tag:blogger.com,1999:blog-52132074231914831642024-02-18T22:07:12.550-08:00Mister.XMister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.comBlogger49125tag:blogger.com,1999:blog-5213207423191483164.post-84895999738843614002011-08-03T17:18:00.000-07:002011-08-03T17:18:50.081-07:00Acelerador de partículasOs <b>aceleradores de partículas</b> são equipamentos que fornecem energia a feixes de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Part%C3%ADcula" title="Partícula">partículas</a> subatômicas eletricamente carregadas. Todos os aceleradores de partículas possibilitam a concentração de alta <a href="http://pt.wikipedia.org/wiki/Energia" title="Energia">energia</a> em pequeno volume e em posições arbitradas e controladas de forma precisa. Exemplos comuns de aceleradores de partículas existem nas televisões e geradores de raios-X, na produção de <a href="http://pt.wikipedia.org/wiki/Is%C3%B3topo" title="Isótopo">isótopos</a> radioativos, na <a href="http://pt.wikipedia.org/wiki/Radioterapia" title="Radioterapia">radioterapia</a> do câncer, na <a href="http://pt.wikipedia.org/wiki/Radiografia" title="Radiografia">radiografia</a> de alta potência para uso industrial e na <a href="http://pt.wikipedia.org/wiki/Polimeriza%C3%A7%C3%A3o" title="Polimerização">polimerização</a> de plásticos.<br />
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<h2><span class="mw-headline" id="Tipos_de_aceleradores">Tipos de aceleradores</span></h2><div class="thumb tleft"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Cockcroft%E2%80%93Walton_generator.jpg"><img alt="" class="thumbimage" height="365" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/d5/Cockcroft%E2%80%93Walton_generator.jpg/220px-Cockcroft%E2%80%93Walton_generator.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Cockcroft%E2%80%93Walton_generator.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Acelerador de partículas fabricado pela <a href="http://pt.wikipedia.org/wiki/Philips" title="Philips">Philips</a>-<a href="http://pt.wikipedia.org/wiki/Eindhoven" title="Eindhoven">Eindhoven</a> em <a href="http://pt.wikipedia.org/wiki/1937" title="1937">1937</a> para a pesquisa e desenvolvimento de Bombas A</div></div></div>O acelerador de partículas é um instrumento essencialmente construído utilizando uma fonte de partículas carregadas expostas a campos elétricos que as aceleram. Após a aceleração passam em seguida por um campo magnético que as desvia de suas trajetórias focalizando-as e controlando as direções(defletindo-as).<br />
Todos os tipos de aceleradores independentemente de seu grau de avanço tecnológico obedecem aos mesmos princípios básicos. Devido à disposição geométrica dos campos eletromagnéticos responsáveis pela aceleração das partículas, basicamente são classificados em dois tipos: cíclicos e lineares.<br />
Para que possam ocorrer às condições mais próximas do ideal, existe a necessidade de geração de vácuo de excelente qualidade na região de trânsito, evitando assim a dispersão destas pelas moléculas de gases que porventura estejam em sua trajetória.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=3" title="Editar seção: Tubos de Raios Catódicos, TRC (mais conhecidos como CRT)">editar</a>]</span> <span class="mw-headline" id="Tubos_de_Raios_Cat.C3.B3dicos.2C_TRC_.28mais_conhecidos_como_CRT.29">Tubos de Raios Catódicos, TRC (mais conhecidos como CRT)</span></h3>Um exemplo simples de acelerador de partículas, com todas as características citadas acima, são os <a href="http://pt.wikipedia.org/wiki/Tubo_de_raios_cat%C3%B3dicos" title="Tubo de raios catódicos">tubos de raios catódicos</a> de <a href="http://pt.wikipedia.org/wiki/Televis%C3%A3o" title="Televisão">aparelhos de televisão</a>. Estes dispositivos dispõem, numa de suas extremidades, um cátodo onde os elétrons ganham energia pelo aquecimento, escapando de seus átomos e ficando “livres”.<br />
Cada elétron possui uma negativação individual. Ao se destacar do cátodo aquecido pelo filamento (<a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Efeito_%C3%89dison" title="Efeito Édison">Efeito Édison</a>) estas partículas ficam expostas a um campo elétrico estabelecido pela aplicação de diferença de potencial entre aquele cátodo e o outro extremo, ou ânodo nas proximidades do ecrã (tela, no português brasileiro).<br />
Uma vez emitidos, os elétrons são acelerados em direção a um foco entre um elétrodo chamado grade de controle e a um ânodo chamado de primeiro ânodo. A diferença de potencial aplicada à grade de controle determina a <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Corrente_eletr%C3%B4nica" title="Corrente eletrônica">corrente eletrônica</a> ou <a href="http://pt.wikipedia.org/wiki/Fluxo_eletr%C3%B4nico" title="Fluxo eletrônico">fluxo eletrônico</a>, mais fluxo, mais brilho, menos fluxo, menos brilho, ou seja, controla o bombardeio de elétrons no ecrã.<br />
A diferença de potencial do primeiro ânodo num tubo hipotético gira em torno de 250 V proporcionando assim uma primeira aceleração em sua direção, porém, não há a captura das partículas, pois estão sendo atraídas em direção a um potencial maior. A alta tensão está presente no segundo ânodo, esta gira em torno de + 12.000 V, que atrai os elétrons ainda mais, porém, estes passam em alta velocidade e ainda não são capturados devido a geometria tubular do elétrodo.<br />
Acelerados, os elétrons que passaram pelo primeiro e segundo ânodos são agora manipulados eletronicamente num terceiro ânodo, o de ajuste de foco, isto é, aquele que “afina” ou "alarga" o diâmetro do feixe tal qual uma lente eletrônica cuja tensão gira em torno de + 300 V.<br />
Observe-se que os ânodos são positivos, portanto, em cada atração os elétrons ganham mais energia e são mais acelerados. Para facilitar a passagem da corrente eletrônica e dificultar a captura dos elétrons, os ânodos são cilíndricos.<br />
Após passar pelos três primeiros ânodos, os elétrons ainda são acelerados em direção a um quarto ânodo cuja diferença de potencial é em torno de + 12.000 V também acelerando-os ainda mais.<br />
Após passarem pelos ânodos, os elétrons são então desviados de suas trajetórias por bobinas de deflexão horizontal e vertical(bobinas que geram campo magnético) cuja função é executar a “varredura” para atingir ao ecrã, e ao fazê-lo, ocorre a luminescência(o brilho ou luminescência, que tem cor pré definida conforme o ponto da tela, ocorre devido a mudança de estado energético dos átomos de fósforo depositados sob o ecrã).<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=4" title="Editar seção: Aceleradores lineares">editar</a>]</span> <span class="mw-headline" id="Aceleradores_lineares">Aceleradores lineares</span></h3>Os aceleradores lineares fazem a partícula seguir uma <a href="http://pt.wikipedia.org/wiki/Trajet%C3%B3ria" title="Trajetória">trajetória</a> reta onde a energia final obtida é proporcional à soma das diferenças de potencial geradas a partir dos mecanismos de aceleração dispostos ao longo da trajetória.<br />
<div class="thumb tright"> <div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:CAST-Experiment.jpg"><img alt="" class="thumbimage" height="96" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/86/CAST-Experiment.jpg/250px-CAST-Experiment.jpg" width="250" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:CAST-Experiment.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>The w:CAST (axion observatory) experiment at w:CERN</div></div></div>Estes aceleradores são desenvolvidos de duas formas ou sistemas.<br />
<ul><li>O primeiro sistema é o que utiliza a montagem de componentes que geram um <a href="http://pt.wikipedia.org/wiki/Campo_magn%C3%A9tico" title="Campo magnético">campo magnético</a> longitudinal móvel fornecendo assim <a href="http://pt.wikipedia.org/wiki/Energia_cin%C3%A9tica" title="Energia cinética">energia cinética</a> para os <a href="http://pt.wikipedia.org/wiki/El%C3%A9tron" title="Elétron">elétrons</a>.</li>
</ul>Este equipamento é provido de uma câmara de aceleração composta de um tubo de <a href="http://pt.wikipedia.org/wiki/V%C3%A1cuo" title="Vácuo">vácuo</a> cilíndrico, tipo <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Cavidade_ressonante&action=edit&redlink=1" title="Cavidade ressonante (página não existe)">cavidade ressonante</a>, ou <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Guia_de_ondas&action=edit&redlink=1" title="Guia de ondas (página não existe)">guia de ondas</a> que dirige o campo acelerador. Existe também um <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Amplificador_de_pot%C3%AAncia&action=edit&redlink=1" title="Amplificador de potência (página não existe)">amplificador de potência</a> de vários megawatts que excita as câmaras aceleradoras sucessivas e seqüenciais que forçam o deslocamento de uma <a href="http://pt.wikipedia.org/wiki/Frente_de_onda" title="Frente de onda">frente de onda</a> progressiva no guia de ondas, esta uma vez sincronizada pelos dispositivos aceleradores se desloca cada vez com maior <a href="http://pt.wikipedia.org/wiki/Velocidade" title="Velocidade">velocidade</a> até chegar ao fim do tubo. O que assegura a sincronização é a velocidade de fase da onda progressiva que acaba por se igualar à velocidade dos elétrons.<br />
De todos os sistemas de aceleração de partículas, este é o mais antigo, porém só foi possível seu desenvolvimento integral a partir de meados da <a href="http://pt.wikipedia.org/wiki/Segunda_Guerra_Mundial" title="Segunda Guerra Mundial">Segunda Guerra Mundial</a>, esta espera ocorreu porque a teoria avançou mais rápido que a prática, e a tecnologia necessitou se desenvolver para a produção do equipamento. Não existia naquela época a técnica de conformação de ondas pelo uso da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Radiofreq%C3%BC%C3%AAncia" title="Radiofreqüência">radiofreqüência</a> em guias de onda. Tão logo ocorreu o desenvolvimento de dispositivos para tal durante a guerra foi possível a produção de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Rea%C3%A7%C3%B5es_nucleares" title="Reações nucleares">reações nucleares</a>.<br />
<ul><li>O segundo sistema de aceleração linear utiliza o método de <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Ondas_eletromagn%C3%A9ticas_estacion%C3%A1rias&action=edit&redlink=1" title="Ondas eletromagnéticas estacionárias (página não existe)">ondas eletromagnéticas estacionárias</a>, estas acabam por acelerar <a href="http://pt.wikipedia.org/wiki/Pr%C3%B3ton" title="Próton">prótons</a>.</li>
</ul>Os prótons possuem massa em torno de duas mil vezes a dos elétrons, gerando uma barreira para sua excitação através de uma guia por ondas progressivas que tenham velocidade de fase igual à sua velocidade de avanço. Os prótons cuja energia é de quatro megavolts têm cerca de dez por cento da <a href="http://pt.wikipedia.org/wiki/Velocidade_da_luz" title="Velocidade da luz">velocidade da luz</a>, esta velocidade causa efeitos relativísticos. Estes impossibilitam o uso da técnica de guia de ondas da mesma forma que se usa para elétrons. Logo os aceleradores de ondas estacionárias são usados somente como injetores de prótons para aceleradores cíclicos de grande energia que possuem dispositivos para detectar e corrigir as distorções ocasionadas pelos efeitos relativísticos.<br />
No Brasil, o desenvolvimento de aceleradores lineares se deve ao conhecimento e capacidade do Prof. Argus Moreira e sua equipe que projetou e construiu quatro máquinas no Centro Brasileiro de Pesquisas Fisicas, no Rio de Janeiro. Ainda em funcionamento, alguns desses aceleradores ajudam na formação de fisicos, engenheiros e técnicos e o desenvolvimento de novas técnicas cientificas.<br />
<h2><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=5" title="Editar seção: Aceleradores cíclicos">editar</a>]</span> <span class="mw-headline" id="Aceleradores_c.C3.ADclicos">Aceleradores cíclicos</span></h2><div class="thumb tright"> <div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Inside_the_CERN_LHC_tunnel.jpg"><img alt="" class="thumbimage" height="167" src="http://upload.wikimedia.org/wikipedia/commons/thumb/0/07/Inside_the_CERN_LHC_tunnel.jpg/250px-Inside_the_CERN_LHC_tunnel.jpg" width="250" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Inside_the_CERN_LHC_tunnel.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Interior do túnel do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/LHC" title="LHC">LHC</a>, no <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/CERN" title="CERN">CERN</a>.</div></div></div>Além dos aceleradores lineares existem os aceleradores cíclicos. Estes são construídos para promover a trajetória curvada das partículas pela ação dos campos magnéticos em espiral ou circular.<br />
Este tipo de acelerador força a partícula a passar diversas vezes pelos sistemas de aceleração. A energia final das partículas depende da amplitude da diferença de potencial aplicada e do número de voltas que estas dão no dispositivo. Os tipos de aceleradores cíclicos mais utilizados são o <a href="http://pt.wikipedia.org/wiki/C%C3%ADclotron" title="Cíclotron">cíclotron</a> e o <a href="http://pt.wikipedia.org/wiki/S%C3%ADncrotron" title="Síncrotron">síncrotron</a>.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=6" title="Editar seção: Cíclotron">editar</a>]</span> <span class="mw-headline" id="C.C3.ADclotron">Cíclotron</span></h3>O cíclotron possui dois eletrodos com a forma de um <b>D</b>, estes são ocos e semicirculares. Sua montagem é numa câmara de vácuo entre os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/P%C3%B3los" title="Pólos">pólos</a> de um <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Eletromagneto" title="Eletromagneto">eletromagneto</a>. Os prótons, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/D%C3%AAuteron" title="Dêuteron">dêuterons</a> (núcleo de um átomo de <a href="http://pt.wikipedia.org/wiki/Deut%C3%A9rio" title="Deutério">deutério</a>, constituído por um próton e um <a href="http://pt.wikipedia.org/wiki/N%C3%AAutron" title="Nêutron">nêutron</a>) ou outros <a href="http://pt.wikipedia.org/wiki/%C3%8Don" title="Íon">íons</a> de maior massa começam a se locomover no interior dos eletrodos em forma de <i>D</i>. Neste momento é injetada uma diferença de potencial alternada de <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Alta_freq%C3%BC%C3%AAncia&action=edit&redlink=1" title="Alta freqüência (página não existe)">alta freqüência</a> e <a href="http://pt.wikipedia.org/wiki/Pot%C3%AAncia" title="Potência">potência</a> nos <a href="http://pt.wikipedia.org/wiki/Eletrodo" title="Eletrodo">eletrodos</a> cuja freqüência é próxima à da circulação iônica, produzindo assim saltos de aumento de velocidade cada vez que estes passam de um <a href="http://pt.wikipedia.org/wiki/Eletrodo" title="Eletrodo">eletrodo</a> para o outro subseqüente. O que ocorre com as partículas neste momento, é uma trajetória em forma hipóide ou de semicírculos cujos raios são crescentes havendo então uma perda do foco do feixe. É necessário então um sistema de "focalização" para forçar os íons numa trajetória pré determinada, evitando assim a perda iônica por espiralamento. Causando uma re-<a href="http://pt.wikipedia.org/wiki/Polariza%C3%A7%C3%A3o" title="Polarização">polarização</a> forçada através da variação radial negativa do <a href="http://pt.wikipedia.org/wiki/Campo_magn%C3%A9tico" title="Campo magnético">campo magnético</a>, haverá sobre a partícula uma pequena componente perpendicular ao plano do movimento de aceleração. Este efeito manterá a trajetória da partícula estável não permitindo a perda desta para fora do acelerador. Essa componente de correção é primordial, pois a trajetória total da partícula muitas vezes chega a centenas de metros e, conforme o caso, milhares.<br />
A correção de trajetória pela focalização do <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Feixe_i%C3%B4nico&action=edit&redlink=1" title="Feixe iônico (página não existe)">feixe iônico</a> somado ao <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Efeito_relativ%C3%ADstico&action=edit&redlink=1" title="Efeito relativístico (página não existe)">efeito relativístico</a> causa um aumento de <a href="http://pt.wikipedia.org/wiki/Massa" title="Massa">massa</a> nas partículas, pois é sabido que ao se aumentar sua energia acaba havendo o surgimento de uma diferença entre a freqüência de oscilação do potencial acelerador e a freqüência de circulação da partícula num segmento da sua trajetória. Este efeito gera um erro inflacionário, que aumenta a cada volta, limitando assim a energia máxima da partícula.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=7" title="Editar seção: Sincrocíclotron">editar</a>]</span> <span class="mw-headline" id="Sincroc.C3.ADclotron">Sincrocíclotron</span></h3>Para resolver este problema do erro exponencial, ou inflacionário, é necessário variar a freqüência aplicada aos eletrodos em forma de <i>D</i>, assim pode-se alterar a focalização iônica através da variação dos campos magnéticos sobre as partículas. Para tal, foi desenvolvido um equipamento chamado <a href="http://pt.wikipedia.org/wiki/Sincroc%C3%ADclotron" title="Sincrocíclotron">sincrocíclotron</a> cuja construção foi possível porque existem órbitas estáveis onde a freqüência de revolução é igual à freqüência da diferença de potencial aplicada aos eletrodos.<br />
Neste sistema, quando é diminuída a freqüência de oscilação, as partículas têm uma afinidade à sua órbita tendendo então em permanecer nesta, pois absorvem energia dos campos elétricos dos eletrodos. Ao se manter a estabilidade de sincronismo, as partículas acabam ganhando energia e tendem a se movimentar em órbitas cujos raios são crescentes até a órbita máxima permitida pelo projeto do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Eletromagneto" title="Eletromagneto">eletromagneto</a>. O sincrocíclotron praticamente não tem limites no número de revoluções necessárias para a obtenção de uma dada energia.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=8" title="Editar seção: Síncrotrons">editar</a>]</span> <span class="mw-headline" id="S.C3.ADncrotrons">Síncrotrons</span></h3><div class="thumb tright"> <div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:CERN_Atlas_Caverne.jpg"><img alt="" class="thumbimage" height="188" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/8d/CERN_Atlas_Caverne.jpg/250px-CERN_Atlas_Caverne.jpg" width="250" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:CERN_Atlas_Caverne.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Detector ATLAS sendo montado em CERN</div></div></div>O desenvolvimento dos síncrotrons foi necessário para melhorar as soluções de aceleração de partículas cujas trajetórias são de raios fixos. Estes, da mesma forma que os cíclotrons, aceleram as partículas eletricamente e as confinam em campos magnéticos. A diferença é que o síncrotron utiliza o princípio da estabilidade de fase, mantendo desta forma o sincronismo entre <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Campo_el%C3%A9ctrico" title="Campo eléctrico">campo elétrico</a> aplicado e a freqüência de revolução da partícula.<br />
O funcionamento se dá através de um <a href="http://pt.wikipedia.org/wiki/Campo_magn%C3%A9tico" title="Campo magnético">campo magnético</a> que causa a deflexão da partícula para uma <a href="http://pt.wikipedia.org/wiki/%C3%93rbita" title="Órbita">órbita</a> circular, e cuja <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Intensidade_do_campo" title="Intensidade do campo">intensidade do campo</a> é modulada de forma cíclica, mantendo assim órbitas cujo raio é bastante estável e constante, apesar do ganho de energia e massa conseqüentemente. Uma vez que se usa o campo magnético para manter a órbita ao invés de acelerá-la, as linhas de campo magnético só são necessárias na região anular que é definida pela órbita. O campo é gerado por um eletromagneto anular.<br />
<div class="thumb tleft"> <div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Lnls.jpg"><img alt="" class="thumbimage" height="102" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/da/Lnls.jpg/250px-Lnls.jpg" width="250" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Lnls.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div><a href="http://pt.wikipedia.org/wiki/Fotografia_panor%C3%A2mica" title="Fotografia panorâmica">Fotografia panorâmica</a> do <a href="http://pt.wikipedia.org/wiki/Laborat%C3%B3rio_Nacional_de_Luz_S%C3%ADncrotron" title="Laboratório Nacional de Luz Síncrotron">Laboratório Nacional de Luz Síncrotron</a>, em <a href="http://pt.wikipedia.org/wiki/Campinas" title="Campinas">Campinas</a>, <a href="http://pt.wikipedia.org/wiki/Unidades_federativas_do_Brasil" title="Unidades federativas do Brasil">estado</a> de <a href="http://pt.wikipedia.org/wiki/S%C3%A3o_Paulo" title="São Paulo">São Paulo</a>, o único acelerador de partículas do <a href="http://pt.wikipedia.org/wiki/Hemisf%C3%A9rio_sul" title="Hemisfério sul">hemisfério sul</a>.</div></div></div>Os síncrotrons de prótons são os aceleradores de partículas que atingem a maior energia chegando a 800 GeV, enquanto o síncrotron de elétrons alcança no máximo 12 GeV. A velocidade do próton só chega próxima da velocidade da luz no vácuo com uma energia acima de 1 GeV. O próton acelerado não perde energia por radiação, ou se perde é muito pouco. Os elétrons adquirem uma velocidade muito alta a energias relativamente baixas, e quando defletidos por campos magnéticos irradiam energia eletromagnética próxima do comprimento de onda dos <a href="http://pt.wikipedia.org/wiki/Raios_X" title="Raios X">raios X</a>. Essa energia irradiada precisa ser reposta pelo sistema acelerador.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Acelerador_de_part%C3%ADculas&action=edit&section=9" title="Editar seção: Câmaras de vácuo anulares">editar</a>]</span> <span class="mw-headline" id="C.C3.A2maras_de_v.C3.A1cuo_anulares">Câmaras de vácuo anulares</span></h3>Existem outros equipamentos que são usados para acelerar partículas. Praticamente consistem num par de câmaras de vácuo em forma anular. O sistema é utilizado para armazenar feixes de partículas altamente energéticas e provocar colisões frontais entre eles. As altas energias obtidas a partir destas colisões permitem o estudo das interações entre as partículas fundamentais da <a href="http://pt.wikipedia.org/wiki/Mat%C3%A9ria" title="Matéria">matéria</a> e da <a href="http://pt.wikipedia.org/wiki/Energia" title="Energia">energia</a>.Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-80718152327170683762011-08-03T17:16:00.000-07:002011-08-03T17:16:02.895-07:00Curiosidades Sobre o Universo<ins style="border: none; display: inline-table; height: 280px; margin: 0; padding: 0; position: relative; visibility: visible; width: 336px;"><ins id="aswift_0_anchor" style="border: none; display: block; height: 280px; margin: 0; padding: 0; position: relative; visibility: visible; width: 336px;"></ins></ins> <br />
<div id="HOTWordsTxt" name="HOTWordsTxt"><img align="left" alt="universo" height="85" src="http://www.vocesabia.net/wp-content/uploads/2008/01/universo.thumbnail.jpg" width="119" />Porque as estrelas brilham? As estrelas são sois que ardem como o nosso e que, como ele, produzem calor e luz. Mas, como estão muito longe, muito mais que o nosso Sol, parecem-nos muito pequenas, como se fossem luzinhas.<br />
Porque não brilham as estrelas de dia?<span id="more-335"></span><br />
Há sempre estrelas no céu, mas não as vemos porque a luz do Sol é mais forte que a delas e as estrelas são menos brilhantes que ele.<br />
Porque não há Sol de noite?<br />
Porque então seria dia!<br />
A Terra gira à volta dela como um enorme pião. O Sol só ilumina uma parte da Terra de cada vez. Nessa parte é dia, na outra é noite.<br />
O Sol vê-se de todos os continentes?<br />
Sim. O Sol vê-se de todos os continentes, mas não no mesmo momento. A Terra ao mesmo tempo que gira como um pião, roda também em redor do Sol. Cada continente tem a sua vez de, na devida altura, mergulhar na noite.<br />
Porque usamos óculos quando está Sol?<br />
Entre os raios que compõem a luz do Sol, os raios ultravioletas são os mais perigosos, pois provocam insolações e poderiam ferir a retina se os vidros coloridos não os impedissem de passar.<br />
Porque não é a Lua sempre redonda?<br />
Quando se vê a Lua é porque está iluminada pela luz do Sol. Mas às vezes o Sol, conforme o seu no céu apenas ilumina uma parte da Lua. O resto fica na simbra dando a impressão de que a Lua não é redonda.<br />
Porque não se vê a Lua em certas noites?<br />
Ela está no céu, mas não a vemos quando ela nos mostra a sua parte que está na sombra e não a parte que está iluminada. È também possível que uma cortina de nuvens a esconda da nossa vista ou que só apareça de madrugada.<br />
Porque anda a Lua ao mesmo tempo que nós?<br />
A Lua não anda ao mesmo tempo que nós, não nos acompanha. Vemo-la sempre quando nos deslocamos, pois ela está muito longe e muito alto e também porque é muito grande.<br />
Porque são sete os dias da semana?<br />
A Lua gira em torno da Terra mais ou menos vinte e oito dias, e durante esse período de tempo ela apresenta quatro aspectos diferentes: Lua Nova, Quarto Crescente, Lua Cheia e Quarto Minguante. Dividindo-se vinte e oito por quatro, obtêm-se sete dias… ou uma semana.<br />
Porque tem o ano doze meses?<br />
É preciso um ano para que a Terra complete a sua rotação à volta do Sol. Durante esse tempo a Lua descreve doze rotações em torno da Terra. O m~es corresponde aproximadamente à duração de cada uma dessas rotações. O calendário foi estabelecido segundo isso.<br />
Porque há marés?<br />
Quando o Sol ou a Lua estão por cima do <a href="http://www.vocesabia.net/ciencia/curiosidades-sobre-o-universo/#" rel="nofollow" style="border-bottom: dotted 1px; color: #006600; cursor: hand; text-decoration: underline;">mar</a>, atraem a água para eles fazendo-o subir. Mas, como a Terra gira, o mar, quando os astro já não estão por cima dele volta a descer… e a maré fica baixa.</div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-10096319917795389182011-08-03T17:13:00.000-07:002011-08-03T17:13:02.351-07:00Curiosidades do EgitoNo século XIX, as ataduras das mumias eram usadas para fazer papel pardo.<br />
