tag:blogger.com,1999:blog-55066333358570310852024-03-21T16:00:20.073-07:00Blog do Pssor !!!Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.comBlogger22125tag:blogger.com,1999:blog-5506633335857031085.post-50760296813939535342012-12-09T07:34:00.000-08:002012-12-09T07:34:37.466-08:00Peixe vampiro !!!!!!<div dir="ltr" style="text-align: left;" trbidi="on">
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Candiru: o peixe que penetra nos humanos</h1>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPjPTAXUG1I3Z8gSH9dMHQdcD_vyzxKrw550k5xpKyjLRyuWg9DyUzL6x5-HmzsoVGb2oXM0BhKZ_mmpp0AV9EcH7fL_Uk-uS770g6nhfxH-PvtlYtRv-3BogFPCBoM5j2vrpn2dMJHkPI/s400/e82cb91d-d028-4209-9aee-c5233d7dbd24.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgPjPTAXUG1I3Z8gSH9dMHQdcD_vyzxKrw550k5xpKyjLRyuWg9DyUzL6x5-HmzsoVGb2oXM0BhKZ_mmpp0AV9EcH7fL_Uk-uS770g6nhfxH-PvtlYtRv-3BogFPCBoM5j2vrpn2dMJHkPI/s400/e82cb91d-d028-4209-9aee-c5233d7dbd24.jpg" /></a></div>
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07/05/12</div>
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Candiru: o peixe que penetra nos humanos</h1>
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Ele se alimenta de sangue e é atraído pelo odor da unira</h3>
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<span style="color: #666666; font-size: 9px;">Foto: Dr Peter Henderson/PISCES Conservation Ltda</span><img height="286" src="http://canalazultv.ig.com.br/redeambiente/images/20110425--Candiru.jpg" style="height: 276px; width: 370px;" vspace="4" width="438" /><br /><i>Peixe Candiru</i></div>
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<br />Se você não é nativo dos arredores do rio
Amazonas ou de seus afluentes, fique bem atento com esse tipo de peixe.
Pertencente à família Trichomycteridae, o Candiru (Vandellia cirrhosa)
mais conhecido como peixe-vampiro é um temido parasita que pode por em
risco a saúde dos humanos.</div>
Com uma cor azulada e olhos diminutos, eles podem crescer até 18
centímetros – parecendo uma enguia - e serem quase invisíveis na água.
Ao ser fisgado, o peixe secreta um muco, como se fosse um catarro, e
para se livrar dele não é nada fácil. Se enfiar a mão debaixo da
torneira a água faz com esse muco se transforme em uma espécie de geléia
transparente, semelhante à clara de ovo. O mais correto para conte-lo é
cuspir na própria mão, anulando o efeito multiplicador da gosma, e aí
sim, lavá-la com água corrente.<br />
Quanto à sua alimentação, o Candiru faz jus ao seu apelido
(peixe-vampiro). Eles nadam até as cavidades das brânquias dos peixes e
lá se alojam, alimentando-se do sangue da vítima. <br />
O mais impressionante é o risco que eles oferecem ao ser humano. Sem
saber que esses peixes são atraídos pelo fluxo da urina, os banhistas
que fazem xixi nos rios da região correm um sério perigo, pois o Candiru
pode nadar em sentido contrário e penetrar no ânus, na vagina ou na
uretra do indivíduo. Ali ele se alimentará do sangue e tecido do agente
hospedeiro e só poderá ser retirado com intervenção cirúrgica.<br />
Segundo especialistas, se houver alguma tentativa para retirá-lo da
uretra, o Candiru abre os dois dentes (semelhantes a espinhos) que ficam
lateralmente nos opérculos, embaixo da cabeça, rasgando o tecido.
Entretanto, não há evidências de que um peixe possa sobreviver dentro de
um humano.<br />
As nativas da região descobriram um modo de retirar elas próprias o
intruso. Segundo elas, é só permanecer relaxada até que o próprio peixe
encontre um modo mais natural de sair. Outra suposta solução é uma cura
tradicional que envolve o uso de dois métodos: o uso de uma planta
chamada Xagua (Genipa americana) ou um certo tipo de maçã da região.
Elas são inseridas (ou os seus extratos, no caso de espaços apertados)
na área afetada e então agirão para matar e dissolver o peixe. No
entanto, a infecção pode causar choque e morte nas vítimas, antes mesmo
que o Candiru possa ser removido. <br />
Os conselhos dados aos turistas que pretendem mergulhar nesses rios é
usar uma espécie de camisinha como método de prevenção mais efetivo e
seguro. Feito isso, evitar urinar nesses rios.<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg22KUowNomB03HAD59hGwIhz9qxBWed-ImxQrfwovVy9lK7K3JMcg7xiU03Hom0cR6tU1YpJIcgyVe4mOtaffhMOacA_gmV_3R9k90vXxG65nSjE34W6lrv8nAF3BAn3sqnHQodw7WvBms/s400/candiru-xr1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="352" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg22KUowNomB03HAD59hGwIhz9qxBWed-ImxQrfwovVy9lK7K3JMcg7xiU03Hom0cR6tU1YpJIcgyVe4mOtaffhMOacA_gmV_3R9k90vXxG65nSjE34W6lrv8nAF3BAn3sqnHQodw7WvBms/s640/candiru-xr1.jpg" width="640" /></a></div>
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/ud4demJFpZY?feature=player_embedded' frameborder='0'></iframe></div>
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Fonte: http://med3unicastelo.blogspot.com.br/2009/01/formatura-ano-que-vem-olha-ai-dica-para.html<br />
http://canalazultv.ig.com.br/redeambiente/novidade.asp?id_CON=205<br />
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Diario de biologia ( Karlla Patricia)<br />
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Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-53296464820440718352012-12-09T06:09:00.001-08:002012-12-09T06:09:10.758-08:00Homem grávido <div dir="ltr" style="text-align: left;" trbidi="on">
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<b>O transexual americano Thomas Beatie deu à luz uma menina saudável na cidade de Bend, no Estado de Oregon, noroeste dos Estados
Unidos.</b><br />
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<a href="http://dicasdeciencias.files.wordpress.com/2012/12/0021.jpg?w=286&h=300" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://dicasdeciencias.files.wordpress.com/2012/12/0021.jpg?w=286&h=300" /></a></div>
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Beatie, nasceu mulher, mas passou por uma operação de mudança de sexo e começou a tomar suplementos de hormônios
masculinos.
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Ele também passou por cirurgias no peito para eliminar os seios e deixou a barba crescer, mas manteve os órgãos reprodutores
femininos.
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De acordo com uma fonte ouvida pela rede de TV americana ABC, o parto ocorreu no domingo e foi natural.<br />
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Beatie está casado há cinco anos com uma mulher, Nancy, e ficou grávido por meio de inseminação artificial, usando os serviços
de um banco de esperma. <br />
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Fonte : BBC brasil. com</h2>
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Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-82219817510003087392012-10-12T09:46:00.002-07:002012-10-12T09:57:58.897-07:00 Sol <div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="http://bocaberta.org/wp-content/uploads/2008/03/sol09.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://bocaberta.org/wp-content/uploads/2008/03/sol09.jpg" width="241" /></a></div>
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Linda Imagem né verdade ?<br />
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<a href="http://bocaberta.org/wp-content/uploads/2008/03/sol02.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="http://bocaberta.org/wp-content/uploads/2008/03/sol02.jpg" width="240" /></a></div>
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Olhando assim até parece que esse lindo brilho emitido por uma estrela a centenas de milhares de km de ditância da Terra é pequena. <br />
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<a href="http://bocaberta.org/wp-content/uploads/2008/03/sol08.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://bocaberta.org/wp-content/uploads/2008/03/sol08.jpg" width="320" /></a></div>
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Astronomia uma ciência que estuda os astros_ uma designação comum a todos os corpos celestes, ou seja, tudo que está disperso no universo são corpos celestes, uma simples poeira cosmica, até gigantescas estrelas. Falando em estrelas, corpos compostos por 99% de gases, sendo helio e hidrogênio, e claro que há também fragmentos rochosos.<br />
O Sol formou-se cerca de 4,57 bilhões (4,567 mil milhões) de anos atrás quando uma <a href="http://pt.wikipedia.org/wiki/Nuvem_molecular" title="Nuvem molecular">nuvem molecular</a> entrou em colapso. <a href="http://pt.wikipedia.org/wiki/Evolu%C3%A7%C3%A3o_estelar" title="Evolução estelar">Evolução estelar</a> é medida em duas maneiras: através da presente idade da <a href="http://pt.wikipedia.org/wiki/Sequ%C3%AAncia_principal" title="Sequência principal">sequência principal</a> do Sol, que é determinada através de <a href="http://pt.wikipedia.org/wiki/Modelagem_computacional" title="Modelagem computacional">modelagens computacionais</a> de evolução estelar; e <a href="http://pt.wikipedia.org/wiki/Nucleocosmocronologia" title="Nucleocosmocronologia">nucleocosmocronologia</a>. A idade medida através destes procedimentos está de acordo com a <a href="http://pt.wikipedia.org/wiki/Data%C3%A7%C3%A3o_radiom%C3%A9trica" title="Datação radiométrica">idade radiométrica</a> do material mais antigo encontrado no Sistema Solar, que possui 4,567 bilhões (4,567 mil milhões) de anos.<br />
Em cerca de 5 bilhões (5 mil milhões) de anos, o hidrogênio no núcleo
solar esgotará. Quando isto ocorrer, o Sol entrará em contração devido à
sua própria gravidade, elevando a temperatura do núcleo solar até 100
milhões de kelvins, suficiente para iniciar a <a href="http://pt.wikipedia.org/wiki/Processo_de_combust%C3%A3o_do_h%C3%A9lio" title="Processo de combustão do hélio">fusão nuclear de hélio</a>, produzindo <a href="http://pt.wikipedia.org/wiki/Carbono" title="Carbono">carbono</a>, entrando na fase do <a href="http://pt.wikipedia.org/wiki/Ramo_gigante_assimpt%C3%B3tico" title="Ramo gigante assimptótico">ramo gigante assimptótico</a>.<br />
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<a href="http://upload.wikimedia.org/wikipedia/commons/thumb/2/22/Ciclo_de_vida_do_sol.PNG/700px-Ciclo_de_vida_do_sol.PNG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="153" src="http://upload.wikimedia.org/wikipedia/commons/thumb/2/22/Ciclo_de_vida_do_sol.PNG/700px-Ciclo_de_vida_do_sol.PNG" width="640" /></a></div>
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O destino da Terra é precário. Como uma gigante vermelha, o Sol terá um raio máximo maior de 250 UA, maior do que a órbita atual da Terra. Porém, quando o Sol tornar-se uma gigante vermelha, a estrela terá perdido cerca de 30% de sua massa atual, devido à massa perdida no vento solar, com os planetas afastando-se gradualmente do Sol, à medida que o Sol perde massa. Este fator por si mesmo provavelmente seria o suficiente para permitir que a Terra não fosse engolida pelo Sol, visto que a Terra afastar-se-ia o suficiente da estrela, mas pesquisas recentes mostram que a Terra será engolida pelo Sol devido à forças de maré.<br />
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Mesmo que a Terra não seja incinerada pelo Sol, a <a href="http://pt.wikipedia.org/wiki/%C3%81gua" title="Água">água</a>
do planeta evaporará, e a maior parte de sua atmosfera escapará para o
espaço. De fato, o Sol gradualmente torna-se mais brilhante com o passar
do tempo, mesmo na sequência principal (10% a cada <span style="white-space: nowrap;">1 000 000 000</span>
anos), com sua temperatura de superfície gradualmente aumentando com o
tempo. O Sol foi no passado menos brilhante, sendo que no início possuía
75% da luminosidade atual, uma possível razão pela qual <a href="http://pt.wikipedia.org/wiki/Vida" title="Vida">vida</a> em terra firme somente existiu nos últimos <span style="white-space: nowrap;">1 000 000 000</span> anos. Em outros <span style="white-space: nowrap;">1 000 000 000</span>
anos, o aumento da temperatura fará com que a superfície da Terra
torne-se quente demais para possibilitar a existência de água líquida, e
portanto, impossibilitará vida na Terra em sua forma atual.<br />
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A fusão de hélio sustentará o Sol por cerca de 100 milhões de anos,
quando então o hélio no núcleo solar esgotará. O Sol não possui massa o
suficiente para converter <a href="http://pt.wikipedia.org/wiki/Processo_de_combust%C3%A3o_do_carbono" title="Processo de combustão do carbono">carbono em oxigênio</a>, e portanto, não explodirá como uma <a href="http://pt.wikipedia.org/wiki/Supernova" title="Supernova">supernova</a>.
Ao invés disso, após o término da fusão de hélio, intensas pulsações
térmicas farão com que o Sol ejete suas camadas exteriores, formando uma
<a href="http://pt.wikipedia.org/wiki/Nebulosa_planet%C3%A1ria" title="Nebulosa planetária">nebulosa planetária</a>.
