tag:blogger.com,1999:blog-49843502537357163192024-03-13T14:41:00.230-03:00CIÊNCIA PARA A VIDAVivemos na era da Ciência e da Tecnologia. Todos os dias surgem novas descobertas. Precisamos estar preparados para viver num mundo complexo e de rápidas mudanças científicas e tecnológicas. Temos de adquirir a capacidade de entender a ciência e de desenvolver formas de pensar que nos permitam adaptar à contínua evolução do Mundo. É a ciência que nos permite adquirir os conhecimentos que nos ajudarão a resolver os problemas da vida real.Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.comBlogger72125tag:blogger.com,1999:blog-4984350253735716319.post-49793597631754580982012-07-06T17:57:00.003-03:002012-07-06T18:09:53.781-03:00Número 7: Cortar ou Não?<div class="separator" style="clear: both; text-align: center;">
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Pôxa, tenho aprendido tantas coisas e obtido muitas informações sobre assuntos variados que interessam a todos os emergentes desse nosso lindo planeta (e por isso me interessam também), mas não tive tempo de parar aqui para compartilhar. E agora, como aconteceu da última vez, deu-me uma vontade repentina de escrever, após conversar com um amigo numa rede social. Percebo que, assim como ele, muitas pessoas tem dúvida sobre qual é a grafia correta do número 7 (sete).<br />
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É bom lembrar que o nosso sistema de numeração é originário do sistema indo-arábico. <span style="background-color: white;"> Já viu antes um texto escrito em árabe? A forma manuscrita, esquisita para os povos ocidentais, traz indícios de uma escrita rápida, como a escrita das taquigrafas atuais. Nos livros produzidos pelos sábios árabes de onde os ocidentais da Idade Média copiaram os algarismos que usamos até hoje, os algarismos eram manuscritos, e as "letras" dos escribas, hindus ou árabes, eram muito diferentes entre si, tal como são nossas assinaturas.</span></div>
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No quadro abaixo pode-se perceber a evolução da forma dos algarismos <i>hindu-arabicos</i>. A forma dos algarismos só se estabilizou com a invenção da imprensa por Gutemberg no fim do séc. XV.</div>
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<span style="background-color: white;">O traço do sete é um recurso utilizado nas escolas para que os alunos das séries iniciais diferenciem sua forma, da escrita do número 1. O mesmo recurso tem sido utilizado em atividades relacionadas à informática, para orientar os digitadores na diferenciação do "zero" em relação à letra "O". O zero é colocando-se um traço interno na diagonal.</span></div>
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<span style="background-color: white;">Uma lenda muito divertida é contada no blog <a href="http://matemagicasenumeros.blogspot.com.br/2011/04/matemagica-legal-numero-contraventor.html">Matemágicas e Números</a>. Leiam! que vocês vão rir muito, assim como eu!</span></div>
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<span style="background-color: white;"><br /></span></div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com23tag:blogger.com,1999:blog-4984350253735716319.post-86087252070578440312012-03-11T06:46:00.000-03:002012-03-11T06:46:30.440-03:00De volta! com o Pavão-brancoÀs vezes passo algum tempo "off", mas isso quer dizer que estou dedicando o meu tempo a outras atividades, que não a de escrever. Li uma informação no Facebook, postada pela minha prima Iara (SSA-BA), que me inspirou a voltar a escrever aqui no blog. As Ciências me apaixonam, pois me sinto ligada intimamente com a natureza, seja ela viva ou inanimada...<br />
Tenho muitas coisas para contar, que aprendi, mas agora registro aqui o que eu li (de Iara):<br />
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<span style="font-size: large;">Pavão-branco</span></div>
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São uma variação dos pavões,assim como os azuis!<br />
Origem: Índia e Sri Lanka.<br />
Características: é a mesma espécie do pavão azul. Mantém os mesmos hábitos.<br />
Os de cor branca surgiram, há milhares de anos, quando os chineses o levaram para as montanhas altas e geladas da Manchúria.<br />
A noite o pavão prefere se proteger em cima de árvores ou arbustos um pouco mais altos, de lá ele emite os sons estridentes avisando as demais aves sobre a aproximação de predadores.<br />
A cauda dos pavões macho que é utilizada para atrair e cortejar as fêmeas, é um exemplo de encantamento sexual, e embora tenha o nome de cauda, esta é na realidade formada pelas penas superiores da sua cobertura.<br />
A sua postura é de até 28 ovos que levam 28 dias a chocar. Os ovos são castanho claros e são postos um por dia, geralmente de tarde. O macho não ajuda no cuidado dos ovos e é polígamo, podendo ter até seis fêmeas. O pavão é uma das aves que menos come em relação ao seu peso, cerca de 50 gramas por dia, enquanto uma galinha consome, em média, 110 gramas diárias.<br />
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Ele não é LINDO? e CHIQUE? Amei...<br /><br />Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-82873746785838315742011-11-16T22:09:00.001-02:002011-11-16T22:56:44.415-02:00Feira de Ciências da E.P.O.M.<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6NLCv3V0ohyphenhyphenMkCDi8j9x4hw025JFcWUik0H5W2twmvkBbCRAH4AAIN_yj1row1pPGrSIYFd-YAV1NUOryvwOa7InQMYzM0zZ3WW2sKxIVUomVpvn_SSsA_WEmrhwu2bHAbVBUnQTjGz0B/s1600/Camisa_teia-da-vida.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="266" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh6NLCv3V0ohyphenhyphenMkCDi8j9x4hw025JFcWUik0H5W2twmvkBbCRAH4AAIN_yj1row1pPGrSIYFd-YAV1NUOryvwOa7InQMYzM0zZ3WW2sKxIVUomVpvn_SSsA_WEmrhwu2bHAbVBUnQTjGz0B/s320/Camisa_teia-da-vida.jpg" width="320" /></a><br />
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<span class="Apple-style-span" style="font-family: inherit;">Na próxima sexta-feira, 18 de novembro</span>, das 8 às 11 horas, a Escola Prof. Otávio Monteiro (E.P.O.M.) irá apresentar a exposição de mais uma FEIRA DE CIÊNCIAS. O tema deste ano é TEIA DA VIDA, que irá abordar as inter-conexões entre as milhares de espécies de seres vivos que habitam o planeta, com os seus papéis e comportamentos variados.</div>
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<span class="Apple-style-span" style="font-family: inherit;">Segundo Frijot Capra (físico, 1999), <span class="Apple-style-span" style="line-height: 24px;">o paradigma atual concebeu
uma visão de mundo holística – um mundo como um todo integrado, também podendo
ser entendida como uma visão ecológica. A percepção ecológica profunda
reconhece a interdependência fundamental de todos os fenômenos: ela vê o
universo não como uma coleção de objetos isolados, mas como uma rede de
fenômenos que estão fundamentalmente interconectados e são interdependentes. A
ecologia profunda reconhece o valor intrínseco de todos os seres vivos e
concebe os seres humanos apenas como um fio particular da teia da vida.</span></span><br />
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<span class="Apple-style-span" style="font-family: inherit; line-height: 24px;">“Reconectar-se com a teia
da vida significa construir, nutrir e educar comunidades sustentáveis, nas
quais podemos satisfazer nossas aspirações e nossas necessidades sem diminuir
as chances das gerações futuras. Para realizar esta tarefa precisamos
compreender estudos de ecossistemas, compreender os princípios básicos da
ecologia, ser ecologicamente alfabetizado ou “eco-alfabetizado”.</span><br />
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<span class="Apple-style-span" style="font-family: inherit;">Através desse eixo temático, as turmas de 4ª a 8ª séries do Ensino Fundamental irão abordar assuntos como Origem da Vida, Habitat dos seres vivos, Ciclos da natureza, Equilíbrio da vida: Preservação, Renovação e Sustentabilidade, Saúde, Ecologia e Diversidade, Energia e Importância da Química para o mundo, com destaque para o Ano Internacional da Química (A.I.Q.), cujo tema é "Química para um mundo melhor".</span><br />
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<span class="Apple-style-span" style="font-family: inherit;">A comunidade em geral está convidada a visitar os estandes, em frente ao colégio, e aprender um pouco mais com esses alunos.</span></div>
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<br />Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-82073828702922550382011-11-03T13:51:00.006-02:002011-11-03T20:27:54.928-02:00Ano Internacional da Química<div style="text-align: center;">
2011- ANO INTERNACIONAL DA QUÍMICA</div>
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QUÍMICA PARA UM MUNDO MELHOR</div>
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Elaborei uns slides para apresentar no Workshop "Ciência no Cotidiano"do Colégio Estadual Luís Eduardo Magalhães (Ibicaraí), como divulgação do Ano Internacional da Química (2011), que teve como consequência a produção do video que apresento aqui para vocês.<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dx2ANp0P1v8b1EFYa_D1poZ6Tv4QoD0rPog5HRtrziBXjbdiwy06B0l3cGQHdS_59NB6x72XdZ1ZQy-VARd-Q' class='b-hbp-video b-uploaded' frameborder='0'></iframe></div>
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Mais informações no site: <a href="http://quimica2011.org.br/">quimica2011.org.br</a></div>
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<br /></div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-38204975249236304522011-08-30T07:26:00.000-03:002011-08-30T07:26:14.102-03:00Cientista de 13 anos revoluciona a forma de captar energia<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzTjJQ0M-nX-YqeBb8UpsQ6oA9GrbMR4GRo1AGrmw9LtwLouNeOE6ycNidqosGSoZZ9MjtaH9-6tciyPVliWbQEVkLrTnxOCGoP8J135vJSGM1Xs3SDZ7VtTGEYRO7D3I60WZNXaofb6OM/s1600/solartree2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhzTjJQ0M-nX-YqeBb8UpsQ6oA9GrbMR4GRo1AGrmw9LtwLouNeOE6ycNidqosGSoZZ9MjtaH9-6tciyPVliWbQEVkLrTnxOCGoP8J135vJSGM1Xs3SDZ7VtTGEYRO7D3I60WZNXaofb6OM/s1600/solartree2.jpg" /></a>A invenção de um menino de 13 anos pode modificar a forma como coletamos energia solar nos dias de hoje. Aidan Dwyer, um rapazinho americano, bolou uma maneira de organizar os painéis solares que garante um melhor aproveitamento da luz e, assim, uma maior produção de energia. Semelhante a uma pequena planta, o invento do menino aumenta a eficiência do mecanismo entre 20% a 50%.</div>
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Instigado pelo mecanismo utilizado pelas árvores para absorver luz solar, Dwyer teve uma idéia que lhe rendeu o prêmio de Jovem Naturalista, concedido pelo Museu Americano de História Natural. A atual maneira de gerar energia através da luz do sol consiste em arranjar os painés solares horizontalmente, ao contrário do sistema bolado pela própria natureza. Após estudar durante algum tempo, o menino decidiu montar em um suporte vertical pequenos painéis, de forma que estes ficassem organizados como folhas em galhos. E funcionou.</div>
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Os testes realizados com o experimento mostram que, comparado ao mecanismo original, a árvore-solar de Dwyer é muito mais eficiente. Inclusive em épocas de menor incidência solar, tais como o inverno, a novidade leva a melhor. Além disso, o sistema, justamente por ser vertical, não é “enterrado” pela neve e também é menos prejudicado pela chuva.</div>
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O menino, ao explicar o funcionamento do seu modelo, ainda ressaltou outra vantagem: para ambientes urbanos, que carecem de espaço, ele é ideal. Além do que, acrescentou, a semelhança com uma árvore torna tudo ainda mais bacana.</div>
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Resta saber se existirão empresas interessadas em replicar a ideia em escala maior. Por enquanto, os modelos do menino tem se saído muitíssimo bem. O mais interessante é que o projeto de Aidan Dwyer não foi feito para uma grande feira internacional, mas sim para a feira de ciências da escola. Aos 13 anos, esse pequeno inventor já conta com diversos entusiastas e alguma notoriedade ao redor do mundo.</div>
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Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-62524870622063338182011-07-14T13:19:00.003-03:002011-07-14T13:19:00.439-03:00Lixo eletrônico: onde descartar?<div style="text-align: center;">
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" /> </div>
<div style="text-align: justify;">
Agora é lei! Aprovada há quase um ano, a Política Nacional de Resíduos Sólidos define regras para a gestão de toda a sucata, na qual se encaixa também o lixo eletrônico. O projeto de lei, que tramitou por mais de 20 anos no Congresso Nacional, responsabiliza as empresas pelo recolhimento de produtos descartáveis. Mas, não só as empresas. Os consumidores também têm responsabilidades perante o novo código.<br />
"Ele trata basicamente de três grandes grupos de registro como os fabricantes, distribuidores, importadores. Eles terão que fazer uma política reversa, ou seja, trazer de volta aquele produto quando ele não tiver mais utilidade", explica João Carlos Redondo, gerente executivo de sustentabilidade da Itautec.<br />
Hoje, os resíduos sólidos, como pneus, geladeiras, televisores, pilhas, baterias, computadores e tudo mais são jogados no lixão comum. A presença de metais pesados e outros elementos químicos traz graves riscos ao meio-ambiente.<br />
A nova lei prevê deveres para todos: desde o fabricante, passando pelo vendedor e, finalmente, chegando ao consumidor.<br />
"Cabe aos vendedores estabelecer um canal para receber este material e a logística de transporte até o reciclador, e cabe ao fabricante informar ao consumidor o que se deve ou não fazer com produto obsoleto, e os cuidados que ele deve ter no manuseio e descarte", conta João Carlos Redondo.<br />
Apesar de ter sido aprovada em agosto do ano passado, a lei dos resíduos sólidos ainda não está em vigor. Faltam muitos desafios a serem vencidos como acordos setoriais, metas para cada categoria de lixo e toda a questão da logística reversa. A expressão significa o processo de recolhimento que as empresas precisam fazer. Sempre se pensou em como distribuir mercadorias. Agora, é preciso criar mecanismos para recolhê-las.</div>
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Fonte: <a href="http://olhardigital.uol.com.br/produtos/central_de_videos/quem_sao_os_responsaveis_pelo_recolhimento_de_produtos_descartaveis">Olhar Digital</a>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-48189294340338444022011-06-20T15:29:00.006-03:002011-06-20T15:38:23.825-03:00Filme "Criação"<div style="text-align: center;"></div><div style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em; text-align: center;"><div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="Capa do filme Criação" height="400" src="http://www.imagemfilmes.com.br/resources/capas/103105_000_c.jpg" width="271" /></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Título Português: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Criação</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Título Original: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Creation</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Gênero: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Romance</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Origem: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Inglaterra</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Versões: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Inglês</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Direção: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Jon Amiel<span class="Apple-tab-span" style="white-space: pre;"> </span></span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Elenco: </span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">• Jennifer Connelly (Emma Darwin)</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">• Jeremy Northam (Reverendo Innes)</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">• Toby Jones (Thomas Huxley)</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">• Paul Bettany (Charles Darwin)</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Duração: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">108 min.</span></b></div></div><div style="text-align: center;"><div style="text-align: center;"><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">Classificação: </span></b><b><span class="Apple-style-span" style="font-family: 'Courier New', Courier, monospace;">10 anos</span></b></div></div><div style="text-align: center;"><br />