<br />
.Foi encontrada uma mumia envolta em 5000 metros de ataduras.<br />
<br />
.As esfinges q guarda as Piramides de Gizé tem 20 metros de altura. Equivale a 11 pessoas uma em cima da outra.<br />
<br />
.O assento sanitário mais antigo do mundo foi achado no Egito e data de 1350 a.C. (mais de 3000 anos atras).<br />
<br />
.No Egito antigo bebia-se muita cerveja. Havia pelo menos 15 tipos, tão espessos q tinham q ser coados para beber.<br />
<br />
.Os antigos egipcios treinavam macacos para apanhar tâmaras no pé.<br />
<br />
.Um antigo remédio egipcio para a cegueira era uma mistura de olhos de porcos esmagados com mel. Colocavam isso no ouvido do paciente ! <img alt="???" class="smiley" src="http://www.portaldascuriosidades.com/forum/Smileys/default/huh.gif" style="vertical-align: middle;" title="Huh" /><br />
<br />
.Os egipcios de hoje falam arabe e um pouco de ingles. A moeda usada é a libra egipcia<br />
<br />
.O deserto do Saara aumenta 6.070 Km por ano - ou seja, 2 campos de futebol por minuto ! <img alt=":w00t:" class="smiley" src="http://www.portaldascuriosidades.com/forum/Smileys/default/w00t.gif" style="vertical-align: middle;" title="O QUÊ?" /><br />
<br />
.O faraó era sepultado no espaço sob a vértice da piramide. Abaixo ficam as portas de pedra e passagens falsas para despistar os ladrões.<br />
<br />
.Os antigos egipcios consideravam os gatos sagrados. Talvez porque matavam os ratos q comiam suas preciosas reservas de cereais. Os egipcios tinham até uma deusa-gata chamada Bastet. Matar gatos era um crime grave<br />
<br />
.Os egipcios veneravam o Nilo como um de seus maiores deuses <br />
<br />
.O Nilo tem 6.695 Km de comprimento, é o segundo mais longo do mundo. Ele nasce nas montanhas da África central e deságua no mar Mediterrâneo.<br />
<br />
.Os egípcios antigos costumavam guerrear montados em camelos. Estes cheiravam tão mal q os cavalos inimigos quase sempre debandavam<br />
<br />
<img alt=":yeah:" class="smiley" src="http://www.portaldascuriosidades.com/forum/Smileys/default/thumbsup.gif" style="vertical-align: middle;" title="Fixe!" />Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-48107269736480629542011-05-10T10:15:00.001-07:002011-05-10T10:17:25.373-07:00Congele água em 1 segundo!<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/Opk4kskjgYo?feature=player_embedded' frameborder='0'></iframe></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-53994258311699281182011-05-02T11:54:00.001-07:002011-05-02T11:54:39.666-07:00<img alt="" 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" />Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-58022968138532487822011-04-08T12:17:00.000-07:002011-04-08T12:17:41.116-07:00Curiosidades<div class="entry-head"> <h3 class="entry-title"><a href="http://www.vocesabia.net/ciencia/como-as-formigas-conseguem-carregar-tanto-peso/" rel="bookmark" title="link permanente para "Como as formigas conseguem carregar tanto peso?"">Como as formigas conseguem carregar tanto peso?</a></h3><div class="entry-meta"> <span class="meta-start">Publicado</span> <div class="entry-author"><span class="meta-prep">por</span> <address class="vcard author"><a class="url fn" href="http://www.vocesabia.net/author/felipe/" title="View all posts by felipe">felipe</a></address></div><div class="entry-date"><span class="meta-prep">em</span> <abbr class="published" title="2011-03-15T09:12:36-0300">15 de março de 2011</abbr></div><div class="entry-categories"><span class="meta-prep">na(s) categoria(a)</span> <a href="http://www.vocesabia.net/categoria/ciencia/" title="Ver todos os posts em Ciência">Ciência</a>, <a href="http://www.vocesabia.net/categoria/como-funciona/" title="Ver todos os posts em Como Funciona">Como Funciona</a> e <a href="http://www.vocesabia.net/categoria/curiosidades/" title="Ver todos os posts em Curiosidades">Curiosidades</a></div><span class="meta-end">.</span> <a class="commentslink" href="http://www.vocesabia.net/ciencia/como-as-formigas-conseguem-carregar-tanto-peso/#respond" title="Comentário para Como as formigas conseguem carregar tanto peso?">0 <span>Comments</span></a> </div></div><img alt="formiga" class="aligncenter size-full wp-image-1987" height="112" src="http://www.vocesabia.net/wp-content/uploads/2009/05/formiga1.jpg" title="formiga" width="493" /> O comprimento das formigas varia de<strong> 1,6 mm a quase 5 cm.</strong> A maioria das espécies são vermelhas, negras, marrons ou amarelas, mas existem algumas verdes ou de um azul metálico. E, como outros insetos, <strong>elas têm seis patas.</strong><br />
Os corpos se dividem em <strong>três segmentos distintos</strong>: cabeça, tórax e abdômen. Ao contrário de outros insetos, as formigas têm antenas articuladas (e não retas ou recurvas), e um pedicelo, um estreitamento do corpo entre o <strong>tórax e o abdômen</strong>. O bucho, um órgão localizado no <strong>abdômen</strong>, é usado para armazenar comida, que mais tarde pode ser regurgitada para alimentar outros membros da colônia.<br />
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<div class="entry-head"> <h3 class="entry-title"><a href="http://www.vocesabia.net/saude/como-e-feito-o-leite-em-po/" rel="bookmark" title="link permanente para "Como é Feito o Leite em Pó?"">Como é Feito o Leite em Pó?</a></h3><div class="entry-meta"> <span class="meta-start">Publicado</span> <div class="entry-author"><span class="meta-prep">por</span> <address class="vcard author"><a class="url fn" href="http://www.vocesabia.net/author/felipe/" title="View all posts by felipe">felipe</a></address></div><div class="entry-date"><span class="meta-prep">em</span> <abbr class="published" title="2011-01-26T08:11:44-0300">26 de janeiro de 2011</abbr></div><div class="entry-categories"><span class="meta-prep">na(s) categoria(a)</span> <a href="http://www.vocesabia.net/categoria/saude/alimentacao/" title="Ver todos os posts em Alimentação">Alimentação</a>, <a href="http://www.vocesabia.net/categoria/como-funciona/" title="Ver todos os posts em Como Funciona">Como Funciona</a>, <a href="http://www.vocesabia.net/categoria/curiosidades/" title="Ver todos os posts em Curiosidades">Curiosidades</a>, <a href="http://www.vocesabia.net/categoria/curiosidades/origem_das_coisas/" title="Ver todos os posts em Origem das Coisas">Origem das Coisas</a> e <a href="http://www.vocesabia.net/categoria/saude/" title="Ver todos os posts em Saúde">Saúde</a></div><span class="meta-end">.</span> <a class="commentslink" href="http://www.vocesabia.net/saude/como-e-feito-o-leite-em-po/#respond" title="Comentário para Como é Feito o Leite em Pó?">0 <span>Comments</span></a> </div></div><img alt="leitepo" class="aligncenter size-full wp-image-1922" height="112" src="http://www.vocesabia.net/wp-content/uploads/2009/07/leitepo.jpg" title="leitepo" width="493" />O<strong> Leite em pó</strong> é uma forma moderna de consumo de leite, que <strong>desidratado</strong>, tem sua<strong> longevidade estendida</strong>. O leite em pó é feito a partir da <strong>secagem do leite comum</strong>. Para extrair a água, que compõe cerca de <strong>90% da massa do leite</strong>, as fábricas fazem-na evaporar num processo lento, que <strong>não estraga as proteínas do produto</strong>. Primeiro, o leite <strong>escorre em paredes metálicas verticais aquecidas a 77 °C</strong>, porque o líquido não pode ser fervido. Nessa etapa <strong>evapora até 50% da água</strong>, e o leite fica pastoso. O produto concentrado segue então para uma máquina que<strong> borrifa minúsculas gotículas contra um jato de ar quente a 180 °C</strong>.<br />
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<div class="entry-head"> <h3 class="entry-title"><a href="http://www.vocesabia.net/curiosidades/a-historia-da-caneta-esferografica/" rel="bookmark" title="link permanente para "A História da Caneta Esferográfica"">A História da Caneta Esferográfica</a></h3><div class="entry-meta"> <span class="meta-start">Publicado</span> <div class="entry-author"><span class="meta-prep">por</span> <address class="vcard author"><a class="url fn" href="http://www.vocesabia.net/author/lucas/" title="View all posts by Lucas">Lucas</a></address></div><div class="entry-date"><span class="meta-prep">em</span> <abbr class="published" title="2010-07-29T08:53:38-0300">29 de julho de 2010</abbr></div><div class="entry-categories"><span class="meta-prep">na(s) categoria(a)</span> <a href="http://www.vocesabia.net/categoria/como-funciona/" title="Ver todos os posts em Como Funciona">Como Funciona</a>, <a href="http://www.vocesabia.net/categoria/curiosidades/" title="Ver todos os posts em Curiosidades">Curiosidades</a> e <a href="http://www.vocesabia.net/categoria/curiosidades/origem_das_coisas/" title="Ver todos os posts em Origem das Coisas">Origem das Coisas</a></div><span class="meta-end">.</span> <a class="commentslink" href="http://www.vocesabia.net/curiosidades/a-historia-da-caneta-esferografica/#respond" title="Comentário para A História da Caneta Esferográfica">0 <span>Comments</span></a> </div></div><ins style="border: none; display: inline-table; height: 60px; margin: 0; padding: 0; position: relative; visibility: visible; width: 468px;"><ins id="aswift_0_anchor" style="border: none; display: block; height: 60px; margin: 0; padding: 0; position: relative; visibility: visible; width: 468px;"></ins></ins> <br />
<img alt="caneta" class="aligncenter size-full wp-image-2037" height="112" src="http://www.vocesabia.net/wp-content/uploads/2008/09/caneta.jpg" title="caneta" width="493" /> O jornalista húngaro <strong>Laszlo Biro</strong> conhecia bem os problemas das canetas normais e, enquanto visitava a redação de um jornal, ele teve a idéia de criar uma caneta que utiliza uma tinta de secagem rápida, em vez da tinta da Índia.<br />
O<strong>bservando que a tinta do jornal saía imediatamente seca e quase nunca borrava</strong>, Biro se dedicou a criar um novo tipo de instrumento de escrita que utilizasse uma tinta semelhante.<br />
Para evitar que sua caneta entupisse com uma tinta espessa, propôs o uso de uma pequena esfera de metal que rolava em uma extremidade do tubo onde estava esta tinta de secagem rápida. A esfera então teria duas funções: agir como um protetor para impedir que a tinta secasse e permitir que a tinta fluísse para fora da caneta a uma velocidade controlada.<br />
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<div class="entry-head"> <h3 class="entry-title"><a href="http://www.vocesabia.net/saude/10-alimentos-para-viver-mais/" rel="bookmark" title="link permanente para "10 Alimentos Para Viver Mais"">10 Alimentos Para Viver Mais</a></h3><div class="entry-meta"> <span class="meta-start">Publicado</span> <div class="entry-author"><span class="meta-prep">por</span> <address class="vcard author"><a class="url fn" href="http://www.vocesabia.net/author/felipe/" title="View all posts by felipe">felipe</a></address></div><div class="entry-date"><span class="meta-prep">em</span> <abbr class="published" title="2011-02-23T08:10:48-0300">23 de fevereiro de 2011</abbr></div><div class="entry-categories"><span class="meta-prep">na(s) categoria(a)</span> <a href="http://www.vocesabia.net/categoria/saude/alimentacao/" title="Ver todos os posts em Alimentação">Alimentação</a>, <a href="http://www.vocesabia.net/categoria/curiosidades/" title="Ver todos os posts em Curiosidades">Curiosidades</a>, <a href="http://www.vocesabia.net/categoria/domesticas/" title="Ver todos os posts em Dicas Domésticas">Dicas Domésticas</a>, <a href="http://www.vocesabia.net/categoria/saude/qualidade_de_vida/" title="Ver todos os posts em Qualidade de Vida">Qualidade de Vida</a>, <a href="http://www.vocesabia.net/categoria/saude/" title="Ver todos os posts em Saúde">Saúde</a> e <a href="http://www.vocesabia.net/categoria/terceira_idade/" title="Ver todos os posts em Terceira Idade">Terceira Idade</a></div><span class="meta-end">.</span> <a class="commentslink" href="http://www.vocesabia.net/saude/10-alimentos-para-viver-mais/#comments" title="Comentário para 10 Alimentos Para Viver Mais">1 <span>Comment</span></a> <span class="entry-tags">Tags: <a href="http://www.vocesabia.net/tag/alimentacao/" rel="tag">Alimentação</a>, <a href="http://www.vocesabia.net/tag/comidas/" rel="tag">comidas</a>, <a href="http://www.vocesabia.net/tag/qualidade-de-vida/" rel="tag">qualidade de vida</a>, <a href="http://www.vocesabia.net/tag/saudaveis/" rel="tag">saudaveis</a>, <a href="http://www.vocesabia.net/tag/saude/" rel="tag">Saúde</a>.</span> </div></div><ins style="border: none; display: inline-table; height: 280px; margin: 0; padding: 0; position: relative; visibility: visible; width: 336px;"><ins id="aswift_0_anchor" style="border: none; display: block; height: 280px; margin: 0; padding: 0; position: relative; visibility: visible; width: 336px;"></ins></ins> <br />
<h4 style="text-align: justify;"><img alt="alimentos" class="aligncenter size-full wp-image-1950" height="112" src="http://www.vocesabia.net/wp-content/uploads/2010/02/alimentos.jpg" title="alimentos" width="493" />AVEIA</h4><div style="text-align: justify;">Ajuda a diminuir o colesterol ruim, o LDL. Ganhou o selo de redutor do risco de doenças cardíacas da FDA, agência americana de controle de alimentos e remédios.</div>Quantidade recomendada: 40 gramas por dia de farelo ou 60 gramas da farinha.<br />
<h4 style="text-align: justify;">ALHO</h4><div style="text-align: justify;">Reduz a pressão arterial e protege o coração ao diminuir a taxa de colesterol ruim e aumentar os níveis do colesterol bom, o HDL. Pesquisas indicam que pode ajudar na prevenção de tumores malignos.<span id="more-1085"></span></div>Quantidade recomendada: um dente por dia (para diminuir o colesterol e a pressão arterial).<br />
<h4 style="text-align: justify;">AZEITE DE OLIVA</h4><div style="text-align: justify;">Auxilia na redução do LDL. Sua ingestão no lugar de margarina ou manteiga pode reduzir em até 40% o risco de doenças do coração.</div>Quantidade recomendada: 15 mililitros por dia ou uma colher (de sopa rasa).<br />
<h4 style="text-align: justify;">CASTANHA-DO-PARÁ</h4><div style="text-align: justify;">Assim como noz, pistache e amêndoa, auxilia na prevenção de problemas cardíacos. Também ganhou o selo de redutora de doenças cardiovasculares da FDA.</div>Quantidade recomendada: 30 gramas por dia ou de cinco a seis unidades.<br />
<h4 style="text-align: justify;">CHÁ VERDE</h4><div style="text-align: justify;">Auxilia na prevenção de tumores malignos. Estudos indicam ainda que pode diminuir as doenças do coração, prevenir pedras nos rins e auxiliar no tratamento da obesidade.</div>Quantidade recomendada: de quatro a seis xícaras por dia (para reduzir os riscos de gastrite e câncer no esôfago).<br />
<h4 style="text-align: justify;">MAÇÃ</h4><div style="text-align: justify;">Ajuda a prevenir tumores malignos, diz o médico Michael Roizen. O consumo regular de frutas variadas auxilia na redução de doenças cardíacas e da pressão sangüínea, além de evitar doenças oculares como catarata.</div>Quantidade recomendada: cinco porções de frutas por dia.<br />
<h4 style="text-align: justify;">PEIXES</h4><div style="text-align: justify;">Os peixes ricos em ômega 3, como a sardinha, o bacalhau e o salmão, são poderosos aliados na prevenção de infartos e derrames. Estudos indicam também que reduzem dores de artrite, melhoram a depressão e protegem o cérebro contra doenças como o mal de Alzheimer.</div>Quantidade recomendada: pelo menos 180 gramas por semana (para reduzir o risco de doenças cardiovasculares).<br />
<h4 style="text-align: justify;">SOJA</h4><div style="text-align: justify;">Ajuda a reduzir o risco de doenças cardiovasculares, segundo a FDA. Seu consumo regular pode diminuir os níveis de colesterol ruim em mais de 10%. Há indicações de que também ajuda a amenizar os incômodos da menopausa e a prevenir o câncer de mama e de cólon.</div><div style="text-align: justify;">Quantidade recomendada: 150 gramas de grão de soja por dia, o equivalente a uma xícara de chá (para reduzir o colesterol).</div><h4 style="text-align: justify;">TOMATE</h4><div style="text-align: justify;">Auxilia na prevenção do câncer de próstata.</div>Quantidade recomendada: uma colher e meia (sopa) de molho de tomate por dia.<br />
<h4 style="text-align: justify;">VINHO TINTO</h4><div style="text-align: justify;">A uva vermelha, presente no vinho ou no suco, ajuda a aumentar o colesterol bom e evita o acúmulo de gordura nas artérias, prevenindo doenças do coração.</div>Quantidade recomendada: dois copos de suco de uva ou uma taça de vinho tinto por dia.<br />
* As quantidades de alimentos indicadas se referem apenas à prevenção das doenças especificadas. A dosagem ideal para o combate das demais ainda não foi identificada pelos pesquisadores.Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-25516063634563956352011-03-30T08:31:00.000-07:002011-03-30T08:31:15.653-07:00Baleia-jubarteA <b>baleia-jubarte</b> (<i>Megaptera novaeangliae</i>), também conhecida como <b>baleia-preta</b>, <b>baleia-corcunda</b>, <b>baleia-xibarte</b>, <b>baleia-cantora</b> ou <b>baleia-de-bossa</b>, é um <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mam%C3%ADfero" title="Mamífero">mamífero</a> marinho da ordem dos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cet%C3%A1ceo" title="Cetáceo">cetáceos</a> que vive em <a href="http://pt.wikipedia.org/wiki/Mar" title="Mar">mares</a> do mundo todo.<br />
Os machos da espécie medem de 15 a 16 <a href="http://pt.wikipedia.org/wiki/Metro" title="Metro">metros</a>; as fêmeas, de 16 a 17. O peso médio é de aproximadamente 40 <a href="http://pt.wikipedia.org/wiki/Tonelada" title="Tonelada">toneladas</a>, sendo que o maior exemplar já visto possuía 19 metros.<br />
É uma espécie protegida desde <a href="http://pt.wikipedia.org/wiki/1967">1967</a> e, em <a href="http://pt.wikipedia.org/wiki/2008">2008</a>, as estimativas do número de indivíduos variam dos 30 mil<sup class="reference" id="cite_ref-0"><a href="http://pt.wikipedia.org/wiki/Baleia-jubarte#cite_note-0">[1]</a></sup> aos 65 mil exemplares.<sup class="reference" id="cite_ref-1"><a href="http://pt.wikipedia.org/wiki/Baleia-jubarte#cite_note-1">[2]</a></sup><br />
<br />
<table cellspacing="1" class="infobox" style="background: white; clear: right; float: right; font-size: 95%; margin: 0 0 0.5em 1em; width: 235px;"><tbody>
<tr><th align="center" bgcolor="pink"><span style="color: #000099; font-size: small;"><b>Baleia-jubarte</b></span></th> </tr>
<tr style="text-align: center;"> <td><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Humpback_Whale_underwater_shot.jpg"><img alt="Humpback Whale underwater shot.jpg" height="124" src="http://upload.wikimedia.org/wikipedia/commons/thumb/6/61/Humpback_Whale_underwater_shot.jpg/220px-Humpback_Whale_underwater_shot.jpg" width="220" /></a><br />
<a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Humpback_whale_size.svg" title="Tamanho do animal comparado a um humano"><img alt="Tamanho do animal comparado a um humano" height="82" src="http://upload.wikimedia.org/wikipedia/commons/thumb/f/f0/Humpback_whale_size.svg/220px-Humpback_whale_size.svg.png" width="220" /></a><br />
<div style="text-align: center;"><small>Tamanho do animal comparado a um humano</small></div></td> </tr>
<tr bgcolor="pink" style="text-align: center;"> <th> <center><a href="http://pt.wikipedia.org/wiki/Estado_de_conserva%C3%A7%C3%A3o">Estado de conservação</a></center> </th> </tr>
<tr> <td> <div style="text-align: center;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Status_iucn3.1_LC_pt.svg"><img alt="Status iucn3.1 LC pt.svg" height="53" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/c5/Status_iucn3.1_LC_pt.svg/200px-Status_iucn3.1_LC_pt.svg.png" width="200" /></a><br />
<small><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Pouco_preocupante" title="Pouco preocupante">Pouco preocupante</a></small></div></td> </tr>
<tr bgcolor="pink" style="text-align: center;"> <th><b><a href="http://pt.wikipedia.org/wiki/Classifica%C3%A7%C3%A3o_cient%C3%ADfica">Classificação científica</a></b></th> </tr>
<tr style="text-align: center;"> <td> <table cellpadding="2" style="background: white; margin: 0 auto; text-align: left;"><tbody>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Reino_%28biologia%29" title="Reino (biologia)">Reino</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Animalia">Animalia</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Filo">Filo</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Chordata" title="Chordata">Chordata</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Classe_%28biologia%29" title="Classe (biologia)">Classe</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mammalia" title="Mammalia">Mammalia</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Ordem_%28biologia%29" title="Ordem (biologia)">Ordem</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cetacea" title="Cetacea">Cetacea</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Ordem_%28biologia%29" title="Ordem (biologia)">Subordem</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mysticeti" title="Mysticeti">Mysticeti</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Fam%C3%ADlia_%28biologia%29" title="Família (biologia)">Família</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Balaenopteridae">Balaenopteridae</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/G%C3%A9nero_%28biologia%29" title="Género (biologia)">Género</a>:</td> <td><i><b>Megaptera</b></i><br />
<small>Gray, 1846</small></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Esp%C3%A9cie">Espécie</a>:</td> <td><span style="white-space: nowrap;"><i><b>M. novaeangliae</b></i></span></td> </tr>
</tbody></table></td> </tr>
<tr bgcolor="pink"> <th> <center><a href="http://pt.wikipedia.org/wiki/Nomenclatura_binomial" title="Nomenclatura binomial">Nome binomial</a></center> </th> </tr>
<tr style="text-align: center;"> <td><i><b>Megaptera novaeangliae</b></i><br />
<small>(<a class="new" href="http://pt.wikipedia.org/w/index.php?title=Borowski&action=edit&redlink=1" title="Borowski (página não existe)">Borowski</a>, <a href="http://pt.wikipedia.org/wiki/1781">1781</a>)</small></td> </tr>
<tr bgcolor="pink" style="text-align: center;"> <td> <center><b>Distribuição geográfica</b></center> </td> </tr>
<tr style="text-align: center;"> <td><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:W_Humpback_Whale_range_map.png"><img alt="W Humpback Whale range map.png" height="93" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/d0/W_Humpback_Whale_range_map.png/200px-W_Humpback_Whale_range_map.png" width="200" /></a><br />
</td> </tr>
</tbody></table><div class="thumb tright"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Buckelwal_Nahaufnahme.jpg"><img alt="" class="thumbimage" height="148" src="http://upload.wikimedia.org/wikipedia/commons/thumb/a/aa/Buckelwal_Nahaufnahme.jpg/220px-Buckelwal_Nahaufnahme.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Buckelwal_Nahaufnahme.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Tubérculos cefálicos característicos da espécie</div></div></div><div class="thumb tright"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Buckelwal_Schwanzflosse.jpg"><img alt="" class="thumbimage" height="153" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/34/Buckelwal_Schwanzflosse.jpg/220px-Buckelwal_Schwanzflosse.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Buckelwal_Schwanzflosse.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>A forma de ondulação, as marcas negras e brancas e as <a href="http://pt.wikipedia.org/wiki/Cicatriz" title="Cicatriz">cicatrizes</a> que permitem a identificação dos exemplares</div></div></div><div class="thumb tright"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Humpback_dorsal_fin.jpg"><img alt="" class="thumbimage" height="147" src="http://upload.wikimedia.org/wikipedia/commons/thumb/7/7f/Humpback_dorsal_fin.jpg/220px-Humpback_dorsal_fin.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Humpback_dorsal_fin.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>A jubarte</div></div></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-49029665639057237642011-03-29T13:32:00.000-07:002011-03-29T13:32:17.515-07:00Célula-troncoTambém conhecidas como <b>células-mãe</b>, são <a href="http://pt.wikipedia.org/wiki/C%C3%A9lula" title="Célula">células</a> que possuem a melhor capacidade de se <a href="http://pt.wikipedia.org/wiki/Divis%C3%A3o_celular" title="Divisão celular">dividir</a> dando origem a células semelhantes às progenitoras.<br />
As células-tronco <a href="http://pt.wikipedia.org/wiki/Embri%C3%A3o" title="Embrião">embriões</a> têm ainda a capacidade de se transformar, num processo também conhecido por <a href="http://pt.wikipedia.org/wiki/Diferencia%C3%A7%C3%A3o_celular">diferenciação celular</a>, em outros <a href="http://pt.wikipedia.org/wiki/Tecido" title="Tecido">tecidos</a> do corpo, como <a href="http://pt.wikipedia.org/wiki/Osso" title="Osso">ossos</a>, <a href="http://pt.wikipedia.org/wiki/Nervo" title="Nervo">nervos</a>, <a href="http://pt.wikipedia.org/wiki/M%C3%BAsculo" title="Músculo">músculos</a> e <a href="http://pt.wikipedia.org/wiki/Sangue">sangue</a>. Devido a essa característica, as células-tronco são importantes, principalmente na aplicação terapêutica, sendo potencialmente úteis em <a href="http://pt.wikipedia.org/wiki/Terapia" title="Terapia">terapias</a> de combate a doenças <a href="http://pt.wikipedia.org/wiki/Doen%C3%A7a_cardiovascular" title="Doença cardiovascular">cardiovasculares</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Doen%C3%A7a_neurodegenerativa" title="Doença neurodegenerativa">neurodegenerativas</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Diabetes" title="Diabetes">diabetes</a> <a href="http://pt.wikipedia.org/wiki/Diabetes_mellitus_tipo_1" title="Diabetes mellitus tipo 1">tipo-1</a>, <a href="http://pt.wikipedia.org/wiki/Acidente_vascular_cerebral" title="Acidente vascular cerebral">acidentes vasculares cerebrais</a>, doenças hematológicas, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Trauma" title="Trauma">traumas</a> na <a href="http://pt.wikipedia.org/wiki/Medula_espinhal">medula espinhal</a> e <a href="http://pt.wikipedia.org/wiki/Nefropatia" title="Nefropatia">nefropatias</a>.<span style="color: grey;"><sup>[</sup></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la desde dezembro de 2008."><span style="color: grey;"><i>carece de fontes</i></span></span></a><span style="color: grey;">]</span></sup><br />
