLvK8MG1aIDpAXBCny4qjhaR4ozUBI66CnGiv9LYWcltLMS2l2Z2sOC9VbCeipSO6jgDmp8Nw3STYvtKIs0kII7SkP7aBGDjIgeSrAy116Za78igw1VhAhgJzMdgeGqkF9nK260oDrLvBoxttzUo5yUo9IcW1meW2XS+QqIVTX0bDcV1FHqOVzhPysM6SHbthFO326KfjOQNsa07SadfNwBnq12Hiu/9Kg5QZO5/4+Jgj/GcVfqwu7poJuKWE3uiRc9WQv8AGXmASPx7DVFhAjyxW1NjGWa8GoA9aIn67oabLnCfGHMsMxT/5ggWpZpYzTnF+3pV0TBDzRgI9Zqge1pMRHnub6qjAMtmFNNuccWRSEdRGszP/hDU2aiyv9JB+pxe/ZNVYoMtv91L2aQ6j5R6TfG9NlWp3STndoINrL0Q3MC0CDdZU0Rt1AbNScKr4zdocfZLtVBtAW2yjwbI8VvSgiWZl4I3AsocmxutuTxYccoEd81Ex0L/T5B2gNGivtkTWhbiVMvzVNPsDMyAnvYYZy000mXgeLIPZkenwO5oB8KwvYWxR4pSzxNg15kpTnwUe7iPB8Byluc5/dBUU2M+qDYTktuZya30iEGWoKBltBBT+piphgZKUZGSjsl/n+E7aURzcWgNlJwb3l4FznQSPLvKPIpD91Vm3YW5fQRNfz79ca0P8ycLU1mV5lvXca5XmbQnU5sBeQAMfi/gozLoix7KcpBgXZigQ825Fl3klyMZc6jTPcWnNWDlqRptouZ67Yu9V8WeS3UuC1w3dclgYb8Y6LEry1L1PbCM1vyqCGqQ7E38LgNfl+X/LA5RZ9zGOcE6DL38WL/3V18casx+poq9se+rBsayEy1Dx/yzUND6i9DWEP+6VVh6M9D6Da01SLXb0MSeqsxToHY+6QVviIOvqWBjJS7dJMuvxvGdRbZ9pCctpXJ4xW+VxsSJyr9ViTR/WXu95oz2vH2Ww0pt3XIFtwlHea8DHlADNtZHvZxTfL3T3qyV+pjtptS81wAot+nGw1pdciz8uyLaow9G3IQfApoxrvc0OfIs88by7zFiOPOnwGRh4C+cp8pbmh7sRMl9EsB/Dgt7hAhZA/C4VNa/Ek52ouTagPkgn7AhO4hRB8igY9Tks4wYDYcpBMf5S7M8ZLk+0sLQPLCMBUhUlMUrSdBWsogekq8riymqTRWVxbXSoW00xK76Mld9OQPhD30hG5abBs5XF8UaCgG9VDDjKWgrhK/rhI/cuB3Y1WRtWlnuUlH1hTwbqp/B9n7SmPa7Vb0ND9uTYXgph5vJXsZyL7yfHt2yrF0B0CNsR9igVToC6BdgDr3VG+p/QtjxoYs/J4O8qMRvir0W5cEvutOv6WI2JZH5F8G7jUlLvEDbqrBW/IoedpeedreZQFIlrpzqPTSj52Ih9p4Ouiv3Lgv/pghbCgibzZBZGl7jSU25hq/aw0xlkW6DnWiOurL2SrfG4r4FX5wG/rM4xaEZY78phc1SLG/oYpfEgTf00Fna0ADVJdZbrAy6+RzY951VcqmPPG5ET3K8JUjTy4I4x+05i9LwDe1aRVRX1ND/2XAnx1juUUcArrKbNcUMbPCMLMoeqo6sovkLYSezHH8aKomppvih/P+d9IZYIAR1FXqxU06JM2wGqoI1GIuteAdSgL/LUEcbSqwyXX5KMf9Pxc/Bi5/BjQVBdUg7HGB+wCk99eogB3Y8H1FsUdKE6xo0PNVaXbcTBc+yl2U6y0tCJAXhnwg1JWA9eT4ptJYLTlKQ4rWkmOaS+NaqZB2akI7NaGdEm+kJ3TTIG3k8OaiYAMpuJ0c0kECNRW4DDFCRivDERcBhDXQSvTIcfp7wilghh83VBFypQG2ooCuKKCDlYFtJPcWkouB7CrNOV2Hsmorc52vi6PHfIe4BCiyrTYUEDXKqjZlj5kbsCoMNbN9rkojzWzvlRrfTXHg83aYOOHrbuKFd/25g2WOD5phD1vgMvju2uTv27GnX3alPWtL/W0QdUsZk2UDbMijHnekLUtCthpi9JhTvaRLT9oRD1vgHYUXONFfi5N2WWapc+yAZX7odQVkXRKhzTla7A3MVvs05ZxYFYc9MiCuyuOVWSdV2acmWYFbiiTLLONJZ75ljqnKu1gNOfSoE79WD1XnW99ryzYJgsVpuxU5h66qYmf5/kby5ZqEncW+//pplNKMcfT/DtAVON7UZRf5fT4vAtelWemxDpp8W2n66R6K11U1opXoxIz+vj7rTEPOeWOZ5wg7tCrxWEnonga0a122fbrDJ9XQ8wDC44tM3/+iQ3YTog+VxJ+gJJ2pgFmz0+05SAdetpsoz6sO46/ABjcWhquJUdriGC05RkOK1JCim0pjDRRwW3lCR3liR3lia2lsBzW+ixrfSgr7QNhGCm4vCeynhbQXe7URPXjJx+eECcZSP+g5AGENMGP28FKO9Jb7LUkTNlXwMU7Q0z5sN82DEvk5xgdYU4ItaxX3urItt8R32rKu69PWG5ItJrom52w97Mh8dfCaIPKKMGqY7NyJsZqtcm8vONlNvGDZYJk43iPlLu8HMb0ll6Wpe3SoE8MUBzHkv1dlYQtsz/tNEEboxzWQb552ZXYVW9/RJ69Jw3V5x00c79/G8FOVXjH7gKftme/6MJMMr8Wa0Nkq/zva5KbcY13EC9NVnh2FFyaYHmgHYKDUYU0SaSx2uKVFZNsBvIS9y9IEDdrm5wnaeFXkMDP0iZHQgneoSdq7pgDfbIaaJUGthHN9VHte0g5x6n5O3M5+ivdcTVx58HeTnIgBWoAo9fijTmwf1a8uzao87Ds91mGkEiRMPdKAOlefdUaNtpFlnm4vcW0jufLgx9soPqO86LLonQaytxLrCEBdPk/3+iYn8Hts+L4P5bQ8+TQz9SI7/TI300mY615X4KfAgpT4MDUxQlscpSwKUxaFqUuiPhC2UiFtFEhrGbi5JMpAjm4jR7cUh+iJQS0lQa0lQa2kwA6ynx7vqsi2GWKGXlGkPeoiqPPtpcjzugJHDnh/C96hr9xrnA0aZQVYrrCnavzlqIOKvIO32lJutCTf70JuaZOuNcHHOEETnNC3QyU3VGmrwvir0sS+IpdNMbi78PI8x7cLd5bsBfw5gZ9lezekH9yUxd7Wpd5rQTTln0JdAgQJ/4VbAeN054GSSw/0yfM1gT1kO2Hyrplqv/X66GG665o03IA7M1juvNUQ14g8siQIXeSHXQKAdqztb2PFqsxjD5phf4wXthWcXhOHKJEHBPHfjtHd7ulgm3LICN0HaQPUQPb0ULzIoK+WZdBNZYYs48KCONGyyFVkn7b+KyBI3TPG9h6gOXeRbPlJO0crfBZEUbWwI3PcyDa8MynwS12BvZHsNc2NkqafZkT+IIQdX6lP0eEcaJHfC1KPpV4AEk8DfYyAQr9PMF5/k2QfKQr9p5Z4UYA8kO4CpFwGgCTHz+DuX2b57cgP3oWL2E+MOVyWcJKWcqYScZGDtOOjnCVor/oC/wZckIoQqikKlxcGKfDBjcRwdUmUjhSjJ8fqiqO1xMgmYriuKLy5KFxPDNITg5qLQYZikKEkoLnIq5saoMY44P2+uN6UM8QMFcGsrmmzprlRYvixxdq4ayqoqSbYWGI3WeWtzj3SS7W+1RxrFvktyUKvahKW5TFz4qi7bblbyrR7rfnPu/GdBOclXswjfRbB5a9jFK+ZCi9Tldccx+d6I/i2JummNkWdc9LMD+4hOXWT7KdZvmuS8E7cBXO1r7Hw/KOW1AfNiHl+WFeR/YIwVAzdo8ecNvNBBtyZMtA/DLhzA6VOZi5oWRhRHfPtA33G236sAXNujO72rD2tHrZ7RRjUkn/SkH96gGSvyTzeT3bOsQOaCy5d06St1KdsKNOHK8LutWG3VJmqXNu7hrz2Ypek0wDG/S+C1H03m6CdxZeFKbtl6UdGmN6avHMDFM8hmg8vYX9dmhXG7R8S+MmWQiddgX03xWeiOkKMOOm3A2jIuVjg/a+0y0B51PfSrNNor7/qSRcosZ9SYj8lRX5MjvmEkfgNkGD3Warrlxk+O3JBuzChe/BRB0nxRymJJ8uTrRip59jISzVZjuIc97p8n/oCfwUWVI8D1eNACnyosihCWxylKYpUFYY1YkM0+FB1YbC2MFhHAOmJQfqiwGZiQHORnxrr0sMIMtICky4A3ORjvTSQMs/2tiF/tDJEk3t+jh/+pDPLzAe1YE514M+uSkDKrF2dxJM3m+K3NeCVuqiXQ7iratgdA8rEi/ltmjnKDFoWxa9I4oYpnvZ/BaYrfK4r4pf5wRu1kbOcgCVB6O0m+Ivu/I4iuzaCXTP2Yjvetjzk06lKnydt6d0Em+Eyp+uNSd1Ex5sa+ADFbazC65kxa7YmIPMSMEB1etyBbMo/xYr+ih76n6Fyj2l20HiF70CpUzvu/M1GyFVZjAj839rEHdLkXdVRX64IwtbrYpVZVvOCqC1l2qYKua1DjXGiBujBLwZIr4bLJqqj4BeACU4owhroKHHup3oMlLv3lrlURn8jSNzdVnipg3C5p9R1QRjdRXavTTvRQ/GSZlhNcsOXpEl9NH9zLUSIOFHo929u6tG2Us8BVvCkIIYJ2VmZ8I0IuVuYuTfuDCDLOyFAHgAgl/+d4vRlute3qIAf8oP3YMP3FcUcIoOPURJP0qFnWGnW1ZmXBdlOHxRlGD8ZNrAeB5IXhjQSwzVFkWpihBIX2lAQrC4MUWJBaixIRwA1FwXriAE6vJ+e6KsluGsJru0UP1LYDqcvgBvNeWsK+LwEMseLWhRH95e5Pm5NWxEHyRE7hQlfSJK/bMed6Ci0utOUcF2dcL8FuS5PuGNArStgt/Sop9348pCvueDdD1uz5wUhHYUXfh8nXJXFtOPOW6ZIrYUXe8nOz7rzRiv8zIKIBVHUPUNmDXgXN/77rXqwmQvaqI02sfyWBVFXJPGjDL862GEJdL+xxO6aEtxbat+Gv7AmjXw7hHnYliZK3ttX6vLnNHW8wnewzPlKbcQAyX6U6nKrMX6QdLnU+y/MoH9N0D1XRJELgsj2YpcxVuisCNJCdO8qD5jhx/VQ/aUZ59YUcFbsHozbP4r8PqdHfjdZFdRZ7ChOPciF/KDJPdVBvMQF/xftAixIYuvSTw7Q/XTYy+EHgA6S2xg7bLgqpAZ6ZIAV3Er28NoBaAodarPO4vw/y3QBSsM/5yTvaitzESKPVSXvp8X9AMRf+jTJ4T8Ij2+y/HbkBO7EhO4hRB0ojj1MTTpBh1qx0i5+IBTluNTmeUrRvrVov1q0n7QAJC8MUeLDVITw/6WwsSBQVRD4P8KmQl8dwaeHGSovsFfiXfO8PiuL3KnFOokRVj1U336K5zjLj5/4Aw/8dR30O0P+oRmWgyH/UE3MZ1MMt7rkXUMUt6kq0BwvakuZ9ma4tBnv1EHy2NYiUs4C3WQHI/lSWdBH9ci92w3xG9KYu01wnBugzLIaontfU6b+Ok39ZYry2wyVFvZlZ7H9phyizbO6o4XeVKX0lbiOUv0MWFui199pIZ+3E2wUGYemOb4G3JkPnZ1nxqxrquQ1WdzdlowlUeSmLBbnAizxgjbrorbqIpqyjgyU2M6yfAz5Z/tIToNUTwnieH+5vzTzPDN2Hyfl2KocRgr6qjbdSodzqM+6kGEHYD0+kaaf3pCnTlaFfEi2scROkXFIk3tstNJDg77Ait/djHdgxvxg/y8gww4gBPz7gRFTjzpfHrNTjbNnQPZWpRzqpPlmuv41+SLASTzMTT6G9/uqMu4IM+ZIecQhINb60wS7z2Gu32T47EAF/PDhRCTEHCyFHKckn2KknmOlWXOQdtxMJ162iyDHQ4DyFOb4iPP86jCBDbiQxsJQJS60ERf0gbAR668jBLcUh+iIAVq8nxbvq8Z5avAeBrJ3VcqRlhI3eZ41LWpXTfLR9mKXRXH0FVkUO/qzyvC/m1hOt5QRvUVn+fFfz1T6TjB9uDHf95d5XFen3WrKetqNV+VdjDoE9FI977ZmdZLta9P3T7A9xbCdypxjjzoyi30/Kgv6tNjv49U68M+T1Pvtea9Hi6Z4YQa8cxfZ3VQTPFnlPcH0WRPHDpa631TCrjak+H8DEL3/okIdU6FOzAtC5niBZj5oWxWvzjl+pR6iQp3tLXN71JFt4gb2lTm1FpwfprquiaJ0qFOWefqztsw7WmgPyWmI7t2Yc3aIGVCTfLQJ5zxZE8tLOXKlAdZPD2gvcW/IsSkBfU3w+VyLttehL9NCv1XnnKuFHx6meW4o4iervEeYnlcUiY+60XUZJ5LOAuzEfT00n5Lgr7rp/qsKuCLftjxmtzzPugKyj59+sqnIuTLpUAvRszHXkRCwM/IIEHsScP8WAMLP/SvG5t8JDl+luH4D8/gW6ft9TtBedPh+QvQRfOxhEvgkNfl8BcK2Kt2xKt2xKt2Jn+3Fz/YS5/lJC0DygiBpfoAM7a/4fwF8AYP+eE6XbEKec0ikeUyleUykeEmkeEmjd0ijdEatfFGnd0egcjasfzzBlU6gcy/Jm13KmV++i1LNmV28h0GqdSnBiji3fi2+gze/hD6ETQycZibjrW3Fj0+0fj60fj6mcDC+iEjHkVF3RAOndDPBjk2UYyHYp2TtvXu/kEytfjjOnla9i0KVYBqSXRvBi0/ns3rcqm/QoVu0h0Ppuoa2hU2icCe8hzvFikixdTbDikPXnlfboWKdYyOvdyzLk0bGkErkrWrZomGrdS/Qm0+VXxeNVxmrdTnXomDHkk7VoFzbpmSibCyveTvcpmqzfUHlr3HcpmbKlVO+iUW6iEO8ikW+i0nLmFmsej22hEfEkVLCj1DNmlvBjk+kcDSteT2CThSzf0W1gUewfEBoNACcaSrHkVG1gkC9iEaweze4gz+ndTCwfzq+j0uqfTy0iEmyhkm9j1Ose0Gyf0aFUhmGVBmebjCQYiSSaSegdDVuPgCse0GTZi+RZzV+WSxhPxKbiSSivR5zvQAAAABJRU5ErkJggg==" /><span style="color: blue;"><span style="color: black;"> </span></span><br />