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<div style="text-align: justify;">O livro "A Origem das Espécies", lançado em 1859 por Charles Darwin, foi sucesso imediato de vendas e um marco divisor na história da humanidade. Na época, a obra de Darwin foi acusada de "matar" Deus ao provar que o homem é fruto de uma evolução natural, e não de Adão, como prega a Bíblia. Durante boa parte de sua vida, o cientista seguiu os preceitos cristãos e quando morreu, em 1882, foi enterrado em uma cerimônia religiosa. É sobre essa dualidade: ciência versus religião, que fala o longa "Criação".</div></div><div style="text-align: justify;">O Darwin que se vê na tela é bem diferente do velhinho de longas barbas que ilustra os livros de história. Aqui, ele está em seu melhor momento, após retornar da expedição ao redor do mundo a bordo do navio H.M.S Beagle. Em sua casa de campo, a Down House, no interior da Inglaterra, faz diversos experimentos com pombos na tentativa de provar sua tese sobre a evolução, ao mesmo tempo em que cria seus dez filhos.</div><div style="text-align: justify;">Se antes ele era muito religioso e frequentava missas, suas convicções vão, aos poucos, diminuindo conforme avança nas descobertas. A perda completa da fé acontece quando sua filha Anne Darwin morre, com apenas 10 anos. A menina era uma das preferidas de Charles por, logo cedo, mostrar interesse em ciência.</div><div style="text-align: justify;">Além disso, pressionado pelo biólogo Thomas Huxley e o botânico Joseph Hooke, Darwin entra em conflito com sua mulher e prima, Emma Darwin (Jennifer Connelly), que ainda é extremamente religiosa.</div><div style="text-align: justify;">O personagem descobre que modificações genéticas acontecem mais rápido quando são feitas entre parentes próximos. A consequência é que os descendentes poderão ter a saúde mais frágil. Ao saber disso, ele passa a acreditar que sua filha tenha herdado uma estranha doença sua, por ter se casado com uma prima. Apesar de não ficar claro do que a menina morre, tudo indica que ela tenha pegado uma pneumonia. Na história, o cientista sofria com alucinações e via a todo momento sua filha morta, como se fosse um espírito a lhe rondar.</div><div style="text-align: justify;">Dirigido por Jon Amiel, o filme é baseado no livro "Annie''s Box", do ambientalista Randal Keynes, tataraneto de Darwin. Na obra, o autor conta a relação do cientista com sua filha e como, após a morte dela, Charles criou coragem para desafiar a igreja e publicar "A Origem das Espécies". No longa, Darwin é interpretado pelo inglês Paul Bettany, o mesmo que fez Silas, o albino, em "O Código da Vinci" (2006). Já o papel de sua filha é feito pela estreante Martha West. As informações são do Jornal da Tarde. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Resumindo, o filme é muito legal, porém se fixa mais no homem Charles Darwin e não no cientista ou nas suas histórias ao redor do mundo. Quem acha que vai aprender sobre seleção natural vendo o filme, pode esquecer. Por mais que o filme não apresente erros conceituais, pelo contrário, nas partes onde Darwin aparece tentando explicar sua teoria são bem interessantes, mas poucas. Faltou também a reunião na sociedade Lineana, onde foram lidos os trabalhos de Wallace e Darwin. Entretanto, nada disso tira o encantamento de pode assistir uma produção tão bem feita de parte da vida de uma pessoa que mudou a maneira com que o homem se enxerga na economia da natureza. Assistam!</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><object class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://1.gvt0.com/vi/nHS04aG_G70/0.jpg" height="266" width="320"><param name="movie" value="http://www.youtube.com/v/nHS04aG_G70&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/nHS04aG_G70&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div><div style="text-align: center;"><i>Trailer do filme "Criação"</i></div><div style="text-align: center;"><i><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-47757288294675489332011-06-17T14:37:00.002-03:002011-06-17T14:40:13.626-03:00A construção da Usina de Belo Monte<div style="text-align: justify;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtLFuJCW0DWBg6b9RcZouWIR8HoGiOdT3F5z38pm0Tktm1r60WpsUzt-NcdiK5xlQztxy0PRmxgYIqeKhP11BLIl5oQaL2LtKoD_xqCnV2pIVNlRH-51Rg0FqTqCOyMBdMgliKeD_QZm3C/s1600/images+%25281%2529.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="265" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtLFuJCW0DWBg6b9RcZouWIR8HoGiOdT3F5z38pm0Tktm1r60WpsUzt-NcdiK5xlQztxy0PRmxgYIqeKhP11BLIl5oQaL2LtKoD_xqCnV2pIVNlRH-51Rg0FqTqCOyMBdMgliKeD_QZm3C/s400/images+%25281%2529.jpg" width="400" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">O projeto de construção da Usina Hidrelétrica de Belo Monte surgiu há mais de trinta anos, ainda no período de ditadura militar. O projeto foi engavetado em 1989, sob pressões de grupos indígenas liderados pelo cacique Raoni e o cantor Sting, ex-vocalista da banda “The Police”.</div><div style="text-align: justify;">A hidrelétrica de Belo Monte possuirá uma capacidade para abastecer mais de 26 milhões de habitantes. A construção da hidrelétrica ocupará as regiões dos municípios paraenses de Altamira, Anapu, Brasil Novo, Senador José Porfírio e Vitório do Xingu.</div><div style="text-align: justify;">O lago gerado pela usina terá 516 km² de área, inundando 51.600 hectares de floresta, deixará submerso parte do Xingu (Volta Grande) e um terço de Altamira. A instalação da usina desalojará mais de 20 mil pessoas, mas gerará cerca de 80.000 postos de trabalho na sua construção.</div><div style="text-align: justify;">Estima-se que a hidrelétrica de Belo Monte produzirá 11.233 MW de energia em épocas de cheias, que compreendem a quatro meses ao ano, e 4.000 MW nas épocas de baixa.</div><div style="text-align: justify;">Segundo a professora Sônia Barbosa Magalhães, da Universidade Federal do Pará, em análise crítica ao Estudo de Impacto Ambiental (EIMA-RIMA) de Belo Monte, a obra gerará sérias consequências:</div><div style="text-align: justify;"></div><ul><li>Inundação constante dos igarapés de Altamira, no lugar da inundação sazonal;</li>
<li>Redução da vazão da água e bloqueio do transporte fluvial até o Rio Bacajá;</li>
<li>Remanejamento de famílias locais;</li>
<li>Alteração do regime do rio relacionado aos meios bióticos e socioeconômicos.</li>
</ul>Segundo a ONG WWF, a construção da hidrelétrica de Belo Monte poderia ser substituída pela repotencialização das usinas já existentes no país, pela redução do desperdício no sistema de distribuição elétrica, além de investimentos em fontes limpas de energia.<br />
<div style="text-align: justify;">O leilão da construção da usina gerou protestos de grupos indígenas, do Movimento Nacional dos Atingidos por Barragens, com a participação do diretor do filme Avatar, o cineasta canadense James Cameron.</div><div style="text-align: justify;">A barragem principal da Usina de Belo Monte será construída no Rio Xingu, a 40 km da cidade de Altamira. O projeto prevê a construção de duas casas de força, a principal será instalada no Sítio Belo Monte e a secundária junto ao Reservatório do Xingu.</div><div style="text-align: justify;">Entre os defensores da obra está a chefia da Empresa de Pesquisa Energética. Segundo a empresa, a Usina de Belo Monte gerará um investimento 19 vezes maior do que o orçamento atual do estado do Pará. A EPE defende a proposta das obras que, segundo estudos, atingirá um terço da área original a ser alagada.</div><br />
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<div style="text-align: center;">Leia mais informações acessando os links:</div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.socioambiental.org/esp/bm/index.asp">Especial Belo Monte</a></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.socioambiental.org/esp/bm/noticias.asp">Notícias Belo Monte</a></div><div style="text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigLO1ElnG9hNjw6GP_tbFLf7EFIZ5vNmnGB_STuQ7Shz4SsNEbI74MzvNwjJ3YrhQHjUsj39sIk89kBe9ElcULid8tXMlsaj58pnVxvAKE9eJkS7slDXMaZCRyOkAftPKtZUkONVb7D0Od/s1600/hidreletrica-belo-monte-300x169.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="360" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEigLO1ElnG9hNjw6GP_tbFLf7EFIZ5vNmnGB_STuQ7Shz4SsNEbI74MzvNwjJ3YrhQHjUsj39sIk89kBe9ElcULid8tXMlsaj58pnVxvAKE9eJkS7slDXMaZCRyOkAftPKtZUkONVb7D0Od/s640/hidreletrica-belo-monte-300x169.jpg" width="640" /></a></div><div style="text-align: center;"><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-74985998546624761922011-06-05T20:56:00.001-03:002011-06-05T21:01:57.298-03:00Dia Mundial do Meio Ambiente<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboQEwJRGFHINCvkG4zu4o80JW3o8bfdAxGrjyaSnshKDPmEpQBSfBvLf5hTcjVFYb77orSOyrRnpATZ1YKbvGovl4wuC0L_v5tfm5Cknm3sSKPKo-w6PAT_lBwf5QCwCU9y9pQ2wH81IR/s1600/meio-ambiente.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="467" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiboQEwJRGFHINCvkG4zu4o80JW3o8bfdAxGrjyaSnshKDPmEpQBSfBvLf5hTcjVFYb77orSOyrRnpATZ1YKbvGovl4wuC0L_v5tfm5Cknm3sSKPKo-w6PAT_lBwf5QCwCU9y9pQ2wH81IR/s640/meio-ambiente.jpg" width="640" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">O Dia Mundial do Meio Ambiente foi criado pela Assembléia Geral das Nações Unidas em 1972, marcando a abertura da Conferência de Estocolmo sobre Ambiente Humano.</div><div style="text-align: justify;">Desde então no dia <b>05 de Junho</b> é celebrado o Dia Mundial do Meio Ambiente, que chama a atenção e ação política de povos e países para aumentar a conscientização e a preservação ambiental.</div><div style="text-align: justify;"></div><div style="text-align: justify;">Alguns dos principais esforços em relação ao Dia do Meio Ambiente são:</div><div style="text-align: justify;"></div><ul><li>Mostrar o lado humano das questões ambientais;</li>
<li>Capacitar as pessoas a se tornarem agentes ativos do desenvolvimento sustentável;</li>
<li>Promover a compreensão de que é fundamental que comunidades e indivíduos mudem atitudes em relação ao uso dos recursos e das questões ambientais;</li>
<li>Advogar parcerias para garantir que todas as nações e povos desfrutem um futuro mais seguro e mais próspero.</li>
</ul><br />
<div style="text-align: justify;">Em 2011 é o Ano de homenagear as Florestas o tema do Dia Mundial é: “Florestas para o povo“, exaltando o papel das pessoas na gestão, conservação e exploração sustentável das florestas do mundo.<br />
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<i><span class="Apple-style-span" style="color: red;"><b>Videos legais:</b></span></i></div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/neK-syRNR3Y?feature=player_embedded' frameborder='0'></iframe></div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/ZP0nlpSLVb4?feature=player_embedded' frameborder='0'></iframe></div><div style="text-align: justify;"><br />
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<div style="text-align: justify;"><i><span class="Apple-style-span" style="color: red;"><b>Leia mais...</b></span></i><br />
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<i><a href="http://novohamburgo.org/site/destaques/2011/06/05/dia-do-meio-ambiente-da-indignacao-nasce-a-esperanca/">Dia do Meio Ambiente: Da indignação, nasce a esperança.</a></i><br />
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<a href="http://essetalmeioambiente.com/ano-internacional-da-floresta-2011/"><i>Ano Internacional da Floresta - 2011</i></a><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com1tag:blogger.com,1999:blog-4984350253735716319.post-7827083366253332722011-05-22T19:14:00.000-03:002011-05-22T19:14:33.394-03:00Iniciante em Astronomia<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdGti5Yjw-7sYEKe6zqx4_ixdqfLhpeSpL_ilvzmXxH8BD9apo490OJX_zIcQmq95LNaDin9fAGJ6J4Z8VYrcsBJy-hgxIShOrFgPWaNuBtMGGzivGTkB45CwPGc-FlctcMrZffgQXtCK/s1600/observa%25C3%25A7%25C3%25A3o.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgLdGti5Yjw-7sYEKe6zqx4_ixdqfLhpeSpL_ilvzmXxH8BD9apo490OJX_zIcQmq95LNaDin9fAGJ6J4Z8VYrcsBJy-hgxIShOrFgPWaNuBtMGGzivGTkB45CwPGc-FlctcMrZffgQXtCK/s320/observa%25C3%25A7%25C3%25A3o.jpg" width="315" /></a></div><div style="text-align: center;"><br />
</div><div style="text-align: justify;">Todo o iniciante na astronomia tem uma grande vontade de comprar logo um instrumento "potente e barato". Em astronomia isso não existe, "potência" deve ser traduzido por "qualidade" e "qualidade" deve ser traduzido por "preço adequado" - "barato" não é preço adequado a um instrumento astronômico, embora possamos montar um telescópio com peças feitas artesanalmente a um preço razoável, geralmente o instrumento barato é de baixa qualidade e não serve para astronomia.</div><div style="text-align: justify;">Não basta um telescópio na mão e algumas constelações na cabeça para começar a fazer astronomia, é necessário um conhecimento básico do céu para saber para onde apontar o telescópio. Por isso o iniciante deve desistir por um tempo do telescópio e pensar em iniciar na exploração do céu apenas com seus olhos (ou no máximo com um bom binóculo). Pode parecer pouco mas com os olhos nus podemos observar muitas coisas no céu, coisas que nem imaginávamos possíveis de ver sem um instrumento óptico. Claro que é necessário estar num local escuro e, infelizmente, as cidades não oferecem este espaço pois são muito iluminadas. Mas indo para um sítio, montanha, praia ou campo podemos apenas com os olhos observar nebulosas, galáxias, milhares de estrelas, aglomerados abertos e globulares de estrelas, planetas (este mesmo dentro de cidade é possível ver), eventualmente cometas e meteoros. Mas o principal nesta iniciação é ir conhecendo o céu como alguém que está conhecendo um mapa de uma cidade nova. Conhecer as ruas, praças, avenidas e principais pontos turísticos de uma cidade é muito parecido com conhecer o céu. As constelações são como as avenidas, são grandes, largas e apresentam alguma beleza em si. Mas elas também são o caminho para penetrarmos nos bairros do céu, conhecermos as ruas, becos, e pontos onde existem coisas interessantes. As constelações e suas estrelas são as referências que usamos para encontrar os objetos que, a primeira vista, estão escondidos. Por isso os nossos olhos nus são essenciais para fazer este reconhecimento das constelações e suas estrelas principais. Só a prática com mapas e softwares é que vai desenvolver esta habilidade.</div><div style="text-align: justify;">Mas antes de partir para a compra de um instrumento astronômico (binóculo, luneta ou telescópio) o iniciante deve se perguntar:</div><div style="text-align: justify;">- Já tenho um conhecimento razoável do céu para saber para onde apontar o telescópio?</div><div style="text-align: justify;">- Sei identificar os 5 planetas visíveis a olho nu sem auxílio de mapa?</div><div style="text-align: justify;">- Conheço as principais constelações e suas estrelas principais?</div><div style="text-align: justify;">- Sei localizar as principais nebulosas, aglomerados globulares, aglomerados abertos e galáxias (ou antes, sei o que significa cada uma destas classificações) também sem auxílio de mapa?</div><div style="text-align: justify;">Se a resposta foi "não" para todas as perguntas é porque você está realmente iniciando na astronomia e o mais aconselhável seria, antes de adquirir um instrumento, procurar alcançar este conhecimento (que é praticamente gratuito) observando o céu a olho nu mesmo. Por incrível que pareça muitos dos objetos mencionados acima podem ser vistos a olho nu de um local escuro (longe das luzes de cidade). Existem muitos softwares planetários gratuitos na internet que podem auxiliar grandemente neste reconhecimento do céu e mesmo posteriormente quando você estiver melhor equipado.