O principal objetivo das pesquisas com células-tronco é usá-las para recuperar tecidos danificados por essas doenças e traumas. No <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Zool%C3%B3gico_de_Bras%C3%ADlia" title="Zoológico de Brasília">Zoológico de Brasília</a> (<a href="http://pt.wikipedia.org/wiki/Brasil" title="Brasil">BR</a>), uma <a href="http://pt.wikipedia.org/wiki/F%C3%AAmea">fêmea</a> de <a href="http://pt.wikipedia.org/wiki/Lobo-guar%C3%A1">lobo-guará</a>, vítima de atropelamento, recebeu tratamento com células-tronco . <sup class="reference" id="cite_ref-0"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-0">[1]</a></sup> Este foi o primeiro registro do uso de células-tronco para curar lesões num animal selvagem. <sup class="reference" id="cite_ref-1"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-1">[2]</a></sup><br />
São encontradas em células embrionárias e em vários locais do corpo, como no <a href="http://pt.wikipedia.org/wiki/Cord%C3%A3o_umbilical">cordão umbilical</a>, na <a href="http://pt.wikipedia.org/wiki/Medula_%C3%B3ssea">medula óssea</a>, no <a href="http://pt.wikipedia.org/wiki/Sangue">sangue</a>, no <a href="http://pt.wikipedia.org/wiki/F%C3%ADgado">fígado</a>, na <a href="http://pt.wikipedia.org/wiki/Placenta">placenta</a> e no <a href="http://pt.wikipedia.org/wiki/L%C3%ADquido_amni%C3%B3tico">líquido amniótico</a>. Nesse último local, conforme descoberta de pesquisadores da Escola de Medicina da Universidade de Wake Forest, no estado norte-americano da <a href="http://pt.wikipedia.org/wiki/Carolina_do_Norte">Carolina do Norte</a>, noticiada pela imprensa mundial nos primeiros dias de 2007.<sup class="reference" id="cite_ref-2"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-2">[3]</a></sup><br />
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" /><br />
<h2><span class="mw-headline" id="Quest.C3.A3o_do_nome">Questão do nome</span></h2>O adjetivo estaminal refere-se aos estames e provém da <a href="http://pt.wikipedia.org/wiki/Palavra">palavra</a> <a href="http://pt.wikipedia.org/wiki/Latim" title="Latim">latina</a> 'staminale-', <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Adjectivo" title="Adjectivo">adjectivo</a> relacionado com o <a href="http://pt.wikipedia.org/wiki/Substantivo">substantivo</a> latino ‘stamine’, do qual deriva a palavra <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_portuguesa" title="Língua portuguesa">portuguesa</a> <i>estame,</i> que significa: <i>fio de tecer</i> e, em <a href="http://pt.wikipedia.org/wiki/Bot%C3%A2nica">botânica</a>, folha floral fértil que produz os <a href="http://pt.wikipedia.org/wiki/Gr%C3%A2nulo" title="Grânulo">grânulos</a> do <a href="http://pt.wikipedia.org/wiki/P%C3%B3len">pólen</a>, e filete que sustenta a <a href="http://pt.wikipedia.org/wiki/Antera">antera</a> onde se encontram os grânulos de pólen.<br />
O <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Voc%C3%A1bulo" title="Vocábulo">vocábulo</a> <a href="http://pt.wikipedia.org/wiki/Ingl%C3%AAs">inglês</a> correspondente é "stam". <sup class="reference" id="cite_ref-ciberduvidas.com_3-0"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-ciberduvidas.com-3">[4]</a></sup> Nada disto tem a ver com o significado atribuído ao conceito que é internacionalmente conhecido como <a class="external text" href="http://en.wikipedia.org/wiki/Stem_cell" rel="nofollow">stem cells</a>.O vocábulo inglês "stem" provém da palavra germânica "stamn", que significa caule e estrutura de planta. Em linguística, "stem" significa raiz.<br />
Como os estames possuem os grânulos do pólen, alguns cientistas pensaram que a palavra estaminal poderia ser adequada para a tradução do adjectivo relacionado com a palavra "stem" no contexto "stem cell".<sup class="reference" id="cite_ref-ciberduvidas.com_3-1"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-ciberduvidas.com-3">[4]</a></sup><br />
Para fazer justiça ao significado biológico destas células, tendo em conta a ampla divulgação que têm nos órgãos de comunicação social, a tradução literal para <i>células-tronco</i>, comum no Brasil, também traz problemas de inteligibilidade pois relaciona-se com uma imagem abstracta do processo de diferenciação e especialização celulares, que "entronca" em células pluripotentes e se ramifica em células progressivamente unipotentes. O mesmo problema de inteligibilidade põe-se com o termo <i>células-mãe</i>, que, para além disso, é confuso.<span style="color: grey;"><sup>[</sup></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la."><span style="color: grey;"><i>carece de fontes</i></span></span></a><span style="color: grey;">]</span></sup><br />
Para esta questão ser ultrapassada, o mais adequado será traduzir <i>stem cell</i> por <i>célula indiferenciada</i> ou <i>célula básica</i>. Outras <a href="http://pt.wikipedia.org/wiki/Hip%C3%B3tese" title="Hipótese">hipóteses</a> serão os termos <i>células germinais</i> ou <i>células geradoras´´.</i><br />
<h2><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula-tronco&action=edit&section=2" title="Editar seção: Extração das células-tronco">editar</a>]</span> <span class="mw-headline" id="Extra.C3.A7.C3.A3o_das_c.C3.A9lulas-tronco">Extração das células-tronco</span></h2>Há três possibilidades de extração das células-tronco. Podem ser <a href="http://pt.wikipedia.org/wiki/Adulto" title="Adulto">adultas</a>, <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Mesenquimais&action=edit&redlink=1" title="Mesenquimais (página não existe)">Mesenquimais</a> ou <a href="http://pt.wikipedia.org/wiki/Embri%C3%A3o" title="Embrião">embrionárias</a>:<br />
<ul><li>Embrionárias – São encontradas no embrião humano e são classificadas como <a href="http://pt.wikipedia.org/wiki/Totipot%C3%AAncia" title="Totipotência">totipotentes</a> ou <a href="http://pt.wikipedia.org/wiki/Pluripot%C3%AAncia" title="Pluripotência">pluripotentes</a>, devido ao seu poder de diferenciação celular de outros <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Tecido_%28histologia%29" title="Tecido (histologia)">tecidos</a>. A utilização de células estaminais embrionárias para fins de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Investiga%C3%A7%C3%A3o" title="Investigação">investigação</a> e <a href="http://pt.wikipedia.org/wiki/Tratamento" title="Tratamento">tratamentos</a> médicos varia de país para país, em que alguns a sua investigação e utilização é permitida, enquanto em outros países é ilegal. O <a href="http://pt.wikipedia.org/wiki/Supremo_Tribunal_Federal" title="Supremo Tribunal Federal">STF</a> autorizou as pesquisas no Brasil.<sup class="reference" id="cite_ref-4"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-4">[5]</a></sup></li>
</ul><ul><li>Adultas – São encontradas em diversos tecidos, como a <a href="http://pt.wikipedia.org/wiki/Medula_%C3%B3ssea">medula óssea</a>, <a href="http://pt.wikipedia.org/wiki/Sangue">sangue</a>, <a href="http://pt.wikipedia.org/wiki/F%C3%ADgado">fígado</a>, <a href="http://pt.wikipedia.org/wiki/Cord%C3%A3o_umbilical">cordão umbilical</a>, <a href="http://pt.wikipedia.org/wiki/Placenta">placenta</a>, e outros. Estudos recentes mostram que estas células-tronco têm uma limitação na sua capacidade de diferenciação, o que dá uma limitação de obtenção de tecidos a partir delas.<sup class="reference" id="cite_ref-5"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-5">[6]</a></sup></li>
</ul><ul><li>Mesenquimais – Células-tronco mesenquimais, uma população de células do estroma do tecido (parte que dá sustentação às células), têm a capacidade de se diferenciar em diversos tecidos. Por conta desta plasticidade, essas células têm sido utilizadas para reparar ou regenerar tecidos danificados como ósseo, cartilaginoso, hepático, cardíaco e neural. Além disso, essas células apresentam uma poderosa atividade imunosupressora, o que abre a possibilidade de sua aplicação clínica em doenças imuno-mediadas, como as auto-imunes e também nas rejeições aos transplantes. Em adultos, residem principalmente na medula óssea e no tecido adiposo.</li>
</ul><h2><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula-tronco&action=edit&section=3" title="Editar seção: Definições de potência">editar</a>]</span> <span class="mw-headline" id="Defini.C3.A7.C3.B5es_de_pot.C3.AAncia">Definições de potência</span></h2>As células-tronco podem se classificar de acordo com o tipo de células que podem gerar:<br />
<ul><li><a href="http://pt.wikipedia.org/wiki/Totipot%C3%AAncia" title="Totipotência">Totipotentes</a>: podem produzir todas as células embrionárias e extra embrionárias;</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Pluripot%C3%AAncia" title="Pluripotência">Pluripotentes</a>: podem produzir todos os tipos celulares do embrião, menos placenta e anexos;</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Multipot%C3%AAncia" title="Multipotência">Multipotentes</a>: podem produzir células de várias linhagens;</li>
</ul><ul><li><a class="new" href="http://pt.wikipedia.org/w/index.php?title=Oligopot%C3%AAncia&action=edit&redlink=1" title="Oligopotência (página não existe)">Oligopotentes</a>: podem produzir células dentro de uma única linhagem;</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Unipot%C3%AAncia" title="Unipotência">Unipotentes</a>: produzem somente um único tipo celular maduro.</li>
</ul><h2><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula-tronco&action=edit&section=4" title="Editar seção: Estudo e utilização na clonagem">editar</a>]</span> <span class="mw-headline" id="Estudo_e_utiliza.C3.A7.C3.A3o_na_clonagem">Estudo e utilização na clonagem</span></h2>Segue-se uma lista das leis em vigor sobre a <a href="http://pt.wikipedia.org/wiki/Clonagem">clonagem</a> de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/C%C3%A9lulas_tronco" title="Células tronco">células tronco</a> nalguns países.<br />
<ul><li><a href="http://pt.wikipedia.org/wiki/%C3%81frica_do_Sul">África do Sul</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica. É o único país <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Africano" title="Africano">africano</a> com legislação a respeito.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Alemanha">Alemanha</a> - permite a pesquisa com linhagens de células-tronco existentes e sua importação, mas proíbe a destruição de embriões.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Brasil">Brasil</a> - permite a utilização de células-tronco produzidas a partir de <a href="http://pt.wikipedia.org/wiki/Embri%C3%A3o" title="Embrião">embriões</a> humanos para fins de pesquisa e terapia, desde que sejam embriões inviáveis ou estejam congelados há mais de três anos.<sup class="reference" id="cite_ref-6"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula-tronco#cite_note-6">[7]</a></sup> Em todos os casos, é necessário o consentimento dos pais. A comercialização do material biológico é crime. Em <a href="http://pt.wikipedia.org/wiki/29_de_maio">29 de maio</a> de <a href="http://pt.wikipedia.org/wiki/2008">2008</a> o <a href="http://pt.wikipedia.org/wiki/Supremo_Tribunal_Federal">Supremo Tribunal Federal</a> confirmou que a <a href="http://pt.wikipedia.org/wiki/Lei">lei</a> em questão é constitucional, ratificando assim o posicionamento normativo dessa nação.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Rep%C3%BAblica_Popular_da_China" title="República Popular da China">China</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica.</li>
</ul><ul><li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cingapura" title="Cingapura">Cingapura</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica.</li>
</ul><ul><li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cor%C3%A9ia_do_Sul" title="Coréia do Sul">Coréia do Sul</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Estados_Unidos">Estados Unidos</a> - proíbe a aplicação de verbas do governo federal a qualquer pesquisa envolvendo embriões humanos (a exceção é feita para 19 linhagens de células-tronco derivadas antes da aprovação da lei <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Norte-americana" title="Norte-americana">norte-americana</a>). Mas estados como a <a href="http://pt.wikipedia.org/wiki/Calif%C3%B3rnia">Califórnia</a> permitem e patrocinam esse tipo de pesquisa (inclusive a <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Clonagem_terap%C3%AAutica&action=edit&redlink=1" title="Clonagem terapêutica (página não existe)">clonagem terapêutica</a>).</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Fran%C3%A7a">França</a> - não tem legislação específica, mas permite a pesquisa com linhagens existentes de células-tronco embrionárias e com embriões de descarte.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/%C3%8Dndia">Índia</a> - proíbe a clonagem terapêutica, mas permite as outras pesquisas.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Israel">Israel</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/It%C3%A1lia">Itália</a> - proíbe totalmente qualquer tipo de pesquisa com células-tronco embrionárias humanas e sua importação.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Jap%C3%A3o">Japão</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Reino_Unido">Reino Unido</a> - tem uma das legislações mais liberais do mundo e permite a clonagem terapêutica.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/R%C3%BAssia">Rússia</a> - permite todas as pesquisas com embriões, inclusive a clonagem terapêutica.</li>
</ul><ul><li><a href="http://pt.wikipedia.org/wiki/Turquia">Turquia</a> - permite pesquisas e uso de embriões de descarte, porem proíbe a clonagem terapêutica das células tronco.</li>
</ul>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-76774233043967878132011-03-24T12:02:00.000-07:002011-03-24T12:02:56.090-07:00A coleta seletiva<!--[if gte mso 9]><xml> <o:OfficeDocumentSettings> <o:AllowPNG/> </o:OfficeDocumentSettings> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:EnableOpenTypeKerning/> <w:DontFlipMirrorIndents/> <w:OverrideTableStyleHps/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal"><b style="mso-bidi-font-weight: normal;"><span style="font-size: 14.0pt; line-height: 115%;">Como se faz?</span></b></div><div class="MsoNormal"><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; line-height: 115%;">Não há como não produzir lixo, mas podemos diminuir essa produção <u>reduzindo</u> o desperdício, <u>reutilizando</u> sempre que possível e <u>separando</u> os materiais recicláveis para a coleta seletiva. A maior parte do que jogamos fora não é sujo, fica sujo depois de misturado. Separando os materiais que podem ser reciclados, a quantidade de lixo a ser coletado é muito menor.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Quais são os benefícios?</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A reciclagem gera benefícios nos seguintes aspectos:</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Sanitários</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Contribui decisivamente para a melhoria da saúde pública</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ambientais</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Evita a poluição do ambiente (água, ar e solos) provocada pelo lixo;<br />
Aumenta a vida útil dos aterros sanitários, pois diminui a quantidade de resíduos a serem dispostos;<br />
Diminui a exploração de recursos naturais, muitos não renováveis como o petróleo;<br />
Reduz o consumo de energia;<br />
É um grande passo para a conscientização de inúmeros outros problemas ecológicos</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Econômicos</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Representa uma grande atividade econômica indireta, tanto pela economia de recursos naturais quanto pela diminuição dos gastos com tratamento de doenças, controle da poluição ambiental e remediação de áreas degradadas e uso de espaços de reserva;<br />
É também uma atividade econômica direta pela valorização, venda e processamento industrial de produtos descartados. - Diminui os gastos com a limpeza urbana;<br />
Gera empregos para a população não qualificada;</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Estimula a concorrência, uma vez que produtos fabricados a partir dos recicláveis são comercializados em paralelo àqueles feitos a partir de matérias-primas virgens;<br />
Melhora a produção de compostos orgânicos, a partir da reciclagem de resíduos orgânicos (compostagem).</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Sociais</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A reciclagem garante ganhos sociais imensuráveis. Por exemplo: Tem-se a geração de empregos diretos, a possibilidade de união e organização da força trabalhista mais desprestigiada e marginalizada (em cooperativas de reciclagem) e a oportunidade de incentivar a mobilização comunitária para o exercício da cidadania, em busca de solução de seus próprios problemas.<br />
Contribui para a diminuição da marginalidade, pois auxilia a retirada das pessoas dos lixões, e para a melhoria da qualidade de vida</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Educacionais</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As atividades de reciclagem, quer industrial ou artesanal, bem como as centrais de triagem ou usinas de compostagem, têm fortes vínculos com a formação e educação ambientais de crianças, jovens e adultos. Essas instalações, além de serem unidades de tratamento do lixo, podem funcionar como grande laboratório de ciências para que professores e alunos tenham aulas práticas e discorram sobre as várias áreas e atividades relacionadas com a reciclagem do lixo urbano;<br />
Mobilização e participação comunitária;</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Educação Ambiental</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Dá oportunidade aos cidadãos de preservarem a natureza de uma forma concreta. Assim, as pessoas se sentem mais responsáveis pelo lixo que geram.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 5;"><b><span style="font-family: "Times New Roman","serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Políticos e Institucionais</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Um programa institucional (em nível nacional) seria um importante mecanismo para mobilizar as comunidades, criar parcerias com o poder público e ressaltar a participação indispensável do cidadão no sucesso e alcance dos objetivos do processo, além de destacar seus vários benefícios para a coletividade.</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Significado da sigla PET?</span></b></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">PET significa Polietileno Tereftalato, uma resina plástica e um tipo de poliéster. PET é o tipo de plástico identificado com o número 1 no fundo (ou próximo a ele) das garrafas ou recipientes comumente usados para envasar refrigerantes, água, sucos, óleos, etc.<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal"><br />
</div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-37531712555185369142011-03-21T06:32:00.000-07:002011-03-21T06:45:46.996-07:00+ videos<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/anxK1o-8HsU?feature=player_embedded' frameborder='0'></iframe><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/AIFK3U3iC-k?feature=player_embedded' frameborder='0'></iframe></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-2523908469614786532011-03-18T15:00:00.000-07:002011-03-18T15:00:50.127-07:00GorilaOs <b>gorilas</b> são <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mam%C3%ADfero" title="Mamífero">mamíferos</a> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Primata" title="Primata">primatas</a> pertencentes ao género <i><b>Gorilla</b></i>, endémicos das <a href="http://pt.wikipedia.org/wiki/Floresta_tropical" title="Floresta tropical">florestas tropicais</a> do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/%C3%81frica_central" title="África central">centro da África</a>. O fato de compartilharem 98%-99% do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/DNA" title="DNA">DNA</a> com os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ser_humano" title="Ser humano">seres humanos</a> faz dos gorilas o parente vivo mais próximo, logo depois dos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Bonobos" title="Bonobos">bonobos</a> e <a href="http://pt.wikipedia.org/wiki/Chimpanz%C3%A9" title="Chimpanzé">chimpanzés</a><sup class="reference" id="cite_ref-0"><a href="http://pt.wikipedia.org/wiki/Gorila#cite_note-0">[1]</a></sup>. O gorila é o maior primata atualmente.<br />
Os gorilas vivem em <a href="http://pt.wikipedia.org/wiki/Floresta" title="Floresta">florestas</a> tropicais ou sub-tropicais. Apesar da sua área de distribuição abranger apenas uma pequena percentagem de África, os gorilas existem numa grande variedade de <a href="http://pt.wikipedia.org/wiki/Altitude" title="Altitude">altitudes</a>. Os gorilas-de-montanha (<i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Gorilla_beringei_beringei" title="Gorilla beringei beringei">Gorilla beringei beringei</a></i>) habitam as florestas montanhosas do Albertine Rift, existendo entre os 2.225 até aos 4.267 m. Os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Gorilla_gorilla" title="Gorilla gorilla">gorilas-do-ocidente</a> moram em florestas densas e <a href="http://pt.wikipedia.org/wiki/P%C3%A2ntano" title="Pântano">pântanos</a> das terras baixas e <a href="http://pt.wikipedia.org/wiki/Marisma">marisma</a> até ao <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/N%C3%ADvel_do_mar" title="Nível do mar">nível do mar</a>.<br />
<br />
<table cellspacing="1" class="infobox"><tbody>
<tr><th align="center" bgcolor="pink"><span style="color: #000099; font-size: small;"><b>Gorila</b></span></th> </tr>
<tr style="text-align: center;"> <td><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Gorila.JPG"><img alt="Gorila.JPG" height="165" src="http://upload.wikimedia.org/wikipedia/commons/thumb/6/63/Gorila.JPG/220px-Gorila.JPG" width="220" /></a><br />
</td> </tr>
<tr bgcolor="pink" style="text-align: center;"> <th><b><a href="http://pt.wikipedia.org/wiki/Classifica%C3%A7%C3%A3o_cient%C3%ADfica">Classificação científica</a></b></th> </tr>
<tr style="text-align: center;"> <td> <table cellpadding="2" style="background: white; margin: 0 auto; text-align: left;"><tbody>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Reino_%28biologia%29" title="Reino (biologia)">Reino</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Animalia">Animalia</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Filo">Filo</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Chordata" title="Chordata">Chordata</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Classe_%28biologia%29" title="Classe (biologia)">Classe</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mammalia" title="Mammalia">Mammalia</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Ordem_%28biologia%29" title="Ordem (biologia)">Ordem</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Primates" title="Primates">Primates</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Fam%C3%ADlia_%28biologia%29" title="Família (biologia)">Família</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Hominidae">Hominidae</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Fam%C3%ADlia_%28biologia%29" title="Família (biologia)">Subfamília</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Homininae">Homininae</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/G%C3%A9nero_%28biologia%29" title="Género (biologia)">Género</a>:</td> <td><i><b>Gorilla</b></i><br />
<small><a class="new" href="http://pt.wikipedia.org/w/index.php?title=Isidore_Geoffroy_Saint-Hilaire&action=edit&redlink=1" title="Isidore Geoffroy Saint-Hilaire (página não existe)">I. Geoffroy</a>, <a href="http://pt.wikipedia.org/wiki/1853">1853</a></small></td> </tr>
</tbody></table></td> </tr>
<tr bgcolor="pink"> <th> <center><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Tipo_%28biologia%29" title="Tipo (biologia)">Espécie-tipo</a></center> </th> </tr>
<tr style="text-align: center;"> <td><i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Troglodytes_gorilla" title="Troglodytes gorilla">Troglodytes gorilla</a></i><br />
<small><a href="http://pt.wikipedia.org/wiki/Thomas_Staughton_Savage" title="Thomas Staughton Savage">Savage</a>, <a href="http://pt.wikipedia.org/wiki/1847">1847</a></small></td> </tr>
<tr bgcolor="pink" style="text-align: center;"> <td> <center><b>Distribuição geográfica</b></center> </td> </tr>
<tr style="text-align: center;"> <td><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Mapa_distribuicao_pans.png"><img alt="Mapa distribuicao pans.png" height="216" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/5d/Mapa_distribuicao_pans.png/200px-Mapa_distribuicao_pans.png" width="200" /></a><br />
</td> </tr>
<tr bgcolor="pink"> <th> <center><a href="http://pt.wikipedia.org/wiki/Esp%C3%A9cie" title="Espécie">Espécies</a></center> </th> </tr>
<tr> <td style="padding: 0 .5em;"> <ul><li><i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Gorilla_gorilla" title="Gorilla gorilla">Gorilla gorilla</a></i></li>
<li><i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Gorilla_beringei" title="Gorilla beringei">Gorilla beringei</a></i></li>
</ul></td> </tr>
<tr bgcolor="pink" style="text-align: center;"> <th style="text-align: center;">Sinónimos</th> </tr>
<tr> <td style="padding: 0 .5em;"> <i>Pseudogorilla</i> <small><a class="new" href="http://pt.wikipedia.org/w/index.php?title=Daniel_Giraud_Elliot&action=edit&redlink=1" title="Daniel Giraud Elliot (página não existe)">Elliot</a>, <a href="http://pt.wikipedia.org/wiki/1913">1913</a>.</small></td></tr>