<span style="color: blue;"><span style="color: black;"> casal e seus ovinhos.</span></span><br />
<img alt="" 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" /><br />
<span style="color: blue;"><span style="color: black;">casal de calopsitas.</span> </span><br />
<span style="color: blue;">reprodução:</span><br />
Algumas mutações de calopsitas têm <a href="http://pt.wikipedia.org/wiki/Dimorfismo_sexual" title="Dimorfismo sexual">dimorfismo sexual</a> quando adultas. A maioria das calopsitas, todavia, apenas podem ter o sexo identificado com segurança através do exame de DNA. Que custa de cerca de 12 até 15 reais.<br />
A reprodução poderá ser feita a partir de 12 meses durante todo o ano, mas é aconselhável tirar apenas duas ou três ninhadas por ano. Tem uma postura de quatro a sete ovos com incubação de 17 a 22 dias. Os filhotes devem ser separados dos pais com oito semanas de vida.<br />
De acordo com experiencias mais atuais, pode-se constatar que em sua primeira postura, a fêmea acasalando com um macho de idade inferior a 12 meses, produziu quantidade inferior a 4 ovos.<br />
O ninho pode ser horizontal ou vertical, mas geralmente são utilizados ninhos verticais de 30 cm de altura. Fundo do ninho deve ser coberto com turfa ou aparas de madeira. Ambos os sexos chocam, os machos principalmente de dia e as fêmeas de noite.<br />
Na natureza, costuma se reproduzir nas épocas de chuvas, até porque os alimentos aparecem mais fartamente, em cativeiro a reprodução pode ser feita o ano todo, mas principalmente na primavera e/ou verão.Na floresta a mesma Procura geralmente um eucalipto que esteja próximo a água e faz seu ninho em algum buraco já existente na árvore.<br />