</div><div style="text-align: justify;">Se respondeu "sim" para algumas perguntas acima, você poderia adquirir um binóculo de boa marca (como já disse, os baratos simplesmente NÃO SERVEM para astronomia). Um bom modelo de binóculo é algo entre 7x50 e 10x50. O primeiro número (7x e 10x) é o aumento do binóculo e o segundo número (50) é o diâmetro da objetiva em milímetros.</div><div style="text-align: justify;">Mesmo com todas respostas negativas o conselho para iniciante é a aquisição de um bom binóculo, não mais que isso. Um bom binóculo bem cuidado dura para toda a vida e sempre será útil, mesmo quando você tivere um "mini-Hubble" no quintal.</div><div style="text-align: justify;">Por fim, se você respondeu "sim" a todas as perguntas já estarás um passo adiante do iniciante e poderá pensar numa boa luneta ou telescópio (suponho que você já tenha comprado um binóculo que, como disse, sempre será útil).</div><div style="text-align: justify;">Por que tudo isso? Porque se comprar um telescópio logo de início ele com certeza ficará "encostado" num canto até que tenha o conhecimento necessário para utilizá-lo e isso seria um investimento caro e imobilizado.</div><div style="text-align: justify;">Voltando às perguntas básicas, primeira pergunta é genérica e terás a resposta quando tiver as respostas para as outras 3. Eu a coloquei aqui apenas para que o iniciante sinta o "drama" que é ter um telescópio. Sem conhecimento do céu para onde vamos apontá-lo? Para a Lua é o mais óbvio e qualquer um saberá fazê-lo mas isso é apenas um objeto celeste enquanto temos milhares deles nos aguardando. Então o drama do iniciante é: onde estão os outros objetos celestes que podemos observar com um telescópio, ou antes, com um binóculo ou mesmo a olho nu? Um telescópio tem um campo de visão de frações de grau, ou seja, se você não apontá-lo com boa aproximação para as coordenadas do objeto não verás o objeto, pode até "descobrir" objetos interessantes mas não saberá o que está observando afinal. Por isso eu diria que o fundamento básico é saber para onde estamos olhando e isso começa sabendo a orientação dos pontos cardeais (norte, sul, etc...). Depois necessitamos de um mapa básico com as principais constelações. Partindo de uma constelação conhecida (ex. o Cruzeiro do Sul) podemos começar a viajar para as constelações próximas e aos poucos vamos descobrindo o céu. Conhecendo as constelações e suas principais estrelas podemos usá-las como guia para encontrar os objetos mais tênues como aglomerados, nebulosas e galáxias. Na verdade, se não tiver um telescópio computadorizado que encontra tudo sozinho, esta é a única maneira de encotrar tais objetos celestes, pulando de estrela em estrela.</div><div style="text-align: justify;"><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-11462455010113212522011-05-12T08:21:00.000-03:002011-05-13T17:47:10.622-03:00Droga "Oxi" chega ao Brasil<div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvywWbw-ojHgFJ5yfo8NEywvGOc36HEVJ9wg08x0FuvdejjXf26bKbe48X1m3NrvKlI5Y2Yi8JQ0nn16blfPyaaVpAZWuIO-o_TlK91vuctChCoRZelU9b9Ax8-Z4eEhzQzmZmMdc7SBAW/s1600/oxi-droga-acre-01-size-598.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="180" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvywWbw-ojHgFJ5yfo8NEywvGOc36HEVJ9wg08x0FuvdejjXf26bKbe48X1m3NrvKlI5Y2Yi8JQ0nn16blfPyaaVpAZWuIO-o_TlK91vuctChCoRZelU9b9Ax8-Z4eEhzQzmZmMdc7SBAW/s320/oxi-droga-acre-01-size-598.jpg" width="320" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">O nome é uma abreviação de "oxidado": trata-se de uma mistura de base livre de cocaína e combustível (como querosene ou gasolina). É semelhante ao crack por ser uma pedra branca (amarelada) fumada em cachimbo, que custa mais barato e mata mais rápido. A droga veio da Bolívia e do Peru e entrou no Brasil pelo Acre. Há relatos de que o oxi já tenha deixado viciados nos outros estados da Região Norte e também em Goiás, Distrito Federal, em alguns estados do Nordeste e em São Paulo (nas regiões conhecidas como "cracolândia"). Existe a suspeita de que a pedra já pode ser localizada no Rio de Janeiro, mas a polícia não tem registro de apreensões.</div><div style="text-align: justify;"> Especialistas informam que o derivado tem o poder de dependência no primeiro uso, causando efeitos devastadores no organismo humano: doenças no sistema renal, emagrecimento, diarreia, vômitos e até perda de dentes, por conta do processo corrosivo provocado pela presença dos combustíveis na composição do oxi. </div><div><div style="text-align: justify;"><br />
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</div><b><div style="text-align: justify;"><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="font-size: large;">Informação sobre o Oxi </span></b></span></div></b><div style="text-align: justify;">A nova droga, Oxi, que chegou ao Brasil recentemente, é derivada da cocaína e altamente viciante, fazendo seu usuário ficar dependente em pouquíssimo tempo. </div><div style="text-align: justify;">Fumada ou inalada através de cachimbos, os efeitos são parecidos com o crack, porém tem cerca de cinco vezes mais potência, além de estimular mais euforia que a cocaína. </div><div style="text-align: justify;">A droga Oxi é feita com a mistura de base livre de cocaína, combustível (querosene, gasolina, diesel etc) e permanganato de potássio ou cal. O nome vem da abreviação de oxidado. </div></div><div><div style="text-align: justify;">Esta nova droga está se tornando muito popular, principalmente entre os usuários de crack, por causa do baixo valor. Hoje ela está sendo vendida aos viciados por cerca de apenas R$ 2,00. </div><div style="text-align: justify;"><br />
</div><b><div style="text-align: justify;"><span class="Apple-style-span" style="font-weight: normal;"><b><span class="Apple-style-span" style="font-size: large;">Efeitos do Oxi</span></b></span></div></b></div><div><div style="text-align: justify;">• Paranóia</div><div style="text-align: justify;">• Euforia</div><div style="text-align: justify;">• Sentimento de perseguição</div><div style="text-align: justify;">• Sentimento de medo </div><div style="text-align: justify;">Alguns efeitos colaterais mais comuns são: vômito, diarréia, náuseas, perda rápida de peso, dores estomacais etc. </div><div style="text-align: justify;"><br />
</div><span class="Apple-style-span" style="font-size: large;"><div style="text-align: justify;"><b>Tratamento do Oxi</b></div></span></div><div><div style="text-align: justify;">Como é extremamente nociva ao organismo, podendo levar a morte em pouco tempo, é recomendável que o usuário procure imediatamente ajuda médica, para iniciar o tratamento o mais rápido possível em uma clínica de desintoxicação. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Veja a diferença entre o Crack e Oxi, suas composições, concentração de cocaína, aparência e efeitos no organismo: </div><div style="text-align: justify;"><br />
</div></div><div><div class="separator" style="clear: both; text-align: justify;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhud83j5TMX9YC9jelat6n_IyttiXnFc8gY19uZGjqPvZ7QCg-Fp8tRXsfpobWrhSSCSDAkIghIMAkIQc8AU9OvoWhvl2wkQG3RKKlxnyDv33P2isL5xYiWqQRFcbdMU4U2R6yprb7Laa7_/s1600/info-oxiXcrack2-original.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhud83j5TMX9YC9jelat6n_IyttiXnFc8gY19uZGjqPvZ7QCg-Fp8tRXsfpobWrhSSCSDAkIghIMAkIQc8AU9OvoWhvl2wkQG3RKKlxnyDv33P2isL5xYiWqQRFcbdMU4U2R6yprb7Laa7_/s640/info-oxiXcrack2-original.jpg" width="552" /></a></div><div style="text-align: justify;"><br />
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</div><span class="Apple-style-span" style="font-size: large;"><div style="text-align: justify;"><span class="Apple-style-span" style="font-size: small;"><span class="Apple-style-span" style="font-size: large;"><b>Apreensão da dogra pela primeira vez na Bahia</b></span></span><span class="Apple-style-span" style="font-size: small;"> </span></div></span><div style="text-align: justify;">A Polícia Civil da Bahia realizou nesta semana a primeira apreensão no Estado de oxi, subproduto da cocaína que vem se espalhando pelo País. </div><div style="text-align: justify;">A droga - 86 pedras pequenas e uma grande - foi encontrada em Itapetinga (580 km de Salvador) na terça-feira (10/05/2011), com Venícius Ribeiro Moura, 23 anos, conhecido na região como "Negão". </div><div style="text-align: justify;">A polícia chegou ao traficante durante investigação sobre o furto de um computador. O acusado, apontado como responsável pelo furto, também já havia cumprido pena por tráfico de drogas. </div><div style="text-align: justify;">O oxi se difere do crack, outra droga produzida a partir da pasta-base da cocaína, pela composição química. </div><div style="text-align: justify;">Enquanto o crack é produzido com bicarbonato de sódio e amoníaco, o oxi leva querosene e cal virgem, substâncias mais baratas. </div><div style="text-align: justify;">Como querosene e cal virgem são substâncias corrosivas e altamente tóxicas, o consumo do oxi pode levar à morte ainda mais rapidamente do que o do crack. <img src="file:///C:/Users/OTTOGA~1/AppData/Local/Temp/msohtmlclip1/01/clip_image002.jpg" /></div></div><div style="text-align: justify;"><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com2tag:blogger.com,1999:blog-4984350253735716319.post-30164416974490368252011-05-09T19:15:00.003-03:002011-05-09T19:18:11.783-03:00Imagens inéditas do Sol em alta definição<div style="text-align: justify;"><br />
</div><div><div><img alt="Imagens do Sol foram tiradas do satélite Observador Dinâmico Solar // Nasa (Nasa)" src="http://blstb.msn.com/i/4B/C85F3A4CE7CD3F31BD79D86469363.jpg" /></div><blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">A agência espacial americana Nasa divulgou novas imagens do Sol capturadas pelo seu satélite chamado Observador Dinâmico Solar (SDO, em inglês).</span></blockquote><img alt="A agência espacial monitora detalhes inéditos sobre o campo magnético do astro e a coroa solar // Nasa (Nasa)" src="http://blstb.msn.com/i/7A/73DA6B4B0C34930B432A33C14238.jpg" /><br />
<blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">A Nasa está trabalhando em conjunto com a universidade central de Lancashire (UCLan), na Grã-Bretanha, para monitorar detalhes inéditos sobre o campo magnético do astro e a coroa solar.</span></blockquote><img alt="As imagens têm qualidade dez vezes superior ao de uma televisão em alta definição // Nasa (Nasa)" src="http://blstb.msn.com/i/9E/DA339586A4122D3EBE87AE59BD897.jpg" /><br />
<blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">As imagens têm qualidade dez vezes superior ao de uma televisão em alta definição.</span></blockquote><img alt="A UCLan é um dos centros europeus que estuda dados coletados pelo satélite // Nasa (Nasa)" src="http://blstb.msn.com/i/D3/72651D3F352A53E40E3EC9E094E0.jpg" /><br />
<blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">A UCLan é um dos centros europeus que estuda dados coletados pelo SDO. Na Grã-Bretanha, é o único instituto que fornece fotos com estudos sobre o Sol.</span></blockquote><img alt="O telescópio do satélite faz 80 imagens do Sol a cada minuto // Nasa (Nasa)" src="http://blstb.msn.com/i/EA/6C77E9F36CDB25805FAAACB9CA6452.jpg" /><br />
<blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">O telescópio do satélite faz 80 imagens do Sol a cada minuto, gerando o equivalente a 1,5 terabytes de dados por dia, o equivalente a meio milhão de músicas baixadas no iTunes.</span></blockquote><img alt="Além do interesse científico, as imagens também serão usadas como inspiração para uma obra artística // Nasa (Nasa)" src="http://blstb.msn.com/i/32/FF3B75D381F8842723BD82844DBF.jpg" /><br />
<blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">Além do interesse científico, as imagens também serão usadas como inspiração para uma obra do artista digital Chris Meigh-Andrews, que é professor da mesma universidade</span></blockquote><img alt="As imagens captadas estão sendo projetadas em um telão // Nasa (Nasa)" src="http://blstb.msn.com/i/41/FF61FB2680D79E6596F8839FD3144.jpg" /><br />
<blockquote><span class="Apple-style-span" style="color: #333333; font-family: Tahoma; font-size: 14px; line-height: 18px;">As imagens captadas estão sendo projetadas em um telão em uma das ruas da cidade britânica de Preston até o final desta semana.</span></blockquote><div style="text-align: right;">Fonte: MSN. verde</div><blockquote></blockquote><blockquote></blockquote><blockquote></blockquote><blockquote></blockquote><blockquote></blockquote><blockquote></blockquote></div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com2tag:blogger.com,1999:blog-4984350253735716319.post-23447907506668427542011-05-08T19:17:00.002-03:002011-05-08T19:18:39.581-03:00Ar-condicionado natural<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb1JEcDi_FA31lXLh_ykUFr4SHu6kCCB7HPej0OKsoLduONSEZTNtcqDVHBTkME7Cxbt6-rbPm3OuJu-RFUI6nH5j9yP1V4AhRgxucf4tZkDqNJ4BK3h6YqWCnfsqMYU8ZH5abf5MlxSGR/s1600/images.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgb1JEcDi_FA31lXLh_ykUFr4SHu6kCCB7HPej0OKsoLduONSEZTNtcqDVHBTkME7Cxbt6-rbPm3OuJu-RFUI6nH5j9yP1V4AhRgxucf4tZkDqNJ4BK3h6YqWCnfsqMYU8ZH5abf5MlxSGR/s1600/images.jpg" /></a></div><div style="text-align: justify;">Morar em um país como o Brasil, onde cada região possui um clima diferente, pode ser bom para uns e ruim para outros. Um estudo realizado na Universidade Federal de São Carlos (UFSCar) sobre chaminés solares , no entanto, pode ajudar a refrescar quem vive em áreas mais quentes.</div><div style="text-align: justify;">A chaminé solar desenvolvida pelo professor Maurício Roriz e seus orientandos Fernando Sá Cavalcante e Letícia de Oliveira Neves, do Centro de Ciências Exatas e Tecnologia da UFSCar, adota o mesmo princípio de um aquecedor solar de água e pode ser instalada para estimular a ventilação natural em residências ou escritórios.</div><div style="text-align: justify;">"A chaminé funciona como um coletor solar: os raios solares atravessam um vidro e aquecem uma placa metálica preta, situada abaixo dele. Aquecida, a placa emite calor, mas em frequência diferente da que vem do sol e para a qual o vidro é opaco. Assim, o calor entra, mas não consegue sair", disse Roriz à Agência FAPESP.</div><div style="text-align: justify;">Nos coletores solares convencionais a água se aquece ao circular em tubos que passam sob a placa quente. "Na chaminé solar, em vez de água passa o ar", disse.</div><div style="text-align: justify;">Esse ar-condicionado natural se baseia no chamado ?efeito chaminé?: no interior da estrutura, o ar aquecido se torna mais leve e tende a subir, aspirando o ar dos ambientes e substituindo-o pelo ar exterior, mais puro e geralmente mais confortável, particularmente nos climas típicos do Brasil.</div><div style="text-align: justify;">"Trata-se, portanto, de um processo de ventilação provocado por diferenças de temperatura e de pressão, sendo muito eficiente para promover o conforto térmico nas horas quentes, mesmo em áreas urbanas densamente ocupadas, onde os obstáculos impedem o aproveitamento da ação direta do vento", comentou Roriz.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b>Arquitetura bioclimática</b></div><div style="text-align: justify;"><b><br />