</tbody></table>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-21217182195407394832011-03-17T08:36:00.000-07:002011-03-17T08:36:54.564-07:00Bebida energética do Mr.X<b>Igredientes:</b><br />
<br />
1/2-mamão<br />
1-limão<br />
10-amoras<br />
1-goiaba<br />
1-ovo cru <br />
400ml de leite.<br />
<br />
<b>Modo de Preparo:</b><br />
<br />
Bata no liquitificador o leite, o ovo, as amoras. Faça uma pasta com o mamão e a goiaba amassando-os,<br />
logo depois esprema o limão no leite , ovo e as amoras batidas. Coloque a pasta de goiaba com mamão<br />
no liquitificador , e bata tudo.Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-41383254400211845752011-03-12T06:15:00.000-08:002011-03-12T06:16:57.936-08:00Mister. X AnimaisOlá pessoal !Venho pedir que aponhem nosso mais novo afilial: "Mister X Animais"que se trata exclusivamente de animais !<br />
http://xretsimpets.blogspot.com <br />
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Mister XMister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-14636957875089600772011-03-09T04:47:00.000-08:002011-03-09T04:47:16.088-08:00Baleia Azul e seus Ancestrais<img alt="" 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" /><div style="line-height: 150%;"> <span style="color: white; font-family: Verdana; font-size: x-small;"> <span style="background-color: #000066;">A baleia-azul é um mamífero marinho. Como outras baleias, as baleias azuis usam lâminas córneas na sua cavidade bucal para filtrar seu alimento (krill) da água do mar, alimentando-se também de pequenos peixes e lulas. A baleia-azul é o maior animal já vivo, podendo chegar a mais de 33 metros de comprimento e mais de 200 toneladas de peso.<br />
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A baleia-azul possui uma pequena aleta (abertura) que é visível apenas num curto período, quando a baleia mergulha. Tal aleta pode produzir jatos de água de até nove metros altura. O seu pulmão pode conter aproximadamente cinco mil litros de ar.<br />
É também o animal mais ruidoso do mundo. Emitem sons de baixa frequência que atingem os 188 decibéis — mais fortes que o som de um avião a jacto — que podem ser ouvidos a mais de 800 quilómetros de distância.</span></span></div><div align="justify" style="line-height: 150%;"> <span style="color: white; font-family: Verdana; font-size: x-small;"> <span style="background-color: #000066;">Taxonomia<br />
A baleia-azul é uma das sete espécies de baleia no género Balaenoptera. A espécie é dividida em três subespécies:<br />
B. m. musculus, as populações do Atlântico Norte e Pacífico Norte, <br />
B. m. intermedia, a população do Oceano Antártico e <br />
B. m. brevicauda que é uma baleia pequena conhecida também como a baleia-pigmeu, encontrada no Oceano Índico e Pacífico sul. <br />
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Tamanho<br />
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Comparação de tamanho de um humano em relação à baleia-azul.A baleia-azul é provavelmente o maior animal que já existiu na face da Terra. A maior criatura conhecida da era dos dinossauros era o seismossauro da era Mesozóica, com um peso superior a 100 toneladas e comprimento estimado de 40 metros, embora alguns cientistas afirmem que poderiam chegar a 52 metros de comprimento. Há incertezas sobre a maior baleia-azul já capturada. A maioria das informações vem de baleias-azuis mortas em águas antárticas durante a primeira metade do século XX, coletadas por baleeiros não instruídos em técnicas de coleta zoológica. As baleias mais longas já registradas foram duas fêmeas com 33,6 e 33,3 metros de comprimento, respectivamente, porém existem algumas disputas sobre a confiabilidade destas informações. A maior baleia medida por cientistas no Laboratório Americano de Pesquisas de Mamíferos Marinhos media 29,9 metros, o mesmo comprimento de um avião Boeing 737.<br />
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</span></span></div><table border="0" id="table2"><tbody>
<tr> <td width="509"> <div align="center"> <img border="0" height="254" src="http://www.achetudoeregiao.com.br/animais/gif_animal/mamiferos/baleia_azul.jpg" width="400" /></div></td> <td> <div align="center"><b><span style="font-family: Verdana; font-size: x-small;"> <img border="0" height="241" src="http://www.achetudoeregiao.com.br/animais/gif_animal/Baleias.gif" width="470" /></span></b></div></td> </tr>
</tbody></table><br />
<span style="color: white; font-family: Verdana; font-size: x-small;"> <span style="background-color: #000066;">A cabeça de uma baleia-azul é tão grande que cinqüenta pessoas poderiam apoiar-se em sua língua. Um bebê (humano) poderia engatinhar através das principais artérias da baleia-azul e um humano adulto poderia até se arrastar pela sua aorta. Uma baleia-azul recém-nascida pesa mais que um elefante adulto e tem cerca de 7,6 metros de comprimento. Durante os seus primeiros sete meses de vida, bebês de baleia-azul tomam cerca de 380 litros de leite todo dia. Bebês de baleias-azuis ganham peso rapidamente, 91 kg a cada 24 horas. O orgão reprodutor do macho (o pênis), chega a medir 3 metros de comprimento.<br />
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Apesar de serem mamíferos, as baleias não amamentam seus filhotes pelas tetas. O leite da baleia é tão gorduroso que ela o solta na água, de onde o filhote o suga, já que água e gordura não se misturam.<br />
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Baleias azuis são difíceis de se pesar dado o seu imenso tamanho. A maioria das baleias azuis morta por baleeiros não têm o seu peso tomado como um todo, mas sim, corta-se a baleia em peças menores, que podem ser pesadas mais facilmente. Isto causa um erro na tomada do peso total da baleia, devido à perda de sangue e outros fluidos. De qualquer maneira, tomadas entre 160 a 190 toneladas foram registadas para espécimes com mais de 27 metros de comprimento. O peso de um indivíduo de trinta metros de comprimento é estimado em torno de duzentas toneladas. A mais pesada baleia-azul já pesada é uma fêmea que pesava quase 390 toneladas.<br />
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População e pesca<br />
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Esqueleto de baleia-azul em frente ao Long Marine Laboratory da Universidade da Califórnia em Santa Cruz.Baleias azuis não são fáceis de se capturar, matar e estocar. A sua velocidade e poder mostram que elas não foram o alvo de baleeiros antigos que, ao invés, tinham como alvo cachalotes. Como o número dos últimos declinou, baleeiros começaram a olhar com mais cobiça a baleia-azul. Em 1864, o navio a vapor norueguês Svend Foyn foi equipado com arpões especialmente concebidos para capturar grandes baleias. De início problemático, o método eventualmente entrou em moda e no final do século XIX o número de baleias-azuis no Atlântico Norte estava em declínio.<br />
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A matança de baleias-azuis espalhou-se rapidamente, e em 1925, os Estados Unidos, o Reino Unido e o Japão tinham se juntado à Noruega na caça às baleias-azuis, capturando e matando-as e processando-as em grandes navios-fábricas. E, em 1930, 41 navios mataram 28.325 baleias azuis. No final da segunda guerra mundial, populações de baleias azuis já eram escassas, e em 1946, as primeiras leis que restringiam o comércio de baleias foram introduzidas. Tais leis eram ineficientes devido à falta de diferenciação entre diferentes espécies. Espécies ameaçadas de extinção podiam ser igualmente caçadas com aquelas que tinham uma população relativamente abundante. Quando a caça da baleia-azul finalmente foi proibida, nos anos 60, 350 mil baleias azuis haviam sido mortas. A atual população mundial de baleias azuis é estimada entre três a quatro mil, com duas mil concentradas na costa californiana. Tal grupo representa a maior esperança num longo e gradual processo de aumento populacional da baleia-azul, que está nas listas dos animais ameaçados de extinção desde os anos 60.</span></span>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com1tag:blogger.com,1999:blog-5213207423191483164.post-85218317301449241532011-03-09T04:39:00.000-08:002011-03-09T04:39:32.343-08:00Jerusalém<b>Jerusalém </b>é a capital declarada (mas não reconhecida pela comunidade internacional) de <a href="http://pt.wikipedia.org/wiki/Israel">Israel</a> e sua maior cidade<sup class="reference" id="cite_ref-1"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-1">[2]</a></sup> tanto em população quanto área,<sup class="reference" id="cite_ref-cbs_2-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-cbs-2">[3]</a></sup> com 732.100 residentes em uma área de 125.1 km² ou 49 milhas (incluindo a área disputada de Jerusalém Oriental).<sup class="reference" id="cite_ref-mfa-40th_0-1"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-mfa-40th-0">[1]</a></sup><sup class="reference" id="cite_ref-perfil_3-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-perfil-3">[4]</a></sup> Localizada nas <a href="http://pt.wikipedia.org/wiki/Montanhas_Judeias">Montanhas Judeias</a>, entre o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mar_mediterr%C3%A2neo" title="Mar mediterrâneo">mar mediterrâneo</a> e o norte do <a href="http://pt.wikipedia.org/wiki/Mar_Morto">Mar Morto</a>, a Jerusalém moderna tem crescido aos arredores da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cidade_antiga_%28Jerusal%C3%A9m%29" title="Cidade antiga (Jerusalém)">cidade antiga</a>.<br />
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<h2><span class="mw-headline" id="Hist.C3.B3ria">História</span></h2>Cerâmicas indicam a ocupação de <a href="http://pt.wikipedia.org/wiki/Ophel">Ophel</a>, dentro da atual Jerusalém, desde a <a href="http://pt.wikipedia.org/wiki/Idade_do_Cobre">Idade do Cobre</a>, ao redor do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Quarto_mil%C3%AAnio_a.C." title="Quarto milênio a.C.">Quarto milênio a.C.</a>,<sup class="reference" id="cite_ref-aice_4-1"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-aice-4">[5]</a></sup><sup class="reference" id="cite_ref-freedman2000_26-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-freedman2000-26">[27]</a></sup> com evidências de assentamentos permanentes durante o começo da <a href="http://pt.wikipedia.org/wiki/Idade_do_Bronze">Idade do Bronze</a>, 3000-2800 a.C.<sup class="reference" id="cite_ref-freedman2000_26-1"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-freedman2000-26">[27]</a></sup><sup class="reference" id="cite_ref-27"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-27">[28]</a></sup> Os <a href="http://pt.wikipedia.org/wiki/Textos_de_Execra%C3%A7%C3%A3o">Textos de Execração</a> (<a href="http://pt.wikipedia.org/wiki/Circa" title="Circa">c.</a> do século XIX a.C.), que se referem a uma cidade chamada <i>Roshlamem</i> ou <i>Rosh-ramen</i><sup class="reference" id="cite_ref-freedman2000_26-2"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-freedman2000-26">[27]</a></sup> e as <a href="http://pt.wikipedia.org/wiki/Cartas_de_Amarna">Cartas de Amarna</a> (c. século XIV a.C.) podem ser os primeiros a falar da cidade.<sup class="reference" id="cite_ref-vaughn_28-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-vaughn-28">[29]</a></sup><sup class="reference" id="cite_ref-29"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-29">[30]</a></sup> Alguns arqueólogos, incluindo <a href="http://pt.wikipedia.org/wiki/Kathleen_Kenyon">Kathleen Kenyon</a>, acreditam que Jerusalém como cidade foi fundada pelos povos <a href="http://pt.wikipedia.org/wiki/L%C3%ADnguas_sem%C3%ADticas_ocidentais" title="Línguas semíticas ocidentais">semitas ocidentais</a> com assentamentos organizados em cerca de <a href="http://pt.wikipedia.org/wiki/S%C3%A9culo_XXVI_a.C." title="Século XXVI a.C.">2600 a.C.</a>. Segundo a tradição judaica, a cidade foi fundada por <a href="http://pt.wikipedia.org/wiki/Sem" title="Sem">Shem</a> (Sem, em português, filho de <a href="http://pt.wikipedia.org/wiki/No%C3%A9">Noé</a>) e <a href="http://pt.wikipedia.org/wiki/%C3%89ber">Éber</a> (bisneto de Shem), antepassados de <a href="http://pt.wikipedia.org/wiki/Abra%C3%A3o">Abraão</a>. Nos contos <a href="http://pt.wikipedia.org/wiki/B%C3%ADblia" title="Bíblia">bíblicos</a>, Jerusalém era uma cidade <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Jebusita" title="Jebusita">Jebusita</a> até o século X a.C., quando <a href="http://pt.wikipedia.org/wiki/David">David</a> conquistou-a e fez dela a capital do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Reino_Unido_de_Israel_e_Jud%C3%A1" title="Reino Unido de Israel e Judá">Reino Unido de Israel e Judá</a> (c. 1000s a.C.).<sup class="reference" id="cite_ref-promise_30-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-promise-30">[31]</a></sup><sup class="reference" id="cite_ref-31"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-31">[32]</a></sup> recentes escavações de uma grande estrutura de pedra são interpretadas por alguns arqueólogos como crédito à narrativa bíblica.<sup class="reference" id="cite_ref-nytimes_32-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-nytimes-32">[33]</a></sup><br />
<sup class="reference" id="cite_ref-nytimes_32-0"> </sup><img alt="" 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" /><br />
<h3><span class="mw-headline" id="Estado_Isl.C3.A2mico"> </span></h3><h3><span class="mw-headline" id="Estado_Isl.C3.A2mico"></span><span class="mw-headline" id="Estado_Isl.C3.A2mico">Estado Islâmico</span></h3>Em 638, o <a href="http://pt.wikipedia.org/wiki/Califado">Califado</a> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Isl%C3%A2mico" title="Islâmico">islâmico</a> alargou a sua soberania para Jerusalém. Neste momento, Jerusalém foi declarada a terceira cidade mais sagrada do Islã após <a href="http://pt.wikipedia.org/wiki/Meca">Meca</a> e <a href="http://pt.wikipedia.org/wiki/Medina">Medina</a>, e referido como <i>al Bait al-Muquddas</i>. Mais tarde, ele era conhecido como <i>al-Qods al-Sharif.</i><sup class="reference" id="cite_ref-49"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-49">[50]</a></sup> Com a <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Conquista_Mu%C3%A7ulmana_da_S%C3%ADria&action=edit&redlink=1" title="Conquista Muçulmana da Síria (página não existe)">conquista árabe</a>, os judeus foram autorizados a regressar à cidade.<sup class="reference" id="cite_ref-50"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-50">[51]</a></sup> O califa <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Rashidun" title="Rashidun">Rashidun</a> <a href="http://pt.wikipedia.org/wiki/Omar" title="Omar">Omar ibn al-Khattab</a> assinou um tratado com o patriarca <a href="http://pt.wikipedia.org/wiki/Monofisismo" title="Monofisismo">cristão monofisista</a> <a href="http://pt.wikipedia.org/wiki/Sofr%C3%B4nio">Sofrônio</a>, assegurando-lhe que os lugares sagrados cristãos de Jerusalém e a população cristã seriam protegidos ao abrigo do estado muçulmano.<sup class="reference" id="cite_ref-51"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-51">[52]</a></sup> Omar foi conduzido à <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Pedra_Fundamental_da_C%C3%BApula_da_Rocha&action=edit&redlink=1" title="Pedra Fundamental da Cúpula da Rocha (página não existe)">Pedra Fundamental</a> no <a href="http://pt.wikipedia.org/wiki/Monte_do_Templo">Monte do Templo</a>, no qual ele claramente recusou, pois se preparava para construir uma mesquita. De acordo com o bispo <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Gaul%C3%AAs" title="Gaulês">gaulês</a> <a href="http://pt.wikipedia.org/wiki/Arculf">Arculf</a>, que viveu em Jerusalém a partir de 679 a 688, a <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mesquita_de_Omar" title="Mesquita de Omar">Mesquita de Omar</a> era uma estrutura retangular de madeira construído sobre ruínas que poderia acomodar 3000 seguidores.<sup class="reference" id="cite_ref-Yisrael_Shalem_52-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-Yisrael_Shalem-52">[53]</a></sup> O califa <a href="http://pt.wikipedia.org/wiki/Om%C3%ADadas" title="Omíadas">Omíada</a> <a href="http://pt.wikipedia.org/wiki/Abd-el-Melek">Abd-el-Melek</a> encomendou a construção da <a href="http://pt.wikipedia.org/wiki/C%C3%BApula_da_Rocha">Cúpula da Rocha</a> no final século VII.<sup class="reference" id="cite_ref-53"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-53">[54]</a></sup> O historiador do século X, <a href="http://pt.wikipedia.org/wiki/El_Muqadasi">El Muqadasi</a>, escreveu que Abd-el-Melek construiu o santuário, a fim de competir na grandeza das monumentais igrejas de Jerusalém.<sup class="reference" id="cite_ref-Yisrael_Shalem_52-1"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-Yisrael_Shalem-52">[53]</a></sup> Durante as quatro próximas centenas de anos, a proeminência de Jerusalém foi diminuída pelos poderes árabes na região que brigavam pelo controle da cidade.<sup class="reference" id="cite_ref-54"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-54">[55]</a></sup><br />
<br />
<br />
<br />
<table class="infobox vcard"><tbody>
<tr><td align="center" bgcolor="#66CDAA" class="fn org" colspan="2" style="font-size: larger;"><big><b>Jerusalém</b></big></td> </tr>
<tr> <td align="center" colspan="2" style="padding: 3px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Jerusalem_Dome_of_the_rock_BW_14.JPG"><img alt="Jerusalem Dome of the rock BW 14.JPG" height="163" src="http://upload.wikimedia.org/wikipedia/commons/thumb/c/c2/Jerusalem_Dome_of_the_rock_BW_14.JPG/245px-Jerusalem_Dome_of_the_rock_BW_14.JPG" width="245" /></a><br />
<i>Vista de Jerusalém do <a href="http://pt.wikipedia.org/wiki/Monte_das_Oliveiras">Monte das Oliveiras</a>.</i></td> </tr>
<tr> <td align="center" colspan="2"> <table style="background: #F0FFF0; border: 0px;"><tbody>
<tr> <td align="center" style="vertical-align: middle;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Jerusalem-coat-of-arms.svg"><img alt="Jerusalem-coat-of-arms.svg" height="114" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/8b/Jerusalem-coat-of-arms.svg/80px-Jerusalem-coat-of-arms.svg.png" width="80" /></a><br />
<i><a href="http://pt.wikipedia.org/wiki/Bras%C3%A3o_de_armas_de_Jerusal%C3%A9m" title="Brasão de armas de Jerusalém">Brasão</a></i></td> <td align="center" style="padding-left: 3px; vertical-align: middle;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Flag_of_Jerusalem.svg"><img alt="Flag of Jerusalem.svg" height="105" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/33/Flag_of_Jerusalem.svg/145px-Flag_of_Jerusalem.svg.png" width="145" /></a><br />
<i><a href="http://pt.wikipedia.org/wiki/Bandeira_de_Jerusal%C3%A9m" title="Bandeira de Jerusalém">Bandeira</a></i></td> </tr>
</tbody></table></td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Idioma_hebraico" title="Idioma hebraico">Hebraico</a></b></td> <td class="apelido" style="border-top: 1px solid dimgray; font-size: 110%;" valign="top">יְרוּשָׁלַיִם</td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Idioma_%C3%A1rabe" title="Idioma árabe">Árabe</a></b></td> <td class="nickname" style="border-top: 1px solid dimgray;" valign="top">Oficialmente em Israel أورشليم القدس (<i>Urshalim-Al-Quds</i>)<br />
Usualmente القـُدْس(<i>Al-Quds</i>)</td> </tr>
<tr style="border-top: 1px;"> <td style="border-top: 1px solid dimgray;" valign="top"><b>Significado</b></td> <td style="border-top: 1px solid dimgray;" valign="top">Hebraico: "Cidade da Paz"<br />
Árabe: "A Sagrada"</td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b>Governo</b></td> <td style="border-top: 1px solid dimgray;" valign="top"><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Lista_de_cidades_de_Israel" title="Lista de cidades de Israel">Cidade</a></td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b><a href="http://pt.wikipedia.org/wiki/Distritos_de_Israel" title="Distritos de Israel">Distrito</a></b></td> <td style="border-top: 1px solid dimgray;" valign="top"><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Distrito_de_Jerusal%C3%A9m" title="Distrito de Jerusalém">Jerusalém</a></td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b><a href="http://pt.wikipedia.org/wiki/Sistema_de_coordenadas" title="Sistema de coordenadas">Coordenadas</a></b></td> <td style="border-top: 1px solid dimgray;" valign="top"><img alt="" class="noprint" src="http://upload.wikimedia.org/wikipedia/commons/thumb/9/9a/Erioll_world.svg/18px-Erioll_world.svg.png" style="cursor: pointer; padding: 0px 3px 0px 0px;" title="mostrar a localidade num mapa interactivo" /><a class="external text" href="http://toolserver.org/%7Egeohack/geohack.php?language=pt&pagename=Jerusal%C3%A9m&params=31_47_00_N_35_13_00_E_type:cidade" rel="nofollow">31° 47′ N 35° 13′ E</a></td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b>População</b></td> <td style="border-top: 1px solid dimgray;" valign="top">732 100<sup class="reference" id="cite_ref-mfa-40th_0-0"><a href="http://pt.wikipedia.org/wiki/Jerusal%C3%A9m#cite_note-mfa-40th-0">[1]</a></sup> (2007)</td> </tr>
<tr> <td style="border-top: 1px solid dimgray;" valign="top"><b>Jurisdição</b></td> <td style="border-top: 1px solid dimgray;" valign="top">125156 <a href="http://pt.wikipedia.org/wiki/Dunam" title="Dunam">dunams</a> (125,156 km²)</td> </tr>
<tr style="border-top: 1px black solid;"> <td style="border-top: 1px solid dimgray;" valign="top"><b>Prefeito</b></td> <td style="border-top: 1px solid dimgray;" valign="top"><a href="http://pt.wikipedia.org/wiki/Nir_Barkat">Nir Barkat</a></td> </tr>
<tr style="border-top: 1px solid dimgray;"> <td style="border-top: 1px solid dimgray;" valign="top"><b>Website</b></td> <td style="border-top: 1px solid dimgray;" valign="top"><a class="external text" href="http://www.jerusalem.muni.il/jer_main/defaultnew.asp?lng=1" rel="nofollow">www.jerusalem.muni.il</a></td><td style="border-top: 1px solid dimgray;" valign="top"> </td><td style="border-top: 1px solid dimgray;" valign="top"> </td><td style="border-top: 1px solid dimgray;" valign="top"> </td><td style="border-top: 1px solid dimgray;" valign="top"> </td></tr>
</tbody></table>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-39633921599607152432011-03-05T07:44:00.000-08:002011-03-05T07:44:15.935-08:00BURACO NEGRO<div align="right"> <div align="right"><b> <i><span style="font-size: x-small;"><span style="font-family: Verdana;">Buraco Negro é uma "coisa"<br />
que de negro tem tudo, <br />
mas de buraco não tem nada.</span></span></i></b></div></div><div align="right"> <div align="right"><b><i> <span style="font-size: x-small;"><span style="font-family: Verdana;">Prof. Renato Las Casas (13/12/99)</span></span></i></b></div></div><div align="justify"> <div align="right"><br />
</div></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Buraco Negro é uma região do espaço onde o campo gravitacional é tão forte que nada sai dessa região, nem a luz; daí vermos negro naquela região. Matéria (massa) é que "produz" campo gravitacional a sua volta. Um campo gravitacional forte o suficiente para impedir que a luz escape pode ser produzido, teoricamente, por grandes quantidades de matéria ou matéria em altíssimas densidades.</span></div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"> </div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"> <b><span style="color: #3333ff; font-size: 18.0pt;">Velocidade de Escape</span></b></div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"> </div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Se atirarmos uma pedra para cima ela "sobe" e depois "desce", certo?</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Errado!</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Se atirarmos um corpo qualquer para cima com uma velocidade "muito" grande, esse corpo "sobe" e se livra do campo gravitacional da Terra, não mais "retornando" ao nosso planeta.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">A velocidade mínima para isso acontecer é chamada de velocidade de escape. A velocidade de escape na superfície da Terra é 40.320 Km/h. Na superfície da Lua, onde a gravidade é mais fraca, é 8.568 Km/h, e na superfície gasosa do gigantesco Júpiter é 214.200 Km/h.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">A velocidade da luz é aproximadamente 1.080.000.000 Km/h. Um buraco negro é um corpo que produz um campo gravitacional forte o suficiente para ter velocidade de escape superior à velocidade da luz.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">A massa do Sol (0,2 X 10³¹Kg) é 333 mil vezes a massa da Terra e seu diâmetro (1,4 milhões de quilômetros) é mais de 100 vezes o diâmetro da Terra. Ele se transformaria em um buraco negro caso se contraísse a um diâmetro menor que 6 Km. </span> </div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;"> </span></div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"> <b><span style="color: #3333ff; font-size: 18.0pt;">Detecção</span></b></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;"> </span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Uma vez que nada sai de um buraco negro, nada de um buraco negro chega até nós. Resta-nos então observá-lo indiretamente, através de sua ação sobre sua vizinhança. "Vemos" um buraco negro observando "coisas" que o rodeiam sob a ação do seu campo gravitacional ou então que "caem" em sua direção, também sob a ação desse mesmo campo gravitacional.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">A velocidade com que a matéria, a uma determinada distância de um corpo, o orbita, é proporcional à gravidade desse corpo. Mesmo sem vermos o corpo central podemos saber qual a sua massa se virmos e medirmos a velocidade de nuvens de gás e poeira que o orbitam, por exemplo.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Uma outra situação: se sob a ação da gravidade do corpo central, matéria "cai" em direção a ele, esse material enquanto vai "caindo" vai se comprimindo; por se comprimir vai se esquentando, e quanto mais quente fica, mais irradia... Também nesse caso, se medimos essa radiação, obtemos informações sobre o corpo central.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"><br />