O único objeto que permanecerá após a ejeção será o extremamente quente
núcleo solar, que resfriará gradualmente, permanecendo como uma <a href="http://pt.wikipedia.org/wiki/An%C3%A3_branca" title="Anã branca">anã branca</a>
com metade da massa atual (com o diâmetro da Terra) por bilhões (mil
milhões) de anos. Este cenário de evolução estelar é típico de estrelas
de massa moderada e baixa.<br />
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<div class="separator" style="clear: both; text-align: center;">
<a href="http://bocaberta.org/wp-content/uploads/2008/03/sol12.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="266" src="http://bocaberta.org/wp-content/uploads/2008/03/sol12.jpg" width="400" /></a></div>
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é incrível como uma simples e linda imagem como esta pode parecer que nossa estrela é pequena e está logo " ali", bem próxima de nós, mas é enorme e está a uma distância da Terra de cerca de 150 milhões de km. <br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/ClBUAJM-RuI?feature=player_embedded' frameborder='0'></iframe></div>
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Aqui está um excelente vídeo do youtube que fala sobre nossa estrela!!!<br />
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Agora veja esse aqui ... Surpreendente!.......<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/mLdV0t7txDc?feature=player_embedded' frameborder='0'></iframe></div>
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......Incrível como somos insignificantes em comparação com esse gigantescos astros !!!!! <br />
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Referencias: <br />
<ol class="references">
<li id="cite_note-nssdc-0"><span class="mw-cite-backlink">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-1">b</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-2">c</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-3">d</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-4">e</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-5">f</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-6">g</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-7">h</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-8">i</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-9">j</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-10">k</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-nssdc_0-11">l</a></b></i></sup></span>
<span class="reference-text">Williams, D.R. (2004). <i><a class="external text" href="http://nssdc.gsfc.nasa.gov/planetary/factsheet/sunfact.html" rel="nofollow">Sun Fact Sheet</a></i>. <a href="http://pt.wikipedia.org/wiki/NASA" title="NASA">NASA</a>. Página visitada em 23-06-2009.</span><br />
</li>
<li id="cite_note-1"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-1">↑</a></span> <span class="reference-text"><cite><span class="citation" id=".5B.5BResearch_Consortium_on_Nearby_Stars.5D.5D"><span style="font-variant: small-caps;"><a href="http://pt.wikipedia.org/wiki/Research_Consortium_on_Nearby_Stars" title="Research Consortium on Nearby Stars">Research Consortium on Nearby Stars</a></span>, <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Georgia_State_University" title="Georgia State University">GSU</a>. (17 de setembro de 2007). "<a class="external text" href="http://www.chara.gsu.edu/RECONS/TOP100.posted.htm" rel="nofollow">The One Hundred Nearest Star Systems</a>". <i><a class="external text" href="http://www.chara.gsu.edu/RECONS/" rel="nofollow">RECONS</a></i>.</span></cite></span></li>
<li id="cite_note-2"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-2">↑</a></span> <span class="reference-text"><cite><span class="citation">(2004) "Solar model with CNO revised abundances".</span></cite></span></li>
<li id="cite_note-3"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-3">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://education.gsfc.nasa.gov/eclipse/pages/faq.html" rel="nofollow">Eclipse 99: Frequently Asked Questions</a></i>. <a href="http://pt.wikipedia.org/wiki/NASA" title="NASA">NASA</a>.</span></li>
<li id="cite_note-adjetivo-4"><span class="mw-cite-backlink">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-adjetivo_4-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-adjetivo_4-1">b</a></b></i></sup></span> <span class="reference-text"><i><a class="external text" href="http://www.priberam.pt/DLPO/default.aspx?pal=solar" rel="nofollow">Solar no Dicionário Priberam</a></i>. Página visitada em 11-10-2008.</span></li>
<li id="cite_note-5"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-5">↑</a></span> <span class="reference-text"><a class="external free" href="http://g1.globo.com/ciencia-e-saude/noticia/2012/03/estudo-de-brasileiro-recalcula-o-tamanho-do-sol-com-mais-precisao.html" rel="nofollow">http://g1.globo.com/ciencia-e-saude/noticia/2012/03/estudo-de-brasileiro-recalcula-o-tamanho-do-sol-com-mais-precisao.html</a></span></li>
<li id="cite_note-sse-6"><span class="mw-cite-backlink">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-1">b</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-2">c</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-3">d</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-4">e</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-5">f</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-6">g</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-7">h</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-8">i</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-9">j</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-10">k</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-11">l</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-sse_6-12">m</a></b></i></sup></span> <span class="reference-text"><i><a class="external text" href="http://web.archive.org/web/20080102034758/http://solarsystem.nasa.gov/planets/profile.cfm?Object=Sun&Display=Facts&System=Metric" rel="nofollow">Solar System Exploration: Planets: Sun: Facts & Figures</a></i>. <a href="http://pt.wikipedia.org/wiki/NASA" title="NASA">NASA</a>. Arquivado do <a class="external text" href="http://solarsystem.nasa.gov/planets/profile.cfm?Object=Sun&Display=Facts&System=Metric" rel="nofollow">original</a> em 02-01-2008.</span></li>
<li id="cite_note-7"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-7">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://hypertextbook.com/facts/1999/MayKo.shtml" rel="nofollow">The Physics Factbook</a></i>.</span></li>
<li id="cite_note-8"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-8">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://www.astro.lsa.umich.edu/undergrad/Labs/spectro/short_spectro.html" rel="nofollow">Principles of Spectroscopy</a></i>. <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/University_of_Michigan" title="University of Michigan">University of Michigan</a>: Astronomy Departement (2007).</span></li>
<li id="cite_note-iau-iag-9"><span class="mw-cite-backlink">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-iau-iag_9-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-iau-iag_9-1">b</a></b></i></sup></span> <span class="reference-text">Seidelmann et al. (2000). <i><a class="external text" href="http://www.hnsky.org/iau-iag.htm" rel="nofollow">Report Of The IAU/IAG Working Group On Cartographic Coordinates And Rotational Elements Of The Planets And Satellites: 2000</a></i>. Página visitada em 22-03-2006.</span></li>
<li id="cite_note-10"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-10">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://solar-center.stanford.edu/vitalstats.html" rel="nofollow">The Sun's Vital Statistics</a></i>. Stanford Solar Center. Página visitada em 29-07-2008., citando <cite><span class="citation" id="Eddy1979"><span style="font-variant: small-caps;">Eddy</span>, J.. <i><a class="external text" href="http://solar-center.stanford.edu/vitalstats.html" rel="nofollow">A New Sun: The Solar Results From Skylab</a></i>. [S.l.]: <a href="http://pt.wikipedia.org/wiki/NASA" title="NASA">NASA</a>, 1979. p. 37. NASA SP-402</span></cite></span></li>
<li id="cite_note-11"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-11">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://aulete.uol.com.br/site.php?mdl=aulete_digital&op=loadVerbete&pesquisa=1&palavra=Sol" rel="nofollow">Sol</a></i>. <a href="http://pt.wikipedia.org/wiki/Dicion%C3%A1rio_Contempor%C3%A2neo_da_L%C3%ADngua_Portuguesa#Vers.C3.A3o_on-line" title="Dicionário Contemporâneo da Língua Portuguesa">iDicionário Aulete</a>. Página visitada em 14 de abril de 2010.</span></li>
<li id="cite_note-12"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-12">↑</a></span> <span class="reference-text"><cite><span class="citation" id="Woolfson2000"><span style="font-variant: small-caps;">Woolfson</span>, M.. (2000). "The origin and evolution of the solar system". <i>Astronomy & Geophysics</i> <b>41</b>: 1.12. <a href="http://pt.wikipedia.org/wiki/Digital_object_identifier" title="Digital object identifier">DOI</a>:<a class="external text" href="http://dx.doi.org/10.1046/j.1468-4004.2000.00012.x" rel="nofollow">10.1046/j.1468-4004.2000.00012.x</a>.</span></cite></span></li>
<li id="cite_note-USNO-13"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-USNO_13-0">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://aa.usno.navy.mil/data/docs/EarthSeasons.php" rel="nofollow">Equinoxes, Solstices, Perihelion, and Aphelion, 2000-2020</a></i>. U.S. Naval Observatory (USNO) (31-01-2008). Página visitada em 17-07-2009.</span></li>
<li id="cite_note-Simon2001-14"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-Simon2001_14-0">↑</a></span> <span class="reference-text"><cite><span class="citation" id="Simon2001"><span style="font-variant: small-caps;">Simon</span>, A.. <i><a class="external text" href="http://books.google.com/books?id=1gXImRmz7u8C&pg=PA26&dq=bacteria+that+live+with+out+the+sun&lr=&ei=HiJ4SYWlC4LeyASZ-Y2xBg#PPA25,M1" rel="nofollow">The real science behind the X-files : microbes, meteorites, and mutants</a></i>. [S.l.]: <a href="http://pt.wikipedia.org/wiki/Simon_%26_Schuster" title="Simon & Schuster">Simon & Schuster</a>, 2001. 25–27 p. <small><a class="internal mw-magiclink-isbn" href="http://pt.wikipedia.org/wiki/Especial:Fontes_de_livros/0684856182">ISBN 0684856182</a></small></span></cite></span></li>
<li id="cite_note-cmtwth-15"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-cmtwth_15-0">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://www-istp.gsfc.nasa.gov/stargaze/Sun1lite.htm" rel="nofollow">(S-1) Sunlight and the Earth</a></i>. Página visitada em 17-12-2009.</span></li>
<li id="cite_note-basu2008-16"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-basu2008_16-0">↑</a></span> <span class="reference-text"><cite><span class="citation" id="Basu2008"><span style="font-variant: small-caps;">Basu</span>, S.. (2008). "Helioseismology and Solar Abundances". <i><a href="http://pt.wikipedia.org/wiki/Physics_Reports" title="Physics Reports">Physics Reports</a></i> <b>457</b> (5–6). <a href="http://pt.wikipedia.org/wiki/Digital_object_identifier" title="Digital object identifier">DOI</a>:<a class="external text" href="http://dx.doi.org/10.1016/j.physrep.2007.12.002" rel="nofollow">10.1016/j.physrep.2007.12.002</a>. <a class="external text" href="http://arxiv.org/abs/%7B%7B%7Barchive%7D%7D%7D/%7B%7B%7Bid%7D%7D%7D" rel="nofollow">Arxiv</a>.</span></cite></span></li>
<li id="cite_note-bluesky-17"><span class="mw-cite-backlink">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-bluesky_17-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Sol#cite_ref-bluesky_17-1">b</a></b></i></sup></span> <span class="reference-text"><i><a class="external text" href="http://www.sciencemadesimple.com/sky_blue.html" rel="nofollow">Why is the sky blue?</a></i>. Science Made Simple (1997). Página visitada em 24-09-2008.</span></li>
</ol>
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Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-46344307269652585662012-09-29T16:27:00.003-07:002012-09-29T16:27:54.304-07:00Impressionantes corpos celestes ....<div dir="ltr" style="text-align: left;" trbidi="on">
É incrível saber que somos um insignificante ponto nessa enorme galáxia chamada Via Láctea. Existem cerca de 250 bilhoes de galáxias e cada uma delas tem bilhoes de estrelas/sois, e cada estrela é orbitada por mias ou menos 8 a 10 planetas. Do ponto de vista de muitas pessoas seria egoísmo não acreditar em vida extraterrestre, sendo que o homem nunca conseguirá sair da nossa galáxia, sendo que, a localização do nosso sistema solar, se fizermos uma viagem até o centro de nossa galáxia, a gente iria demorar cerca de 26 mil anos luz.<br />
O ano luz é uma unidade astronômica que mede de um determinado ponto do universo ao outro na velocidade da luz, que é cerca de 299.792.458 m/s, isto é, 300 mil km/por segundo. O homem deveria fabricar uma máquina que percorra nessa velocidae e teria q viajar 26 mil anos sem parar um só segundo para chegar na metade, ou seja no centro da Via Láctea.<br />
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encontrei esse video no youtube que representa muito bem as proporções de gigantescos astros que estão em nossa galáxia. Assim você irá entender um pouco sobre o que estou dizendo. Boa aventura!!!<br />
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<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/3neBVerzHoo?feature=player_embedded' frameborder='0'></iframe></div>
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Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-91380641831150108662012-09-28T23:11:00.003-07:002012-09-28T23:11:17.716-07:00Vigorexia ?????<div dir="ltr" style="text-align: left;" trbidi="on">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqwD69VM3wp7a3ptYAfzQvF53wozzdotrtQltMw8GBSuvFwYWcSCWj368ToHIfk-a0aC6YKkUY0vCKv-2MX-cd-Hp9E-dgP5J6o7FdfvRgxPyzB_NUOPjhE6Otzd1PrmDNLhAelZYo39Gz/s1600/14059_vigorexia.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgqwD69VM3wp7a3ptYAfzQvF53wozzdotrtQltMw8GBSuvFwYWcSCWj368ToHIfk-a0aC6YKkUY0vCKv-2MX-cd-Hp9E-dgP5J6o7FdfvRgxPyzB_NUOPjhE6Otzd1PrmDNLhAelZYo39Gz/s400/14059_vigorexia.jpg" width="400" /></a></div>
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<span style="font-size: x-large;"><strong>Vigorexia?</strong></span><br />
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A vigorexia é uma alteração no comportamento que se enquadra entre os
transtornos dismórficos corporais. Isso quer dizer que é uma desordem
intimamente ligada a uma imagem distorcida do próprio corpo. Alguns
autores usam a terminologia Transtorno Dismórfico Muscular no quadro de
transtornos obsessivo-compulsivos, outros assemelham a Vigorexia à
Anorexia, no sentido de que ambas seriam patologias narcisistas.
Existem, ainda, autores que atentam para a ausência de critérios
diagnósticos para validar essas denominações.<br />
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Em resumo, a vigorexia caracteriza-se pela distorção da autoimagem do
corpo voltada para a questão da força. Os indivíduos vigoréxicos
usualmente se descrevem como fracos, pequenos, mesmo tendo desenvolvido
musculatura acima da média. O resultado é que acabam desenvolvendo a
dependência pelo exercício físico e uma espécie de obsessão pelo corpo
musculoso, uma vez que nunca se satisfazem com a condição em que se
encontram, ou seja, nunca se sentem suficientemente fortes ou
musculosos.<br />
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A preocupação excessiva com a massa muscular compreende inúmeras
alterações comportamentais significativas na rotina, como: grandes
períodos nas academias, levantamento de pesos cada vez maiores, uso de
dietas comprometedoras como aquelas em que alguns alimentos são
priorizados (proteínas, glicídios ou lipídios), o uso de suplementos
alimentares ou ainda de esteroides anabolizantes.
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<strong>Quais são as causas?</strong><br />
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Dificilmente se pode falar em causas para problemas como a vigorexia,
uma vez que são inúmeras influências atuando na configuração do quadro.