</b></div><div style="text-align: justify;">Por uma conjugação de diversos fatores, as cidades se tornam cada vez menos confortáveis, provocando as chamadas ilhas urbanas de calor. "Além dos obstáculos à ventilação natural, as áreas com pavimentação impermeável crescem, invadindo os espaços onde havia parques, bosques e jardins, cuja vegetação contribuiria significativamente para amenizar o clima", disse o pesquisador.</div><div style="text-align: justify;">De modo geral, os edifícios também não são projetados e construídos de modo a favorecer os processos naturais de promoção do conforto térmico. O uso indiscriminado do vidro, sem o devido sombreamento, transforma a edificação em verdadeiro coletor solar.</div><div style="text-align: justify;">"Tentando se proteger, o usuário fecha cortinas, interrompendo a ventilação natural e escurecendo o ambiente. Então, acende lâmpadas, que também geram calor, assim como os outros equipamentos elétricos que usamos em nossos escritórios e residências. Desse círculo vicioso resultam desconforto e desperdício de energia", disse Roriz.</div><div style="text-align: justify;">Segundo ele, existem diversas técnicas e estratégias, denominadas bioclimáticas, que poderiam contribuir para elevar a qualidade dos edifícios, mas que ainda são pouco conhecidas e aplicadas no Brasil. Essas técnicas têm como objetivo contribuir com a preservação do meio ambiente e a eficiência energética do ambiente construído, obtidas por meio do uso racional dos recursos naturais, além de proporcionar o conforto térmico aos ocupantes das edificações.</div><div style="text-align: justify;">A chaminé solar é uma das técnicas da arquitetura bioclimática, assim como as coberturas "verdes" (uso de vegetação sobre as coberturas das edificações), a refrigeração evaporativa (sistema natural de resfriamento baseado na evaporação da água) e a inércia térmica do solo e dos sistemas construtivos (que guarda o calor nas horas quentes para combater o frio das madrugadas, ou vice-versa).</div><div style="text-align: justify;">De acordo com Roriz, é possível construir edifícios confortáveis sem condicionador de ar, aproveitando a ventilação natural. "Os condicionadores convencionais de ar ressecam o ambiente e prejudicam o sistema respiratório humano, além de impactarem negativamente o meio ambiente. A chaminé solar proporciona ventilação, sem consumir eletricidade e sem agredir a natureza", afirmou.</div><div style="text-align: justify;">Como um dos resultados da pesquisa, o professor desenvolveu um software, chamado Chaminé, que calcula a ventilação provocada por diferentes situações de uma chaminé solar, contém dados climáticos de mais de 300 cidades de todo o país e pode ser baixado gratuitamente no endereço www.roriz.eng.br/download_6.html.</div><br />
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Fonte: Agência FAPESPPatrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com1tag:blogger.com,1999:blog-4984350253735716319.post-58707922775147951502011-04-19T14:47:00.000-03:002011-04-19T14:47:38.104-03:00A Arte de compor Poliedros<b><span class="Apple-style-span" style="font-family: 'Helvetica Neue', Arial, Helvetica, sans-serif;">Interface com a Matemática: "A arte de compor Poliedros"</span></b><br />
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<blockquote><i><span class="Apple-style-span" style="color: blue;"><b>"O estudo dos poliedros é uma das áreas especiais da Matemática, que permite o amador e o experiente trabalharem em nível de qualidade."</b></span> </i>Tom O. Gueltys</blockquote><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhly9bfSuxk2jaD9LFYy5-iur9RFBxy67H-WG3P1Gi55j3LVMmHMlz0l__tlkFnXBn6RWxb79TTLn6GTpM2eFzGJqNvHu_87_ETsy73Ryw2WcXn1pW-Ah5ld3N_GGDzQ_pOOiLm_pk1AcXt/s1600/starsM.C.Escher.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhly9bfSuxk2jaD9LFYy5-iur9RFBxy67H-WG3P1Gi55j3LVMmHMlz0l__tlkFnXBn6RWxb79TTLn6GTpM2eFzGJqNvHu_87_ETsy73Ryw2WcXn1pW-Ah5ld3N_GGDzQ_pOOiLm_pk1AcXt/s320/starsM.C.Escher.jpg" width="260" /></a></div><div style="text-align: center;"><b><span class="Apple-style-span" style="font-weight: normal;"><span class="Apple-style-span" style="font-family: Arial, Helvetica, sans-serif; font-size: x-small;">Estrelas de M. C. Escher</span></span></b></div><div style="text-align: justify;"><b><br />
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</b></div><div style="text-align: justify;"><b>Caros Alunos,</b></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Neste trabalho vamos abordar assuntos sobre a geometria, relacionando-a com a arte. Não podíamos deixar de o fazer pois desde sempre estiveram ambos em contato permanente.</div><div style="text-align: justify;">Desde o Neolítico até os nossos dias, passando pelo Renascimento, podemos observar a presença de motivos geométricos em obras de arte, como exemplo disso diversos artistas renascentistas utilizaram a geometria na sua arte, desde Vitrúvio a mais recentemente em quadros de grandes artistas, sendo M. C. Escher um dos melhores exemplos senão mesmo o melhor, como poderão verificar adiante.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><u>Os Sólidos Platônicos</u></div><div style="text-align: justify;">Os cinco poliedros regulares - tetraedro, cubo ou hexaedro, octaedro, dodecaedro e icosaedro - passaram a ficar conhecidos na história como sólidos platônicos em virtude de um famoso texto de Platão incluído no diálogo Timeu.</div><div style="text-align: justify;">Um poliedro é regular quando todas as faces são polígonos regulares congruentes, todas as arestas são congruentes e todos os vértices são congruentes. Isto significa que existe uma simetria do poliedro que transforma cada face, cada aresta e cada vértice numa outra face, aresta ou vértice. Heath sugere que os pitagóricos conheciam todos os sólidos platônicos e que construíam o tetraedro, o cubo, o octaedro e icosaedro utilizando a construção em triângulos descrita por Platão, enquanto para o dodecaedro se baseavam na construção do pentágono que mais tarde ficou registada nos Elementos (Eucl. IV, 10, 11). De resto, os pitagóricos utilizavam como seu símbolo distintivo o pentagrama, que se obtém a partir do pentágono traçando as respectivas diagonais.</div><div style="text-align: justify;">Teeteto (c. 417 - c 369 a.C.), um dos matemáticos gregos mais importantes da época de Platão, ensinou na Academia fundada por este em Atenas em 385 a.C. e parece dever-se a ele um estudo teórico dos cinco poliedros regulares, em particular do octaedro e do icosaedro. Segundo Heath, estudou as relações entre os cinco poliedros e também as superfícies esféricas circunscritas.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><u>Os nove poliedros regulares </u></div><div style="text-align: justify;">Que significa a palavra regular quando aplicada a um polígono? Que os lados e os ângulos entre lados consecutivos são todos congruentes. .......</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><u>A Fórmula de Euler</u>: V+F-A=2</div><div style="text-align: justify;">A controvérsia sobre a fórmula de Euler e as sucessivas demonstrações e refutações da sua validade constitui por si só uma "história da geometria fascinante". ......</div><div style="text-align: center;"><br />
</div><div style="text-align: justify;"><u>A Arte e os Poliedros</u></div><div style="text-align: justify;">Durante toda a nossa história, os poliedros tem estado estritamente associados com o mundo da arte. O pico desta relação foi certamente no Renascimento. Para alguns artistas renascentistas os poliedros simplesmente forneciam-lhe modelos que os desafiavam a demonstrar o seu conhecimento sobre a perspectiva. Para outros, os poliedros eram símbolos de uma profunda verdade filosófica e religiosa. Por exemplo, a associação de Platão no "TIMAEUS", entre os sólidos platônicos e os elementos, fogo, terra, ar, água (e o universo) foram muito importantes no Renascimento. Este estava em termo de igualdade com a necessidade da geometria para a perspectiva, e surgiu uma fundação matemática para artistas racionalistas compreenderem os seus simbolos, apenas a ciência renascimenta explorou fundações matemáticas e visuais para compreender o mundo físico, astronomia, anatomia.</div><div style="text-align: justify;">Para outros artistas, os poliedros simplesmente transmitiam inspiração e um armazém de formas com diversas simetrias que estes podiam desenhar e representar nas suas obras. Isto verifica-se especialmente no séc. XX, onde existe uma liberdade de materiais e os antigos conceitos das regras de representação da escultura, que já praticamente são inexistentes.</div><div style="text-align: justify;">Diversos artistas, desde Vitrúvio até Escher, expressam a sua arte através da geometria, sendo M.C. Escher o melhor exemplo.</div><div style="text-align: justify;"><br />
</div><blockquote style="text-align: center;"><b><span class="Apple-style-span" style="background-color: yellow; color: red;">SUGESTÃO DE TRABALHO:</span></b></blockquote><div style="text-align: justify;"><span class="Apple-style-span" style="background-color: yellow;"><b>Construir caixas de presente em forma de poliedro. Use a imaginação e seja criativo!!!!!!</b></span></div><div style="text-align: justify;"><span class="Apple-style-span" style="background-color: yellow;"><b>Esta atividade tem como objetivo desenvolver a prática de utilizar materiais de medição e desenho, a criatividade e o conhecimento dos poliedros e seus elementos.</b></span></div><br />
<b>Sugestão de alguns modelos:</b><br />
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<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqKMydW2lMyPddLayC3CYkv4BVUiO75lyG3_1PAJmOuwHX51cGGJeEs1EwVPY2zrE56RYWL7eZ3M2a568s50cuCJcb7lRkI7AbTphG2GmMDy0X79EB1B313jKqFkdKO6xf4VvGAGQu3z0z/s1600/images.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="217" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqKMydW2lMyPddLayC3CYkv4BVUiO75lyG3_1PAJmOuwHX51cGGJeEs1EwVPY2zrE56RYWL7eZ3M2a568s50cuCJcb7lRkI7AbTphG2GmMDy0X79EB1B313jKqFkdKO6xf4VvGAGQu3z0z/s400/images.jpg" width="400" /></a></div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-39943940376264019912011-03-15T15:00:00.003-03:002011-03-17T16:19:25.794-03:00Apresentação Ano Internacional da Química - 2011 [Brasília maio/2010]<div style="text-align: center;"><iframe allowfullscreen="" frameborder="0" height="295" src="http://www.youtube.com/embed/dXxprnGA4Oo?fs=1" width="480"></iframe></div><div style="text-align: center;"><br />
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O Ano Internacional de Química (AIQ) foi proclamado pela agência das Nações Unidas para a Educação, Ciência e Cultura (UNESCO), na sequência da proposta apresentada pela União Internacional de Química Pura e Aplicada (IUPAC, na sigla em inglês).<br />
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Esta iniciativa tem por objetivo reconhecer a química como ciência indispensável na sustentabilidade da vida humana e potenciar o interesse dos jovens por esta área das ciências. Em 2011, assinalam-se também os cem anos da atribuição do Prêmio Nobel da Química a Marie Curie, pelo que também faz parte dos objetivos das festividades do ANQ celebrar as contribuições das mulheres para a ciência.<br />
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"A Química é a base da vida. Toda matéria encontrada no universo é composta pelos elementos químicos e sua combinação molecular, representada por desde gases vitais como o oxigênio e a amônia, até estruturas de enorme complexidade como o DNA e as proteínas.<br />
Sua diversidade tem esplendor na natureza e nas inúmeras possibilidades de composição de materiais para as mais diversas aplicações, a exemplo de medicamentos, alimentos, novos materiais, ligas metálicas e energia." Leia mais em... <a href="http://www.quimica2011.org.br/">http://www.quimica2011.org.br/</a><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-47180991240575121062011-03-15T14:37:00.001-03:002011-03-15T14:38:18.602-03:00O mundo verá a maior lua cheia dos últimos 20 anos<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbYmuaAKIyB2ClfVm2cThxW87w86oQCwpJ-ce8jC5Y6TuMmURFXUawFeeaXqyHQpyPMfQzkTrc0qAH1USMOArQ1XO4h5mS1TBoDieJZOc3IwDAptbBR3RhPPQmObssNKi0ZXbfombr0A9H/s1600/imagesCA0YCSKU.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbYmuaAKIyB2ClfVm2cThxW87w86oQCwpJ-ce8jC5Y6TuMmURFXUawFeeaXqyHQpyPMfQzkTrc0qAH1USMOArQ1XO4h5mS1TBoDieJZOc3IwDAptbBR3RhPPQmObssNKi0ZXbfombr0A9H/s1600/imagesCA0YCSKU.jpg" /></a></div><span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;"><br />
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<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">No próximo dia 19 de março o mundo terá a oportunidade de presenciar a maior lua cheia já vista nas últimas décadas. É o fenômeno denominado Perigeu Lunar.</span><br />
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Esse fenômeno é reportado como o mais relevante assunto sobre ‘supermoons’ que está conectado com o as extremas manifestações do clima - como os terremotos, vulcões e tsunamis. A última vez que a lua passou tão próxima da Terra foi no dia 10 de janeiro de 2005, nos dias próximos dos terremotos na Indonésia que registrou 9.0 na escala Richter.</span><br />
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">O furacão Katrina em 2005 também foi associado com a lua cheia incomum.</span><br />
<span class="Apple-style-span" style="font-family: Times, 'Times New Roman', serif;">Previsões de ‘supermoons’ aconteceram em 1955, 1974 e 1992 – cada um destes anos tivemos a experiência de fortes manifestações climáticas.</span><br />
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<div style="text-align: center;">Leia mais no link:</div><div style="text-align: center;"><a href="http://shakyamuni.net.br/2011/03/11/o-mundo-vera-a-maior-lua-cheia-dos-ultimos-20-anos-supermoons/">O mundo verá a maior lua cheia dos últimos 20 anos</a></div><div style="text-align: center;"><br />
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</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-47348370635322380552010-10-02T08:18:00.001-03:002010-10-02T08:18:40.300-03:00Tecnologia transforma gases tóxicos de aterro-sanitário em energia elétricaAcesse o link abaixo, assista o video e faça comentários sobre a relação entre a Tecnologia e Sustentabilidade.<br />
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<a href="http://olhardigital.uol.com.br/produtos/central_de_videos/tecnologia-transforma-gases-toxicos-de-aterro-sanitario-em-energia-eletrica/12995">http://olhardigital.uol.com.br/produtos/central_de_videos/tecnologia-transforma-gases-toxicos-de-aterro-sanitario-em-energia-eletrica/12995</a>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-48939966450344376252010-09-30T17:32:00.002-03:002010-09-30T17:39:00.457-03:00Feira de Ciências da E.P.O.M. - 2010<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ9aZQ0Y-3n3_8NZvKeRwbCaAPiFnTBf4JeqzfPw2rfPsFh86aLxm3smkdS81L8EZHxTXxUQ4NUnXGXjttJQWOPpZjtkeDB5VKMr9_F268mGLTahLF5mNmXj6o3qnBbeFCAcOnvceIL8MX/s1600/Sustentabilidade.bmp" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ9aZQ0Y-3n3_8NZvKeRwbCaAPiFnTBf4JeqzfPw2rfPsFh86aLxm3smkdS81L8EZHxTXxUQ4NUnXGXjttJQWOPpZjtkeDB5VKMr9_F268mGLTahLF5mNmXj6o3qnBbeFCAcOnvceIL8MX/s1600/Sustentabilidade.bmp" /></a></div><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Calibri; font-size: x-large;"><span class="Apple-style-span" style="font-size: 24px; font-weight: 800; line-height: 27px;"><br />
</span></span></div><div style="text-align: justify;"> Em 2010, ano Internacional da Biodiversidade, trataremos do tema Sustentabilidade. Afinal, o que é sustentabilidade? Segundo Luiz Carlos Cabreta – professor da Easp – FGV, sustentabilidade é correlacionar e integrar da forma organizada os aspectos econômicos, culturais e ambientais da sociedade. A palavra chave é continuidade.</div><div style="text-align: justify;"> A ex-primeira ministra da Noruega Gro Brumdtlard, foi a primeira a usar o termo sustentabilidade em 1987. Ela afirma que desenvolvimento sustentável significa suprir as necessidades do presente sem afetar a habilidade das gerações futuras de suprirem as próprias necessidades.</div><div style="text-align: justify;"> Abordando o conhecimento Triângulo da Sustentabilidade, entende-se que devemos atender a determinados aspectos, para então conseguirmos viver em equilíbrio com o mundo, esse triângulo traz como base três fatores: social, ambiental e econômico. Verbalizando e trazendo tais conceitos para nossa realidade, podemos dizer que trata-se de vivermos numa sociedade justa, ecologicamente correta, exercendo atividades economicamente viáveis. O aspecto social está relacionado aos valores sociais e culturais, o ambiente diz respeito à preservação e a manutenção da natureza e seu ecossistema, e o econômico envolve questões relacionadas à obtenção de renda.</div><div style="text-align: justify;"> Esses aspectos, ao formarem um triângulo, ou seja, quando se encontram, em equilíbrio, nos trazem mais segurança de vivermos num mundo melhor, mais justo para todos os seres vivos que nele se encontram. Infelizmente, se não os respeitamos nosso futuro provavelmente ficará comprometido. Dessa maneira, aos poucos, as pessoas estão se unindo e ganhando mais força, lutando para viverem em harmonia com a sociedade, com a natureza, com o mundo. Essa luta, diferente das outras, não necessariamente necessita de um exército literalmente unido e sim de um ideal que faz com que os indivíduos se manifestem positivamente, com consciência que podem e devem ser felizes sim, sem prejudicar a sua morada, seu lar, seu planeta. Devemos fazer a nossa parte e participar dessa maravilhosa transformação.</div><div style="text-align: justify;"> Diante do exposto, trabalharemos o tema levando em consideração que a sustentabilidade se aplica a qualquer empreendimento humano, de um país a uma família. O desafio é enorme, envolve várias gerações e, por isso, devemos tratar o tema com a importância que ele requer, não esquecendo da sua importância para a manutenção da nossa casa, o Planeta Terra, para que, futuramente, seja também PLANETA SUSTENTÁVEL.</div><div style="text-align: justify;"><br />