</div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"> <b><span style="color: #3333ff; font-size: 18.0pt;">Buracos Negros Super Massivos</span></b></div><div style="margin-bottom: .0001pt; margin: 0cm;"> <span style="font-family: Verdana; font-size: 10.0pt;"> </span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Em 1994, astrônomos que trabalhavam com o Telescópio Espacial Hubble, não apenas obtiveram fortes indícios da presença de um buraco negro no centro de uma galáxia espiral, como também mediram a sua massa. Através de um efeito bem conhecido da física (Efeito Doppler) foi possível medir a velocidade de gás e poeira girando em torno do centro da galáxia M87.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Pelo desvio das linhas espectrais da radiação emitida por esse material, chegou-se à conclusão que ele gira em torno do núcleo de M87 com uma velocidade muito grande. Para manter esse material com uma velocidade tão grande é preciso uma massa central também muito grande. Uma quantidade tão grande de massa no volume interno à órbita do material que o circula só pode ser um buraco negro. A massa deste buraco negro foi estimada em 3 bilhões de massas solares.</span></div><div align="justify"> <div style="margin-bottom: 0; margin-top: 0;"><br />
</div></div><div align="center"> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;"> <img border="5" height="315" src="http://www.observatorio.ufmg.br/pas19-01.jpg" width="590" /></span></div></div><div align="justify"> <div style="margin-bottom: 0; margin-top: 0;"><br />
</div></div><div align="justify"> <div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Posteriormente foram obtidos indícios de outros buracos negros no centro de outras galáxias. A tabela abaixo nos apresenta 17 galáxias que atualmente suspeitamos possuírem buracos negros supermassivos em seus centros. Também é apresentada a massa estimada desses buracos negros.</span></div></div><div align="justify"> <div style="margin-bottom: 0; margin-top: 0;"><br />
</div></div><div align="center"><table align="center" border="2" style="width: 400px;"><tbody>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;"><b>Nome da Galáxia </b> </span></div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;"><b>Massa do Buraco Negro (Sol=1)</b></span></div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">IE1740.9-2942 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">100 centenas </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">SgrA* </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">2 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Messier 32 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Centaurus A </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">< 14 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Messier 31 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">30 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Messier 106 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">40 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 3379 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">50 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 3377 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">100 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Messier 84 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">300 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 4486B </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">500 milhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 4594 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">1 bilhão </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 4261 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">1 bilhão </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 3115 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">2 bilhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Messier 87 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 bilhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Cygnus-A </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">5 bilhões </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">NGC 4151 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Não Conhecido </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Messier 51 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Não Conhecido </span> </div></td></tr>
</tbody></table></div><table align="center" border="0" style="width: 600px;"><tbody>
<tr><td width="600"> <div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"><br />
</div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Hoje acreditamos ser possível que toda grande galáxia tenha um buraco negro, de massa equivalente a milhões ou bilhões de estrelas, em seu centro. Esses buracos negros podem ter se formado no universo primitivo, a partir de gigantescas nuvens de gás ou então depois das galáxias já formadas, a partir do "colapso" de imensos aglomerados estelares.</span></div><div style="margin-bottom: .0001pt; margin: 0cm;"> <span style="font-family: Verdana; font-size: 10.0pt;"> </span></div><div align="center" style="margin-bottom: .0001pt; margin: 0cm; text-align: center;"> <b><span style="color: #3333ff; font-size: 18.0pt;">Buracos Negros Estelares</span></b></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;"> </span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Antes da fantástica descoberta acima descrita a procura por buracos negros no universo se concentrava principalmente na possível detecção de objetos muito compactos com massa algumas poucas vezes maior que a massa do Sol e que estariam espalhados nas galáxias.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Desde 1939 acreditamos que, em seu processo evolutivo, uma estrela de massa maior que 3,2 vezes a massa do Sol, quando acaba o seu combustível, pode "desabar sob seu próprio peso". Essa estrela pode se contrair tanto que dê origem a um campo gravitacional forte o suficiente para impedir que a luz escape de suas proximidades. Um buraco negro!</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Se um buraco negro desses estiver envolto por uma nuvem de gás e poeira ou se tiver uma estrela por companheira, pode ser que tenhamos matéria dessa nuvem ou dessa estrela "caindo" no buraco negro e então irradiando (principalmente na freqüência de raio X). Um número considerável de estrelas da nossa galáxia forma sistemas duplos. É possível então que tenhamos vários buracos negros cabíveis de serem detectados através dessa radiação.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Cygnus X-1 é uma "fonte de raios X", companheira de uma estrela de massa aproximadamente 30 vezes a do Sol (HDE 226868) e é um dos mais fortes candidatos a buraco negro conhecido.</span></div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"><br />
</div><div align="center"> <div style="margin-bottom: 0; margin-top: 0;"> <img border="5" height="274" src="http://www.observatorio.ufmg.br/pas19-02.jpg" width="590" /></div></div><div align="justify"> <div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"><br />
</div><div style="margin-bottom: .0001pt; margin: 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">A tabela abaixo nos apresenta 8 estrelas que acreditamos possam ser companheiras de buracos negros. Também é apresentada a massa estimada desses buracos negros.</span></div><div style="margin-bottom: 0; margin-top: 0;"><br />
</div></div></td></tr>
</tbody></table><div align="center"><table align="center" border="2" style="width: 440px;"><tbody>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><b><span style="font-family: Verdana; font-size: x-small;">Nome da Estrela</span></b></div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana;"><b> <span style="font-size: x-small;">Massa do Buraco Negro</span></b><span style="font-size: x-small;"> (Sol=1)</span></span></div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">A0620-00 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 - 4 </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Cygnus X-1 (HDE 226868) </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">4 - 8 </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Sco X-1 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 - 10 </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">GS2000+25 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 - 10</span></div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">GX339-4 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 - 10 </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">V 404 Cygni </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">8 - 12 </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Nova Muscae 1991 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">3 - 10 </span> </div></td></tr>
<tr> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">Nova Ophiuchi 1977 </span> </div></td> <td> <div style="margin-bottom: 0; margin-top: 0;"><span style="font-family: Verdana; font-size: x-small;">6 - 7 </span> </div></td></tr>
</tbody></table></div><div style="margin-bottom: 0; margin-top: 0;"><br />
</div><div align="center"> <div style="margin-bottom: 0; margin-top: 0;"><b> <span style="color: #3333ff; font-family: Times New Roman;">Uma Nova Classe de Buracos Negros</span></b></div></div><div align="justify"> <div style="margin-bottom: 0; margin-top: 0;"><br />
</div></div><div align="justify"> <div style="margin-bottom: 0; margin: 0 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Em abril passado astrônomos da NASA e da Carnegie Mellon University comunicaram haver obtido, separadamente, evidências da existência de buracos negros de massas variando entre 100 e 10.000 massas solares, nos centros de algumas galáxias.</span></div><div style="margin-bottom: 0; margin: 0 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Os astrônomos da NASA obtiveram tal evidência estudando raios X emitidos por 39 galáxias próximas à nossa. NGC 4945, uma galáxia espiral muito parecida com a Via Láctea (nossa galáxia), é uma dessas. Os astrônomos da Carnegie Mellon University chegaram à mesma evidência estudando raios X provenientes de M82.</span></div><div style="margin-bottom: 0; margin: 0 0cm; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Têm sido elaboradas teorias procurando entender a origem desses buracos negros "meio pesados". </span></div></div><div align="justify"> <div style="margin-bottom: 0; margin-top: 0;"><br />
</div></div><div align="center"> <div style="margin-bottom: 0; margin-top: 0;"><b> <img border="5" height="218" src="http://www.observatorio.ufmg.br/pas19-03.jpg" width="590" /></b></div></div><center> <div style="margin-bottom: 0; margin-top: 0;"><br />
</div><div style="margin-bottom: 0; margin-top: 0;"><b> <span style="color: #3333ff; font-family: Times New Roman;">Mini Buracos Negros?</span></b></div></center> <div class="MsoNormal" style="margin-bottom: 0; margin-top: 0; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Vale a pena lembrar que muitos astrônomos e físicos acreditam na existência de mini buracos negros que teriam sua origem nos primórdios do universo.</span></div><div class="MsoNormal" style="margin-bottom: 0; margin-top: 0; text-indent: 35.4pt;"> <span style="font-family: Verdana; font-size: 10.0pt;">Alguns procuram explicar a explosão que ocorreu sobre o rio Tunguska na Sibéria em 1908 e destruiu mais de 2.150 quilômetros quadrados de densa floresta, à colisão de um desses mini buracos negros com a Terra.</span></div><div class="MsoNormal" style="margin-bottom: 0pt; margin-top: 0pt; text-indent: 35.4pt;"><br />
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</div><div class="MsoNormal" style="margin-bottom: 0pt; margin-top: 0pt; text-indent: 35.4pt;"><span style="font-family: Verdana; font-size: 10pt;"><span style="font-size: large;"> Imagens</span></span></div><div class="MsoNormal" style="margin-bottom: 0pt; margin-top: 0pt; text-indent: 35.4pt;"><br />
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<img alt="" 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" 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" />Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-38032844796517103102011-03-03T10:36:00.000-08:002011-03-03T10:36:33.977-08:00DinossaurosOs <b>dinossauros</b> constituem uma <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Superordem" title="Superordem">superordem</a> de membros de um grupo de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Arcossauros" title="Arcossauros">arcossauros</a> referente ao final do <a href="http://pt.wikipedia.org/wiki/Per%C3%ADodo_geol%C3%B3gico" title="Período geológico">período</a> <a href="http://pt.wikipedia.org/wiki/Tri%C3%A1ssico">Triássico</a> (cerca de 225 milhões de anos atrás) e dominante da fauna terrestre durante boa parte da <a href="http://pt.wikipedia.org/wiki/Era_geol%C3%B3gica" title="Era geológica">era</a> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mesoz%C3%B3ica" title="Mesozóica">Mesozóica</a>, do início do <a href="http://pt.wikipedia.org/wiki/Jur%C3%A1ssico">Jurássico</a> até o final do período <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cret%C3%A1cico" title="Cretácico">Cretácico</a> (cerca de 65 milhões de anos), quando da <a href="http://pt.wikipedia.org/wiki/Extin%C3%A7%C3%A3o">extinção</a> de quase todas as linhagens, à exceção das <a href="http://pt.wikipedia.org/wiki/Aves">aves</a> – entendido por muitos cientistas como os únicos representantes atuais. Distinto de outros arcossauros por um conjunto de características <a href="http://pt.wikipedia.org/wiki/Anatomia" title="Anatomia">anatômicas</a>, entre as quais se destacam a posição dos <a href="http://pt.wikipedia.org/wiki/Membro" title="Membro">membros</a> em relação ao corpo – projetados diretamente para baixo – e o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Acet%C3%A1bulo" title="Acetábulo">acetábulo</a> (encaixe do <a href="http://pt.wikipedia.org/wiki/F%C3%AAmur">fêmur</a> na região da bacia) aberto, isto é, o fêmur encaixa-se em um orifício formado pelos ossos da bacia. A <a href="http://pt.wikipedia.org/wiki/Etimologia">etimologia</a> da palavra remete ao <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_grega" title="Língua grega">grego</a> <i>déinos</i>, terrivelmente grande, <i>saurós</i>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Sauria" title="Sauria">lagarto</a>, e, por extensão, réptil.<br />
Historicamente a denominação do grupo (<b>Dinosauria</b>) foi criada pelo <a href="http://pt.wikipedia.org/wiki/Paleontologia" title="Paleontologia">paleontólogo</a> e anatomista <a href="http://pt.wikipedia.org/wiki/Inglaterra" title="Inglaterra">inglês</a> <a href="http://pt.wikipedia.org/wiki/Richard_Owen">Richard Owen</a> em <a href="http://pt.wikipedia.org/wiki/Abril">Abril</a> de <a href="http://pt.wikipedia.org/wiki/1842">1842</a>, na versão impressa de uma palestra conferida em <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/2_de_Agosto" title="2 de Agosto">2 de Agosto</a> de <a href="http://pt.wikipedia.org/wiki/1841">1841</a> em <a href="http://pt.wikipedia.org/wiki/Plymouth">Plymouth</a>, Inglaterra, sobre <a href="http://pt.wikipedia.org/wiki/F%C3%B3ssil" title="Fóssil">fósseis</a> <a href="http://pt.wikipedia.org/wiki/Brit%C3%A2nico" title="Britânico">britânicos</a> de répteis e deriva dos termos em grego δεινός (deinos) "terrível, poderoso, grandioso" + σαῦρος (sauros) "lagarto". O grupo foi erigido para agrupar os então recém-descobertos <i><a href="http://pt.wikipedia.org/wiki/Iguanodon">Iguanodon</a></i>, <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Megalosaurus" title="Megalosaurus">Megalosaurus</a></i> e <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Hylaeosaurus" title="Hylaeosaurus">Hylaeosaurus</a></i>. Apesar da natureza fragmentária dos fósseis, Owen pôde reconhecer que eram bastante distintos dos répteis (vivos e fósseis) até então conhecidos:<br />
<div class="thumb tright"> <div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Egg_Mountain.jpg"><img alt="" class="thumbimage" height="297" src="http://upload.wikimedia.org/wikipedia/commons/thumb/5/59/Egg_Mountain.jpg/250px-Egg_Mountain.jpg" width="250" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Egg_Mountain.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Espécies de dinossauro encontradas no <a href="http://pt.wikipedia.org/wiki/S%C3%ADtio_geol%C3%B3gico" title="Sítio geológico">sítio paleontológico</a> Egg Mountain (Montanha dos Ovos), estado de <a href="http://pt.wikipedia.org/wiki/Montana">Montana</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/EUA" title="EUA">EUA</a>.</div></div></div><ul><li>Eram grandes (outros grupos de répteis grandes eram conhecidos – <a href="http://pt.wikipedia.org/wiki/Crocodilo" title="Crocodilo">crocodilos</a>, <a href="http://pt.wikipedia.org/wiki/Mosassauro" title="Mosassauro">mosassauros</a>, <a href="http://pt.wikipedia.org/wiki/Plesiossauro" title="Plesiossauro">plesiossauros</a> e <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ictiossauro" title="Ictiossauro">ictiossauros</a>, mas estes eram <a href="http://pt.wikipedia.org/wiki/Aqu%C3%A1tico" title="Aquático">aquáticos</a>, ao contrário dos membros do novo grupo, eminentemente <a href="http://pt.wikipedia.org/wiki/Terrestre" title="Terrestre">terrestres</a>);</li>
<li>Possuíam um encaixe dos <a href="http://pt.wikipedia.org/wiki/Membro" title="Membro">membros</a> diferente: os <a href="http://pt.wikipedia.org/wiki/Osso" title="Osso">ossos</a> dos membros ficavam em uma orientação paralela em relação ao plano longitudinal do corpo (dirigidos diretamente para baixo), em vez da posição típica dos membros dos demais répteis – saindo perpendicularmente do corpo e se dobrando para baixo na região do <a href="http://pt.wikipedia.org/wiki/Cotovelo">cotovelo</a> e do <a href="http://pt.wikipedia.org/wiki/Joelho">joelho</a> (dirigidos lateralmente);</li>
<li><a href="http://pt.wikipedia.org/wiki/Altura_%28medida%29" title="Altura (medida)">Altura</a>, <a href="http://pt.wikipedia.org/wiki/Largura">largura</a> e rugosidades dos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Arco_neural" title="Arco neural">arcos neurais</a>;</li>
<li><a href="http://pt.wikipedia.org/wiki/Costela" title="Costela">Costelas</a> com terminação proximal (que se liga às <a href="http://pt.wikipedia.org/wiki/V%C3%A9rtebra" title="Vértebra">vértebras</a>) bifurcada (a costela apresenta um formato de um Y);</li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Corac%C3%B3ide" title="Coracóide">Coracóide</a> largo e, por vezes, de padrão complexo;</li>
<li><a href="http://pt.wikipedia.org/wiki/Clav%C3%ADcula" title="Clavícula">Clavículas</a> longas e finas;</li>
<li>Ossos dos membros proporcionalmente maiores, mas com paredes finas – indicando hábito terrestre.</li>
</ul><img alt="" 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" />Espécies de dinossauro encontradas no <a href="http://pt.wikipedia.org/wiki/S%C3%ADtio_geol%C3%B3gico" title="Sítio geológico">sítio paleontológico</a> Egg Mountain (Montanha dos Ovos), estado de <a href="http://pt.wikipedia.org/wiki/Montana">Montana</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/EUA" title="EUA">EUA</a>.<br />
<br />
<h3><span class="mw-headline" id="O_primeiro_dinossauro">O primeiro dinossauro</span></h3><dl><dd> <div class="dablink noprint"><img alt="" height="17" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/ef/Crystal_Clear_app_xmag.png/17px-Crystal_Clear_app_xmag.png" width="17" /><i>Ver artigo principal: <a href="http://pt.wikipedia.org/wiki/ULBRA_PVT016">ULBRA PVT016</a></i></div></dd></dl>A espécie de dinossauro mais antiga do mundo foi o brasileiro <a href="http://pt.wikipedia.org/wiki/ULBRA_PVT016">ULBRA PVT016</a><span style="color: grey;"><sup>[</sup></span><sup><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><span title="Esta afirmação precisa de uma referência para confirmá-la desde setembro de 2010."><span style="color: grey;"><i>carece de fontes</i></span></span></a><span style="color: grey;">]</span></sup>, nome provisório do dinossauro encontrado no Rio Grande do Sul, na <a href="http://pt.wikipedia.org/wiki/Paleorrota">paleorrota</a> pela equipe da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ulbra" title="Ulbra">Ulbra</a> de <a href="http://pt.wikipedia.org/wiki/Cachoeira_do_Sul">Cachoeira do Sul</a>, comandada pelo paleontólogo <a href="http://pt.wikipedia.org/wiki/S%C3%A9rgio_Furtado_Cabreira">Sérgio Furtado Cabreira</a>.<br />
<h2><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=3" title="Editar seção: Tamanho">editar</a>]</span> <span class="mw-headline" id="Tamanho">Tamanho</span></h2><div class="thumb tright"> <div class="thumbinner" style="width: 252px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Sauroposeidon_dinosaur.svg"><img alt="" class="thumbimage" height="166" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/10/Sauroposeidon_dinosaur.svg/250px-Sauroposeidon_dinosaur.svg.png" width="250" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Sauroposeidon_dinosaur.svg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Comparação de um <a href="http://pt.wikipedia.org/wiki/Sauroposeidon">sauroposeidon</a> perto de um <a href="http://pt.wikipedia.org/wiki/Homem">homem</a>.</div></div></div>Enquanto a evidência é incompleta, como um grupo os dinossauros foram grandes. Mesmo para padrões de dinossauros, os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Saur%C3%B3pode" title="Saurópode">saurópodes</a> foram gigantescos. Durante a maior parte da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Era_Mesoz%C3%B3ica" title="Era Mesozóica">Era Mesozóica</a>, menores saurópodes foram os maiores animais de seu habitat, de uma magnitude maior do que algo mais que andou desde então sobre a <a href="http://pt.wikipedia.org/wiki/Terra">Terra</a>. Os mamíferos pré-históricos gigantescos como o <a href="http://pt.wikipedia.org/wiki/Indricotherium">Indricotherium</a> e o <a href="http://pt.wikipedia.org/wiki/Mamute">mamute</a> seriam nanicos perto dos saurópodes gigantescos, e apenas alguns animais aquáticos modernos os aproximam ou sobrepujam no tamanho — o mais notavelmente a <a href="http://pt.wikipedia.org/wiki/Baleia-azul">baleia-azul</a>, que consegue até 190 toneladas e 33,5 m no comprimento. Pelo o que se sabe Sauroposeidon por enquanto é considerado um dos maiores dinossauros. Seu período de vida aconteceu no período Triassíco.<br />
<h2><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=4" title="Editar seção: Grupos de dinossauros">editar</a>]</span> <span class="mw-headline" id="Grupos_de_dinossauros">Grupos de dinossauros</span></h2>Os Dinossauros eram divididos em seis grupos: <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ter%C3%B3pode" title="Terópode">Terópodes</a>, que consistiam nos maiores predadores da <a href="http://pt.wikipedia.org/wiki/Terra">Terra</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Saur%C3%B3pode" title="Saurópode">Saurópodes</a>, os maiores animais que já habitaram a terra, <a href="http://pt.wikipedia.org/wiki/Ceratopsia" title="Ceratopsia">Ceratopsídeos</a>, que tinham adornos na cabeça, <a href="http://pt.wikipedia.org/wiki/Stegosauria" title="Stegosauria">Estegossauros</a>, dinossauros com placas nas costas, <a href="http://pt.wikipedia.org/wiki/Anquilossauro" title="Anquilossauro">Anquilossauros</a>, os dinossauros "blindados" e com porretes na cauda e os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ornithopoda" title="Ornithopoda">Ornitópodes</a>, também conhecidos como dinossauros-bico-de-pato.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=5" title="Editar seção: Saurópodes">editar</a>]</span> <span class="mw-headline" id="Saur.C3.B3podes">Saurópodes</span></h3><div class="thumb tright"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Brachiosaurus-brancai_jconway.jpg"><img alt="" class="thumbimage" height="132" src="http://upload.wikimedia.org/wikipedia/commons/thumb/0/0c/Brachiosaurus-brancai_jconway.jpg/220px-Brachiosaurus-brancai_jconway.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Brachiosaurus-brancai_jconway.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Dois <a href="http://pt.wikipedia.org/wiki/Braquiossauro" title="Braquiossauro">Braquiossauros</a>.</div></div></div>Os <b>saurópodes</b> foram um dos dois grandes grupos de dinossauros saurísquios ou dinossauros com <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Bacia_%28corpo%29" title="Bacia (corpo)">bacia</a> de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/R%C3%A9ptil" title="Réptil">réptil</a>. Os seus corpos eram enormes, com um pescoço muito comprido que terminava em uma cabeça muito pequena. A cauda, também muito comprida, junto com uma grande unha que a maioria dos saurópodes possuíam na pata dianteira, eram suas únicas armas de defesa, além de seu tamanho. Eram <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Quadr%C3%BApede" title="Quadrúpede">quadrúpedes</a>, com patas altas, retas como colunas, terminadas em pés dotados de dedos curtos e bastante parecidas com as dos <a href="http://pt.wikipedia.org/wiki/Elefante" title="Elefante">elefantes</a>. A sua dieta alimentar era vegetariana. Muitos deles não dispunham de mandíbulas e dentes apropriados para mastigar, de modo que engoliam grandes quantidades de matéria vegetal que, em seguida, eram "trituradas" no estômago por pedras ingeridas, chamadas gastrólitos, para facilitar a fermentação e a digestão do alimento.<br />
O <a href="http://pt.wikipedia.org/wiki/Plateossauro">Plateossauro</a>, viveu no <a href="http://pt.wikipedia.org/wiki/Tri%C3%A1ssico">Triássico</a> e é um dos mais antigos <a href="http://pt.wikipedia.org/wiki/Saur%C3%B3podes">Saurópodes</a>.<br />