Entre essas influências, podemos citar a produção cultural de padrões
rígidos de corpo belo e sadio, que exercem uma pressão significativa na
forma como as pessoas se percebem. Além disso, essa pressão acaba por
determinar a inserção ou não do sujeito na sociedade e nos grupos de seu
interesse, dificultando o desenvolvimento da autoestima e da
sociabilidade sadias.<br />
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A dependência com relação aos exercícios físicos pode ser entendida
como vício, à medida que a prática de exercícios eleva o nível de
endorfinas. Essa substância é responsável pela sensação de bem estar,
por isso, pode provocar uma espécie de dependência química e emocional à
prática física. Entre os grupos de risco, algumas pesquisas indicam que
a vigorexia é mais comum em homens, com idade entre dezoito e trinta e
cinco anos, podendo também ser observada em mulheres.<br />
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Alguns tipos de atividade física parecem ter relação com o
desenvolvimento da vigorexia, entre eles, o fisiculturismo, e é muito
comum que as pessoas confundam esse esporte com o transtorno. No caso da
vigorexia, a prática de esportes está ligada a uma condição
psicológica: o vigoréxico pratica seus exercícios para eliminar a
ansiedade diante do corpo fraco, assim, é comum que, nos dias em que se
vê impossibilitado de praticar exercícios ou diante de algum tipo de
perda de massa, o vigoréxico se sinta extremamente culpado e fracassado.</div>
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<strong>Como pode ser o diagnóstico de Vigorexia?</strong></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQeg-vCn0ATOL2Wiu0n-jaDPn_rhhnAPHECBm_fqxOyCa7p45l7lgGinI82rlk3tZ0FoX-96og1MLWpHvoqkWchiqYtEcD84rAdCWbf8KydlGiuUntXlIMDZHGeAv5qPH_BJmhbhgYq9FK/s400/vigorexia+uhuh.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQeg-vCn0ATOL2Wiu0n-jaDPn_rhhnAPHECBm_fqxOyCa7p45l7lgGinI82rlk3tZ0FoX-96og1MLWpHvoqkWchiqYtEcD84rAdCWbf8KydlGiuUntXlIMDZHGeAv5qPH_BJmhbhgYq9FK/s400/vigorexia+uhuh.jpg" /></a></div>
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Não existem critérios descritos para o diagnóstico de Vigorexia nos
manuais psiquiátricos atuais, assim, a vigorexia ainda não é um
transtorno internacionalmente classificado.<br />
As indicações que se pode fazer para pessoas próximas de algum suspeito
vigoréxico é que atentem para o grau de comprometimento deste com os
exercícios, suas descrições com relação ao próprio corpo e os padrões de
corpo e comportamento com os quais se identificam. É importante que
todo o círculo social esteja atento a essas questões, não apenas os
familiares, mas professores, treinadores, colegas de academia, que
precisam ser sensibilizados para essas questões.</div>
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<strong>Quais são os tratamentos?</strong><br />
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Como o diagnóstico ainda não está formalizado, o tratamento acaba sendo
o mesmo utilizado em outros transtornos dismórficos corporais, como a
anorexia. Além disso, dificilmente um indivíduo vigoréxico, assim como o
anoréxico, procura ajuda especializada, primeiro porque não tem
consciência de seu problema e segundo por medo que as medidas de
tratamento o distanciem do corpo que deseja. A indicação mais formal,
nos casos de vigoréxicos que fazem uso de anabolizantes é que esse uso
seja imediatamente interrompido, evitando comprometimento ainda maior da
saúde.<br />
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O acompanhamento psicológico é sempre indicado e busca auxiliar o
indivíduo na direção do reconhecimento dos padrões distorcidos de imagem
corporal com os quais tem se identificado, no reconhecimento dos
aspectos positivos de sua aparência física, no encorajamento de atitudes
mais sadias e no enfrentamento de possíveis dificuldades com relação à
exposição do corpo como se encontra.</div>
<div style="text-align: justify;">
Juliana Spinelli Ferrari<br />
Colaboradora Brasil Escola<br />
Graduada em psicologia pela UNESP - Universidade Estadual Paulista<br />
Curso de psicoterapia breve pela FUNDEB - Fundação para o Desenvolvimento de Bauru<br />
Mestranda em Psicologia Escolar e do Desenvolvimento Humano pela USP - Universidade de São Paulo.</div>
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<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/CJGmp_roesI/0.jpg"><param name="movie" value="http://www.youtube.com/v/CJGmp_roesI&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><param name="allowFullScreen" value="true" /><embed width="320" height="266" src="http://www.youtube.com/v/CJGmp_roesI&fs=1&source=uds" type="application/x-shockwave-flash" allowfullscreen="true"></embed></object></div>
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Fontes: http://bioquimicadoexercicio22009.blogspot.com.br/2009/11/vigorexia.html</div>
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Brasil escola... </div>
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Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-27298775595896523182012-09-28T22:54:00.002-07:002012-09-28T22:54:33.562-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2>
<i><span style="font-size: x-large;">Catalepsia patológica</span></i></h2>
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<a href="http://t1.gstatic.com/images?q=tbn:ANd9GcR1CN7RMS2Snbi4PrZs8I3JtHwOPI2Okzu9Nv2CgpkFP_L60IJnqU-2-IU" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="225" src="http://t1.gstatic.com/images?q=tbn:ANd9GcR1CN7RMS2Snbi4PrZs8I3JtHwOPI2Okzu9Nv2CgpkFP_L60IJnqU-2-IU" width="400" /></a></div>
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Por <a class="author-link" href="http://www.infoescola.com/author/marinamartinez/" title="Artigos de Marina Martinez">Marina Martinez</a></td></tr>
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<div id="HOTWordsTxt" name="HOTWordsTxt">
<b>Catalepsia patológica</b> é um distúrbio bastante incomum, do qual o indivíduo encontra-se em um estado onde os músculos do corpo tornam-se rígidos como uma estátua, dando a impressão de que se trata de um óbito. No passado era comum há existência de relatos dos quais as pessoas diziam presenciar ou ouvir a respeito de casos onde um indivíduo declarado como morto teria acordado durante um velório por poderes sobrenaturais. No entanto, esta impressão da época era porque não havia recursos tecnológicos como os existentes atualmente para diagnosticar estados patológicos como o do causado pela catalepsia.<br />
Esse tipo de doença nervosa deixa o corpo da vítima com aspecto de um boneco de cera, por haver uma plasticidade motora. Os músculos que podem ser movidos para qualquer direção, permanecem assim até que o doente se recupere do distúrbio. Para piorar a situação da vítima, em um estado cataléptico o doente fica consciente de tudo o que acontece ao seu redor, mas por ter suas funções vitais desaceleradas não consegue reagir fisicamente.<br />
A catalepsia patológica pode durar alguns minutos, vários dias e ate mesmo semanas (casos extremos), sendo suas causas variadas. Acredita-se que esta doença pode ser desencadeada por fatores genéticos, onde o indivíduo possui uma predisposição maior para desenvolver a doença e também por problemas congênitos onde há má formação em alguma região cerebral. Pode também aparecer como resultado de outras doenças nervosas como a <a href="http://www.infoescola.com/doencas/esquizofrenia/">esquizofrenia</a>, <a href="http://www.infoescola.com/neurologia/epilepsia/">epilepsia</a>, síndrome neuroléptica maligna, debilidade mental, histeria, depressão, grave trauma emocional, doença de Parkinson e, também ser ocasionada por traumatismo craniano, alcoolismo e intoxicação por certos narcóticos. A catalepsia patológica pode ainda aparecer como um efeito colateral de medicamentos anti-psicóticos usado para tratar a esquizofrenia.<br />
Antigamente, quando a catalepsia não era bem compreendida pela medicina, muitos homens e mulheres catalépticos foram enterrados vivos, pela crença de que eles estavam mortos. Quando despertavam de seus estados patológicos muitos morriam sufocados em suas próprias covas, outros conseguiam se debater e sobreviver, reforçando as lendas que assombravam a população da época como a da existência de vampiros. Estados catalépticos também têm sido historicamente associados com hipnose e abdução por alienígenas.<br />
O tratamento da doença consiste na utilização de medicamentos benzodiazepínicos para evitar as crises catalépticas, relaxando os músculos e evitando o estado de imobilidade total. No entanto, devido a sua ação sedativa e por ser relaxante muscular, os benzodiazepínicos causam como efeitos colaterais sonolência, diminuição da concentração e até mesmo tontura em seus administradores.<br />
Em casos mais extremos, onde a doença não responde bem ao uso de medicamentos, o uso da eletroconvulsoterapia (ECT) é eficaz. É importante ainda o cataléptico ter acompanhamento de um Neurologista.<br />
<b>Fontes:</b><br />
http://super.abril.com.br/superarquivo/2002/conteudo_120294.shtml<br />
http://pt.wikipedia.org/wiki/Catalepsia_patol%C3%B3gica<br />
http://www.psiqweb.med.br/site/DefaultLimpo.aspx?area=ES/VerDicionario&idZDicionario=163<br />
http://henrydunant.estacio.br/dicionario/psico/dicionario_b_c.asp</div>
<a href="http://www.infoescola.com/doencas/catalepsia-patologica/">http://www.infoescola.com/doencas/catalepsia-patologica/</a><br />
<br />
<b>AVISO:</b> <i>As informações contidas neste texto são apenas para referência, não devendo ser usadas para automedicação ou autodiagnóstico. Se você estiver com algum problema de saúde, procure um médico.</i></div>
Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-89500523006583008012012-09-28T22:50:00.000-07:002012-09-28T22:51:18.401-07:00Sistema Solar !!!! <div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: navy; font-size: x-large;">Sistema Solar</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLbmwOMI4HPRc9uJ0bazVuhAWQxIKg_yBn-L08QBOr_g8YzuKr5ACVC71_OPe1SHOH2vLma2pMjjptf65N0cCuMF1vTjpOmWMrbSQsqqugOkpGETOUiFvwTn_hb_chLQLwnGRCGABYtRU/s640/sistema+solar.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiLbmwOMI4HPRc9uJ0bazVuhAWQxIKg_yBn-L08QBOr_g8YzuKr5ACVC71_OPe1SHOH2vLma2pMjjptf65N0cCuMF1vTjpOmWMrbSQsqqugOkpGETOUiFvwTn_hb_chLQLwnGRCGABYtRU/s400/sistema+solar.jpg" width="400" /></a></div>
<br />
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
O
sistema solar é formado por um conjunto de oito planetas, satélites naturais,
milhares de asteroides e cometas que se ligam ao Sol através da gravidade. O sistema solar
também é composto por uma grande quantidade de gases e poeiras interplanetárias.
O Sistema Solar situa-se na Via Láctea.
</div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
<b>Formação
do Sistema Solar </b></div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
A
formação do Sistema Solar remonta há aproximadamente 4,6 bilhões de
anos. De acordo com astrônomos, o Sistema Solar foi formado a partir de uma
mesma nuvem de poeira e gás. Esta nuvem é conhecida como Nebulosa Solar
Primitiva. Em algum momento ocorreu um colapso desta nuvem, provocando o fim do
se equilíbrio gravitacional e gerando sua contração. Foi a partir dai que
teve início a formação do Sistema Solar.
</div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
<b>Os
planetas </b></div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
Existem
oito planetas no Sistema Solar: Mercúrio, Terra, Marte, Júpiter,Vênus,
Saturno, Urano e Netuno. Até agosto de 2006, Plutão era considerado um
planeta, porem, a União Astronômica Internacional mudou os critérios
para a definição de um planeta. Como Plutão é pequeno em relação aos
outros, passou a ser considerado um planeta anão ou planetoide. </div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
Muitos
destes planetas podemos visualizar a noite a olho
nú ou com a ajuda de um telescópio. Os planetas, ao contrário das estrelas, não
possuem luz própria e só podem ser vistos graças a luz que refletem do Sol.