</div><div style="text-align: center;"><i><u>EM BREVE VOCÊ PODERÁ CONSULTAR A PROGRAMAÇÃO</u></i><br />
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</u></i></div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com2tag:blogger.com,1999:blog-4984350253735716319.post-17600143415479079652010-09-27T14:47:00.000-03:002010-09-27T14:47:59.592-03:00Roupas sem tecido: modelitos são feitos à base de cafeína – Planeta Sustentável<a href="http://super.abril.com.br/blogs/planeta/roupas-sem-tecido-modelitos-sao-feitos-a-base-de-cafeina/comment-page-1/#comment-8533">Roupas sem tecido: modelitos são feitos à base de cafeína – Planeta Sustentável</a>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-50806173434100762022010-08-26T22:25:00.000-03:002010-08-26T22:25:50.994-03:00Descoberta de dois planetas ao redor de uma mesma estrela<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUjrx1jXZKCOzWI8Q2cNLI9-2TwXMiY02LYqfPC0Xh6yu9fVDJPqwhKyLBRgjb5WspDfX3hs6Oos0p7_d9WwZmxH4DGCl7vTDICDZ5jYltJ8ywP4zdTNaX71fOGhDnWV6WbU11o0JZKTcd/s1600/planeta.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiUjrx1jXZKCOzWI8Q2cNLI9-2TwXMiY02LYqfPC0Xh6yu9fVDJPqwhKyLBRgjb5WspDfX3hs6Oos0p7_d9WwZmxH4DGCl7vTDICDZ5jYltJ8ywP4zdTNaX71fOGhDnWV6WbU11o0JZKTcd/s320/planeta.jpg" width="308" /></a></div><div style="text-align: justify;">A sonda Kepler, da Nasa, descobriu o primeiro sistema planetário confirmado com mais de um dos planetas em trânsito - isto é, passando pela linha de visão entre a Terra e sua estrela.</div><div style="text-align: justify;">As assinaturas de trânsito de dois planetas distintos aparecem nos dados de uma estrela semelhante ao Sol e apelidada Kepler-9. Os planetas foram chamados Kepler-9b e Kepler-9c. A descoberta, segundo nota divulgada pela Nasa, incorpora sete meses de observações de mais de 156.000 estrelas, como parte de uma busca por planetas de tamanho próximo ao da Terra.</div><div style="text-align: justify;">A descoberta dos dois planetas em trânsito aparece na edição desta semana da revista Science.</div><div style="text-align: justify;">A câmera do Kepler mediu pequenos decréscimos no brilho da estrela, causados pela passagem dos planetas durante o trânsito. O tamanho dos mundos pode ser estimado a partir dessa redução de brilho. A distância entre planeta e estrela pode ser calculada pelo intervalo entre sucessivas reduções. Cientistas usaram o Observatório Keck, no Havaí, para refinar as estimativas de massa dos planetas.</div><div style="text-align: justify;">As observações mostram que Kepler-9b é o maior dos dois, embora ambos tenham massa comparável à de Saturno. Kepler-9b também é o mais próximo da estrela, completando uma órbita a cada 19 dias, enquanto Kepler-9c faz uma volta completa a cada 38 dias.</div><div style="text-align: justify;">Além dos dois planetas confirmados, os cientistas da missão Kepler também, identificaram o que parece ser um terceiro mundo, com uma assinatura de trânsito muito reduzida, consistente com um planeta com 1,5 raio terrestre numa órbita extremamente próxima à estrela, de menos de dois dias.</div><div style="text-align: justify;">De acordo com a Nasa , mais estudos serão necessários antes que esse possível terceiro planeta possa ser confirmado.</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-6377011751994459662010-08-15T21:13:00.004-03:002010-08-15T23:22:08.886-03:00Chuva de Meteoros. Você já viu?<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyZufU2n-DysFkkAHUzo9xs1N7xhLHUbKYbq8rSgQO9UIxbAjK1cbvgbWa_t7M0iIyg0zGr7fAbin8t0Eec2uBcmkVTqc3ekuexzaj3i3JDpW3S1p5J7HD3Rz6dQmLmzHiPUqH68GFzMDe/s1600/chuva_estrelas.jpg" imageanchor="1"><img border="0" height="232" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgyZufU2n-DysFkkAHUzo9xs1N7xhLHUbKYbq8rSgQO9UIxbAjK1cbvgbWa_t7M0iIyg0zGr7fAbin8t0Eec2uBcmkVTqc3ekuexzaj3i3JDpW3S1p5J7HD3Rz6dQmLmzHiPUqH68GFzMDe/s320/chuva_estrelas.jpg" width="320" /></a></div><br />
<div class="MsoNormal" style="text-align: center;"><div style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Os</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><b style="mso-bidi-font-weight: normal;"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">meteoros</span></b></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">, também conhecidos popularmente como</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">estrelas cadentes, são fenômenos associados com a entrada na atmosfera terrestre de pequenas partículas sólidas vindas do espaço. Ao mergulhar através do ar a altas velocidades, estas partículas deixam atrás de si brilhantes traços luminosos devido à fricção e também à ionização gerada nas camadas superiores da atmosfera.</span></span></div></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Este belíssimo fenômeno pode ser apreciado a</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">olho nú, e sob boas condições de visibilidade é possível ver alguns meteoros por hora durante uma noite de observação. No entanto, em algumas épocas do ano, a Terra em sua órbita ao redor do Sol passa através de regiões com grande concentração de minúsculas partículas de poeira deixadas para trás por</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">cometas</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">que visitaram o Sistema Solar. Ocorrem então as chamadas</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">chuvas de meteoros. Nessas datas especiais, um número muito maior de meteoros pode ser observado, podendo chegar a dezenas ou até mesmo centenas de meteoros por hora.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><b><span lang="PT-BR" style="font-family: Arial; font-size: 13.5pt;">Radiantes e Nomenclatura :<o:p></o:p></span></b></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-size: 13.5pt;"><br />
</span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Os meteoros provenientes de uma determinada chuva de meteoros parecem se originar de um mesmo ponto na esfera celeste chamado</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">radiante. Isto significa que se traçarmos as trajetórias de cada meteoro de trás para frente, vamos obter um padrão de linhas que convergem para um ponto ou pequena área do firmamento onde se localiza o radiante.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Esta ilusão de que os meteoros parecem divergir a partir do radiante é um</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">efeito de perspectiva, já que na verdade os meteoros atingem a atmosfera terrestre descrevendo trajetórias paralelas entre si. É o mesmo efeito que notamos ao observar como as pistas paralelas de uma auto-estrada parecem se juntar num ponto distante do horizonte.</span></span><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><br />
<span class="apple-style-span">As chuvas de meteoros recebem nomes derivados das constelações onde se encontram os seus respectivos radiantes, ou das estrelas mais brilhantes próximas aos radiantes. Por exemplo, as</span><span class="apple-converted-space"> </span><span class="apple-style-span">Orionídeas</span><span class="apple-converted-space"> </span><span class="apple-style-span">possuem o seu radiante na constelação de</span><span class="apple-converted-space"> </span><span class="apple-style-span">Órion. As</span><span class="apple-converted-space"> </span><span class="apple-style-span">Delta-Aquarídeas</span><span class="apple-converted-space"> </span><span class="apple-style-span">possuem o radiante próximo à estrela</span><span class="apple-converted-space"> </span><span class="apple-style-span">delta</span><span class="apple-converted-space"> </span><span class="apple-style-span">da constelação de</span><span class="apple-converted-space"> </span><span class="apple-style-span">Aquarius, e assim por diante.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><b><span lang="PT-BR" style="font-family: Arial; font-size: 13.5pt;">Chuvas de Meteoros Anuais :<o:p></o:p></span></b></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-size: 13.5pt;"><br />
</span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Algumas chuvas de meteoros são bem conhecidas e ocorrem regularmente</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">a cada ano. Qualquer pessoa interessada na observação deste fenômeno pode planejar as suas observações antecipadamente, conhecendo a data correta e a hora da noite mais apropriada.</span></span><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><br />
<span class="apple-style-span">Como o nosso planeta sempre cruza um cinturão de meteoróides no mesmo ponto da sua órbita, as chuvas de meteoros sempre ocorrem nas mesmas datas de cada ano. São as</span><span class="apple-converted-space"> </span><span class="apple-style-span">chuvas de meteoros anuais. A</span><span class="apple-converted-space"> </span><span class="apple-style-span">Tabela 1</span><span class="apple-converted-space"> </span><span class="apple-style-span">abaixo mostra as datas correspondentes à atividade máxima das chuvas de meteoros mais intensas do ano.</span><span class="apple-converted-space"> </span><br />
<span class="apple-style-span">A Tabela exibe também a</span><span class="apple-converted-space"> </span><span class="apple-style-span">taxa horária</span><span class="apple-converted-space"> </span><span class="apple-style-span">esperada de meteoros, ou seja, o número de meteoros por hora que uma pessoa pode observar (em condições ideais) nessas noites e a constelação</span><span class="apple-converted-space"> </span><span class="apple-style-span">em que os meteoros se originam.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: center;"><span class="Apple-style-span" style="font-family: Arial; font-size: medium;"><span class="Apple-style-span" style="font-size: 15px;"><br />
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<span class="Apple-style-span" style="font-family: Arial; font-size: medium;"><div align="center"><table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="background-attachment: initial; background-clip: initial; background-color: black; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; width: 321px;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="background: #FFCC00; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Verdana; font-size: 7.5pt;">Nome</span></b><o:p></o:p></div></td> <td style="background: #FFCC00; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Verdana; font-size: 7.5pt;">Máximo</span></b><o:p></o:p></div></td> <td style="background: #FFCC00; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Verdana; font-size: 7.5pt;">Taxa</span></b><o:p></o:p></div></td> <td style="background: #FFCC00; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Verdana; font-size: 7.5pt;">Constelação</span></b><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Quadrantídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">03 Jan</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">120</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Bootes</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Lirídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">22 Abr</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Lyra</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Eta-Aquarídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">05 Mai</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">50</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aquarius</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Delta-Aquarídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">29 Jul</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aquarius</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Perseídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">12 Ago</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">80</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Perseus</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Orionídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">21 Out</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">20</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Orion</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Taurídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">04 - 12 Nov</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">10</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Taurus</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Leonídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">17 Nov</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">100</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Leo</span><o:p></o:p></div></td> </tr>
<tr style="mso-yfti-irow: 9; mso-yfti-lastrow: yes;"> <td style="background: yellow; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Geminídeas</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">14 Dez</span></b><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">80</span><o:p></o:p></div></td> <td style="background: #FFFF99; padding: 3.0pt 3.0pt 3.0pt 3.0pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Gemini</span><o:p></o:p></div></td> </tr>
</tbody></table><div style="text-align: auto;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px;"></span><br />
<table border="0" cellpadding="0" class="MsoNormalTable" style="mso-cellspacing: 1.5pt;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;"> <td style="padding: .75pt .75pt .75pt .75pt;"><div align="center" class="MsoNormal" style="text-align: center;"><span lang="PT-BR" style="font-family: Arial; font-size: 7.5pt;">TABELA 1 - As Chuvas de Meteoros Mais Importantes do Ano</span><span lang="PT-BR"><o:p></o:p></span></div></td> </tr>
</tbody></table><br />
<div style="text-align: justify;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px;"><b><span lang="PT-BR" style="font-family: Arial; font-size: 13.5pt;">Tipos de Chuvas Meteóricas :</span></b></span></div></div><div style="text-align: auto;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; font-size: medium;"></span><br />
<span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; font-size: medium;"></span><br />
<span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px; font-size: medium;"><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-size: 13.5pt;"><br />