Não se sabe ainda qual foi o maior mas há quem diga que o <a href="http://pt.wikipedia.org/wiki/Amphicoelias_fragillimus">Amphicoelias fragillimus</a> foi o maior, podendo atingir 60 metros de comprimento,mas essas estatísticas são muito remotas,pois foram achados pouquíssimos fosséis do <a href="http://pt.wikipedia.org/wiki/Amphicoelias">Amphicoelias</a>.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=6" title="Editar seção: Anquilossauros">editar</a>]</span> <span class="mw-headline" id="Anquilossauros">Anquilossauros</span></h3><div class="thumb tleft"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Edmontonia_dinosaur.png"><img alt="" class="thumbimage" height="131" src="http://upload.wikimedia.org/wikipedia/commons/thumb/9/92/Edmontonia_dinosaur.png/220px-Edmontonia_dinosaur.png" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Edmontonia_dinosaur.png" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div><a href="http://pt.wikipedia.org/wiki/Edmontonia">Edmontonia</a>, um famoso anquilossauro.</div></div></div>Os anquilossauros (ou <i><b>Ankilosauridae</b></i>) receberam este nome por causa do <a href="http://pt.wikipedia.org/wiki/Anquilossauro">anquilossauro</a> e formam um grupo de dinossauros caracterizados por possuírem armaduras corpóreas providas de grossos espinhos e uma bola de fortes ossos fundidos que era usada como arma de defesa (este último e o fato de serem mais baixos e atarracados (baixo e gordo) é o que distinguia os anquilossauros dos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Nodossauros" title="Nodossauros">nodossauros</a> que eram os seus antepassados, que também eram encouraçados espinhentos). O corpo dos anquilossauros os transformavam em perfeitas armas de combate sendo que em alguns casos até as pálpebras dos olhos eram "blindadas" por uma espécie de persiana óssea, em um combate eles ficariam de lado para o atacante e lhes ameaçariam com a cauda que poderia desferir uma pancada que intimidaria até os maiores <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Predadores" title="Predadores">predadores</a> da Terra e em caso de fuga eles poderia acertar pancadas com facilidade em quem os tivessem perseguindo. Todos eles viveram durante o período <a href="http://pt.wikipedia.org/wiki/Cret%C3%A1ceo">Cretáceo</a>.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=7" title="Editar seção: Estegossauros">editar</a>]</span> <span class="mw-headline" id="Estegossauros">Estegossauros</span></h3><div class="thumb tright"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:FieldMuseum5_Chicago.jpg"><img alt="" class="thumbimage" height="165" src="http://upload.wikimedia.org/wikipedia/commons/thumb/6/6d/FieldMuseum5_Chicago.jpg/220px-FieldMuseum5_Chicago.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:FieldMuseum5_Chicago.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Um <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Kentrosaurus" title="Kentrosaurus">kentrosaurus</a> e um <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Monolofosaurus" title="Monolofosaurus">monolofosaurus</a> em um duelo.</div></div></div>O grupo <b>Stegosauria</b> recebeu esse nome por causa do <a href="http://pt.wikipedia.org/wiki/Estegossauro">Estegossauro</a> e agrupa dinossauros que possuem diversas características em comum, como por exemplo: corpos gigantescos com <a href="http://pt.wikipedia.org/wiki/Cabe%C3%A7a" title="Cabeça">cabeças</a> minúsculas, fileiras duplas de enormes placas <a href="http://pt.wikipedia.org/wiki/Ossos" title="Ossos">ósseas</a> dispostas de ambos os lados da coluna vertebral, ferrões na cauda entre outros. Cada <a href="http://pt.wikipedia.org/wiki/Esp%C3%A9cie">espécie</a> se destacando pela forma, disposição das placas e ferrões e <a href="http://pt.wikipedia.org/wiki/Tamanho">tamanho</a>. Essas placas podem ter tido diversas funções mas não se sabe com certeza qual era sua função, algumas teorias dizem que elas serviam para aquecer o corpo como painéis <a href="http://pt.wikipedia.org/wiki/Sol" title="Sol">solares</a>, outras dizem que serviria para efeitos visuais para o acasalamento e para combates entre machos por hierarquias.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=8" title="Editar seção: Ceratopsídeos">editar</a>]</span> <span class="mw-headline" id="Ceratops.C3.ADdeos">Ceratopsídeos</span></h3><div class="thumb tleft"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Centrosaurus_dinosaur.png"><img alt="" class="thumbimage" height="105" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/e8/Centrosaurus_dinosaur.png/220px-Centrosaurus_dinosaur.png" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Centrosaurus_dinosaur.png" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Dois <a href="http://pt.wikipedia.org/wiki/Centrossauro" title="Centrossauro">Centrossauros</a> em uma luta.</div></div></div><b>Ceratopsia</b> (do <a href="http://pt.wikipedia.org/wiki/Latim">latim</a> "lagartos com chifre frontal") é uma micro-ordem de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Dinossauro" title="Dinossauro">dinossauros</a> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ornithopoda" title="Ornithopoda">ornitópodos</a> <a href="http://pt.wikipedia.org/wiki/Marginocephalia" title="Marginocephalia">marginocefalianos</a> quadrúpedes e herbívoros, característicos do período <a href="http://pt.wikipedia.org/wiki/Cret%C3%A1ceo">Cretáceo</a>. Os ceratopsianos, como são chamados os dinossauros pertencentes a essa ordem, viveram principalmente em regiões que actualmente são a <a href="http://pt.wikipedia.org/wiki/%C3%81sia">Ásia</a> e a <a href="http://pt.wikipedia.org/wiki/Am%C3%A9rica_do_Norte">América do Norte</a>.<br />
Esses dinossauros variavam muito de tamanho medindo de 75 <a href="http://pt.wikipedia.org/wiki/Cent%C3%ADmetro" title="Centímetro">centímetros</a> até 10 <a href="http://pt.wikipedia.org/wiki/Metro" title="Metro">metros</a> de <a href="http://pt.wikipedia.org/wiki/Comprimento">comprimento</a>.<br />
O nome <i>ceratopsia</i> que, como visto anteriormente, vem do latim "lagartos com chifre frontal" se deve ao fato de uma parte desses dinossauros possuírem um ou mais chifres na face, pois apesar do nome alguns como o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Protoceratops" title="Protoceratops">Protoceratops</a>, encontrado na Mongólia, não possuía chifre.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=9" title="Editar seção: Ornitópodes">editar</a>]</span> <span class="mw-headline" id="Ornit.C3.B3podes">Ornitópodes</span></h3><div class="thumb tright"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Ornithopods_jconway.jpg"><img alt="" class="thumbimage" height="110" src="http://upload.wikimedia.org/wikipedia/commons/thumb/b/be/Ornithopods_jconway.jpg/220px-Ornithopods_jconway.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Ornithopods_jconway.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div>Vários ornitópodes.</div></div></div><b>Ornitópodes</b> são um grupo de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Dinossauro" title="Dinossauro">dinossauros</a> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ornithischia" title="Ornithischia">ornitísquios</a> que começaram como pequenos herbívoros terrícolas, e cresceram em tamanho e número até tornarem-se os mais bem sucedidos herbívoros do <a href="http://pt.wikipedia.org/wiki/Cret%C3%A1ceo">Cretáceo</a> em todo o mundo, dominando totalmente as paisagens da <a href="http://pt.wikipedia.org/wiki/Am%C3%A9rica_do_Norte">América do Norte</a>.<br />
Sua maior vantagem evolutiva era o desenvolvimento progressivo do aparelho mastigatório que tornou o mais sofisticado já desenvolvido por um <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/R%C3%A9ptil" title="Réptil">réptil</a>, rivalizando o dos modernos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Mam%C3%ADfero" title="Mamífero">mamíferos</a> como a <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Vaca" title="Vaca">vaca</a> doméstica. Eles alcançaram seu ápice nos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Bico-de-pato" title="Bico-de-pato">bico-de-pato</a>, antes de serem varridos pelo <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Extin%C3%A7%C3%A3o_K-T" title="Extinção K-T">evento de extinção Cretáceo-Terciário</a> junto com todos os outros dinossauros não-<a href="http://pt.wikipedia.org/wiki/Aves" title="Aves">avianos</a>.<br />
Na <a href="http://pt.wikipedia.org/wiki/Paleorrota">paleorrota</a> no <a href="http://pt.wikipedia.org/wiki/Rio_Grande_do_Sul">Rio Grande do Sul</a>, em <a href="http://pt.wikipedia.org/wiki/2001">2001</a>, foi encontrado o <a href="http://pt.wikipedia.org/wiki/Sacissauro">Sacissauro</a>, um dos mais antigos <a href="http://pt.wikipedia.org/wiki/Ornit%C3%ADsquios">Ornitísquios</a>, e viveu no <a href="http://pt.wikipedia.org/wiki/Tri%C3%A1ssico">Triássico</a>.<br />
<h3><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=Dinossauros&action=edit&section=10" title="Editar seção: Paquicefalossauros">editar</a>]</span> <span class="mw-headline" id="Paquicefalossauros">Paquicefalossauros</span></h3><div class="thumb tleft"> <div class="thumbinner" style="width: 222px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Pachycephalosaurus.jpg"><img alt="" class="thumbimage" height="156" src="http://upload.wikimedia.org/wikipedia/commons/thumb/8/87/Pachycephalosaurus.jpg/220px-Pachycephalosaurus.jpg" width="220" /></a> <div class="thumbcaption"> <div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Pachycephalosaurus.jpg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" width="15" /></a></div><a href="http://pt.wikipedia.org/wiki/Paquicefalossauro">Paquicefalossauro</a>.</div></div></div><b>Pachycephalosauria</b> (do grego "lagartos de cabeça espessa") é uma micro-ordem de dinossauros <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ornithopoda" title="Ornithopoda">ornitópodos</a> <a href="http://pt.wikipedia.org/wiki/Marginocephalia" title="Marginocephalia">marginocefalianos</a> bípedes e herbívoros que habitaram a Terra durante o período <a href="http://pt.wikipedia.org/wiki/Cret%C3%A1ceo">Cretáceo</a>, onde atualmente estão as terras da <a href="http://pt.wikipedia.org/wiki/Am%C3%A9rica_do_Norte">América do Norte</a> e da <a href="http://pt.wikipedia.org/wiki/%C3%81sia">Ásia</a>. A característica mais marcante destes animais era o topo do crânio,que possía em alguns animais vários centímetros de espessura, podiam apresentar formato de domo ou ainda era adornada com espinhos (como o <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Stygmoloch&action=edit&redlink=1" title="Stygmoloch (página não existe)">Stygmoloch</a>). A função de tal característica incomum é desconhecida. Até recentemente especulava-se que os membros desta micro-ordem utilizavam seus crânios em disputas territoriais ou por um parceiro sexual batendo suas cabeças uma contra as outras (tal qual fazem alguns antílopes). No entanto, estudos recentes apontaram que haveria grandes danos ao cérebro do animal, caso ele chocasse sua cabeça contra a de outro indivíduo, sugerindo que talvez seu crânio fosse utilizado para a defesa contra predadores ou as disputas por parceiros eram realizadas com golpes desferidos contra as laterais do rival (assim como as <a href="http://pt.wikipedia.org/wiki/Girafa" title="Girafa">girafas</a> o fazem).<br />
lagartos com cabeça espessada :<br />
Um estranho dinossauro, que fora até confundido com o <i><a href="http://pt.wikipedia.org/wiki/Compsognato">Compsognato</a></i> foi descoberto na <a href="http://pt.wikipedia.org/wiki/D%C3%A9cada_de_1850">década de 1850</a>, em <a href="http://pt.wikipedia.org/wiki/Calc%C3%A1rio" title="Calcário">calcários</a> da Formação Solnhofen, no sul da <a href="http://pt.wikipedia.org/wiki/Alemanha">Alemanha</a>, o <a href="http://pt.wikipedia.org/wiki/Animalia" title="Animalia">animal</a> só não foi reconhecido como um Compsognato pois no calcário onde o animal foi achado foram encontradas marcas de penas envolta do animal. Esse animal foi conhecido como <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Arqueopterix" title="Arqueopterix">Arqueopterix</a></i>. Tempos depois, na <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/China" title="China">China</a>, foram encontrados diversos dinossauros com penas entre eles o <i><a href="http://pt.wikipedia.org/wiki/Microraptor">Microraptor</a></i>,<i><a href="http://pt.wikipedia.org/wiki/Dilong">Dilong</a></i> e <i><a class="new" href="http://pt.wikipedia.org/w/index.php?title=Sinosauropterix&action=edit&redlink=1" title="Sinosauropterix (página não existe)">Sinosauropterix</a></i>. Isso gerou várias dúvidas entre <a href="http://pt.wikipedia.org/wiki/Ci%C3%AAncia" title="Ciência">cientistas</a> e <a href="http://pt.wikipedia.org/wiki/Paleontologia" title="Paleontologia">paleontologos</a>, que até hoje discutem sobre esse assunto. Há uma teoria que diz que pequenos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ter%C3%B3pode" title="Terópode">terópodes</a> como o <i>Compsognato</i> evoluíram a dinossauros semelhantes a aves, que estas começaram a aparecer no período cretáceo, como o <a href="http://pt.wikipedia.org/wiki/Baptornis">Baptornis</a> e o <a href="http://pt.wikipedia.org/wiki/Hesperornithiformes">Hesperornithiformes</a>. Considera-se hoje que as aves são descendentes diretos dos dinossauros. todos os paquicefalossauros têm uma saliência na parte interiora do crânio.<br />
<br />
<table cellspacing="1" class="infobox"><tbody>
<tr><th align="center" bgcolor="lightgrey"><span style="color: #000099; font-size: small;"><b>Dinossauros</b></span></th> </tr>
<tr style="text-align: center;"> <td><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:DMSN_dinosaurs.jpg" title="Simulação de um Alossauro atacando um Estegossauro em exposição no Denver Museum of Science and Nature."><img alt="Simulação de um Alossauro atacando um Estegossauro em exposição no Denver Museum of Science and Nature." height="209" src="http://upload.wikimedia.org/wikipedia/commons/thumb/d/d7/DMSN_dinosaurs.jpg/220px-DMSN_dinosaurs.jpg" width="220" /></a><br />
<div style="text-align: center;"><small>Simulação de um <a href="http://pt.wikipedia.org/wiki/Alossauro">Alossauro</a> atacando um <a href="http://pt.wikipedia.org/wiki/Estegossauro">Estegossauro</a> em exposição no <i>Denver Museum of Science and Nature</i>.</small></div></td> </tr>
<tr bgcolor="lightgrey" style="text-align: center;"> <th> <center><a href="http://pt.wikipedia.org/wiki/Estado_de_conserva%C3%A7%C3%A3o">Estado de conservação</a></center> </th> </tr>
<tr> <td> <div style="text-align: center;">Extinta (<a href="http://pt.wikipedia.org/wiki/F%C3%B3ssil">fóssil</a>)</div></td> </tr>
<tr bgcolor="lightgrey" style="text-align: center;"> <th><b><a href="http://pt.wikipedia.org/wiki/Classifica%C3%A7%C3%A3o_cient%C3%ADfica">Classificação científica</a></b></th> </tr>
<tr style="text-align: center;"> <td> <table cellpadding="2" style="background: white; margin: 0 auto; text-align: left;"><tbody>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Dom%C3%ADnio_%28biologia%29" title="Domínio (biologia)">Domínio</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Eukaryota">Eukaryota</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Reino_%28biologia%29" title="Reino (biologia)">Reino</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Animalia">Animalia</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Reino_%28biologia%29" title="Reino (biologia)">Subreino</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Metazoa" title="Metazoa">Metazoa</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Filo">Filo</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Chordata" title="Chordata">Chordata</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Filo" title="Filo">Subfilo</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Vertebrata" title="Vertebrata">Vertebrata</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Filo" title="Filo">Infrafilo</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Gnathostomata" title="Gnathostomata">Gnathostomata</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Classe_%28biologia%29" title="Classe (biologia)">Superclasse</a>:</td> <td><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Tetrapoda" title="Tetrapoda">Tetrapoda</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Classe_%28biologia%29" title="Classe (biologia)">Classe</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Sauropsida">Sauropsida</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Classe_%28biologia%29" title="Classe (biologia)">Subclasse</a>:</td> <td><a href="http://pt.wikipedia.org/wiki/Diapsida">Diapsida</a></td> </tr>
<tr valign="top"> <td><a href="http://pt.wikipedia.org/wiki/Ordem_%28biologia%29" title="Ordem (biologia)">Superordem</a>:</td> <td><b>Dinosauria</b></td> </tr>
</tbody></table></td> </tr>
<tr bgcolor="lightgrey"> <th> <center>Ordens</center> </th> </tr>
<tr> <td style="padding: 0 .5em;"> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Saurischia" title="Saurischia">Saurischia</a><br />
<a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ornithischia" title="Ornithischia">Ornithischia</a></td></tr>
</tbody></table>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-15561021107669530162011-02-26T10:06:00.000-08:002011-02-26T10:06:08.391-08:00+ videos<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/7q2M3-ap5xo?feature=player_embedded' frameborder='0'></iframe></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/UL7YJPx9hdM?feature=player_embedded' frameborder='0'></iframe></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-60702804029130597152011-02-17T08:42:00.000-08:002011-02-17T08:42:04.731-08:00Divisão Celular<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/YyYL2CW33WY?feature=player_embedded' frameborder='0'></iframe></div><br />
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<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/m4BmhncKEeg?feature=player_embedded' frameborder='0'></iframe></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-66896973429320444352011-02-14T13:08:00.000-08:002011-02-19T06:19:50.775-08:00Célula<div style="color: white;">A <b>célula</b> representa a menor porção de matéria <a href="http://pt.wikipedia.org/wiki/Vida" title="Vida">viva</a>. São as unidades estruturais e funcionais dos <a href="http://pt.wikipedia.org/wiki/Organismo" title="Organismo">organismos</a> vivos.<sup class="reference" id="cite_ref-0"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-0">[1]</a></sup> A nível estrutural podem ser comparadas aos <a href="http://pt.wikipedia.org/wiki/Tijolo" title="Tijolo">tijolos</a> de uma <a href="http://pt.wikipedia.org/wiki/Casa" title="Casa">casa</a>, a nível funcional podem ser comparadas aos aparelhos e electrodomésticos que tornam uma casa habitável. Cada tijolo ou aparelho seria como uma célula. Alguns organismos, tais como as <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Bact%C3%A9rias" title="Bactérias">bactérias</a>, são <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Unicelulares" title="Unicelulares">unicelulares</a> (consistem em uma única célula). Outros organismos, tais como os seres <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Humanos" title="Humanos">humanos</a>, são <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Pluricelulares" title="Pluricelulares">pluricelulares</a>.<sup class="reference" id="cite_ref-CelulaMalha_1-0"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-CelulaMalha-1">[2]</a></sup></div><div style="color: white;"> </div><div style="color: white;">O corpo humano é constituído por 10 trilhões (10<sup>13</sup>) de células mais 90 trilhões de células de microrganismos que vivem em simbiose com o nosso organismo;<sup class="reference" id="cite_ref-2"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-2">[3]</a></sup> um tamanho de célula típico é o de 10 <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/%CE%9Cm" title="Μm">µm</a>; uma massa típica da célula é 1 <a href="http://pt.wikipedia.org/wiki/Nanograma" title="Nanograma">nanograma</a>.</div><div style="color: white;"> </div><div style="color: white;">Em <a href="http://pt.wikipedia.org/wiki/1837" title="1837">1837</a>, antes de a teoria final da célula estar desenvolvida, um cientista tcheco de nome Jan Evangelista Purkyňe observou "pequenos grãos" ao olhar um tecido vegetal através de um <a href="http://pt.wikipedia.org/wiki/Microsc%C3%B3pio" title="Microscópio">microscópio</a>.</div><div style="color: white;"> </div><div style="color: white;">A teoria da célula, desenvolvida primeiramente em <a href="http://pt.wikipedia.org/wiki/1839" title="1839">1839</a> por <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Matthias_Jakob_Schleiden" title="Matthias Jakob Schleiden">Matthias Jakob Schleiden</a> e por <a href="http://pt.wikipedia.org/wiki/Theodor_Schwann" title="Theodor Schwann">Theodor Schwann</a>, indica que todos os organismos são compostos de uma ou mais células. Todas as células vêm de células preexistentes. As funções vitais de um organismo ocorrem dentro das células, e todas elas contêm informação genética necessária para funções de regulamento da célula, e para transmitir a informação para a geração seguinte de células.<sup class="reference" id="cite_ref-3"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-3">[4]</a></sup></div><div style="color: white;"> </div><div style="color: white;">A palavra "célula" vem do <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_latina" title="Língua latina">latim</a>: <i>cellula</i> (quarto pequeno). O nome descrito para a menor estrutura viva foi escolhido por <a href="http://pt.wikipedia.org/wiki/Robert_Hooke" title="Robert Hooke">Robert Hooke</a>. Em um livro que publicou em <a href="http://pt.wikipedia.org/wiki/1665" title="1665">1665</a>, ele comparou as células da cortiça com os pequenos quartos onde os monges viviam.</div><div style="color: white;"> </div><table class="toc" id="toc" style="color: white;"><tbody>
<tr> <td><div id="toctitle"><h2>Índice</h2><span class="toctoggle">[<a class="internal" href="http://pt.wikipedia.org/wiki/C%C3%A9lula#" id="togglelink">esconder</a>]</span></div><ul><li class="toclevel-1 tocsection-1"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#Hist.C3.B3ria"><span class="tocnumber">1</span> <span class="toctext">História</span></a></li>
<li class="toclevel-1 tocsection-2"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#Estrutura"><span class="tocnumber">2</span> <span class="toctext">Estrutura</span></a> <ul><li class="toclevel-2 tocsection-3"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#C.C3.A9lulas_Procariontes"><span class="tocnumber">2.1</span> <span class="toctext">Células Procariontes</span></a> <ul><li class="toclevel-3 tocsection-4"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#C.C3.A9lulas_incompletas"><span class="tocnumber">2.1.1</span> <span class="toctext">Células incompletas</span></a></li>
</ul></li>
<li class="toclevel-2 tocsection-5"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#C.C3.A9lulas_Eucariontes"><span class="tocnumber">2.2</span> <span class="toctext">Células Eucariontes</span></a></li>
</ul></li>
<li class="toclevel-1 tocsection-6"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#Ver_tamb.C3.A9m"><span class="tocnumber">3</span> <span class="toctext">Ver também</span></a></li>
<li class="toclevel-1"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#Refer.C3.AAncias"><span class="tocnumber">4</span> <span class="toctext">Referências</span></a></li>
</ul></td> </tr>
</tbody></table><div style="color: white;"> </div><h2 style="color: white;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula&action=edit&section=1" title="Editar seção: História">editar</a>]</span> <span class="mw-headline" id="Hist.C3.B3ria">História</span></h2><div style="color: white;"> </div><div style="color: white;">As células foram descobertas em <a href="http://pt.wikipedia.org/wiki/1665" title="1665">1665</a> pelo <a href="http://pt.wikipedia.org/wiki/Inglaterra" title="Inglaterra">inglês</a> <a href="http://pt.wikipedia.org/wiki/Robert_Hooke" title="Robert Hooke">Robert Hooke</a>. Ao examinar em um <a href="http://pt.wikipedia.org/wiki/Microsc%C3%B3pio" title="Microscópio">microscópio</a> rudimentar, uma fatia de <a href="http://pt.wikipedia.org/wiki/Corti%C3%A7a" title="Cortiça">cortiça</a>, verificou que ela era constituída por cavidades <a href="http://pt.wikipedia.org/wiki/Poliedro" title="Poliedro">poliédricas</a>, às quais chamou de células (do <a href="http://pt.wikipedia.org/wiki/Latim" title="Latim">latim</a> "<i>cella</i>", pequena cavidade). Na realidade Hooke observou blocos hexagonais que eram as <a href="http://pt.wikipedia.org/wiki/Parede_celular" title="Parede celular">paredes</a> de <a href="http://pt.wikipedia.org/wiki/C%C3%A9lula_vegetal" title="Célula vegetal">células vegetais</a> mortas.<sup class="reference" id="cite_ref-CelulaMalha_1-1"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-CelulaMalha-1">[2]</a></sup></div><div style="color: white;"> </div><div style="color: white;">Em <a href="http://pt.wikipedia.org/wiki/1838" title="1838">1838</a> <a href="http://pt.wikipedia.org/wiki/Matthias_Schleiden" title="Matthias Schleiden">Matthias Schleiden</a> e <a href="http://pt.wikipedia.org/wiki/Theodor_Schwann" title="Theodor Schwann">Theodor Schwann</a>, estabeleceram o que ficou conhecido como <a href="http://pt.wikipedia.org/wiki/Teoria_celular" title="Teoria celular">teoria celular</a>: "todo o ser vivo é formado por células".</div><div style="color: white;"> </div><div style="color: white;">As células são envolvidas pela <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Membrana_celular" title="Membrana celular">membrana celular</a> e preenchidas com uma solução aquosa concentrada de substâncias químicas, o <a href="http://pt.wikipedia.org/wiki/Citoplasma" title="Citoplasma">citoplasma</a> em que se encontram dispersos <a href="http://pt.wikipedia.org/wiki/Organelo" title="Organelo">organelos</a> (por vezes escrito <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Organela" title="Organela">organelas</a></i>, <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Organ%C3%B3ide" title="Organóide">organóides</a></i>, <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Org%C3%A2nulo" title="Orgânulo">orgânulos</a></i> ou <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Organito" title="Organito">organitos</a>).</div><div style="color: white;"> </div><div style="color: white;">As formas mais simples de vida são <a href="http://pt.wikipedia.org/wiki/Organismo" title="Organismo">organismos</a> <a href="http://pt.wikipedia.org/wiki/Unicelular" title="Unicelular">unicelulares</a> que se propagam por <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cissiparidade" title="Cissiparidade">cissiparidade</a>. As células podem também constituir arranjos ordenados, os <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Tecido_%28histologia%29" title="Tecido (histologia)">tecidos</a>.</div><div style="color: white;"> </div><h2 style="color: white;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula&action=edit&section=2" title="Editar seção: Estrutura">editar</a>]</span> <span class="mw-headline" id="Estrutura">Estrutura</span></h2><div class="thumb tright" style="color: white;"><div class="thumbinner" style="width: 322px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Prokaryote_cell_diagram_international.svg"><img alt="" class="thumbimage" height="248" src="http://upload.wikimedia.org/wikipedia/commons/thumb/e/e4/Prokaryote_cell_diagram_international.svg/320px-Prokaryote_cell_diagram_international.svg.png" width="320" /></a> <br />