Ao redor dos planetas, gravitam 67 satélites, dentre eles a Lua (satélite
natural do nosso planeta), que gravita ao
redor no planeta Terra.</div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
<b>Os
asteroides </b></div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
Nas
órbitas de Marte e Júpiter, localizam-se grande parte dos asteroides que
variam de tamanho, podendo ser até mesmo minúsculos. Os asteroides são
compostos de blocos de rocha, diferente dos cometas que são formados por poeira
cósmica e gelo.</div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
<b>Os
cometas </b></div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
Historiadores
e paleontólogos acreditam que foi a queda de um <a href="http://www.suapesquisa.com/o_que_e/cometa.htm"> cometa</a> em nosso planeta que
ocasionou a extinção dos dinossauros na Terra há milhões de anos. A preocupação
ainda existe, pois muitos deles passam perto da órbita terrestre. O impacto de
um cometa, de grandes proporções, poderia provocar danos incalculáveis ao
nosso planeta.</div>
<div align="justify" class="MsoNormal" style="margin-left: 50; margin-right: 50;">
<span style="color: navy; font-size: x-large;">Como você pode ver abaixo, apesar do Planeta Terra ser maior do que
outros 4 dos seus planetas vizinhos, sendo que Plutão nem é mais
considerado um planeta: </span></div>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maeterra.info/images/comparativo-planetas-sois-1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="379" src="http://maeterra.info/images/comparativo-planetas-sois-1.jpg" width="640" /></a></div>
<span style="color: navy; font-size: x-large;"><br /></span>
<br />
<h2>
A Terra também é menor do que outros 4 dos planetas vizinhos do nosso sistema solar:</h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maeterra.info/images/comparativo-planetas-sois-2.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="382" src="http://maeterra.info/images/comparativo-planetas-sois-2.jpg" width="640" /></a></div>
<h2>
</h2>
<h2>
Mas quando vista em escala, num gráfico que inclua também o nosso Sol, o
planeta Terra mal pode ser visto. Se você somar toda a massa de todos
os planetas do sistema solar, incluindo o Sol; o Sol ficará com 99.9% da
massa total!</h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maeterra.info/images/comparativo-planetas-sois-3.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="498" src="http://maeterra.info/images/comparativo-planetas-sois-3.jpg" width="640" /></a></div>
<h2>
</h2>
<h2>
Mas, por maior que seja o nosso Sol, ele ainda não é o maior corpo
celeste que podemos encontrar no universo. Dê uma olhada no nosso Sol
comparado com alguns outros sóis que podemos encontrar próximo ao nosso
sistema.</h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maeterra.info/images/comparativo-planetas-sois-4.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="464" src="http://maeterra.info/images/comparativo-planetas-sois-4.jpg" width="640" /></a></div>
<h2>
</h2>
<h2>
E estes também ainda não são os MAIORAIS. Até mesmo a maior estrela
exibida acima, Arcturus, é reduzida a um pequeno ponto, quando comparada
com outras grandes estrelas que estão circulando em outros sistemas e
galáxias vizinhas.</h2>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://maeterra.info/images/comparativo-planetas-sois-5.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="464" src="http://maeterra.info/images/comparativo-planetas-sois-5.jpg" width="640" /></a></div>
<h2>
</h2>
<h2>
Isso faz você se sentir pequeno?</h2>
<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/KiuXcGu1Xbg?feature=player_embedded' frameborder='0'></iframe></div>
<h2>
Aqui um excelente vídeo para você entender melhor como se formou nosso Sistema Solar !!! </h2>
<h2>
</h2>
<h2>
</h2>
<h2>
</h2>
<h2>
Fontes : http://maeterra.info/2008/06/a-terra-e-um-ponto-microscopico-no-universo-e-o-homem/</h2>
<h2>
https://www.google.com.br/search?num=10&hl=pt-BR&site=imghp&tbm=isch&source=hp&biw=1440&bih=796&oq=sistema+solar+3d+&gs_l=img.3.0.0l10.2313.6184.0.6402.15.12.0.2.2.1.536.2320.1j6j2j1j0j1.11.0...0.0...1ac.1.RuQmhoCYDA8&q=sistema%20solar%203d&orq=sistema+solar+3d+</h2>
<ol class="references">
<li id="cite_note-0"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-0">↑</a></span> <span class="reference-text"><cite><span class="citation">WC Rufus. . "<a class="external text" href="http://adsabs.harvard.edu/full/1923PA.....31..510R" rel="nofollow">The astronomical system of Copernicus</a>". <i>Popular Astronomy</i> <b>31</b>.</span></cite></span></li>
<li id="cite_note-1"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-1">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://www-ssc.igpp.ucla.edu/dawn/background.html" rel="nofollow">The origin of the Solar System</a></i> <span style="color: #555555;">(em <a href="http://pt.wikipedia.org/wiki/L%C3%ADngua_inglesa" title="Língua inglesa">inglês</a>)</span>. Página visitada em 1 de setembro de 2012.</span></li>
<li id="cite_note-inner-2"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-inner_2-0">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://nasascience.nasa.gov/planetary-science/exploring-the-inner-solar-system" rel="nofollow">Inner Solar System</a></i>. NASA Science (Planets). Página visitada em 9 de maio de 2009.</span></li>
<li id="cite_note-3"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-3">↑</a></span> <span class="reference-text">Schenk P., Melosh H.J. (1994), <i>Lobate Thrust Scarps and the Thickness of Mercury's Lithosphere</i>, Abstracts of the 25th Lunar and Planetary Science Conference, 1994LPI....25.1203S</span></li>
<li id="cite_note-4"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-4">↑</a></span> <span class="reference-text">Bill Arnett (2006). <i><a class="external text" href="http://www.nineplanets.org/mercury.html" rel="nofollow">Mercury</a></i>. <i>The Nine Planets</i>. Página visitada em 14 de setembro de 2006.</span></li>
<li id="cite_note-5"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-5">↑</a></span> <span class="reference-text">Benz, W., Slattery, W. L., Cameron, A. G. W. (1988), <i>Collisional stripping of Mercury's mantle</i>, Icarus, v. 74, p. 516–528.</span></li>
<li id="cite_note-6"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-6">↑</a></span> <span class="reference-text">Cameron, A. G. W. (1985), <i>The partial volatilization of Mercury</i>, Icarus, v. 64, p. 285–294.</span></li>
<li id="cite_note-7"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-7">↑</a></span> <span class="reference-text"><cite><span class="citation">Mark Alan Bullock. (1997). "<a class="external text" href="http://www.boulder.swri.edu/%7Ebullock/Homedocs/PhDThesis.pdf" rel="nofollow">The Stability of Climate on Venus</a>" (PDF). Southwest Research Institute.</span></cite></span></li>
<li id="cite_note-8"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-8">↑</a></span> <span class="reference-text">Paul Rincon (1999). <i><a class="external text" href="http://www.boulder.swri.edu/%7Ebullock/Homedocs/Science2_1999.pdf" rel="nofollow">Climate Change as a Regulator of Tectonics on Venus</a></i> (PDF). <i>Johnson Space Center Houston, TX, Institute of Meteoritics, University of New Mexico, Albuquerque, NM</i>. Página visitada em 2006-11-19.</span></li>
<li id="cite_note-life-9"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-life_9-0">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://nasascience.nasa.gov/big-questions/is-there-life-elsewhere" rel="nofollow">Is there life elsewhere?</a></i>. NASA Science (Big Questions). Página visitada em 21 de maio de 2009.</span></li>
<li id="cite_note-10"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-10">↑</a></span> <span class="reference-text">Anne E. Egger, M.A./M.S.. <i><a class="external text" href="http://www.visionlearning.com/library/module_viewer.php?c3=&mid=107&l=" rel="nofollow">Earth's Atmosphere: Composition and Structure</a></i>. <i>VisionLearning.com</i>. Página visitada em 26 de dezembro de 2006.</span></li>
<li id="cite_note-11"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-11">↑</a></span> <span class="reference-text"><cite><span class="citation">David C. Gatling, Conway Leovy. In: Lucy-Ann McFadden et. al.. <i>Encyclopaedia of the Solar System</i>. [S.l.: s.n.], 2007. 301–314 p.</span></cite></span></li>
<li id="cite_note-12"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-12">↑</a></span> <span class="reference-text">David Noever (2004). <i><a class="external text" href="http://www.astrobio.net/news/modules.php?op=modload&name=News&file=article&sid=1360&mode=thread&order=0&thold=0" rel="nofollow">Modern Martian Marvels: Volcanoes?</a></i>. <i>NASA Astrobiology Magazine</i>. Página visitada em 23 de julho de 2006.</span></li>
<li id="cite_note-13"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-13">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://solarsystem.nasa.gov/planets/profile.cfm?Object=Mars&Display=Kids" rel="nofollow">Mars: A Kid's Eye View</a></i>. NASA. Página visitada em 14 de maio de 2009.</span></li>
<li id="cite_note-14"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-14">↑</a></span> <span class="reference-text">Scott S. Sheppard, David Jewitt, and Jan Kleyna (2004). <i><a class="external text" href="http://www2.ess.ucla.edu/%7Ejewitt/papers/2004/SJK2004.pdf" rel="nofollow">A Survey for Outer Satellites of Mars: Limits to Completeness</a></i>. <i>The Astronomical Journal</i>. Página visitada em 2006-12-26.</span></li>
<li id="cite_note-15"><span class="mw-cite-backlink"><a href="http://pt.wikipedia.org/wiki/Sistema_Solar#cite_ref-15">↑</a></span> <span class="reference-text"><i><a class="external text" href="http://curious.astro.cornell.edu/question.php?number=601" rel="nofollow">Are Kuiper Belt Objects asteroids? Are large K</a></i></span></li>
</ol>
</div>
Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-78645635871699691872012-05-19T10:03:00.000-07:002012-05-19T10:03:06.912-07:00<div dir="ltr" style="text-align: left;" trbidi="on">
<h2 style="text-align: left;">
Miíase </h2>
<br />
<strong>O que é?</strong><br />
<br />
Doença parasitária provocada pela larva da mosca Dermatobia hominis. A larva da mosca penetra na pele do hospedeiro, que pode ser o homem ou outros animais, onde vai se desenvolver.<br />
<br />
<img height="295" id="il_fi" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPQXED0Cj9gwkYBU-z4S_fKcv1BRIz_ddvr44kzV9D0BRTey9ILCnV9YYEERVM0KyzJqxspTmXypbNZ5sErxZJ6c6Roj8m2UOnOBWNXqe2_17Ej3E3SHVeozqYWdXYMLsG6NPPDWZDUWU/s1600/1.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /><br />
<br />
Geralmente ela é causada, no caso do ser humano, em pessoas com baixo nível sócio-econômico e, principalmente, sem as minimas condições de higiene.<br />
<br />
Aqui há algumas fotos de animais de de seres humanos infectados por miíase, mas se você não tem "estômago" nem tente vê, pois são imagens realmente fotes e logo em seguida há um video..... desfrute e obrigado pela visita ao Blog do pssor !! :)<br />
<br />
<br />
Cachorro<br />
<img height="338" id="il_fi" src="http://www.vetdorcabofrio.com.br/saude/miiase01.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="450" /><br />
<br />
<img height="375" id="il_fi" src="http://spc.fotolog.com/photo/44/57/62/sosanimais/1221154050289_f.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="500" /><br />
<br />
Os veterinários advertem que no calor os casos aumentam bastante. Então cuidado com os machucados de seu pet, pois as moscas podem botas ovos e estes eclodirem e causar muitos danos à saúde dos cachorros, gatos, hamsters, esquilos.. e etc<br />
<br />
<img alt="" class="rg_hi uh_hi" data-height="194" data-width="260" height="194" id="rg_hi" src="http://t1.gstatic.com/images?q=tbn:ANd9GcRwyYb3N0IOzgtzR_pmcuDDVQFrvmqtIzrvfQQ15o3oxZl0Sk1m" style="height: 194px; width: 260px;" width="260" /><br />
<br />
<br />
Agora algumas imagens fortes de miíase em humanos ...<br />
<br />
<img height="337" id="il_fi" src="http://www.cabuloso.xpg.com.br/portal/images/galleries/11207/45701.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="450" /><br />
<br />
Acreditem que é sim uma boca de um ser humano ..... Que nojo hien !!<br />
<br />
<br />
<img height="265" id="il_fi" src="http://odontodivas.com/wp-content/uploads/2012/03/figura7.jpg" style="padding-bottom: 8px; padding-right: 8px; padding-top: 8px;" width="400" /><br />
<br />
A miíase pode ser classificada em:<br />
<br />
<dl>
<dt>Miíase primária
</dt>
<dd>A larva da mosca invade o tecido sadio e nele se desenvolve. Essa infestação
é também conhecida por <a href="http://pt.wikipedia.org/wiki/Berne" title="Berne">berne</a>. </dd></dl>
<br />
<dl>
<dt>Miíase secundária
</dt>
<dd>A mosca coloca seus ovos em ulcerações na pele ou mucosas e as larvas se
desenvolvem nos produtos de necrose tecidual. </dd></dl>
<br />
A miíase secundária apresenta-se sob três formas:<br />
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<ul>
<li>cutânea
</li>
<li>cavitária
</li>
<li>intestinal </li>
</ul>
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Tratamento:</div>
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<ul>
<li>Limpar a ferida
</li>
<li>Retirar larva por larva com uma pinça
</li>
<li>Fazer curativos
</li>
<li>Usar medicação, mediante indicação médica, para eliminar as ovas postas
pelas larvas que foram removidas </li>
</ul>
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É realmente incrível como a higiene é fundamental para nosso bem estar... .. . Obrigado novamente pela visita e volte sempre ^^ <br />
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fontes : <a href="http://odontodivas.com/2012/03/odontodiva-explica-1-miiase-oral.html">http://odontodivas.com/2012/03/odontodiva-explica-1-miiase-oral.html</a><br />
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<a href="http://www.saudeanimal.com.br/2mil_009.htm">http://www.saudeanimal.com.br/2mil_009.htm</a></div>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com2tag:blogger.com,1999:blog-5506633335857031085.post-82446056863774338232011-10-21T18:56:00.000-07:002011-10-21T18:57:06.038-07:00Um leão chamado Christian<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
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<span style="font-family: Calibri;">Olá a todos caros leitores! Uma vez aqui mesmo neste Blog<span style="mso-spacerun: yes;"> </span>acabei postando algo a respeito de maus tratos com os animais -Criaturas Inocentes, e recebi algumas mensagens sobre o caso, falando que eu tinha muito sangue frio para estar pesquisando sobre o assunto e mostrar para todos a imagem de um cão que fora espancado e que estava com os ossos expostos. Aquela imagem fez muita gente ter medo do meu Blog, isto é , acabei “traumatizando” algumas pessoas com cenas fortes. Também mostrei <span style="mso-spacerun: yes;"> </span>um vídeo que relataa sobre um documentário com cenas fortíssimas, onde os homens maltratavam sem dor nem piedade os animais – documentário Terráqueos.</span></div>
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<span style="font-family: Calibri;">O dia que assisti este documentário fiquei super<span style="mso-spacerun: yes;"> </span>chateado com todas as maldades que presenciei no filme e de pensar que tudo aquilo é a<span style="mso-spacerun: yes;"> </span>mais pura verdade ainda fico super<span style="mso-spacerun: yes;"> </span>nervoso. Saber que ainda hoje há pessoas que sentem prazer fazendo com o que os animais sofram, como: <span style="mso-spacerun: yes;"> </span>rodeios, briga de galos, circos que treinam de uma forma cruél seus animais, sendo que circo legal<span style="mso-spacerun: yes;"> </span>é sem animal,<span style="mso-spacerun: yes;"> </span>né galera? Mas<span style="mso-spacerun: yes;"> </span>enfim...<span style="mso-spacerun: yes;"> </span>Decidir postar<span style="mso-spacerun: yes;"> </span>algo sobre<span style="mso-spacerun: yes;"> </span>o amor e respeito que ainda pode se encontrar com os<span style="mso-spacerun: yes;"> </span>homens animais e logo a baixo há um vídeo super famoso onde retrata bem essa atitude para com os mesmos. Esse vídeo ficou <span style="mso-spacerun: yes;"> </span>famoso depois que foi parar na internet, pois nele<span style="mso-spacerun: yes;"> </span>trata bem a história de respeito que esses <span style="mso-spacerun: yes;"> </span>dois homens tiveram com esse animal e o mesmo retribui .. . Confira essa bela história do Leão Christian e reflita muito, pois os animais que denominamos de IRRACIONAIS, também sentem dor !!!! </span></div>