</span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">As chuvas de meteoros, também chamadas por alguns autores de</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">enxames meteóricos, apresentam uma grande diversidade quanto ao número de meteoros por hora (THZ), duração da atividade, características típicas dos meteoros (como cor, brilho, velocidade, etc.) e periodicidade.</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> <o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Algumas chuvas meteóricas, como as</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Perseídeas</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">e as</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Geminídeas</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">por exemplo, são bastante regulares em relação à intensidade, e podemos esperar ver o mesmo número de meteoros durante o máximo todos os anos. Outras chuvas apresentam intensidade variável dependendo do ano. As</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Leonídeas, por exemplo, mostram uma atividade excepcional apenas nos anos próximos à passagem do seu cometa associado, o Temple-Tuttle, que ocorre a cada 33 anos, exibindo uma atividade bastante baixa nos demais. Outro exemplo de enxame fortemente dependente da passagem periélica do cometa associado são as</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Pi-Puppídeas, que exibem um grande aumento da atividade apenas a cada 5 anos quando o cometa Grigg-Skjellerup se aproxima do Sol.</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><br />
<span class="apple-style-span">Podemos observar também uma grande variação quanto à duração do período de atividade de cada chuva. Enquanto que em alguns casos o pico de atividade pode durar apenas algumas horas, para outros, como por exemplo nas</span><span class="apple-converted-space"> </span><span class="apple-style-span">Delta-Aquarídeas</span><span class="apple-converted-space"> </span><span class="apple-style-span">e nas</span><span class="apple-converted-space"> </span><span class="apple-style-span">Taurídeas, esta atividade se estende durante semanas.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><span class="apple-style-span"><br />
</span></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><span class="apple-style-span"></span></span></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="PT-BR" style="font-family: Arial;">Tabela 2</span><span lang="PT-BR" style="font-size: 13.5pt;"><br />
</span><b><span lang="PT-BR" style="font-family: Arial; font-size: 13.5pt;">Principais Chuvas de Meteoros Visuais do Ano</span></b><span lang="PT-BR" style="font-size: 13.5pt;"><br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span><span class="apple-style-span"><span lang="PT-BR"><o:p></o:p></span></span></div><div align="center"><table border="0" cellpadding="0" cellspacing="1" class="MsoNormalTable" style="background: black; mso-cellspacing: .7pt; mso-padding-alt: 1.5pt 1.5pt 1.5pt 1.5pt; width: 100.0%;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="2" style="background: #FFCC00; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Chuvas Meteóricas</span></b></div></td> <td colspan="2" style="background: #FFCC00; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Datas</span></b></div></td> <td style="background: #FFCC00; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Taxa</span></b></div></td> <td colspan="3" style="background: #FFCC00; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">Posição do Radiante</span></b></div></td> <td style="background: #FFCC00; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Astro Associado</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><st1:city w:st="on"><st1:place w:st="on"><b><span style="font-family: Arial; font-size: 10pt;">Nome</span></b></st1:place></st1:city></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Abrev.</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Máximo</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Duração</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">THZ</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Const.</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">AR</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Dec</span></b></div></td> <td style="background: #FFCC99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Cometa ou Asteróide</span></b></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Quadrantídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">QUA</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">03 Jan</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">28 Dez - 07 Jan</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">120</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Boo</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">230°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+45°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
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<tr style="mso-yfti-irow: 3;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Alfa-Centaurídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">ACE</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">08 Fev</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">28 Jan - 21 Fev</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">10</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Cen</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">210°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-59°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Gama-Normídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">GNO</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">13 Mar</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">25 Fev - 22 Mar</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Nor</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">249°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-51°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Lirídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">LYR</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">22 Abr</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">16 Abr - 25 Abr</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Lyr</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">271°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+34°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Thatcher C/1861 G1</span></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Pi-Pupídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">PPU</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">23 Abr</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15 Abr - 28 Abr</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">var.</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Pup</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">110°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-45°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">26P/Grigg-Skjellerup</span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Eta-Aquarídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">ETA</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">05 Mai</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">21 Abr - 12 Mai</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">50</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aqr</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">338°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-01°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">1P/ Halley</span></div></td> </tr>
<tr style="mso-yfti-irow: 8;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: black; font-family: Arial; font-size: 10pt;">Librídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">LIB</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: black; font-family: Arial; font-size: 10pt;">06 Mai</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">01 Mai - 09 Mai</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">4</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Lib</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">223°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-18°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 9;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Delta-Aquarídeas Austrais</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">SDA</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">29 Jul</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">14 Jul - 18 Ago</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aqr</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">339°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-17°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 10;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Pisces-Australídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><st1:city w:st="on"><st1:place w:st="on"><span style="color: blue; font-family: Arial; font-size: 10pt;">PAU</span></st1:place></st1:city></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">30 Jul</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">16 Jul - 13 Ago</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">PsA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">341°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-30°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 11;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Alfa-Capricornídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">CAP</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">01 Ago</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">03 Jul - 15 Ago</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">8</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Cap</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">307°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-10°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Honda-Mrkos-Pajdusakova</span></div></td> </tr>
<tr style="mso-yfti-irow: 12;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Iota-Aquarídeas Austrais</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">SIA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">04 Ago</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">25 Jul - 15 Ago</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aqr</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">334°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-15°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">2P/ Encke</span></div></td> </tr>
<tr style="mso-yfti-irow: 13;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Delta-Aquarídeas Boreais</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">NDA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">08 Ago</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15 Jul - 25 Ago</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aqr</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">334°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-05°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">2P/ Encke</span></div></td> </tr>
<tr style="mso-yfti-irow: 14;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Perseídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">PER</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">12 Ago</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">23 Jul - 22 Ago</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">80</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Per</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">47°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+57°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Swift-Tuttle 1862 III</span></div></td> </tr>
<tr style="mso-yfti-irow: 15;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: black; font-family: Arial; font-size: 10pt;">Kappa-Cignídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">KCG</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">18 Ago</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">03 Ago - 25 Ago</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Cyg</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">289°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+55°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 16;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: black; font-family: Arial; font-size: 10pt;">Iota-Aquarídeas Boreais</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">NIA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">19 Ago</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">11 Ago - 31 Ago</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aqr</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">327</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-06°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 17;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Alfa-Aurigídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">AUR</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">01 Set</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">25 Ago - 05 Set</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">10</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Aur</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">84°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+42°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Kiess 1911 II</span></div></td> </tr>
<tr style="mso-yfti-irow: 18;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Piscídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">SPI</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">19 Set</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">01 Set - 30 Set</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Psc</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">05°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-1°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 19;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Draconídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">GIA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">08 Out</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">06 Out - 10 Out</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">var.</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Dra</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">262°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+54°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Giacobini-Zinner</span></div></td> </tr>
<tr style="mso-yfti-irow: 20;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Orionídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">ORI</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">21 Out</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15 Out - 29 Out</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">20</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Ori</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">95°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+16°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">1P/ Halley</span></div></td> </tr>
<tr style="mso-yfti-irow: 21;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Taurídeas Austrais</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">STA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">05 Nov</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">01 Out - 25 Nov</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">7</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Tau</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">52°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+13°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">2P/ Encke</span></div></td> </tr>
<tr style="mso-yfti-irow: 22;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Taurídeas Boreais</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">NTA</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">08 Nov</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">01 Out - 25 Nov</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">7</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Tau</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">58°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+22°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">2P/ Encke</span></div></td> </tr>
<tr style="mso-yfti-irow: 23;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Leonídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">LEO</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">17 Nov</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">14 Nov - 20 Nov</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">100(var.)</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Leo</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">153°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+22°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">55P/ Temple-Tuttle</span></div></td> </tr>