É originária da floresta <a href="http://pt.wikipedia.org/wiki/Austr%C3%A1lia" title="Austrália">australiana</a>, e conheceu uma grande expansão por criadores em todo o mundo.Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0tag:blogger.com,1999:blog-1708209529241385692.post-20509511933825448342012-05-18T10:03:00.000-07:002012-05-22T07:52:17.221-07:00Amansando sua calopsita:<img alt="" height="298" src="data:image/png;base64,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<span lang="pt-BR" style="color: #3333cc; font-size: 12pt; font-style: italic; font-weight: bold;">Amansando: </span><span lang="pt-BR" style="color: black; font-size: 12pt;">Calopsitas mansas são adoráveis, não são? Porém, antes de deixar sua calopsita bem mansa e bem manhosa, pense em quão mansa você gostaria que ela ficasse, sem restringir a sua vida e sem causar problemas a ela mesma. Uma calopsita muito mansa pode te seguir pela casa por onde você for, criar transtornos durante as suas refeições e não querer se desalojar de seus ombros e de suas costas em momento algum. Preste atenção em quanto ela fica na sua dependência. Tal dependência pode fazê-la só querer comer quando você estiver por perto e, ao ficar alojada em seus</span><span lang="pt-BR" style="font-size: 12pt;"> ombros, ela deixa de exercitar o físico. Não acostume mal sua ave para não ter futuras dores de cabeça. Pense nos momentos em quando você necessitar viajar, se ausentar, ou mesmo desejar ficar à vontade em sua casa.</span></div>
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<span lang="pt-BR" style="font-size: 12pt;">Uma calopsita pode ser mansa e, ao mesmo tempo, independente. Ela come em seu viveiro, dorme em seu viveiro, explora a casa e tem seus momentos com você sem que isto se torne o ponto central da convivência.</span></div>
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<span lang="pt-BR" style="color: #3333cc; font-size: 12pt; font-style: italic; font-weight: bold;">Como deixar uma calopsita mansa: </span><span lang="pt-BR" style="color: black; font-size: 12pt;">Você acabou de comprar uma calopsita e ela é arisca. Como fazer? Tenha em mente que, filhotes e machos são mais fáceis de amansar. Fêmeas são mais ariscas. Os tipos “silvestres” são mais arredios e os tipos “lutinos”, os mais dóceis. Os tipos “arlequins” costumam ser brincalhões e o processo de “amansamento” é de médio a fácil.</span></div>
</div>Portal das calopsitashttp://www.blogger.com/profile/05806559746921281091noreply@blogger.com0