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....Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-1454713788257489942011-10-21T18:02:00.000-07:002011-10-21T18:02:34.687-07:00Cachorro vivo sem o corpo<span style="color: #1c1c1c; font-size: large;"><em>Podemos sobreviver caso nossa cabeça seja completamente separada do corpo? Muitos diriam não mas Sergei Brukhonenko conseguiu manter a cabeça de um cão viva. Em 1928 Sergei apresentou um vídeo como prova no Terceiro Congresso de Psicólogos da URSS e graças às maravilhas/horrores da internet, ele está aqui.</em></span><br />
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<strong><span style="color: #1c1c1c;"></span></strong> <img alt="" class="rg_hi" data-height="194" data-width="259" height="194" id="rg_hi" src="http://t2.gstatic.com/images?q=tbn:ANd9GcRiywSdAlCs3oa3UtZpl4nS9XWHbdcQQY0f2eQFpVJTNivRLr9e6Q" style="height: 194px; width: 259px;" width="259" /><br />
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<em><strong><span style="font-size: large;">Neste vídeo perturbador o cientista manteve a cabeça de um cão viva através de uma máquina chamada “autojector”, um coração e pulmões primitivos que supriam as necessidades de sangue e oxigênio da cabeça.</span></strong></em><br />
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<em><strong><span style="font-size: large;">O cachorro reage a diversos estímulos externos, abre os olhos, lambe a boca e parece vivo. Muitos médicos confirmaram, creditarando o filme como verdadeiro e outros permanecem céticos, afirmando que é apenas propaganda soviética. O que você acha ?</span></strong></em><br />
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<em><strong><span style="font-size: large;">Nos dias atuais existem códigos de ética, ou bioética, que não permitiriam esse tipo de ciência faroeste, pois protegem os animais de sofrerem abusos.</span></strong></em><br />
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Fonte :hypescience.com/cabeca-de-cao-e-mantida-viva-por-maquina<br />Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-13740230675884058612011-10-21T15:56:00.000-07:002011-10-21T16:01:52.962-07:00Lorenzo ... Conheça essa incrível história ... !!<div class="MsoNormal" style="margin: 0cm 0cm 10pt;">
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<span style="font-family: Calibri;">Conheça uma veradeira história de luta para salvar a vida de um filho. </span></div>
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<span style="font-family: Calibri;">Lorenzo<span style="mso-spacerun: yes;"> </span>Odone, acometido por uma doença genética raríssima chamada Adrenoleucodistrofia ou ADL, que destrói progressivamente o sistema neurológico como perder a fala , visão, audição,coordenação motora, deglutição, controle esfincteriano, dentre<span style="mso-spacerun: yes;"> </span>outros.</span></div>
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<span style="font-family: Calibri;">Seus pais, Augusto e Michaela<span style="mso-spacerun: yes;"> </span>passaram a estudar a doença e suas bases bioquímicas, e acabaram postulando a fisiopatologia da doença e<span style="mso-spacerun: yes;"> </span>desenvolvendo uma terapêutica que faz com que os sintomas da doença<span style="mso-spacerun: yes;"> </span>não progridam.<span style="mso-spacerun: yes;"> </span>A ADL é uma<span style="mso-spacerun: yes;"> </span>alteração genética do metabolismo dos<span style="mso-spacerun: yes;"> </span>lipídeos ácidos graxos de cadeia<span style="mso-spacerun: yes;"> </span>muito longa, sendo uma<span style="mso-spacerun: yes;"> </span>herança ligada ao sexo ( cromossomo X- herdada da mãe).</span></div>
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<span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> <img alt="" class="rg_hi" data-height="253" data-width="200" height="253" id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcQt4-axb3HF_7K6dPYizPNqFrr7WpzF23Yyji_a3989HBD5kTk6HQ" style="height: 253px; width: 200px;" width="200" /></span></span><br />
<span style="font-family: Calibri;">Contrariando todos os prognósticos de uma estimativa de vida curta, Lorenzo, graças ao óleo à<span style="mso-spacerun: yes;"> </span>base de<span style="mso-spacerun: yes;"> </span>oliva e canola, resultado de uma pesquisa iniciada pelos próprios pais, teve uma sobevivência até completar 30 anos.</span></div>
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<span style="font-family: Calibri;"><img alt="" class="rg_hi" data-height="180" data-width="240" height="180" id="rg_hi" src="http://t3.gstatic.com/images?q=tbn:ANd9GcTppqmcnGq506WemdTK6VhTJlNCWPeAg2Z0t9RxLxgK0j620D7yyw" style="height: 180px; width: 240px;" width="240" /> Lorenzo morreu<span style="mso-spacerun: yes;"> </span>enquanto dormia no ultimo dia 30 de maio de 2008, um dia depois de seu aniversário. Causa de sua morte não foi a<span style="mso-spacerun: yes;"> </span>ADL,<span style="mso-spacerun: yes;"> </span>mas uma broncopneumonia persistente devido ao acúmulo de alimentos aspirados pelo pulmão.</span><br />
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</div>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com1tag:blogger.com,1999:blog-5506633335857031085.post-48854364061853653772011-10-18T11:13:00.001-07:002011-10-18T20:09:04.990-07:00Morcegos<br />
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<a href="http://www.insetotec.com.br/wp-content/uploads/morcego11.jpg"><img alt="" class="size-medium wp-image-615" height="300" src="http://www.insetotec.com.br/wp-content/uploads/morcego11-300x225.jpg" title="morcego" width="400" /></a><br />
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<span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>“ O início do meu dia hje<span style="mso-spacerun: yes;"> </span>não foi muito bom , pois presenciei uma cena<span style="mso-spacerun: yes;"> </span>lamentável, onde um velho conhecido mostra, todo<span style="mso-spacerun: yes;"> </span>orgulhoso , a proeza que acabara de realizar, o assassinato de<span style="mso-spacerun: yes;"> </span>um belo<span style="mso-spacerun: yes;"> </span>morcego. Ele com medo do<span style="mso-spacerun: yes;"> </span>mamífero acabou realizando esse ato e eu, claro, quse tive um troço quando vi o<span style="mso-spacerun: yes;"> </span>pobre do morcego lá todo esticado,<span style="mso-spacerun: yes;"> </span>estava todo amarrado com<span style="mso-spacerun: yes;"> </span>linha de pipa.<span style="mso-spacerun: yes;"> </span>Teve<span style="mso-spacerun: yes;"> </span>o desparate de matar o bicho<span style="mso-spacerun: yes;"> </span>e ainda<span style="mso-spacerun: yes;"> </span>o amarrou como se fosse uma pipa e ficou com ele<span style="mso-spacerun: yes;"> </span>de asas<span style="mso-spacerun: yes;"> </span>abertas.<span style="mso-spacerun: yes;"> </span>Irritado o perguntei se a vida do animal<span style="mso-spacerun: yes;"> </span>valia menos<span style="mso-spacerun: yes;"> </span>que a dele para ele ter feito tal barbaridade e ele<span style="mso-spacerun: yes;"> </span>, prontamente, repondeu que sim<span style="mso-spacerun: yes;"> </span>valia sim e<span style="mso-spacerun: yes;"> </span>que<span style="mso-spacerun: yes;"> </span>os morcegos chupam<span style="mso-spacerun: yes;"> </span>sanguedos seres humanos.<span style="mso-spacerun: yes;"> </span>Expliquei que não vivemos<span style="mso-spacerun: yes;"> </span>no mundo de fantasias como os filmes e que ele tinha feito algo de ruim para a natureza e que nossa mãe<span style="mso-spacerun: yes;"> </span>natureza acabara de perder<span style="mso-spacerun: yes;"> </span>um excelente polinizador e que são<span style="mso-spacerun: yes;"> </span>poucos os morcegos que “sugam”sangue. <span style="mso-spacerun: yes;"> </span>Decidi postar algo a respeito desse incrível mamífero que é<span style="mso-spacerun: yes;"> </span>o morcego e para você caro leitor entender e<span style="mso-spacerun: yes;"> </span>tirar essa péssima impressão que<span style="mso-spacerun: yes;"> </span>os filmes de vampiros nos deixam ... “ </span></div>
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<span style="font-family: Calibri;"><span style="mso-spacerun: yes;"> </span>Os <span style="mso-spacerun: yes;"> </span>biólogos acreditam que os primeiros morcegos alimentavam se apenas de frutas, enquantos outros, atraídos pelos inssetos pousavam nas flores , acabara utilizando se do nectarm completando assim seu cardápio.</span></div>
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<span style="font-family: Calibri;">De alguma forma, as plantas<span style="mso-spacerun: yes;"> </span>também dependem dos morcegos. Afinal os que se alimentam de frutas podem deixar cair sementes durante o tarnsporte de um lugar para outro, fazendo com que a planta<span style="mso-spacerun: yes;"> </span>brote em lugar novo. Já os que sugam o néctar das angiospermas-m plantas produtoras de flores-, enfiam a cabeça nas flores, carregando consigo o polén. Ao pousarem em outro flor , deixam cair nela os polén que permitirão sua reprodução.</span></div>
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<span style="font-family: Calibri;">Há, pelo menos 40 milhõess de anos, eles se alimentam de néctar das flores. A dieta, que pode ter se iniciado por acaso, faz com que esses animais contribuam para a regeneração das frorestas e para a disseminaçãoe distribuiçao de várias plantas.<span style="mso-spacerun: yes;"> </span>É <span style="mso-spacerun: yes;"> </span>verdade que os chamados morcegos vampiros existem. Mas vamos conhecer esse incrível mamífero antes de julga los. Para se ter uma idéia da importância, cerca de 2 terços das angiospermas do planeta são polinizadas por eles.</span></div>
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<b><span lang="PT" style="font-family: "Times New Roman", "serif"; font-size: 18pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Morcegos no Brasil</span></b></div>
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<span lang="PT" style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Os morcegos são espécies silvestres e, no <a href="http://pt.wikipedia.org/wiki/Brasil" title="Brasil">Brasil</a>, estão protegidos pela<span style="color: blue;"> </span><a href="http://pt.wikipedia.org/w/index.php?title=Lei_de_Prote%C3%A7%C3%A3o_%C3%A0_Fauna&action=edit&redlink=1" title="Lei de Proteção à Fauna (página não existe)"><span style="color: blue;">Lei de Proteção à Fauna</span></a>. A sua perseguição, caça ou destruição, no país, são consideradas <a href="http://pt.wikipedia.org/wiki/Crime" title="Crime">crimes</a>. Morcegos são no Brasil a segunda maior ordem de mamíferos, com pelo menos 172 espécies distribuídas em nove famílias e 64 gêneros, sendo que a maioria das espécies do país pertence à família Phyllostomidae. Cerca de 50% dos morcegos brasileiros se alimentam de plantas, dependendo delas ou não, diferente do padrão geral para a ordem Chiroptera como um todo, que contém 70% de espécies insetívoras.</span></div>
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<span lang="PT" style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">No Brasil, há uma organização civil de interesse público chamada "Sociedade Brasileira para o Estudo de Quirópteros" (SBEQ, <a href="http://www.sbeq.org/">http://www.sbeq.org/</a>), que congrega vários pesquisadores e admiradores de morcegos no país. O objetivo da SBEQ é fomentar a pesquisa, a conservação, a educação e a divulgação científica sobre esses animais. A SBEQ tem um evento científico próprio, chamado "Encontro Brasileiro para o Estudo de Quirópteros", realizado periodicamente. O Brasil conta atualmente com mais de 200 pesquisadores de morcegos, além de vários admiradores desses animais, que ainda não são bem compreendidos pelo público em geral. Há no Brasil uma revista científica com público internacional especializada em pesquisas sobre morcegos, a Chiroptera Neotropical (<u><span style="color: blue;"><a href="http://www.chiropteraneotropical.net/">http://www.chiropteraneotropical.net/</a></span></u>).</span></div>
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<span lang="PT" style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-ansi-language: PT; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Nos estados de <a href="http://pt.wikipedia.org/wiki/Mato_Grosso" title="Mato Grosso">Mato Grosso</a> e de <a href="http://pt.wikipedia.org/wiki/Minas_Gerais" title="Minas Gerais">Minas Gerais</a> vêm sendo registrados surtos de <a href="http://pt.wikipedia.org/wiki/Raiva" title="Raiva">raiva</a> transmitida por espécies hematófagas. Estes surtos são conseqüência da intensa ação antrópica, que cada vez mais vem tirando os alimentos (por exemplo, aves) e destruindo o habitat dessas espécies para a construção de casas e loteamentos. As populações humanas, ao se estabelecerem na rota de migração dessas espécies, acabam sujeitas a contrair a doença, que também afeta o gado.</span></div>
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<span lang="PT" style="mso-ansi-language: PT;"><span style="color: blue;"><em><span style="font-family: Calibri;">São os únicos mamíferos </span><span style="font-family: Calibri;">capazes de </span><span style="font-family: Calibri;"><u>voar</u></span><span style="font-family: Calibri;">, tendo seus membros anteriores (mãos e braços) transformados em </span><span style="font-family: Calibri;"><u>asas</u></span><span style="font-family: Calibri;">, que são diferentes das asas das </span><span style="font-family: Calibri;">aves</span><span style="font-family: Calibri;"> e dos extintos </span><span style="font-family: Calibri;"><u>pterossauros</u></span><span style="font-family: Calibri;">.</span></em></span></span></div>
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<span id="parent-fieldname-title">O cardápio dos morcegos </span></h1>
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<span id="parent-fieldname-description">Entre os mamíferos, os morcegos são o grupo com dieta mais diversa. Vamos conhecer este cardápio? </span></div>
Por: Leonardo S. Avilla, Museu Nacional, Universidade Federal do Rio de Janeiro <br />
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<strong>INSETÍVOROS </strong>: possuem sistema de radar sônico bastante apurado para caçar besouros, moscas, grilos, aranhas, escorpiões e outros insetos. Calcula-se que eles possam comer quase a metade de seu peso em insetos a cada noite. Dentes grandes e mandíbulas fortes ajudam a quebrar o esqueleto rígido de certos insetos.</div>
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<img alt="" class="rg_hi" data-height="133" data-width="200" height="133" id="rg_hi" src="http://t2.gstatic.com/images?q=tbn:ANd9GcSVIrT2F4oMlQHv4_PKSJwLQEsZBwscMxj59gqdBAXmkvFaMxwQDw" style="height: 133px; width: 200px;" width="200" /></div>
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N<strong>ECTARÍVOROS: </strong>alimentam-se, principalmente, de néctar e pólen; são chamados morcegos beija-flores. Possuem um focinho e língua bastante alongados e finos para alcançarem o alimento no fundo da flor. Em função da dieta líquida ou composta de sólidos bastante pequenos, seus dentes são pequenos e frágeis.</div>
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<img alt="" class="rg_hi" data-height="205" data-width="246" height="205" id="rg_hi" src="http://t0.gstatic.com/images?q=tbn:ANd9GcRfg1N2BoTqTrIGj8Lnog8cnRX3ItakGIRpikzvw0wKgEHeiw91" style="height: 205px; width: 246px;" width="246" /></div>