<tr style="mso-yfti-irow: 24;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: black; font-family: Arial; font-size: 10pt;">Alfa-Monocerotídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">AMO</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">21 Nov</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">15 Nov - 25 Nov</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">var.</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Mon</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">117°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+01°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 25;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: black; font-family: Arial; font-size: 10pt;">Foenicídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">PHO</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">05 Dez</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">28 Nov - 09 Dez</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">5</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Pho</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">018°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-53°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">Blanpain 1819 IV</span></div></td> </tr>
<tr style="mso-yfti-irow: 26;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Pupídeas-Velídias</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">PUP</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">07 Dez</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">01 Dez - 15 Dez</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">10</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Vel</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">123°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">-45°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><br />
</div></td> </tr>
<tr style="mso-yfti-irow: 27;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">Geminídeas</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">GEM</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="color: blue; font-family: Arial; font-size: 10pt;">14 Dez</span></b></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">09 Dez - 19 Dez</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">80</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">Gem</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">113°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+32°</span></div></td> <td style="background: #FFFF99; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">3200 Phaeton (asteróide)</span></div></td> </tr>
<tr style="mso-yfti-irow: 28; mso-yfti-lastrow: yes;"> <td style="background: yellow; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><b><span style="font-family: Arial; font-size: 10pt;">Ursídeas</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="color: blue; font-family: Arial; font-size: 10pt;">URS</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 10pt;">22 Dez</span></b></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">17 Dez - 24 Dez</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">10</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="center" class="MsoNormal" style="text-align: center;"><span style="font-family: Arial; font-size: 10pt;">UMa</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">217°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div align="right" class="MsoNormal" style="text-align: right;"><span style="font-family: Arial; font-size: 10pt;">+76°</span></div></td> <td style="background: #FFFFCC; padding: 1.5pt 1.5pt 1.5pt 1.5pt;" valign="bottom"><div class="MsoNormal"><span style="font-family: Arial; font-size: 10pt;">8/P Tuttle</span></div></td> </tr>
</tbody></table></div><div align="center" class="MsoNormal" style="text-align: center;"><span lang="PT-BR" style="color: white; font-family: Verdana; font-size: 7.5pt;">©Cosmobrain Astronomia - Todos os direitos reservados.</span><span lang="PT-BR"><o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-family: Arial; font-size: 13.5pt;">Sobre a Tabela 2</span></b><span style="font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-size: 13.5pt;"><br />
</span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">A tabela acima exibe dados atualizados relativos às principais chuvas de meteoros anuais conhecidas. Utilize-a para planejar as suas observações ou confirmar a procedência de meteoros observados. Apenas foram incluídos nesta tabela os enxames mais confirmados. Dezenas de outras chuvas menores deixaram de ser listadas porque ainda exigem maior estudo ou aguardam confirmação.</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> <o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">As chuvas de meteoros mais fortes e esperadas do ano aparecem em destaque</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><br />
<span class="apple-style-span">(nome escrito em azul).<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Note que na prática a Taxa Horária observada sempre vai ficar abaixo dos valores exibidos na tabela, que correspondem a situações teóricamente ideais.</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><br />
</span><span lang="PT-BR" style="font-family: Arial; font-size: 10pt;"><br />
</span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Helvetica; font-size: 13.5pt;">Legenda</span></span><span lang="PT-BR" style="font-family: Arial; font-size: 10pt;"><br />
<br />
</span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Nome</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- nome do enxame<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Abrev.</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- abreviação utilizada internacionalmente<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Máximo</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- data de atividade máxima<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Duração</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- período aproximado de atividade</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> <o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">THZ</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- taxa horária de meteoros ( zenital ) ; var : variável<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Const</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- constelação onde se encontra o radiante<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">AR</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- ascenção reta do radiante<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Dec</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- declinação do radiante<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Cometa ou Asteróide</span></span><span class="apple-converted-space"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"> </span></span><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">- astro associado, caso seja conhecido<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><br />
<span class="apple-style-span">Obs :</span><span class="apple-converted-space"> </span><span class="apple-style-span">- no caso dos anos bissextos, considerar um dia antes das datas da tabela.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div align="center" class="MsoNormal" style="text-align: center;"><b><span lang="PT-BR" style="font-family: Arial; font-size: 13.5pt;">Chuva de meteoros no último dia 12</span></b><span lang="PT-BR" style="font-size: 13.5pt;"><o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Na madrugada desta sexta-feira (12/08/2010) uma chuva de meteoros Perseidas pôde ser vista a olho nu, maravilhando um grande número de pessoas, sobretudo no Hemisfério Norte.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">O fenômeno foi observado com mais facilidade em países como Inglaterra, Áustria, Espanha, Macedônia, México e Estados Unidos.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">No Brasil, o melhor horário para assistir ao “show” ocorreu entre 0h30 e 2h30, mas a visibilidade foi muito menor que nos países do norte.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">A chuva de meteoros Perseidas acontece cada 133 anos, quando rastros do cometa Swift-Tuttle são vistos da Terra. As partículas de poeira chamam a atenção à medida que cortam os céus.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;">Os meteoros tem o tamanho de um grão de areia, mas criam uma imensa massa de calor ao atingir a atmosfera terrestre, a mais de 200 quilômetros por hora.<o:p></o:p></span></span></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS3j1mFrVjenjbABugQpHxi16i4OV9eXLLvZvLlnrJfs3kfs_X_zfYKWMv52WcUgDU-_yv8Y9zPpCUcWYJ-q7ujwp95Xw0kXq92EFjAgmTIM4YR9LqpT5NDVDK__fyczLV3BWFtdmVZwBX/s1600/meteoro-reuters2-620.jpg" imageanchor="1"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiS3j1mFrVjenjbABugQpHxi16i4OV9eXLLvZvLlnrJfs3kfs_X_zfYKWMv52WcUgDU-_yv8Y9zPpCUcWYJ-q7ujwp95Xw0kXq92EFjAgmTIM4YR9LqpT5NDVDK__fyczLV3BWFtdmVZwBX/s320/meteoro-reuters2-620.jpg" width="640" /></a><br />
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<div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px;"><strong style="background-attachment: initial; background-clip: initial; background-color: #eeeeee; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; display: block; font-family: inherit; font-size: 12px; font-weight: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0.67em; padding-left: 0.67em; padding-right: 0.67em; padding-top: 0.67em; text-align: left;">Perseidas é registrada sobre Stonehenge, na planície de Salisbury, ao sul da Inglaterra. Foto de exposição longa. (Foto: Doherty Kieran / Reuters)</strong></span></div><div class="separator" style="clear: both; text-align: left;"><span class="Apple-style-span" style="font-family: arial, helvetica, freesans, sans-serif; font-size: small;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; font-size: 12px; line-height: 12px;"><br />
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</span></span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg01Kadzx4kSM8iSVoLlhbUgJr9YMNCJNl3jbQB_l7UF0GH7cJYJVL0dV6QhzAPhYSPNhMTXIplJtbZiSZZHQ2f5FQIwwHTS0KnLSs4wpXySePtUX17_fZngEV2oan1_LRjX6lQuAd4pI3y/s1600/meteoro-afp1-620.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg01Kadzx4kSM8iSVoLlhbUgJr9YMNCJNl3jbQB_l7UF0GH7cJYJVL0dV6QhzAPhYSPNhMTXIplJtbZiSZZHQ2f5FQIwwHTS0KnLSs4wpXySePtUX17_fZngEV2oan1_LRjX6lQuAd4pI3y/s640/meteoro-afp1-620.jpg" width="640" /></a></div><div class="separator" style="clear: both; text-align: center;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px;"><strong style="background-attachment: initial; background-clip: initial; background-color: #eeeeee; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; display: block; font-family: inherit; font-size: 12px; font-weight: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0.67em; padding-left: 0.67em; padding-right: 0.67em; padding-top: 0.67em; text-align: left;">Fenômeno também foi registrado em Grazalema, sul da na Espanha. (Foto: Jorge Guerrero / AFP Photo)</strong></span></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVQp2PISCyBeC97wn85aohlRvsuGnaUEimrddAUSL-j6MpgFngnqkEn_Dj-OZYYdKKZWM5Nj0dqURV15rzAI03KKh4UPekDm_GjW0miF7lLZt2ap56bivyobPRJ_QrSSVzi_Z_HJj6V2CF/s1600/meteoro-ap2-620.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiVQp2PISCyBeC97wn85aohlRvsuGnaUEimrddAUSL-j6MpgFngnqkEn_Dj-OZYYdKKZWM5Nj0dqURV15rzAI03KKh4UPekDm_GjW0miF7lLZt2ap56bivyobPRJ_QrSSVzi_Z_HJj6V2CF/s640/meteoro-ap2-620.jpg" width="640" /></a></div><div class="MsoNormal" style="margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; text-align: justify;"><span class="apple-style-span"><span lang="PT-BR" style="font-family: Arial; font-size: 11pt;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px;"><strong style="background-attachment: initial; background-clip: initial; background-color: #eeeeee; background-image: initial; background-origin: initial; display: block; font-family: inherit; font-size: 12px; font-weight: normal; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: initial; outline-width: 0px; padding-bottom: 0.67em; padding-left: 0.67em; padding-right: 0.67em; padding-top: 0.67em; text-align: left;">Foto de longa exposição em uma estrada montanhosa ao sul de Skopje, capital da Macedônia, registra meteoro riscando o céu ao entrar na atmosfera da Terra. (Foto: Boris Grdanoski /AP Photo)</strong></span></span></span></div><div><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 0px; -webkit-border-vertical-spacing: 0px;"><span class="Apple-style-span" style="-webkit-border-horizontal-spacing: 2px; -webkit-border-vertical-spacing: 2px;"><br />
</span></span></div></span></div></div></span>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-14764769896290389722010-08-14T18:31:00.000-03:002010-08-14T18:31:40.748-03:00Satélite flagra tempestade no Sol<div style="text-align: justify;">No última dia 1º de agosto o Sol passou por gigantesca turbulência, que foi flagrada por um satélite recém lançado pela NASA. Na imagem (abaixo) em ultravioleta do Observatório de Dinâmica Solar (SDO, na sigla em inglês), é possível ver uma enorme protuberância (canto superior esquerdo), uma verdadeira "tsunami" solar (a estrutura parecida com uma onda no canto superior direito), diversos filamentos magnéticos e, por fim, a ejeção de massa coronal em direção da Terra (no centro, à esquerda) que provocou um show de auroras boreais entre os dias 3 e 4 de agosto no Hemisfério Norte, mas também colocou em alerta os sistemas de telecomunicação do planeta.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVGOocttadlZBFcYuRsV9Y5RJ-eycXGZs_Qi5tJyWkOPz-rbU-tU9hKn9DHWaI57FSB5IfWargqvfYAWewRiNnbqglmJbKjDE95g4oxmQ73uK47IvGV_jRQqzKZ4pTkEz1fORxNfYKDV6X/s1600/sol_turbulento.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="410" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVGOocttadlZBFcYuRsV9Y5RJ-eycXGZs_Qi5tJyWkOPz-rbU-tU9hKn9DHWaI57FSB5IfWargqvfYAWewRiNnbqglmJbKjDE95g4oxmQ73uK47IvGV_jRQqzKZ4pTkEz1fORxNfYKDV6X/s640/sol_turbulento.jpg" width="640" /></a></div><div style="text-align: center;"><br />
</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-21029362038014022842010-07-22T13:09:00.000-03:002010-07-22T13:09:56.253-03:00LUA TEM ÁGUA MINERAL<span class="Apple-style-span" style="font-family: Arial, tahoma, verdana, sans-serif;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"></span></span></span></span></span></span></span><br />