<div class="thumbcaption"><div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Prokaryote_cell_diagram_international.svg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></div>Estrutura típica de uma <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/C%C3%A9lula_procarionte" title="Célula procarionte">célula procarionte</a>, representada por uma <a href="http://pt.wikipedia.org/wiki/Bact%C3%A9ria" title="Bactéria">bactéria</a> (clique para ampliar): 1. Cápsula, 2. <a href="http://pt.wikipedia.org/wiki/Parede_celular" title="Parede celular">Parede celular</a>, 3. <a href="http://pt.wikipedia.org/wiki/Membrana_plasm%C3%A1tica" title="Membrana plasmática">Membrana plasmática</a>, 4. <a href="http://pt.wikipedia.org/wiki/Citoplasma" title="Citoplasma">Citoplasma</a>, 5. <a href="http://pt.wikipedia.org/wiki/Ribossomo" title="Ribossomo">Ribossomos</a>, 6. <a href="http://pt.wikipedia.org/wiki/Mesossomo" title="Mesossomo">Mesossomos</a>, 7. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Nucle%C3%B3ide" title="Nucleóide">DNA (nucleóide)</a>, 8. <a href="http://pt.wikipedia.org/wiki/Flagelo#Flagelo_bacteriano" title="Flagelo">Flagelo bacteriano</a>.</div></div></div><div class="thumb tright" style="color: white;"><div class="thumbinner" style="width: 322px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Plant_cell_structure_svg_labels.svg"><img alt="" class="thumbimage" height="234" src="http://upload.wikimedia.org/wikipedia/commons/thumb/3/3f/Plant_cell_structure_svg_labels.svg/320px-Plant_cell_structure_svg_labels.svg.png" width="320" /></a> <br />
<div class="thumbcaption"><div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Plant_cell_structure_svg_labels.svg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></div>Estrutura de uma <a href="http://pt.wikipedia.org/wiki/C%C3%A9lula_vegetal" title="Célula vegetal">célula vegetal</a> típica (clique para ampliar): a. <a href="http://pt.wikipedia.org/wiki/Plasmodesmo" title="Plasmodesmo">Plasmodesmos</a>, b. <a href="http://pt.wikipedia.org/wiki/Membrana_plasm%C3%A1tica" title="Membrana plasmática">Membrana plasmática</a>, c. <a href="http://pt.wikipedia.org/wiki/Parede_celular" title="Parede celular">Parede celular</a>, 1. <a href="http://pt.wikipedia.org/wiki/Cloroplasto" title="Cloroplasto">Cloroplasto</a> (d. Membrana tilacóide, e. <i>granum</i>), 2. Vacúolo (f. <a href="http://pt.wikipedia.org/wiki/Vac%C3%BAolo" title="Vacúolo">Vacúolo</a>, g. <a href="http://pt.wikipedia.org/wiki/Tonoplasto" title="Tonoplasto">Tonoplasto</a>), h. <a href="http://pt.wikipedia.org/wiki/Mitoc%C3%B4ndria" title="Mitocôndria">Mitocôndria</a>, i. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Peroxissomo" title="Peroxissomo">Peroxissomo</a>, j. <a href="http://pt.wikipedia.org/wiki/Citoplasma" title="Citoplasma">Citoplasma</a>, k. Pequenas <a href="http://pt.wikipedia.org/wiki/Ves%C3%ADcula" title="Vesícula">vesículas</a> membranosas, l. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ret%C3%ADculo_endoplasm%C3%A1tico_rugoso" title="Retículo endoplasmático rugoso">Retículo endoplasmático rugoso</a>, 3. <a href="http://pt.wikipedia.org/wiki/N%C3%BAcleo" title="Núcleo">Núcleo</a> (m. <a href="http://pt.wikipedia.org/wiki/Poro_nuclear" title="Poro nuclear">Poro nuclear</a>, n. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Envelope_nuclear" title="Envelope nuclear">Envelope nuclear</a>, o. <a href="http://pt.wikipedia.org/wiki/Nucl%C3%A9olo" title="Nucléolo">Nucléolo</a>), p. <a href="http://pt.wikipedia.org/wiki/Ribossomo" title="Ribossomo">Ribossomos</a>, q. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ret%C3%ADculo_endoplasm%C3%A1tico_liso" title="Retículo endoplasmático liso">Retículo endoplasmático liso</a>, r. Vesículas de Golgi, s. <a href="http://pt.wikipedia.org/wiki/Complexo_de_Golgi" title="Complexo de Golgi">Complexo de Golgi</a>, t. <a href="http://pt.wikipedia.org/wiki/Citoesqueleto" title="Citoesqueleto">Citoesqueleto filamentoso</a>.</div></div></div><div class="thumb tright" style="color: white;"><div class="thumbinner" style="width: 322px;"><a class="image" href="http://pt.wikipedia.org/wiki/Ficheiro:Biological_cell.svg"><img alt="" class="thumbimage" height="194" src="http://upload.wikimedia.org/wikipedia/commons/thumb/1/1a/Biological_cell.svg/320px-Biological_cell.svg.png" width="320" /></a> <br />
<div class="thumbcaption"><div class="magnify"><a class="internal" href="http://pt.wikipedia.org/wiki/Ficheiro:Biological_cell.svg" title="Ampliar"><img alt="" height="11" src="http://bits.wikimedia.org/skins-1.5/common/images/magnify-clip.png" width="15" /></a></div>Estrutura de uma <a href="http://pt.wikipedia.org/wiki/C%C3%A9lula_animal" title="Célula animal">célula animal</a> típica (clique para ampliar): 1. <a href="http://pt.wikipedia.org/wiki/Nucl%C3%A9olo" title="Nucléolo">Nucléolo</a>, 2. <a href="http://pt.wikipedia.org/wiki/N%C3%BAcleo_celular" title="Núcleo celular">Núcleo celular</a>, 3. <a href="http://pt.wikipedia.org/wiki/Ribossomo" title="Ribossomo">Ribossomos</a>, 4. <a href="http://pt.wikipedia.org/wiki/Ves%C3%ADcula" title="Vesícula">Vesículas</a>, 5. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Ergastoplasma" title="Ergastoplasma">Ergastoplasma</a> ou <a href="http://pt.wikipedia.org/wiki/Ret%C3%ADculo_endoplasm%C3%A1tico" title="Retículo endoplasmático">Retículo endoplasmático</a> rugoso (RER), 6. <a href="http://pt.wikipedia.org/wiki/Complexo_de_Golgi" title="Complexo de Golgi">Complexo de Golgi</a>, 7. <a href="http://pt.wikipedia.org/wiki/Microt%C3%BAbulo" title="Microtúbulo">Microtúbulos</a>, 8. <a href="http://pt.wikipedia.org/wiki/Ret%C3%ADculo_endoplasm%C3%A1tico" title="Retículo endoplasmático">Retículo endoplasmático</a> liso (REL), 9. <a href="http://pt.wikipedia.org/wiki/Mitoc%C3%B4ndria" title="Mitocôndria">Mitocôndrias</a>, 10. <a href="http://pt.wikipedia.org/wiki/Vac%C3%BAolo" title="Vacúolo">Vacúolo</a>, 11. <a href="http://pt.wikipedia.org/wiki/Citoplasma" title="Citoplasma">Citoplasma</a>, 12. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Lisossoma" title="Lisossoma">Lisossomas</a>, 13. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Centr%C3%ADolos" title="Centríolos">Centríolos</a>.</div></div></div><div style="color: white;">De acordo com a organização estrutural, as células são divididas em:</div><ul style="color: white;"><li><b>Células Procariontes</b></li>
<li><b>Células Eucariontes</b></li>
</ul><h3 style="color: white;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula&action=edit&section=3" title="Editar seção: Células Procariontes">editar</a>]</span> <span class="mw-headline" id="C.C3.A9lulas_Procariontes">Células Procariontes</span></h3><div style="color: white;">As células <a href="http://pt.wikipedia.org/wiki/Procarionte" title="Procarionte">procariontes</a> ou <i>procarióticas</i>, também chamadas de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Protoc%C3%A9lula" title="Protocélula">protocélulas</a>, são muito diferentes das <a href="http://pt.wikipedia.org/wiki/Eukaryota" title="Eukaryota">eucariontes</a>. A sua principal característica é a ausência da membrana <a href="http://pt.wikipedia.org/wiki/Envolt%C3%B3rio_nuclear" title="Envoltório nuclear">carioteca</a> individualizando o <a href="http://pt.wikipedia.org/wiki/N%C3%BAcleo_celular" title="Núcleo celular">núcleo celular</a>, pela ausência de alguns <a href="http://pt.wikipedia.org/wiki/Organelo" title="Organelo">organelos</a> e pelo pequeno tamanho que se acredita que se deve ao fato de não possuírem compartimentos membranosos originados por <a href="http://pt.wikipedia.org/wiki/Evagina%C3%A7%C3%A3o" title="Evaginação">evaginação</a> ou <a href="http://pt.wikipedia.org/wiki/Invagina%C3%A7%C3%A3o" title="Invaginação">invaginação</a>. Também possuem DNA na forma de um anel associado a proteínas básicas e não a <a href="http://pt.wikipedia.org/wiki/Histona" title="Histona">histonas</a> (como acontece nas células eucarióticas, nas quais o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/ADN" title="ADN">ADN</a> se dispõe em filamentos espiralados e associados a histonas).<sup class="reference" id="cite_ref-CelulaMalha_1-2"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-CelulaMalha-1">[2]</a></sup></div><div style="color: white;">Estas células são desprovidas de <a href="http://pt.wikipedia.org/wiki/Mitoc%C3%B4ndria" title="Mitocôndria">mitocôndrias</a>, <a href="http://pt.wikipedia.org/wiki/Plast%C3%ADdeo" title="Plastídeo">plastídeos</a>, <a href="http://pt.wikipedia.org/wiki/Complexo_de_Golgi" title="Complexo de Golgi">complexo de Golgi</a>, <a href="http://pt.wikipedia.org/wiki/Ret%C3%ADculo_endoplasm%C3%A1tico" title="Retículo endoplasmático">retículo endoplasmático</a> e sobretudo <a href="http://pt.wikipedia.org/wiki/Envolt%C3%B3rio_nuclear" title="Envoltório nuclear">cariomembrana</a> o que faz com que o <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/ADN" title="ADN">ADN</a> fique disperso no <a href="http://pt.wikipedia.org/wiki/Citoplasma" title="Citoplasma">citoplasma</a>.</div><div style="color: white;">A este grupo pertencem seres <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Pubianos&action=edit&redlink=1" title="Pubianos (página não existe)">pubianoses</a> ou <a href="http://pt.wikipedia.org/wiki/Col%C3%B3nia" title="Colónia">peuvicos</a>:</div><ul style="color: white;"><li><a href="http://pt.wikipedia.org/wiki/Bact%C3%A9ria" title="Bactéria">Bactérias</a></li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cianof%C3%ADceas" title="Cianofíceas">Cianófitas</a> (<a href="http://pt.wikipedia.org/wiki/Cyanobacteria" title="Cyanobacteria">Cyanobacterias</a>)</li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/PPLO" title="PPLO">PPLO</a> ("pleuro-pneumonia like organisms")</li>
</ul><h4 style="color: white;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula&action=edit&section=4" title="Editar seção: Células incompletas">editar</a>]</span> <span class="mw-headline" id="C.C3.A9lulas_incompletas">Células incompletas</span></h4><div style="color: white;">As <a href="http://pt.wikipedia.org/wiki/Bact%C3%A9ria" title="Bactéria">bactérias</a> dos grupos das <i><a href="http://pt.wikipedia.org/wiki/Rickettsia" title="Rickettsia">Rickettsias</a></i> e das <a href="http://pt.wikipedia.org/wiki/Clam%C3%ADdia" title="Clamídia">clamídias</a> são muito pequenas, sendo denominadas células incompletas por não apresentarem capacidade de auto-duplicação independente da colaboração de outras células, isto é, só proliferarem no interior de outras células completas, sendo, portanto, <a href="http://pt.wikipedia.org/wiki/Parasita" title="Parasita">parasitas</a> intracelulares obrigatórios.</div><div style="color: white;">Diversas doenças de importância médica tem sido descritas para organismos destes grupos, incluindo algumas vinculadas aos <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Psitac%C3%ADdeo" title="Psitacídeo">psitacídeos</a> (<a href="http://pt.wikipedia.org/wiki/Papagaio" title="Papagaio">papagaios</a> e outras aves, a <a href="http://pt.wikipedia.org/wiki/Psitacose" title="Psitacose">psitacose</a><sup class="reference" id="cite_ref-4"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-4">[5]</a></sup>) e <a href="http://pt.wikipedia.org/wiki/Carrapato" title="Carrapato">carrapatos</a> (a <a href="http://pt.wikipedia.org/wiki/Febre_maculosa" title="Febre maculosa">febre maculosa</a>, causada pela <i><a href="http://pt.wikipedia.org/wiki/Rickettsia_rickettsii" title="Rickettsia rickettsii">Rickettsia rickettsii</a></i><sup class="reference" id="cite_ref-5"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-5">[6]</a></sup>).</div><div style="color: white;">Estas bactérias são diferente dos <a href="http://pt.wikipedia.org/wiki/V%C3%ADrus" title="Vírus">vírus</a> por apresentarem:</div><ul style="color: white;"><li>conjuntamente <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/DNA" title="DNA">DNA</a> e <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/RNA" title="RNA">RNA</a> (já foram encontrados vírus com DNA, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Adenovirus" title="Adenovirus">adenovirus</a>, e RNA, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Retrov%C3%ADrus" title="Retrovírus">retrovírus</a>, no entanto são raros os vírus que possuem DNA e RNA simultâneamente);</li>
<li>parte incompleta da "<a href="http://pt.wikipedia.org/wiki/M%C3%A1quina" title="Máquina">máquina</a>" de <a href="http://pt.wikipedia.org/wiki/S%C3%ADntese" title="Síntese">síntese</a> celular necessária para reproduzirem-se;</li>
<li>uma <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Membrana_celular" title="Membrana celular">membrana celular</a> semipermeável, através da qual realizam as trocas com o meio envolvente.</li>
</ul><h3 style="color: white;"><span class="editsection">[<a href="http://pt.wikipedia.org/w/index.php?title=C%C3%A9lula&action=edit&section=5" title="Editar seção: Células Eucariontes">editar</a>]</span> <span class="mw-headline" id="C.C3.A9lulas_Eucariontes">Células Eucariontes</span></h3><div style="color: white;">As células <b><a href="http://pt.wikipedia.org/wiki/Eukaryota" title="Eukaryota">eucariontes</a></b> ou <b>eucarióticas</b>, também chamadas de <b><a href="http://pt.wikipedia.org/wiki/Euc%C3%A9lula" title="Eucélula">eucélulas</a></b>, são mais complexas que as <a href="http://pt.wikipedia.org/wiki/Procarionte" title="Procarionte">procariontes</a>. Possuem <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Membrana_nuclear" title="Membrana nuclear">membrana nuclear</a> individualizada e vários tipos de <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Organela" title="Organela">organelas</a>. Todos os <a href="http://pt.wikipedia.org/wiki/Animalia" title="Animalia">animais</a> e <a href="http://pt.wikipedia.org/wiki/Plantae" title="Plantae">plantas</a> são dotados deste tipo de células.<sup class="reference" id="cite_ref-CelulaMalha_1-3"><a href="http://pt.wikipedia.org/wiki/C%C3%A9lula#cite_note-CelulaMalha-1">[2]</a></sup></div><div style="color: white;">É altamente provável que estas células tenham surgido por um processo de aperfeiçoamento contínuo das células <a href="http://pt.wikipedia.org/wiki/Procarionte" title="Procarionte">procariontes</a>, o que chamamos de <a href="http://pt.wikipedia.org/wiki/Endossimbiose" title="Endossimbiose">Endossimbiose</a>.</div><div style="color: white;">Não é possível avaliar com precisão quanto tempo a célula "primitiva" levou para sofrer aperfeiçoamentos na sua <a href="http://pt.wikipedia.org/wiki/Estrutura" title="Estrutura">estrutura</a> até originar o <a href="http://pt.wikipedia.org/wiki/Modelo" title="Modelo">modelo</a> que hoje se repete na imensa maioria das células, mas é provável que tenha demorado muitos milhões de anos. Acredita-se que a célula "primitiva" tivesse sido bem pequena e para que sua <a href="http://pt.wikipedia.org/wiki/Fisiologia" title="Fisiologia">fisiologia</a> estivesse melhor adequada à relação <i>tamanho × funcionamento</i> era necessário que crescesse.</div><div style="color: white;">Acredita-se que a <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Membrana_celular" title="Membrana celular">membrana</a> da célula "primitiva" tenha emitido internamente prolongamentos ou <a href="http://pt.wikipedia.org/wiki/Invagina%C3%A7%C3%A3o" title="Invaginação">invaginações</a> da sua superfície, os quais se multiplicaram, adquiriram complexidade crescente, conglomeraram-se ao redor do bloco inicial até o ponto de formarem a intrincada malha do <a href="http://pt.wikipedia.org/wiki/Ret%C3%ADculo_endoplasm%C3%A1tico" title="Retículo endoplasmático">retículo endoplasmático</a>. Dali ela teria sofrido outros processos de dobramentos e originou outras estruturas intracelulares como o <a href="http://pt.wikipedia.org/wiki/Complexo_de_Golgi" title="Complexo de Golgi">complexo de Golgi</a>, <a href="http://pt.wikipedia.org/wiki/Vac%C3%BAolo" title="Vacúolo">vacúolos</a>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Lisossomos" title="Lisossomos">lisossomos</a> e outras.</div><div style="color: white;">Quanto aos <a href="http://pt.wikipedia.org/wiki/Cloroplasto" title="Cloroplasto">cloroplastos</a> (e outros <a href="http://pt.wikipedia.org/wiki/Plast%C3%ADdeo" title="Plastídeo">plastídeos</a>) e <a href="http://pt.wikipedia.org/wiki/Mitoc%C3%B4ndria" title="Mitocôndria">mitocôndrias</a>, atualmente há uma corrente de cientistas que acreditam que a melhor teoria que explica a existência destes <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Org%C3%A2nulo" title="Orgânulo">orgânulos</a> é a <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Teoria_da_Endossimbiose" title="Teoria da Endossimbiose">Teoria da Endossimbiose</a>, segundo a qual um ser com uma célula maior possuía dentro de sí uma célula menor mas com melhores características, fornecendo um refúgio à menor e esta a capacidade de <a href="http://pt.wikipedia.org/wiki/Fotoss%C3%ADntese" title="Fotossíntese">fotossintetizar</a> ou de sintetizar <a href="http://pt.wikipedia.org/wiki/Prote%C3%ADna" title="Proteína">proteínas</a> com interesse para a outra.</div><div style="color: white;">Nesse grupo encontram-se:</div><ul style="color: white;"><li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/C%C3%A9lula_Vegetal" title="Célula Vegetal">Células Vegetais</a> (com cloroplastos e com parede celular; normalmente, apenas, um grande vacúolo central)</li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/C%C3%A9lula_Animal" title="Célula Animal">Células Animais</a> (sem cloroplastos e sem parede celular; vários pequenos vacúolos)</li>
</ul><dl style="color: white;"><dt>Outros componentes celulares</dt>
</dl><ul style="color: white;"><li><a href="http://pt.wikipedia.org/wiki/C%C3%ADlio" title="Cílio">Cílios</a> e <a href="http://pt.wikipedia.org/wiki/Flagelo" title="Flagelo">Flagelos</a></li>
<li><a href="http://pt.wikipedia.org/wiki/Cromossomo" title="Cromossomo">Cromossomo</a></li>
</ul><ul style="color: white;"><li><a href="http://pt.wikipedia.org/wiki/Prote%C3%ADna" title="Proteína">Proteínas</a> - 10%</li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/ADN" title="ADN">ADN</a> (DNA) - 0,4%</li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/ARN" title="ARN">ARN</a> (RNA) - 0,7%</li>
<li><a href="http://pt.wikipedia.org/wiki/L%C3%ADpido" title="Lípido">Lípidos</a> - 2%</li>
<li>Outros compostos orgânicos - 0,4 %</li>
<li>Outros compostos inorgânicos - 1,5%</li>
</ul><div style="color: white;"> Mister X</div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-68412388087956809392011-02-12T05:05:00.000-08:002011-02-12T05:05:30.985-08:00+ Vídeos<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/CjnBy2Gq2Dk?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><object width="320" height="266" 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://2.gvt0.com/vi/Cp_0WEY3blY/0.jpg"><param name="movie" value="http://www.youtube.com/v/Cp_0WEY3blY&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/Cp_0WEY3blY&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-36943064521264813162011-02-11T10:53:00.001-08:002011-02-11T11:28:42.993-08:00Vídeos<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></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/-YQDnQ1nOz8?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><br />
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/js4BN-tEqCo?feature=player_embedded' frameborder='0'></iframe></div>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-71051280266083108432011-02-03T04:38:00.000-08:002011-02-03T04:38:13.185-08:00Mais testes<div align="center"><br />
</div><div align="center"><br />
</div><div align="center"><br />
</div><div align="center"><span style="color: maroon;"><b><span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;">Para jogar você precisa usar nomes de pessoas que você conheçe.</span><br />
<span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;">Escreva o que é pedido nos espaços...</span></b></span></div><table border="0" cellpadding="5" cellspacing="0"><tbody>
<tr> <td bgcolor="#4bb5f3"><input name="input1" size="20" /></td> <td bgcolor="#4bb5f3"><span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque qualquer número.</span></td> </tr>
<tr> <td bgcolor="#c8e8fb"><input name="input2" size="20" /></td> <td bgcolor="#c8e8fb"><span style="color: black; font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque qualquer número.</span></td> </tr>
<tr> <td bgcolor="#4bb5f3"><input name="input3" size="20" /></td> <td bgcolor="#4bb5f3"><span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;">Se você é homem, coloque um nome de uma mulher neste espaço e vice versa.</span></td> </tr>
<tr> <td bgcolor="#c8e8fb"><input name="input4" size="20" /></td> <td bgcolor="#c8e8fb"><span style="color: black; font-family: Verdana,Arial,sans-serif; font-size: x-small;">Se você é homem, coloque um nome de uma mulher neste espaço e vice versa.</span></td> </tr>
<tr> <td bgcolor="#4bb5f3"><input name="input5" size="20" /></td> <td bgcolor="#4bb5f3"><span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque qualquer nome (como parentes, amigos...)</span></td> </tr>
<tr> <td bgcolor="#c8e8fb"><input name="input6" size="20" /></td> <td bgcolor="#c8e8fb"><span style="color: black; font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque qualquer nome (como parentes, amigos...)</span></td> </tr>
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<tr> <td bgcolor="#c8e8fb"><input name="input8" size="20" /></td> <td bgcolor="#c8e8fb"><span style="color: black; font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque um nome de uma música.</span></td> </tr>
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<tr> <td bgcolor="#c8e8fb"><input name="input10" size="20" /></td> <td bgcolor="#c8e8fb"><span style="color: black; font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque um nome de uma música.</span></td> </tr>
<tr> <td bgcolor="#4bb5f3"><input name="input11" size="20" /></td> <td bgcolor="#4bb5f3"><span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;">Coloque um nome de uma música.</span></td> </tr>
<tr> <td bgcolor="#c8e8fb"><div align="center"><center><span style="color: red; font-family: Verdana,Arial,Helvetica;"><strong>FAÇA UM PEDIDO!</strong></span></center></div></td> <td align="center" bgcolor="#c8e8fb"><div align="left"><span style="color: black; font-family: Verdana,Arial,sans-serif; font-size: x-small;">Depois</span><span style="font-family: Verdana,Arial,sans-serif; font-size: x-small;"> <a href=""><strong>aperte aqui</strong></a></span></div></td></tr>
</tbody></table><div align="left"> </div><hr color="#0000FF" width="86%" /><div align="center"><br />
</div><div align="center"><big><span style="color: red; font-family: Arial;"> C</span><span style="color: blue; font-family: Arial;">onflito no cérebro</span></big></div><hr color="#0000FF" width="76%" /> <div align="center"><strong><small><span style="font-family: Arial;">Olhe abaixo, e diga as "cores" não as palavras</span></small></strong></div><div align="center"><center> <table border="0" cellpadding="3" cellspacing="1" height="169" style="width: 459px;"><tbody>
<tr> <td align="center" bgcolor="#C0C0C0" height="21" width="133"><span style="color: #008040; font-family: Arial;"><strong>AMARELO</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="169"><span style="color: red; font-family: Arial;"><strong>AZUL</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="127"><span style="color: blue; font-family: Arial;"><strong>LARANJA</strong></span></td> </tr>
<tr> <td align="center" bgcolor="#C0C0C0" height="21" width="133"><span style="color: yellow; font-family: Arial;"><strong>PRETO</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="169"><span style="color: blue; font-family: Arial;"><strong>VERMELHO</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="127"><span style="color: black; font-family: Arial;"><strong>VERDE</strong></span></td> </tr>
<tr> <td align="center" bgcolor="#C0C0C0" height="21" width="133"><span style="color: red; font-family: Arial;"><strong>ROXO</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="169"><span style="color: blue; font-family: Arial;"><strong>AMARELO</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="127"><span style="color: green; font-family: Arial;"><strong>VERMELHO</strong></span></td> </tr>
<tr> <td align="center" bgcolor="#C0C0C0" height="21" width="133"><strong><span style="font-family: Arial;">LARANJA</span></strong></td> <td align="center" bgcolor="#C0C0C0" height="21" width="169"><span style="color: red; font-family: Arial;"><strong>VERDE</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="127"><span style="color: yellow; font-family: Arial;"><strong>PRETO</strong></span></td> </tr>
<tr> <td align="center" bgcolor="#C0C0C0" height="21" width="133"><span style="color: green; font-family: Arial;"><strong>AZUL</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="169"><span style="color: blue; font-family: Arial;"><strong>VERMELHO</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="21" width="127"><strong><span style="font-family: Arial;">ROXO</span></strong></td> </tr>