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<strong>CARNÍVOROS: </strong>comem rãs, lagartixas, ratos, aves e outros pequenos animais. Alguns complementam sua dieta com frutos e insetos. Possuem dentes grandes e a mandíbula forte para triturar os ossos das presas que capturam no solo, ou quando estas descansam sobre galhos. A audição apurada ajuda a localizar as rãs pelo canto. Algumas espécies que alimentam-se de rãs têm "verrugas" sensitivas na região dos lábios para identificar uma possível presa venenosa.</div>
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<img alt="" class="rg_hi" data-height="72" data-width="79" id="rg_hi" src="data:image/jpg;base64,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" /></div>
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<strong>PISCÍVOROS:</strong> poucas espécies têm o hábito de comer peixes. Possuem pernas longas e garras grandes para capturar suas presas enquanto voam. As garras têm forma de gancho, o que facilita a pesca. Ao capturar um peixe, o coloca em bolsas especiais existentes na boca e voa até um local onde irá devorá-lo sem pressa. Apresentam mandíbulas poderosas e dentes grande, finos e pontiagudos. Chegam a comer trinta ou quarenta peixes pequenos.</div>
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" 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<strong>HEMATÓFAGOS: </strong>os conhecidos morcegos vampiros fazem um corte pequeno na sua vítima, que sangra pela ação de um poderoso anticoagulante presente na saliva do vampiro. Esses morcegos lambem o sangue e chegam a consumir trinta mililitros por noite. Seus dentes incisivos têm a forma de navalhas para abrir o corte nas vítimas que incluem, principalmente, grandes mamíferos e pequenas aves. Há casos muito raros de ataque ao homem, quando lhes falta alimento. Nestes casos, os morcegos podem transmitir a raiva para a pessoa mordida.</div>
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<strong>FRUGÍVOROS:</strong> têm dieta variada de frutos silvestres, como figos, bananas, manga e outros. Seus dentes grandes penetram nas cascas de frutos duros e seus molares ajudam a triturar. O pescoço e o focinho são curtos, auxiliam no transporte dos frutos.<br />
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Pesquisas mostraram que a espécie que é injustamente temida por conta do conto do Drácula- os morcegos vampiros-, tem na saliva, componetnes prontos para serem usados na medicina como anticoagulante. Graças ao conto do Drácula muitos pessoas sem a devida informação acabam julgando de uma forma totalmente errônea essas belas criaturas... Espero que isso ajude você a olhar de uma maneira melhor esse bichinhos que particularmente os acho lindos . <br />
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Fontes : Ciência Hoje</div>
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</div>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-73050421175857843162011-10-16T17:41:00.000-07:002011-10-16T17:55:10.581-07:00Irmãos Xipófagos<br />
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Chama-se <span class="no-conversion"><b>gêmeos</b> </span> a dois ou mais irmãos que nascem de uma mesma <a href="http://pt.wikipedia.org/wiki/Gesta%C3%A7%C3%A3o" title="Gestação"></a>gestação da mãe, podendo ser idênticos ou não. Por extensão, as crianças nascidas de partos triplos, quádruplos ou mais também são chamados de gêmeos. Apesar de não haver uma estatística precisa, estima-se que uma em cada 85 gravidezes são ’ gemelares’. Existem 3 maneiras de nascerem irmãos gêmeos, porém vou mostrar nessa postagem só uma delas que é o caso dos" IRMÃOS SIAMESES ."</div>
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Os gêmeos xifópagos, ou siameses, são monozigóticos, ou seja, formados a partir do mesmo zigoto. Porém, nesse caso, o disco embrionário não chega a se dividir por completo, produzindo gêmeos que estarão ligados por uma parte do corpo, ou têm uma parte do corpo comum aos dois. O embrião de gêmeos xifópagos é, então, constituído de apenas uma massa celular, sendo desenvolvido na mesma placenta, com o mesmo saco aminiótico. Estima-se que dentre 40 gestações gemelares monozigóticas, uma resulta em gêmeos interligados por não separação completa. Num outro tipo de gêmeos xifópagos (hoje sabidamente mais comum) a união acontece depois, ou seja, são gêmeos idênticos separados que se unem em alguma fase da gestação por partes semelhantes: cabeça com cabeça; abdômen com abdômen; nádegas com nádegas, etc. Quando vemos alguma notícia de gêmeos que foram "separados" por cirurgia, trata-se, quase sempre, de um caso destes. O termo "siameses" originou-se de uma famosa ocorrência registrada desse fenômeno: os gêmeos Chang e Eng, que nasceram no Sião, atual Tailândia, em 1811, colados pelo ombro. Eles casaram, tiveram 22 filhos e permaneceram unidos até o fim de seus dias, tendo falecido com um intervalo de 3 horas um do outro.</div>
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" 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<i>Uma mãe Indonésia deu à luz gêmeos que dividem o mesmo corpo, porém cada qual com sua cabeça e coração</i><br />
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<span class="apple-style-span"><span style="font-size: 21.5pt; line-height: 115%;">A</span>bigail "Abby" Loraine Hensel e Brittany "Britty" Lee Hensel, nascidas no dia 7 de Março de 1990, em Carver County, Minnesota (EUA), são um caso extremamente raro no mundo. São gêmeas siamesas atualmente com 19 anos. Quando nasceram, seus pais escolheram não as separar. Para elas, a vida sempre foi um risco: até hoje são conhecidos apenas 500 casos de siameses que sobreviveram ao primeiro ano.Estima-se que não mais que doze vivam atualmente nos Estados Unidos. A história de Abby e Britty é ainda mais rara. Ao longo da história da medicina, foram registrados apenas quatro casos de gêmeos com apenas um tronco e um par de pernas. Cada uma das irmãs Hensel têm próprio coração e do estômago, enquanto eles compartilham três pulmões. A espinha dorsal de ambas as liga à altura da pélvis, de modo que, a partir da cintura para baixo são uma única pessoa. Cada um tem uma sensibilidade e controle de seus membros e do tronco. Abby e Britty vivem uma estreita união, mas, ao mesmo tempo, defendem a sua independência: eles são um modelo de boa amizade e da harmonia, da dignidade e da flexibilidade no que diz respeito ao difícil conceito de liberdade individual.</span></div>
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<i><b>Fontes : </b><b><a href="http://pt.wikipedia.org/wiki/G%C3%AAmeos">pt.wikipedia.org/wiki/G%C3%AAmeo s</a></b></i><i> </i></div>
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<i> </i>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com2tag:blogger.com,1999:blog-5506633335857031085.post-61224155658458707602011-10-15T19:19:00.000-07:002011-10-16T19:25:12.014-07:00Anorexia<div class="separator" style="clear: both; text-align: center;">
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<span style="font-size: large;"> O que é Anorexia ?</span> <br />
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<span style="font-family: Arial;">Essencialmente é o comportamento persistente que uma pessoa apresenta em manter seu peso corporal abaixo dos níveis esperados para sua estatura, juntamente a uma percepção distorcida quanto ao seu próprio corpo, que leva o paciente a ver-se como "gordo". Apesar das pessoas em volta notarem que o paciente está abaixo do peso, que está magro ou muito magro, o paciente insiste em negar, em emagrecer e perder mais peso. O funcionamento mental de uma forma geral está preservado, exceto quanto a imagem que tem de si mesmo e o comportamento irracional de emagrecimento.<br />O paciente anorético costuma usar meios pouco usuais para emagrecer. Além da dieta é capaz de submeter-se a exercícios físicos intensos, induzir o vômito, jejuar, tomar diuréticos e usar laxantes.</span><br />
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<span style="font-family: Arial; font-size: large;">Tratamento </span><br />
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<span style="font-family: Arial;">O tratamento da anorexia continua sendo difícil. Não há medicamentos específicos que restabeleçam a correta percepção da imagem corporal ou desejo de perder peso. Por enquanto as medicações têm sido paliativos. As mais recomendadas são os antidepressivos tricíclicos (possuem como efeito colateral o ganho de peso). Os antidepressivos inibidores da recaptação da serotonina têm sido estudados mas devem ser usados com cuidado uma vez que podem contribuir com a redução do apetite. É bom ressaltar que os pacientes com anorexia têm o apetite normal, ou seja, sentem a mesma fome que qualquer pessoa. O problema é que apesar da fome se recusam a comer. As psicoterapias podem e devem ser usadas, tanto individuais como em grupo ou em família.A indicação dependerá do profissional responsável. Por enquanto não há uma técnica especialmente eficaz. Forçar a alimentação não deve ser feita de forma rotineira. Só quando o nível de desnutrição é ameaçador. Forçar alimentação significa internar o paciente e fornecer alimentos líquidos através de sonda naso-gástrica. Geralmente quando se chega a isso torna-se necessário também conter (amarrar) o paciente no leito para que ele não retire a sonda.</span><br />
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<span style="font-family: Arial;">A idade média em que surge o problema são 17 anos. Encontramos muitos primeiros episódios entre os 14 e os 18 anos. Dificilmente começa depois dos 40 anos. Muitas vezes eventos negativos da vida da pessoa desencadeiam a anorexia, como perda de emprego, mudança de cidade, etc. Não podemos afirmar que os eventos negativos causem a doença, no máximo só podemos dizer que o precipitam. Muitos pacientes têm apenas um único episódio de anorexia na vida, outros apresentam mais do que isso. Não temos por enquanto meios de saber se o problema voltará ou não para cada paciente: sua recidiva é imprevisível. Alguns podem passar anos em anorexia, numa forma que não seja incompatível com a vida mas também sem restabelecer o peso ideal. Mantendo-se inclusive a auto-imagem distorcida. A internação para a reposição de nutrientes é recomendada quando os pacientes atingem um nível crítico de risco para a própria saúde. </span><br />
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<span style="font-family: Arial; font-size: x-small;">Fonte : <a href="http://www.psicosite.com.br/div/referencias.htm#liv01">Liv 01</a> <a href="http://www.psicosite.com.br/div/referencias.htm#liv14">Liv 14</a> Eur. Psychiatry 2001: 16, 232-8<br />The Prognostic Value of Initial EDI scores in Anorexia Nervosa <br />C. Bizeul </span>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-11588161408423070092011-10-15T09:26:00.000-07:002011-10-15T21:21:28.120-07:00Epidemodisplasia verruciforme ... Curioso caso do homem árvore!!!!<a 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" 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" width="400" /></a><br />
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Dede, um pescador da Indonésia de 35 anos tem o <a class="" href="http://www.mundogump.com.br/lojagump/corpo/">corpo</a> recoberto de uma espessa “casca” e bizarras “<a href="http://www.mundogump.com.br/conheca-o-bizarro-homem-arvore/#" rel="nofollow" style="border-bottom: dotted 1px; color: #1c77ff; cursor: hand; text-decoration: underline;">raízes</a>” crescem em seus membros.<br />
Tudo começou quando Dede cortou o joelho na adolescência. Um
pequeno ponto protuberante surgiu ao redor da ferida e dias depois eram
vários. Os dias se passaram e tornaram-se anos. Os <a href="http://www.mundogump.com.br/conheca-o-bizarro-homem-arvore/#" rel="nofollow" style="border-bottom: dotted 1px; color: #1c77ff; cursor: hand; text-decoration: underline;">pontos</a> espalharam-se e continuaram a crescer e se espalhar.<br />
A esperança surgiu para Dede quando um médico expert em dermatologia viu o “homem <a href="http://www.mundogump.com.br/conheca-o-bizarro-homem-arvore/#" rel="nofollow" style="border-bottom: 1px dotted; color: #1c77ff; text-decoration: underline;">árvore</a>”
num documentário do Discovery Channel. O médico se interessou na hora
pelo caso e voou para Jacarta. Após estudar o caso bizarro, o médico
descobriu o que Dede tinha e propôs um tratamento que transformaria a
sua vida.<br />
Testando amostras em uma biópsia feita com amostras do tecido e do
sangue de Dede, Dr Anthony Gaspari da Universidade de Maryland concluiu
que o “homem árvore” era na verdade um caso gravíssimo de Papilloma
Virus (HPV),uma doença relativamente comum que aflige alguns humanos
gerando verrugas e causando sofrimento. Mas o caso de Dede era extremo.<br />
Isso porque ele além do papiloma, tinha uma rara condição genética (<a href="http://www.mundogump.com.br/conheca-o-bizarro-homem-arvore/#" rel="nofollow" style="border-bottom: dotted 1px; color: #1c77ff; cursor: hand; text-decoration: underline;">lei</a> de murphy) que impedia que o sistema imunológico combatesse as verrugas.<br />
O médico propôs como tratamento doses de vitamina A sintética como forma de combater o crescimento das verrugas.<br />
O Dr. Gaspary acredita que o pobre Dede nunca será uma pessoa normal,
dada a gravidade do caso, mas que com o avanço do tratamento, em alguns
anos ele poderá até usar novamente as mãos.<br />
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Fontes : <br />
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<a href="http://www.telegraph.co.uk/news/main.jhtml;jsessionid=MLYGYKBGOGQ2DQFIQMFSFGGAVCBQ0IV0?xml=/news/2007/11/12/wtree112.xml"> </a>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-79060796450681833722011-10-15T07:33:00.000-07:002011-10-15T07:34:21.877-07:00Vamos parar de fumar galera !!!<img alt="" height="308" 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" width="400" /><br />
<br />
<br />
O <b>cigarro</b> (do francês <i>cigarette</i>) é uma pequena porção de <a href="http://pt.wikipedia.org/wiki/Tabaco" title="Tabaco">tabaco</a> (ou <a href="http://pt.wikipedia.org/wiki/Fumo" title="Fumo">fumo</a>) seco e picado,
enrolado em <a href="http://pt.wikipedia.org/wiki/Papel" title="Papel">papel</a>
(mortalha) fino ou em palha de <a href="http://pt.wikipedia.org/wiki/Milho" title="Milho">milho</a> (<a href="http://pt.wikipedia.org/wiki/Cigarro_de_palha" title="Cigarro de palha">cigarro de palha</a>), destinado ao <a href="http://pt.wikipedia.org/wiki/Tabagismo" title="Tabagismo">fumo</a>, sendo
que o primeiro é industrializado e o segundo, manufaturado.<br />
O cigarros podem, ou não, dispor de um sistema de <a href="http://pt.wikipedia.org/wiki/Filtra%C3%A7%C3%A3o" title="Filtração">filtração</a>,
geralmente de fibras de <a href="http://pt.wikipedia.org/wiki/Acetato_de_celulose" title="Acetato de celulose">acetato de celulose</a>.<br />
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
O pulmão humano é composto de pequenas estruturas, os <a href="http://pt.wikipedia.org/wiki/Alv%C3%A9olo_pulmonar" title="Alvéolo pulmonar">alvéolos pulmonares</a>, responsáveis pelas trocas
gasosas do sangue. O fluxo de sangue e a irrigação sanguínea entre o coração e
o pulmão são intensos. A fumaça do cigarro prejudica diretamente o
funcionamento da circulação coração-pulmão. Com o passar do tempo os alvéolos
pulmonares vão sendo cimentados pelos componentes da fumaça do cigarro, deixando
de fazer sua função. O organismo então passa a ter menor oxigenação dos
tecidos, resultando em maior facilidade de cansaço para o fumante. O cigarro
também causa inúmeros danos ao coração e pulmão, tal como infarto e câncer.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
“ Há muitas formas de
combater o vício do cigarro mas a grande
maioria se quer tenta se livrar desse terrível mal. Aqui há alguns exemplos de
como podemos nos livrar dessa maldição e espero que você caro leitor se for dependente do mesmo se
policie e pare com esse terrível mal que
além de destruir sua vida e dos demais que vivem contigo, também destrói a natureza” </div>
<div class="MsoNormal">
<br /></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">1.