<div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><span class="Texto-Cor3" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: rgb(14, 50, 74) !important; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><strong style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">Análise feita em rocha trazida da Lua confirma a existência de hidroxila no interior do satélite. Presença de água facilita a instalação de base lunar</strong></span></div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">A Lua não é tão árida como se pensava. Ainda que não se encontrem oceanos, lagos ou mesmo uma poça em sua superfície, a água está presente no satélite terrestre. Após a descoberta de gelo em 2009, agora um grupo de pesquisadores acaba de identificar grupos de hidroxila em uma rocha lunar.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">Segundo o estudo, publicado na edição desta quinta-feira (22/7) da revista Nature, a presença do radical composto por oxigênio e hidrogênio confirma a existência de água em minerais no satélite terrestre. A rocha analisada foi trazida pelo programa Apolo.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">"A Lua, considerada desprovida de materiais hídricos, tem água", disse John Eiler, professor de geologia e geoquímica no Instituto de Tecnologia da Califórnia (Caltech), um dos autores do estudo.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">Os pesquisadores se surpreenderam ao conseguir medir quantidade significativa de água em um mineral lunar. O grupo encontrou água em apatita, um mineral do grupo dos fosfatos, dentro de um basalto coletado por astronautas.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">Para ser mais exato, eles não encontraram água, ou seja, a molécula H2O, mas hidrogênio na forma de um ânion hidroxila (OH-). "Hidróxido é um parente químico próximo da água. Se aquecermos a apatita, os íons hidroxila serão 'decompostos' e formarão água", explicou outro autor da pesquisa, George Rossman, professor de mineralogia da Caltech.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">A rocha lunar examinada agora foi trazida em 1971 por astronautas da Apolo 14. A proposta de procurar água na amostra foi de Larry Taylor, professor da Universidade do Tennessee, que enviou amostras ao grupo na Caltech para análise.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">Mas a ideia de procurar água em apatita não era nova. "Charles Sclar e Jon Bauer, da Universidade Lehigh, notaram que algo estava faltando nos resultados das análises químicas feitas em 1975. Agora, 35 anos depois, somos capazes de fazer medições adequadas e vimos que eles estavam certos. A peça que faltava era a hidroxila", disse Jeremy Boyce, outro autor do estudo na Caltech.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">O grupo investigou a rocha lunar em busca de sinais de hidrogênio, enxofre e cloro por meio de uma microssonda iônica, capaz de analisar grãos de materiais com tamanhos muito menores do que a espessura de um fio de cabelo humano.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">As análises mostraram que, em termos da presença de tais elementos, a apatita lunar é semelhante à encontrada em rochas vulcânicas na Terra. "Há mais água na Lua do que se imaginava, mas ainda assim em ordens de magnitude muito inferiores às da Terra", disse Eiler.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">A existência de vulcões na Lua há mais de 4 bilhões de anos deu aos cientistas a pista de que a água poderia estar presente em minerais lunares, uma vez que as dinâmicas dos vulcões terrestres são principalmente dirigidas pela água.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">A possibilidade de extrair água no subterrâneo da Lua amplia as chances de instalar bases humanas no satélite. Levar água da Terra é um dos principais obstáculos para a permanência do homem na Lua, uma vez que o custo atual é superior a US$ 50 mil por litro transportado.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">O artigo Lunar apatite with terrestrial volatile abundances (doi:10.1038/nature09274), de Jeremy Boyce e outros, pode ser lido por assinantes da Nature em <a href="http://www.nature.com/" shape="rect" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; outline-color: initial; outline-style: none; outline-width: initial; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;">http://www.nature.com/</a>.</div><div class="Texto-Cor2" style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; color: #54534d; font-family: Arial, tahoma, verdana, sans-serif; font-size: 11px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 13px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;"><br style="border-bottom-width: 0px; border-color: initial; border-color: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-style: initial; border-top-width: 0px; list-style-image: initial; list-style-position: initial; list-style-type: none; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; text-decoration: none;" />Fonte: Agência FAPESP</div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-87354238073327855752010-07-09T02:44:00.001-03:002010-07-09T02:44:49.535-03:00Dois anticorpos trazem nova esperança para a vacina contra a AIDS<span class="Apple-style-span" style="font-family: Arial; font-size: small;"><span class="Apple-style-span" style="font-size: 13px;"></span></span><br />
<span class="Apple-style-span" style="font-family: Arial; font-size: small;"><span class="Apple-style-span" style="font-size: 13px;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcqNNopCKPmQ4EdOVOV8WAjocehq2Bhp_BnvAjbphhpFELa_CjYeZAOTi5L-30V5W7uZ3wbuLwf8o54xAp9YR1DUbtctyb7GChM6x3bTwkzaZEhyphenhyphenLG2piVtpomlcLyGAk6fjLldqPudygt/s1600/anticorpoHIV.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhcqNNopCKPmQ4EdOVOV8WAjocehq2Bhp_BnvAjbphhpFELa_CjYeZAOTi5L-30V5W7uZ3wbuLwf8o54xAp9YR1DUbtctyb7GChM6x3bTwkzaZEhyphenhyphenLG2piVtpomlcLyGAk6fjLldqPudygt/s200/anticorpoHIV.jpg" width="200" /></a></div><div style="line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Cientistas descobriram dois poderosos anticorpos capazes de bloquear, em laboratório, a maioria das cepas conhecidas do vírus da inumodeficiência humana adquirida (HIV), abrindo potencialmente o caminho para uma vacina eficaz contra a Aids, segundo trabalhos publicados esta quinta-feira.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Mais de 25 anos depois da identificação do vírus HIV, responsável por quase 30 milhões de mortes no mundo, a busca por uma vacina contra a infecção continua infrutífera, apesar dos grandes esforços da comunidade internacional e dos recursos empregados.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Mas estes dois antígenos, batizados de VRCO1 e VRCO2, parecem muito promissores, pois impedem a infecção de células humanas em mais de 90% das variedades do HIV em circulação, e com uma eficácia sem precedentes.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Os autores destes trabalhos, publicados na edição de 9 de julho da revista científica americana "Science", desmontaram também o mecanismo biológico através do qual estes anticorpos bloqueiam o vírus.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">"A descoberta desses antígenos de poderes excepcionalmente amplos de neutralização do HIV e a análise que explica como operam representam avanços animadores para se descobrir uma vacina capaz de proteger de forma ampla contra o vírus da Aids", comemorou o doutor Anthony Fauci, diretor do Instituto Nacional Americano de Alergias e Doenças Infecciosas (NIAID).<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">"Além disso, a técnica a que as equipes de pesquisa recorreram representa uma nova abordagem que poderia ser aplicada à concepção e ao desenvolvimento de vacinas contra muitas outras doenças infecciosas", acrescentou, em um comunicado.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Estes virologistas descobriram dois anticorpos, produzidos naturalmente pelo organismo, no sangue soropositivo.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Eles conseguiram fazer seu isolamento usando uma nova ferramenta molecular, uma das proteínas que formam o HIV, que os cientistas modificaram para que se fixasse em células específicas que produzem os anticorpos que neutralizam o HIV.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Esta proteína foi programada para reagir exclusivamente nos anticorpos específicos onde o vírus se une às células no organismo humano que infecta.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Depois destas descobertas, os cientistas começaram a desenvolver componentes de uma vacina que pode ensinar ao sistema imunológico humano a produzir grandes quantidades de anticorpos similares aos antígenos VRC01 e VRC02.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">"Aproveitamos nossa compreensão da estrutura do HIV, neste caso de sua superfície, para afinar nossas ferramentas moleculares que permitem ir diretamente no ponto fraco do vírus e nos guiar na escolha de anticorpos que se unem especificamente a este ponto e o impedem de infectar as células humanas", explicou o doutor Gary Nabel, do NIAID, que codirigiu as duas equipes de cientistas em várias universidades, como a faculdade de Medicina de Harvard (Massachusetts, leste dos EUA).<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Encontrar anticorpos capazes de neutralizar cepas de HIV em todo o mundo foi, até agora, muito árduo, já que o vírus muda constantemente as proteínas que recobrem sua superfície para escapar da detecção do sistema imunológico, destacam os autores destes trabalhos.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; line-height: 17.4pt; margin-bottom: .0001pt; margin: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; text-indent: .5in;"><span lang="PT-BR" style="color: #333333; font-family: inherit; letter-spacing: -0.25pt;"><span class="Apple-style-span" style="font-size: medium;">Esta capacidade de mutação rápida resultou em um grande número de variações do HIV, mas os virologistas puderam detectar alguns pontos na superfície do vírus que permanecem constantes nas cepas, como as que unem os anticorpos VRCO1 e VRCO2.<o:p></o:p></span></span></div><div class="MsoNormal" style="text-align: justify; text-indent: .5in;"><br />
</div></span></span>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0tag:blogger.com,1999:blog-4984350253735716319.post-5041683593097663192010-07-05T22:18:00.000-03:002010-07-05T22:18:56.212-03:00MSN: Dicas, Curiosidades, Cuidados e Truques<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihfVqw_LvUSUnx1KpikQEB6qP9NjX_by78vb7EbqMgS0N65HN4lsD3N_tUi9qUHA4d4FRbcIu-ogyp33cfR98L3nniwyJ85CWNYZgGjz7V-qLIpeoQTPevImI7fcPYmjQSk4Y2SS18Nzb2/s1600/windowslive.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihfVqw_LvUSUnx1KpikQEB6qP9NjX_by78vb7EbqMgS0N65HN4lsD3N_tUi9qUHA4d4FRbcIu-ogyp33cfR98L3nniwyJ85CWNYZgGjz7V-qLIpeoQTPevImI7fcPYmjQSk4Y2SS18Nzb2/s320/windowslive.jpg" /></a></div><h4 style="line-height: 10.5pt; margin-bottom: .0001pt; margin-bottom: 0in; margin-left: 0in; margin-right: 0in; margin-top: 12.5pt; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;">Você não sabe o que é MSN? Em que planeta virtual você vive?<o:p></o:p></span></h4><div><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;"><br />
</span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><taghw><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">MSN Messenger é um programa de mensagens instantâneas criado pela Microsoft Corporation. O programa permite que um usuário da internet</span><span class="apple-converted-space"><span class="Apple-style-span" style="font-size: small;"> </span></span><span class="Apple-style-span" style="font-size: small;">se relacione com outro que tenha o mesmo programa em tempo real, podendo ter uma lista de amigos “virtuais” e acompanhar quando eles entram e saem da rede.<o:p></o:p></span></span></taghw><span class="Apple-style-span" style="font-size: small;"><span id="more-1126" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-color: initial; border-style: initial; outline-color: initial; outline-style: initial; outline-width: 0px;"></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 0in; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><taghw><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">O pioneiro nesse tipo de aplicação foi o ICQ que em 1997 revolucionou o conceito de mensagens instantâneas on line.<o:p></o:p></span></span></taghw></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">No MSN você economiza tempo e dinheiro, pois você pode conversar com várias pessoas ao mesmo tempo e até fazer conferências com várias pessoas etc. E também você não precisa utilizar mais o telefone, gastando muito $$$ nos interurbanos, para conversar com sua família.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Hoje é líder do segmento no Brasil, e por isso o MSN é um dos programas mais baixados nos sites de downloads.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">O sucesso do MSN Messenger pode ser explicado por ele ser integrado ao serviço de e-mail Hotmail, por ser incluso com o Windows XP e por ter uma intensa publicidade junto ao público mais jovem.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Porém há que se ter alguns cuidados com MSN, não deixando seu telefone a mostra para todos e não passando informações pessoais que podem te deixar em situações de perigo. Sempre tenha cuidado com quem você não conhece. Não adicione quem você não conhece, e se o fizer, já sabe: uma perna na frente e outra atrás.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Outra coisa, há vírus e spywares que usam o MSN Messenger para se espalhar, tenha cuidado com os links sem procedência.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Agora vamos as dicas e truques para MSN:<o:p></o:p></span></span></div><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 12.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;">I – Transforme seu MSN em uma sala de bate papo<o:p></o:p></span></h4><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Já precisou conversar com mais de uma pessoa pelo MSN? Convide seus amigos para uma conversa em grupo, pode se tomar decisões preciosas conversando com várias pessoas ao mesmo tempo.<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Muita gente gosta e precisa conversar em grupo no MSN. Para conversar com várias pessoas ao mesmo tempo pelo MSN, como se fosse uma sala de bate papo é só seguir os passos:<o:p></o:p></span></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial initial; background-repeat: initial initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; vertical-align: baseline;"></div><div style="text-align: justify;"><span class="Apple-style-span" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">1. Abra uma janela de conversa com um amigo</span></span></div><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><div style="text-align: justify;"><span class="Apple-style-span" style="font-size: small;">2. Para adicionar mais pessoas no seu bate-papo clique em Convidar no canto superior esquerdo da janela de conversa</span></div><div style="text-align: justify;"><span class="Apple-style-span" style="font-size: small;">3. Abrirá uma nova janela. Selecione os contatos que queira adicionar na conversa e clique em ok</span></div><span class="Apple-style-span" style="font-size: small;"><o:p></o:p></span></span><br />
<h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 12.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;">II – Salvar conversa no MSN<o:p></o:p></span></h4><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">É interessante salvar a conversa do MSN, porém muita gente não sabe como fazer para salvar conversas do MSN. Isso é bem simples, e como no blog WC Donalds tem tudo muito bem explicadinho basta clicar aqui e ver como se faz.<o:p></o:p></span></span></div><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 12.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;">III – Mandar mensagens para todos do MSN ao mesmo tempo<o:p></o:p></span></h4><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Outra dica do WC Donalds. Quantas vezes você não precisou mandar uma mensagem para todos do MSN ao mesmo tempo, ou para um grupo de amigo, você pode escolher quantos amigos quer mandar a mensagem ao mesmo tempo.<o:p></o:p></span></span></div><h4 style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 12.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;">IV – Acessar MSN bloqueado<o:p></o:p></span></h4><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Esta dica é do mau, então só a use se for de suma importância, como marcar estudo com os colegas, por exemplo.<o:p></o:p></span></span></div><h4 style="line-height: 10.5pt; margin-bottom: 0.0001pt; margin-left: 0in; margin-right: 0in; margin-top: 12.5pt; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: 'Trebuchet MS'; letter-spacing: -0.5pt;">V – Baixar MSN9 ou fazer download do MSN9 (não é a mesma coisa?).<o:p></o:p></span></h4><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;">Isso mesmo, já dá para baixar o MSN9, porém ainda em versão beta.</span><o:p></o:p></span></div><div style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; border-color: initial; border-style: initial; line-height: 10.5pt; margin-bottom: 6.5pt; margin-left: 0in; margin-right: 0in; margin-top: 6.5pt; outline-color: initial; outline-style: initial; outline-width: 0px; text-align: justify; vertical-align: baseline;"><span lang="PT-BR" style="color: #444444; font-family: Verdana;"><span class="Apple-style-span" style="font-size: small;"><br />
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</span></span></div>Patrícia Benevideshttp://www.blogger.com/profile/09086410081828483028noreply@blogger.com0