<tr> <td align="center" bgcolor="#C0C0C0" height="16" width="133"><span style="color: blue; font-family: Arial;"><strong>VERDE</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="16" width="169"><span style="color: red; font-family: Arial;"><strong>AZUL</strong></span></td> <td align="center" bgcolor="#C0C0C0" height="16" width="127"><span style="color: green; font-family: Arial;"><strong>LARANJA</strong></span></td> </tr>
</tbody></table></center></div><div align="center"><small><span style="font-family: Arial;">O lado direito do cérebro tenta ler a cor, mas o lado esquerdo insiste em ler a palavra</span></small></div><div align="center"><br />
</div><div align="center"><br />
</div><br />
<span style="color: navy; font-family: Verdana; font-size: x-small;"><b>Aí está a oportunidade de verificar quanto tempo você já viveu.</b><br />
<b>Divirta-se.</b></span> <br />
<span style="color: navy; font-family: Verdana; font-size: small;"><b>Entre com sua data de nascimento</b> </span> <span style="color: navy; font-family: Verdana; font-size: x-small;">Dia <input name="day" size="3" value="26" /> Mês <input name="month" size="3" value="11" /> Ano <input name="year" size="6" value="1959" /> Hora <input name="hrs" size="6" value="00:00" /> </span><br />
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<input name="age" size="55" value="Sua idade será apresentada aqui" /> <br />
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<span style="color: navy; font-family: Verdana; font-size: small;"><b>Você está vivendo há:</b></span> <br />
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<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em meses:</span> </td> <td><input name="months" size="30" /> </td></tr>
<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em semanas:</span> </td> <td><input name="weeks" size="30" /> </td></tr>
<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em dias:</span> </td> <td><input name="answer" size="30" /> </td></tr>
<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em horas:</span> </td> <td><input name="hours" size="30" /> </td></tr>
<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em minutos:</span> </td> <td><input name="min" size="30" /> </td></tr>
<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em segundos:</span> </td> <td><input name="sec" size="30" /> </td></tr>
<tr> <td><span style="color: navy; font-family: Verdana; font-size: x-small;"> Em milisegundos:</span> </td> <td><input name="milli" size="30" /> </td></tr>
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</tbody></table>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-81155898594130754822011-02-03T04:13:00.000-08:002011-02-03T04:13:07.197-08:00Você é Burro?<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><b>Você é burro?</b></span><br />
<span style="font-family: Verdana; font-size: x-small;">É só responder as perguntas e olhar sua quantidade de pontos no final.</span><br />
<span style="font-family: Verdana; font-size: x-small;"> <strong>1. </strong>Você tem fama de ser burro entre os amigos?<br />
<input name="test1" type="radio" value="1" /> a . Sou o mais inteligente deles<br />
<input name="test1" type="radio" value="2" /> b . Fico na média<br />
<input name="test1" type="radio" value="3" /> c . Tenho, mas não sei o motivo!<br />
<strong>2. </strong>Na escola você fica ou ficava de recuperação todo bimestre?<br />
<input name="test2" type="radio" value="3" /> a . Todo! Não perdia um!<br />
<input name="test2" type="radio" value="2" /> b . Um sim, um não...<br />
<input name="test2" type="radio" value="1" /> c . Não era comum.<br />
<strong>3. </strong>Quantas vezes alguém precisa explicar alguma coisa até você entender?<br />
<input name="test3" type="radio" value="3" /> a . Pode repetir a pergunta?<br />
<input name="test3" type="radio" value="2" /> b . Nunca contei.<br />
<input name="test3" type="radio" value="1" /> c . Basta repetir umas duas que eu já entendo.<br />
<strong>4. </strong>Qual é seu ídolo?<br />
<input name="test4" type="radio" value="3" /> a . Carla Perez<br />
<input name="test4" type="radio" value="2" /> b . Chapolim<br />
<input name="test4" type="radio" value="1" /> c . Chaves<br />
<strong>5. </strong>Quando você encontra com uma mula ou jumento, você:<br />
<input name="test5" type="radio" value="3" /> a . Sente que já se conhecem<br />
<input name="test5" type="radio" value="2." /> b . Tenta imita-lo.<br />
<input name="test5" type="radio" value="1" /> c . Trata-o com carinho.<br />
<strong>6.</strong> Qual é sua reação quanto encontra um campo bem aberto?<br />
<input name="test6" type="radio" value="2" /> a. Lembra de sua infância.<br />
<input name="test6" type="radio" value="1" /> b. Saio correndo livremente!<br />
<input name="test6" type="radio" value="3" /> c. Como assim, "reação"?<br />
<strong>7. </strong>O Que você acha da ANDRIUS HP?<br />
<input name="test7" type="radio" value="3" /> a . Uma merda, não entendo nenhuma piada!<br />
<input name="test7" type="radio" value="2" /> b . Eu só olho os desenhos.<br />
<input name="test7" type="radio" value="1" /> c . Um bom site.<br />
<strong>8. </strong>Qual dessas frases você costuma usar com mais frequência?<br />
<input name="test8" type="radio" value="3" /> a . Não Entendi<br />
<input name="test8" type="radio" value="2" /> b . Repete, por favor<br />
<input name="test8" type="radio" value="1" /> c . Relincha e diz: Como você é burro.<br />
<strong>9. </strong>Como foi seu desempenho no teste de Q.I.?<br />
<input name="test9" type="radio" value="3" /> a . Foi negativo, mas não lembro quanto<br />
<input name="test9" type="radio" value="1" /> b . Não fiz por medo de passar uma vergonha.<br />
<input name="test9" type="radio" value="2" /> c . O que é Q.I?<br />
<strong>10. </strong>Se o resultado desse teste mostrar que você não é burro, você vai contar para seus amigos?<br />
<input name="test10" type="radio" value="3" /> a . Claro, vou esfregar na cara deles.<br />
<input name="test10" type="radio" value="1" /> b . Não, eles acham que testes são para burros.<br />
<input name="test10" type="radio" value="2" /> c . Vou imprimi-lo e pendurar na porta da minha sala.<br />
</span><div align="center"><center><table align="center" bgcolor="#FF8B53" border="0"><tbody>
<tr> <td align="center" valign="middle"><div align="center"><center><strong><span style="font-family: Verdana; font-size: xx-small;">Veja quantos pontos você marcou:</span><input name="resultado" size="3" type="int" /></strong> </center></div></td> </tr>
</tbody></table></center></div><span style="color: #002e5b; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: x-small;"><b>RESULTADO:<br />
Até 11 pontos:</b> Você é muito intelijegue, ou melhor, inteligente<br />
<b>12 a 15:</b> Você tem uma pequena influência para a burrice, procure um médico, é melhor tratar antes que não tenha mais controle.<br />
<b>16 a 20:</b> Agora você sabe que quem te chamava de burro, não estava só brincando, tome cuidado.<br />
<b>21 a 25:</b> Sinto muito, mas você é burro de carteirinha. A propósito, você tem algum sonho? Então esqueça!<br />
<b>26 a 30:</b> Você é um perigo para a raça humana, o seu alto nível de burrice chega a contaminar as pessoas próximas de você, por favor, se distancie dos outros. A humanidade agradece!<br />
<br />
</span><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: xx-small;"> </span>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0tag:blogger.com,1999:blog-5213207423191483164.post-5591183128681583272011-02-01T11:24:00.000-08:002011-02-01T11:24:58.464-08:00Testes<table align="center" bgcolor="#FFFFE0" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr><td height="17" valign="top"><table bgcolor="#3366FF" border="0" cellpadding="0" cellspacing="0" style="width: 530px;"><tbody>
<tr><td align="center"><h1>O Teste do Idiota</h1></td> <td align="RIGHT" valign="TOP" width="20"><img alt="" height="20" src="http://www.the-jokes.com/images/corner_top2.gif" width="20" /></td> </tr>
</tbody></table><table bgcolor="#FFFFFF" border="0" cellpadding="10" cellspacing="0" style="width: 530px;"><tbody>
<tr valign="top"> <td height="100%"> <table cellpadding="3" cellspacing="0"><tbody>
<tr> <td> <table bgcolor="#000000" border="0" cellpadding="0" cellspacing="1"><tbody>
<tr> <td valign="top"> <table bgcolor="#FFFFE0" border="0" cellpadding="3" cellspacing="0"><tbody>
<tr> <td> <form action="../tests/tontres.php" id="form1" method="post" name="form1"> <table align="center" bgcolor="#FFFFE0" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr> <td height="17" valign="top"><b>1:</b></td> <td height="17" width="5"> </td> <td height="17" valign="top">Alguns meses têm 31 dias. Quantos têm 28?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="16" valign="top"><b>2:</b></td> <td height="16" width="5"> </td> <td height="16" valign="top">Um homem que vive no México pode ser enterrado nos Estados Unidos?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top"> <input id="Q2a" name="Q2" type="radio" value="Sim" /> <label for="Q5a">Sim</label> <br />
<input id="Q2b" name="Q2" type="radio" value="Não" /> <label for="Q5b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="19" valign="top"><b>3:</b></td> <td height="19" width="5"> </td> <td height="19" valign="top">É permitido que um homem se case com a irmã de sua viúva?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top"> <input id="Q3a" name="Q3" type="radio" value="Sim" /> <label for="Q3a">Sim</label> <br />
<input id="Q3b" name="Q3" type="radio" value="Não" /> <label for="Q3b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top"><b>4:</b></td> <td width="5"> </td> <td valign="top">Divida 30 entre 1/2 e adicione 10. Qual é o resultado?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top"><b>5:</b></td> <td width="5"> </td> <td valign="top">Um homem constrói uma casa de forma retangular. Todos os lados têm vista para o sul. Um enorme urso passa em frente da casa. De que cor éo urso?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="22" valign="top"><b>6:</b></td> <td height="22" width="5"> </td> <td height="22" valign="top">Se há 3 maçãs e você pega 2; com quantas fica?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="36" valign="top"><b>7:</b></td> <td height="36" width="5"> </td> <td height="36" valign="top">Um doutor te dá três comprimidos e diz que tome um a cada meia hora. Quanto tempo durarão os comprimidos?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="22" valign="top"><b>8:</b></td> <td height="22" width="5"> </td> <td height="22" valign="top">Um fazendeiro tem 17 carneiros e morrem todos menos 9. Com quantos carneiros fica?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="22" valign="top"><b>9:</b></td> <td height="22" width="5"> </td> <td height="22" valign="top">Quantos animais de cada sexo Moisés levou na Arca?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="18" valign="top"><b>10:</b></td> <td height="18" width="5"> </td> <td height="18" valign="top">Quantos selos de dois centavos há em uma dúzia?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="18" valign="top"><b>11:</b></td> <td height="18" width="5"> </td> <td height="18" valign="top">Para fins estatísticos: qual é o seu sexo?</td> </tr>
<tr> <td colspan="2"> </td> <td> <input id="Q11a" name="Q11" type="radio" value="Mujer" /> <label for="Q11a">Mulher</label><br />
<input id="Q11b" name="Q11" type="radio" value="Hombre" /> <label for="Q11b">Homem</label></td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td colspan="2"> </td> <td> <center> </center> </td> </tr>
</tbody></table></form></td> </tr>
</tbody></table></td> </tr>
</tbody></table></td> </tr>
</tbody></table><center>Se já respondeu a este teste anteriormente, pode ver os <a href="http://www.aspiadas.com/tests/tontresu.php">resultados acumulados até esse momento</a>.</center></td></tr>
</tbody></table></td> <td height="17" width="5"><br />
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<tr> <td height="16" valign="top"><table bgcolor="#3366FF" border="0" cellpadding="0" cellspacing="0" style="width: 530px;"><tbody>
<tr><td align="center"><table bgcolor="#3366FF" border="0" cellpadding="0" cellspacing="0" style="width: 530px;"><tbody>
<tr><td align="center"><h1>Teste para Letrados</h1></td> <td align="RIGHT" valign="TOP" width="20"><img alt="" height="20" src="http://www.the-jokes.com/images/corner_top2.gif" width="20" /></td> </tr>
</tbody></table><table bgcolor="#FFFFFF" border="0" cellpadding="10" cellspacing="0" style="width: 530px;"><tbody>
<tr valign="top"> <td height="100%"> <table cellpadding="3" cellspacing="0"><tbody>
<tr> <td> <table bgcolor="#000000" border="0" cellpadding="0" cellspacing="1"><tbody>
<tr> <td valign="top"> <table bgcolor="#FFFFE0" border="0" cellpadding="3" cellspacing="0"><tbody>
<tr> <td> <form action="../tests/letteredres.php" id="letter" method="post" name="letter"> <table align="center" bgcolor="#FFFFE0" border="0" cellpadding="0" cellspacing="0"><tbody>
<tr> <td height="17" valign="top"><b>1:</b></td> <td height="17" width="5"> </td> <td height="17" valign="top">Quanto durou a Guerra dos Cem Anos?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="16" valign="top"><b>2:</b></td> <td height="16" width="5"> </td> <td height="16" valign="top">Que país fabrica os chapéus Panamá?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top"> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="19" valign="top"><b>3:</b></td> <td height="19" width="5"> </td> <td height="19" valign="top">De qual animal obtemos o catgut? (Fibra de tripa de gato usada em cirurgía)</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top"> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top"><b>4:</b></td> <td width="5"> </td> <td valign="top">Em que mês os russos celebram a Revolução de Outubro?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top"><b>5:</b></td> <td width="5"> </td> <td valign="top">De que são feitos os pincéis de pêlo de camelo?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="22" valign="top"><b>6:</b></td> <td height="22" width="5"> </td> <td height="22" valign="top">De qual animal vem o nome das Ilhas Canárias, que estão no Atlântico?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="36" valign="top"><b>7:</b></td> <td height="36" width="5"> </td> <td height="36" valign="top">Qual era o nome do rei Jorge VI?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="22" valign="top"><b>8:</b></td> <td height="22" width="5"> </td> <td height="22" valign="top">De que cor é a ave chamada pintassilgo púrpura?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="22" valign="top"><b>9:</b></td> <td height="22" width="5"> </td> <td height="22" valign="top">De onde vem as groselhas chinesas?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="18" valign="top"><b>10:</b></td> <td height="18" width="5"> </td> <td height="18" valign="top">Qual foi a duração da última Guerra dos Trinta Anos?</td> </tr>
<tr> <td colspan="2"> </td> <td> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="18" valign="top"><b>11:</b></td> <td height="18" width="5"> </td> <td height="18" valign="top">Para fins estatísticos, qual é o seu sexo?</td> </tr>
<tr> <td colspan="2"> </td> <td> <input id="Q11a" name="Q11" type="radio" value="Mujer" /> <label for="Q11a">Mulher</label><br />
<input id="Q11b" name="Q11" type="radio" value="Hombre" /> <label for="Q11b">Homem</label></td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td colspan="2"> </td> <td> <center> </center> </td> </tr>
</tbody></table></form></td> </tr>
</tbody></table></td> </tr>
</tbody></table></td> </tr>
</tbody></table><center>Se já respondeu a este teste anteriormente, pode ver os <a href="http://www.aspiadas.com/tests/letteredresu.php">resultados acumulados até esse momento</a>.</center></td></tr>
</tbody></table></td> <td align="RIGHT" valign="TOP" width="20"><img alt="" height="20" src="http://www.the-jokes.com/images/corner_top2.gif" width="20" /></td> </tr>
</tbody></table><table bgcolor="#FFFFFF" border="0" cellpadding="10" cellspacing="0" style="width: 530px;"><tbody>
<tr valign="top"> <td height="100%"> <br />
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<center> <form> </form></center> </td></tr>
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<tr> <td colspan="2"><table border="0" cellpadding="0" cellspacing="0" style="width: 960px;" vspace="0"><tbody>
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<tr><td align="center"><h1>Teste do século XXI</h1></td> <td align="RIGHT" valign="TOP" width="20"><img alt="" height="20" src="http://www.the-jokes.com/images/corner_top2.gif" width="20" /></td> </tr>
</tbody></table><table bgcolor="#FFFFFF" border="0" cellpadding="10" cellspacing="0" style="width: 530px;"><tbody>
<tr valign="top"> <td height="100%"> <table cellpadding="3" cellspacing="0"><tbody>
<tr> <td> <table bgcolor="#000000" border="0" cellpadding="0" cellspacing="1"><tbody>
<tr> <td valign="top"> <table bgcolor="#FFFFE0" border="0" cellpadding="3" cellspacing="0"><tbody>
<tr> <td> <table cellpadding="10"><tbody>
<tr> <td> <form action="../tests/centres.php" id="cent" method="post" name="cent"> <table border="0" cellpadding="0" cellspacing="0"><tbody>
<tr> <td colspan="3">Responda a este breve questionário e descubra o quanto está adaptado à cultura do novo século</td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="16" valign="top" width="36"><b>1:</b></td> <td height="16" width="6"> </td> <td height="16" valign="top" width="460">Tenta escrever sua senha no microondas?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q1a" name="Q1" type="radio" value="Sim" /> <label for="Q1a">Sim</label> <br />
<input id="Q1b" name="Q1" type="radio" value="Não" /> <label for="Q1b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="16" valign="top" width="36"><b>2:</b></td> <td height="16" width="6"> </td> <td height="16" valign="top" width="460"> Há quantos anos não joga paciência com cartas de verdade?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q2a" name="Q2" type="radio" value="Sim" /> <label for="Q2a">Sim</label><br />
<input id="Q2b" name="Q2" type="radio" value="Não" /> <label for="Q2b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>3:</b></td> <td width="6"> </td> <td valign="top" width="460"> Tem uma lista de 15 números telefônicos para entrar em contato com 3 pessoas?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q3a" name="Q3" type="radio" value="Sim" /> <label for="Q3a">Sim</label> <br />
<input id="Q3b" name="Q3" type="radio" value="Não" /> <label for="Q3b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="12" valign="top" width="36"><b>4:</b></td> <td height="12" width="6"> </td> <td height="12" valign="top" width="460"> Envía um e-mail a seu companheiro de trabalho (ou de colégio) para perguntar algo como: 'Vamos sair para comer?' e ele te responde com outro e-mail: 'Sim, me dá só 5 minutos' </td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q4a" name="Q4" type="radio" value="Sim" /> <label for="Q4a">Sim</label><br />
<input id="Q4b" name="Q4" type="radio" value="Não" /> <label for="Q4b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="11" valign="top" width="36"><b>5:</b></td> <td height="11" width="6"> </td> <td height="11" valign="top" width="460"> Já chateou várias vezes com um estranho de um país distante, mas nunca falou com seu vizinho?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q5a" name="Q5" type="radio" value="Sim" /> <label for="Q5a">Sim</label><br />
<input id="Q5b" name="Q5" type="radio" value="Não" /> <label for="Q5b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="12" valign="top" width="36"><b>6:</b></td> <td height="12" width="6"> </td> <td height="12" valign="top" width="460"> Compra um computador e uma semana mais tarde pensa que está desatualizado?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q6a" name="Q6" type="radio" value="Sim" /> <label for="Q6a">Sim</label><br />
<input id="Q6b" name="Q6" type="radio" value="Não" /> <label for="Q6b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="14" valign="top" width="36"><b>7:</b></td> <td height="14" width="6"> </td> <td height="14" valign="top" width="460"> Sua razão para não permanecer em contato com alguns de seus amigos é que eles não tem e-mail? </td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q7a" name="Q7" type="radio" value="Sim" /> <label for="Q7a">Sim</label><br />
<input id="Q7b" name="Q7" type="radio" value="Não" /> <label for="Q7b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="16" valign="top" width="36"><b>8:</b></td> <td height="16" width="6"> </td> <td height="16" valign="top" width="460"> Sua idéia de estar organizado são notas em papéis quadrados multicores?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q8a" name="Q8" type="radio" value="Sim" /> <label for="Q8a">Sim</label> <br />
<input id="Q8b" name="Q8" type="radio" value="Não" /> <label for="Q8b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>9:</b></td> <td width="6"> </td> <td valign="top" width="460"> Sabe a maioría das piadas e brincadeiras através de e-mail, ao invés de pessoalmente?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q9a" name="Q9" type="radio" value="Sim" /> <label for="Q9a">Sim</label> <br />
<input id="Q9b" name="Q9" type="radio" value="Não" /> <label for="Q9b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="15" valign="top" width="36"><b>10:</b></td> <td height="15" width="6"> </td> <td height="15" valign="top" width="460"> Volta para casa e quando o telefone toca, responde com o nome de sua empresa?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q10a" name="Q10" type="radio" value="Sim" /> <label for="Q10a">Sim</label><br />
<input id="Q10b" name="Q10" type="radio" value="Não" /> <label for="Q10b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>11:</b></td> <td width="6"> </td> <td valign="top" width="460"> Quando faz ligações telefônicas de sua casa, disca um 9 acidentalmente,para conseguir linha?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q11a" name="Q11" type="radio" value="Sim" /> <label for="Q11a">Sim</label><br />
<input id="Q11b" name="Q11" type="radio" value="Não" /> <label for="Q11b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>12:</b></td> <td width="6"> </td> <td valign="top" width="460"> Seu Curriculum Vitae está guardado em um disquete? </td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q12a" name="Q12" type="radio" value="Sim" /> <label for="Q12a">Sim</label> <br />
<input id="Q12b" name="Q12" type="radio" value="Não" /> <label for="Q12b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="15" valign="top" width="36"><b>13:</b></td> <td height="15" width="6"> </td> <td height="15" valign="top" width="460"> Sua maior preocupação quando falha seu computador é que perdeu suas melhores piadas?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q13a" name="Q13" type="radio" value="Sim" /> <label for="Q13a">Sim</label> <br />
<input id="Q13b" name="Q13" type="radio" value="Não" /> <label for="Q13b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>14:</b></td> <td width="6"> </td> <td valign="top" width="460"> As férias são algo que sempre adia para o próximo ano? </td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q14a" name="Q14" type="radio" value="Sim" /> <label for="Q14a">Sim</label><br />
<input id="Q14b" name="Q14" type="radio" value="Não" /> <label for="Q14b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="15" valign="top" width="36"><b>15:</b></td> <td height="15" width="6"> </td> <td height="15" valign="top" width="460"> Seus familiares e amigos descrevem suas atividades diárias como 'passa todo o tempo no computador'</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q15a" name="Q15" type="radio" value="Sim" /> <label for="Q15a">Sim</label> <br />
<input id="Q15b" name="Q15" type="radio" value="Não" /> <label for="Q15b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td height="15" valign="top" width="36"><b>16:</b></td> <td height="15" width="6"> </td> <td height="15" valign="top" width="460"> À medida que lê esta lista, afirma com a cabeça e sorrí?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q16a" name="Q16" type="radio" value="Sim" /> <label for="Q16a">Sim</label> <br />
<input id="Q16b" name="Q16" type="radio" value="Não" /> <label for="Q16b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>17:</b></td> <td width="6"> </td> <td valign="top" width="460"> Emquanto lê este teste, pensa em passá-lo por e-mail ao grupo de 'amigos aos quais envia piadas'?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q17a" name="Q17" type="radio" value="Sim" /> <label for="Q17a">Sim</label> <br />
<input id="Q17b" name="Q17" type="radio" value="Não" /> <label for="Q17b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>18:</b></td> <td width="6"> </td> <td valign="top" width="460"> Passa por sua cabeça que seu grupo já leu o teste em algum lugar; mas não importa, decide que vai mandá-lo de todas formas? </td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q18a" name="Q18" type="radio" value="Sim" /> <label for="Q18a">Sim</label><br />
<input id="Q18b" name="Q18" type="radio" value="Não" /> <label for="Q18b">Não</label> </td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td valign="top" width="36"><b>19:</b></td> <td width="6"> </td> <td valign="top" width="460">Por último, é homem ou mulher?</td> </tr>
<tr> <td colspan="2"> </td> <td valign="top" width="460"> <input id="Q19a" name="Q19" type="radio" value="Hombre" /> <label for="Q19a">Homem</label> <br />
<input id="Q19b" name="Q19" type="radio" value="Mujer" /> <label for="Q19b">Mulher</label></td> </tr>
<tr> <td colspan="3"> </td> </tr>
<tr> <td colspan="2"> </td> <td align="center" width="460"> </td> </tr>
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<tr> <td colspan="3"><span style="font-size: x-large;"> Mister.X</span></td> </tr>
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</tbody></table>Mister.Xhttp://www.blogger.com/profile/15899988048967501783noreply@blogger.com0