Jogar todos os cigarros fora de uma vez (parar aos poucos prolonga o
sofrimento, uma vez que o cérebro normaliza a produção de endorfina somente
após eliminar a nicotina do organismo. Enquanto houver nicotina, o cérebro fica
inibido de produzir endorfina). </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">2.
Passar, no mínimo, UMA SEMANA sem tomar bebidas alcoólicas e gasosas. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">3.
Tomar muita água (6 a 8 copos por dia), bastante leite e iogurte. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">4.
Comer abundantemente frutas (principalmente cítricas), verduras, e legumes.
Laranja após as refeições é excelente contra a vontade de fumar. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">5.
Não comer pimenta, evitar todos os condimentos picantes e restringir o uso de alimentos
fritos e gordurosos. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">6.
Diminuir o consumo de açúcar. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">7.
Usar suplementos vitamínicos dos complexos B e C. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">8.
Dormir bem. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">9.
Fazer exercícios físicos, especialmente caminhar, o que distrai, fazendo
esquecer mais facilmente a vontade de fumar. Qualquer distração ajuda muito. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">10.
Ficar o mais distante possível de fumantes. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">No
final da semana, a vontade de fumar estará bem menor; pois o cérebro já estará
retomando a produção endorfina, o hormônio do prazer. Lembrando-se dos males
causados pelo vício e dos benefícios provenientes de abandoná-lo, não será
difícil libertar-se definitivamente. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<div style="margin-bottom: .0001pt; margin: 0cm;">
<span style="font-family: "Verdana","sans-serif";">Os
tratamentos a laser também têm dado excelentes resultados, uma vez que o laser
estimula a produção de endorfina. </span><span style="font-family: "Verdana","sans-serif"; font-size: 10pt;"></span></div>
<span style="font-family: "Verdana","sans-serif"; font-size: 11pt; line-height: 115%;">Abandonando o vício, você
terá como recompensa: viver mais; melhorar todos os seus sentidos; revitalizar
o sistema imunológico; evitar os inconvenientes sociais resultantes da aversão
que seu vício causas à maioria das pessoas e diminuirá os riscos de contrair
doenças como o câncer, a bronquite, o infarto, o enfisema pulmonar, o derrame,
a úlcera gástrica, a osteoporose; etc.</span><br />
<br />
<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/F265D6aksA0?feature=player_embedded' frameborder='0'></iframe></div>
<br />
<br />
<br />
Este vídeo reúne imagens de advertências do Ministério da Saúde
presentes nas embalagens de cigarro, entre outras, e mostra dois casos
famosos de vítimas fatais do cigarro.<br />
<br />
A ANVISA (Agência Nacional de Vigilância Sanitária) informa que TODOS os
produtos derivados do tabaco causam graves males à saúde de seus
consumidores, sem qualquer benefício associado. Não existe cigarro
seguro.<br />
<br />
Os efeitos à saúde causados pelo fumo de tabaco se referem diretamente
ao tabagismo assim como à inalação de fumaça ambiente (tabagismo
passivo). A Organização Mundial de Saúde (OMS) estima que 16% da
população brasileira é fumante, mas esse número vem diminuindo. A OMS
também estima que em países desenvolvidos, 26% das mortes masculinas e
9% das mortes femininas podem ser atribuídas ao tabagismo. Desta forma, o
tabagismo é uma importante causa de morte prematura em todo o mundo.<br />
<br />
" Está mais que provado que o ato de fumar não é e nunca foi bom, pelo contrário, é pésssimo... Você que é fumante pare e pense no que está fazendo da sua vida.... Será que vale mesmo a pena fumar ? "<br />
<br />
<br />
<br />
<br />
Fontes : Dez mandamentos do cigarro / João de Freitas<br />
<br />
<ol class="references">
<li id="cite_note-0"><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-0">↑</a> <i><a class="external text" href="http://www.drashirleydecampos.com.br/noticias/12296" rel="nofollow">Tabagismo/Fumo/Cigarro Qual a origem histórica do tabagismo?</a></i>. www.drashirleydecampos.com.br. Página visitada em 18 de maio de 2010.</li>
<li id="cite_note-1"><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-1">↑</a> Robicsek, Francis <i>Smoke</i>; <i>Ritual Smoking in Central America</i> pp. 30–37</li>
<li id="cite_note-Goodman93-2">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-Goodman93_2-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-Goodman93_2-1">b</a></b></i></sup> <cite><span class="citation">Goodman, Jordan Elliot. <i>Tobacco in history:</i>: the cultures of dependence. New York: Routledge, 1993. 97 p. <a class="internal mw-magiclink-isbn" href="http://pt.wikipedia.org/wiki/Especial:Fontes_de_livros/0415049636">ISBN 0-415-04963-6</a></span></cite></li>
<li id="cite_note-tabagismoumadoenca-3">↑ <sup><i><b><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-tabagismoumadoenca_3-0">a</a></b></i></sup> <sup><i><b><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-tabagismoumadoenca_3-1">b</a></b></i></sup> <i><a class="external text" href="http://www.tabagismoumadoenca.hpg.ig.com.br/historia_do_tabaco.htm" rel="nofollow">A História do Tabaco</a></i>. www.tabagismoumadoenca.hpg.ig.com.br. Página visitada em 18 de maio de 2010.</li>
<li id="cite_note-4"><a href="http://pt.wikipedia.org/wiki/Cigarro#cite_ref-4">↑</a> <i><a class="external text" href="http://www.performance.pt/html/saude_desc.asp?id=334" rel="nofollow">Tabaco mata 12 mil portugueses por ano</a></i>. www.performance.pt. Página visitada em 18 de maio de 2010.</li>
</ol>
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<br />Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com2tag:blogger.com,1999:blog-5506633335857031085.post-54396754148585035172011-10-13T14:47:00.000-07:002011-10-13T14:51:04.929-07:00Criaturas Inocentes<img alt="caoprot3.JPG" border="0" height="480" src="http://www.abrigodosbichos.com.br/Membros/1/caoprot3.JPG" style="height: 478px; width: 440px;" width="440" /><br />
<br />
<span style="font-family: "Tahoma","sans-serif"; font-size: 5.5pt;">.</span><br />
<br />
<span style="font-family: "Tahoma","sans-serif";"><span style="font-size: small;">Este cão foi levado a Sociedade Protetora dos Animais de Curitiba por sua responsável no dia 23/10/06 para tratamento. Entrou no terreno do vizinho em uma chácara em Bocaiuva do Sul, e teve seus membros posteriores amputados<br />por pegar uma galinha. Este fato, segundo sua responsável, ocorreu 14 dias antes de trazê-lo a Sociedade Protetora.<br />Ela foi questionada pelas veterinárias da Sociedade Protetora quanto a demora na procura de atendimento e o registro de denúncia contra o indivíduo que cometeu este crime. Disse que estava medicando o animal com medicamentos<br />comprados em um aviário e que não denunciaria o vizinho por medo. <br />Ontem, dia 24, este crime foi denunciado pela Sociedade Protetora na DPMA.<br />A responsável será chamada para esclarecer o caso.<br /><br />OMISSÃO TAMBÉM É CRIME! DENUNCIEM</span></span><br />
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<br />
" Lamentavelmente ainda existe atos de crueldade com animais que não tem como se defender, que foi o caso desse cachorro. Pior foi a omissão de sua dona, que por medo do visinho acabou ocultando a atracidade que o mesmo fizera com o pobre do animal. sem contar que ela além de omitir o crime ainda tentaou cuidr , ela mesma, do cachorro em sua residencia com remédios, sem auxílio de um especialista , expondo o animal a graves infeccções ou até a mesmo a morte. Com a aparencia do animal está mais que claro que não havia condições alguma dessa mulher cuidar dele sem o auxilio especialista.<br />
Na faculdade tive um excelente professor de metodologia que em uma de suas aulas comentou sobre um documentário incrível que mostrava o lado podre do ser humano em relação aos animais. Esse documentário mostra cenas realmente fortes de como o homem maltrata os animais como se os mesmos fossem simples objetos que não sentisse dor alguma. Uma tamanha brutalidade!! Lembro de uma cena que nunca tirei da cabeça e por sorte a encontrei no youtube. Aqui vos mostro tamanho crueldade e quem quiser assistir todo o documentário poderá encomntra´ lo no youtube. Esse documentário se chama ' Terráqueos""<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/bCGy7FqCNnA?feature=player_embedded' frameborder='0'></iframe></div>
<br />
Para e pense caro leitor ... Quem é o animal racional e irracional ? <br />
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<br />Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com2tag:blogger.com,1999:blog-5506633335857031085.post-31173987009414369442011-10-05T23:32:00.000-07:002011-10-05T23:32:36.684-07:00Progeria <img height="450px" src="http://www.glogster.com/media/5/29/38/86/29388608.jpg" width="295px" /><br />
<b>Progeria</b> (do grego geras, "velhice") é uma <a href="http://pt.wikipedia.org/wiki/Doença" title="Doença"><span style="color: #0645ad;">doença</span></a> da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Infância" title="Infância"><span style="color: #0645ad;">infância</span></a> extremamente rara, caracterizada por um dramático <a href="http://pt.wikipedia.org/wiki/Envelhecimento" title="Envelhecimento"><span style="color: #0645ad;">envelhecimento</span></a> prematuro. Estima-se que afeta um de cada 8 milhões de recém nascidos. A forma mais severa desta doença é a chamada <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/SÃndrome_de_Hutchinson-Gilford" title="Síndrome de Hutchinson-Gilford"><span style="color: #0645ad;">síndrome de Hutchinson-Gilford</span></a> nomeada assim em honra de Jonathan Hutchinson, que foi o primeiro em descrevê-la em <a href="http://pt.wikipedia.org/wiki/1886" title="1886"><span style="color: #0645ad;">1886</span></a> e de Hastings Gilford que realizou diferentes estudos a respeito de seu desenvolvimento e características em <a href="http://pt.wikipedia.org/wiki/1904" title="1904"><span style="color: #0645ad;">1904</span></a>.<br />
<span class="mw-headline" id="Caracter.C3.ADsticas_Cl.C3.ADnicas">Características Clínicas.</span><br />
<span class="mw-headline"><a href="http://gamesonline.cilenebonfim.com/wp-content/uploads/2011/09/Progeria-ou-Envelhecimento-Precoce.jpg"><img alt="" class="alignnone size-full wp-image-6611" height="305px" src="http://gamesonline.cilenebonfim.com/wp-content/uploads/2011/09/Progeria-ou-Envelhecimento-Precoce.jpg" title="Progeria-ou-Envelhecimento-Precoce" width="450px" /></a></span><br />
<ul><li>Baixa imunidade </li>
<li>Baixa <a href="http://pt.wikipedia.org/wiki/Estatura" title="Estatura"><span style="color: #0645ad;">estatura</span></a> </li>
<li><a href="http://pt.wikipedia.org/wiki/Pele" title="Pele"><span style="color: #0645ad;">Pele</span></a> seca e enrugada </li>
<li><a href="http://pt.wikipedia.org/wiki/CalvÃcie" title="Calvície"><span style="color: #0645ad;">Calvície</span></a> prematura </li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Cabelos" title="Cabelos"><span style="color: #0645ad;">Cabelos</span></a> brancos na infância </li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Olhos" title="Olhos"><span style="color: #0645ad;">Olhos</span></a> proeminentes </li>
<li><a href="http://pt.wikipedia.org/wiki/Crânio" title="Crânio"><span style="color: #0645ad;">Crânio</span></a> de grande tamanho </li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Veias" title="Veias"><span style="color: #0645ad;">Veias</span></a> cranianas salientes </li>
<li>Ausência de <a href="http://pt.wikipedia.org/wiki/Sobrancelha" title="Sobrancelha"><span style="color: #0645ad;">sobrancelhas</span></a> e pestanas </li>
<li><a href="http://pt.wikipedia.org/wiki/Nariz" title="Nariz"><span style="color: #0645ad;">Nariz</span></a> grande e com forma de bico </li>
<li>Problemas cardíacos </li>
<li><a href="http://pt.wikipedia.org/wiki/Peito" title="Peito"><span style="color: #0645ad;">Peito</span></a> estreito, com costelas marcadas </li>
<li>Extremidades finas e esqueléticas </li>
<li>Estreitamento das artérias coronárias </li>
<li>Articulações grandes e rígidas </li>
<li>Manchas na <a href="http://pt.wikipedia.org/wiki/Pele" title="Pele"><span style="color: #0645ad;">pele</span></a> semelhantes às da velhice por mau metabolismo da <a href="http://pt.wikipedia.org/wiki/Melanina" title="Melanina"><span style="color: #0645ad;">melanina</span></a> </li>
<li>Presença de <a href="http://pt.wikipedia.org/wiki/Doença_degenerativa" title="Doença degenerativa"><span style="color: #0645ad;">doenças degenerativas</span></a> como a <a href="http://pt.wikipedia.org/wiki/Artrite" title="Artrite"><span style="color: #0645ad;">artrite</span></a>, próprias da <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Velhice" title="Velhice"><span style="color: #0645ad;">velhice</span></a> </li>
<li><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Morte_natural" title="Morte natural"><span style="color: #0645ad;">Morte natural</span></a> ocorre até aos 13 anos. </li>
<li><img height="313px" src="http://www.ufpe.br/biolmol/Genetica-Medicina/progeria-esquema.jpg" width="308px" /></li>
</ul>A progeria se produz por mutações na lamina A C/as quais geram uma laminação alternativa que leva à produção de uma <a href="http://pt.wikipedia.org/wiki/ProteÃna" title="Proteína"><span style="color: #0645ad;">proteína</span></a> imatura similar à prelamina A.As células apresentam um <a href="http://pt.wikipedia.org/wiki/Núcleo" title="Núcleo"><span style="color: #0645ad;">núcleo</span></a> com alterações estruturais (herniações e lóbulos) bem como defeitos na organização da heterocromatina. Molecularmente apresentam um defeito no mecanismo de reparo do <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/DNA" title="DNA"><span style="color: #0645ad;">DNA</span></a> como consequência do rompimento da dupla hélice.<br />
<h2><span class="mw-headline" id="Tratamento_e_Cura">Tratamento e Cura</span></h2>Atualmente o tratamento da progeria é feito de acordo com o desenvolvimento de seus sintomas no portador, ou seja, a medida que os mesmos vão surgindo um especialista da referida área é indicado para controlar/amenizar os efeitos no indivíduo. Entretanto, é certo que o acompanhamento freqüente por parte de um cardiologista, de um nutricionista, de um fisioterapeuta e de um psicólogo se fazem necessários para o bem estar físico e emocional da criança.<br />
<div class="separator" style="clear: both; text-align: center;"><br />
</div>Apesar de diversas pesquisas estarem sendo realizadas, até o presente momento não há cura para a doença, mais recentemente pesquisadores franceses eespanhóis, chefiados por Nicolas Lévy e Carlos Lopez-Otin, da Faculdade de Medicina da Universidade de Oviedo, conseguiram fazer um coquetel de medicamentos que retardaram o desenvolvimento do envelhecimento precoce em ratos de laboratório, diminuindo os efeitos da doença, o que aumentou a espectativa de vida dos ratos de 101 para 179 dias, a expectativa é de que muito em breve o mesmo poderá ser testado em humanos.<br />
<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/uODmWYHQsII?feature=player_embedded' frameborder='0'></iframe></div><br />
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Fontes : <a href="http://pt.wikipedia.org/wiki/Progeria">http://pt.wikipedia.org/wiki/Progeria</a><br />
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<a href="http://www.glogster.com/media/5/29/38/86/29388608.jpg">http://www.glogster.com/media/5/29/38/86/29388608.jpg</a><br />
<br />
<a href="http://www.ufpe.br/biolmol/Genetica-Medicina/progeria-esquema.jpg">http://www.ufpe.br/biolmol/Genetica-Medicina/progeria-esquema.jpg</a>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-28841578391435805652011-10-05T22:42:00.000-07:002011-10-05T22:42:06.041-07:00Síndrome de Proteus <img height="476px" src="http://www.boncherry.com/blog/wp-content/uploads/2009/10/mandy_sellars.jpg" width="306px" /><br />
<em>Mandy Sellars: A mulher que tem 70 kg em cada perna</em>.<br />
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Mandy é uma psicóloga que já se acostumou ao fato da doença rara que só afeta 120 pessoas em todo o mundo e gosta de dirigir seu carro adaptado pra ela com controle remoto. Ela diz que sabe que em algum momento futuro terá que amputar as duas pernas, já que elas atingirão um tamanho tal que atrapalharão a vida de Mandy. Mas enquanto este momento não chega, a psicóloga que sofre da símdrome de Proteus diz que vai levando a vida como pode.<br />
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<div id="siteSub"> </div><!-- /jumpto --><!-- bodycontent --><div class="mw-content-ltr" dir="ltr" lang="pt">A <b>síndrome de Proteus</b> é uma <a href="http://pt.wikipedia.org/wiki/Doença_congênita" title="Doença congênita">doença congênita</a> que causa crescimento exagerado e patológico da pele com <a href="http://pt.wikipedia.org/wiki/Tumor" title="Tumor">tumores</a> <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Subcutâneo" title="Subcutâneo">subcutâneos</a>, desenvolvimento atípico com <a class="new" href="http://pt.wikipedia.org/w/index.php?title=Macrodactilia&action=edit&redlink=1" title="Macrodactilia (página não existe)"><span style="color: blue;">macrodactilia</span></a><span style="color: blue;"> e </span><a class="new" href="http://pt.wikipedia.org/w/index.php?title=Hemi-hipertrofia&action=edit&redlink=1" title="Hemi-hipertrofia (página não existe)"><span style="color: blue;">hemi-hipertrofia</span></a>. É uma doença extremamente rara: se descreveram cerca de 120 casos em todo mundo. Por causa dessa raridade, não há muitos estudos na área atualmente, e quase todos os acontecimentos, praticamente, não têm solução.</div><div class="mw-content-ltr" dir="ltr" lang="pt">A síndrome de Proteus foi reconhecida pela primeira vez como entidade nosológica distinta em 1979 por Cohen e Hayden, que a descreveram como uma nova síndrome hamartomatosa. O termo hamartoma vem do grego Hamartia – erro, Oma – crescimento tumoral. Segundo Vieira et al em 1983 Wiedeman propôs o nome síndrome de Proteus para essa doença, descrevendo quatro casos com as seguintes características: gigantismo parcial das mãos e dos pés, nevo pigmentado, hemi-hipertrofia, tumores subcutâneos, macrocefalia e outras anomalias cranianas e viscerais.</div><div class="mw-content-ltr" dir="ltr" lang="pt">O nome <a href="http://pt.wikipedia.org/wiki/Proteu" title="Proteu">Proteus</a> deriva do deus grego deus marinho filho dos titãs Tétis e Oceano, ou ainda de Poseidon, tido como possuidor de dons proféticos revelador do destino, esquivo arredio diantes dos humanos capaz de assumir aparencias monstruosas.</div><div class="mw-content-ltr" dir="ltr" lang="pt">Consta que esta doença teria permanecido desconhecida, se não fosse o caso de <a href="http://pt.wikipedia.org/wiki/Joseph_Merrick" title="Joseph Merrick">Joseph Merrick</a>, <i><a class="mw-redirect" href="http://pt.wikipedia.org/wiki/O_homem_elefante" title="O homem elefante">O homem elefante</a></i>, foi um caso particularmente grave desta síndrome, além da <a href="http://pt.wikipedia.org/wiki/Neurofibromatose" title="Neurofibromatose">neurofibromatose</a> que também acredita-se que tinha.</div><div class="mw-content-ltr" dir="ltr" lang="pt">Em 1980 foi rodado o filme "O Homem Elefante" (The Elephant Man) dirigido por <a href="http://pt.wikipedia.org/wiki/David_Lynch" title="David Lynch">David Lynch</a> e estrelado por Anthony Hopkins, John Hurt, Anne Bancroft e John Gielgud. No filme, o ator <a href="http://pt.wikipedia.org/wiki/John_Hurt" title="John Hurt">John Hurt</a> interpreta <a class="mw-redirect" href="http://pt.wikipedia.org/wiki/Joseph_Carey_Merrick" title="Joseph Carey Merrick">Joseph Carey Merrick</a>, onde é relatada sua vida e as dificuldades enfrentada por ele portar a doença que provocou deformidades em 90% do seu corpo.</div><div class="mw-content-ltr" dir="ltr" lang="pt">Em vida, Joseph, quando criança foi rejeitado por sua aparência, sendo assim, expulso de casa. Após isso, tentou vender livros, mas não obteve muito sucesso por causa de sua aparência. Depois de meses tentando arrecadar fundos para viver, foi "resgatado" por um circo de aberrações, onde foi posto como atração sob o título de "A parte mais degradante do ser humano". Após tempos de circenses, um médico dos arredores o recolheu para análise e tratamento. Em 1890, Joseph veio a falecer por causa do crescimento de seu cérebro e seu rompimento de pele.</div><div class="mw-content-ltr" dir="ltr" lang="pt"><img height="432px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEihNjchhh517UaNRS_9j5KQW-sXAAsl9WSE-6v0Kjknagt5euzGD51JI1gMnLW_2_Sk3w6qpm1o6hJwGBk_gk1BLHyAmLz_OJj72ZBRx6B2BFVerdZTR2ty_MFO7KzB4C-JPSh8TPx2jXI/s640/elephant-man-free1.jpg" width="640px" /><br />
<em>Joseph Merrick</em></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/z6pb7veyn6Q?feature=player_embedded' frameborder='0'></iframe></div><div class="mw-content-ltr" dir="ltr" lang="pt"><em></em> </div><div class="mw-content-ltr" dir="ltr" lang="pt"><em></em> </div><div class="mw-content-ltr" dir="ltr" lang="pt"><em> Fontes : <ol class="references"><li id="cite_note-0"><a href="http://pt.wikipedia.org/wiki/SÃndrome_de_Proteus#cite_ref-0">↑</a> Cohen MM. Proteus syndrome: clinical evidence for somatic mosaicism and selective review. Am J Med Genet 1993;47:645-52. apud: Vieira, N.R.N; Silva,C.M.R.; Pereira, L.B.; Gontijo, B. Síndrome de Proteus: relato de caso. An bras Dermatol, Rio de Janeiro, 76(2):201-208, mar./abr. 2001 <a class="external text" href="http://www.anaisdedermatologia.org.br/download_file.aspx?TargetFile=v76%5C76n2orig_7.pdf" rel="nofollow">PDF</a> Abril, 2011 </li>
<li id="cite_note-1"><a href="http://pt.wikipedia.org/wiki/SÃndrome_de_Proteus#cite_ref-1">↑</a> ALMEIDA, Washington L. C. et al. Hamartoma vascular da cavidade nasal: relato de caso. Rev. Bras. Otorrinolaringol. [online]. 2003, vol.69, n.1 [cited 2011-04-15], pp. 142-144.<a class="external text" href="http://www.scielo.br/scielo.php?script=sci_arttext&pid=S0034-72992003000100024&lng=en&nrm=iso" rel="nofollow">PDF</a> Abril, 2011 </li>
<li id="cite_note-2"><a href="http://pt.wikipedia.org/wiki/SÃndrome_de_Proteus#cite_ref-2">↑</a> Vieira, N.R.N; Silva,C.M.R.; Pereira, L.B.; Gontijo, B. Síndrome de Proteus: relato de caso. An bras Dermatol, Rio de Janeiro, 76(2):201-208, mar./abr. 2001 <a class="external text" href="http://www.anaisdedermatologia.org.br/download_file.aspx?TargetFile=v76%5C76n2orig_7.pdf" rel="nofollow">PDF</a> Abril, 2011 </li>
<li id="cite_note-3"><a href="http://pt.wikipedia.org/wiki/SÃndrome_de_Proteus#cite_ref-3">↑</a> Wiedemann HR, Burgio GR, Aldenhoff P, Kunze J, Kaufmann HJ, Schirg E. The proteus syndrome. Partial gigantism of the hands and/or feet, nevi, hemihypertrophy, subcutaneous tumors, macrocephaly or other skull anomalies and possible accelerated growth and visceral affections. Eur J Pediatr 1983;140:5-12. </li>
</ol></em></div><div class="mw-content-ltr" dir="ltr" lang="pt"><em> </em></div>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-6721850331815618802011-10-05T22:06:00.000-07:002011-10-05T22:06:57.061-07:00Ictiose tipo Harlequim<div closure_uid_5alpyl="453"><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="31">Harlequin tipo ictiose</span></span></b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="32"> (também conhecido como "Harlequin bebê", </span></span><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="36">Harlequin ictiose</span></span></b></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="37"> ,</span></span> <i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="41">ictiose congênita</span></span></b></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="42"> ,</span></span> <i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="46">Ictiose fetal</span></span></b></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="47"> , </span></span><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="48">queratose diffusa fetal</span></span></b></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="49"> , "feto Arlequim",</span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="54"> e "Ictiose congênita GRAVIOR "</span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="58">, uma doença de pele, é a forma mais grave da </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/Congenital" title="Congênito"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="59" style="color: #0645ad;">congênitas </span></span></a><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Ichthyosis" title="Ictiose"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="60" style="color: #0645ad;">ictiose</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="61"> , caracterizada por um espessamento da </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Keratin" title="Ceratina"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="62" style="color: #0645ad;">queratina</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="63"> da camada na </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Fetus" title="Feto"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="64" style="color: #0645ad;">fetal </span></span></a><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Human_skin" title="Pele humana"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="65" style="color: #0645ad;">da pele humana</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="19" class="" closure_uid_5alpyl="66"> . </span><span _gt_s5t95b4aw1gi="1" b="20" class="" closure_uid_5alpyl="67">Em portadores da doença, a pele contém maciço, em forma de diamante escalas, e tende a ter uma cor avermelhada. </span><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="68">Além disso, os </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Human_eye" title="Olho humano"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="69" style="color: #0645ad;">olhos</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="70"> , </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Ear" title="Ouvido"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="71" style="color: #0645ad;">ouvidos</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="72"> , </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Penis" title="Pênis"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="73" style="color: #0645ad;">pênis</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="21" closure_uid_5alpyl="74"> , e os anexos podem ser anormalmente contraídas. </span><span _gt_s5t95b4aw1gi="1" b="22" class="" closure_uid_5alpyl="75">A queratina escamosa limita bastante o movimento da criança. </span><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="76">Devido a resultante </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/Cracked_skin" title="Pele rachada"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="77" style="color: #0645ad;">pele rachada</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="78"> em locais onde a pele normal seria fold, é facilmente expugnável por </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Bacteria" title="Bactérias"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="79" style="color: #0645ad;">bactérias</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="80"> e outros </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/Contaminant" title="Contaminante"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="81" style="color: #0645ad;">contaminantes</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="23" class="" closure_uid_5alpyl="82"> , resultando em grave risco de infecção fatal.</span></span></div><div closure_uid_5alpyl="455"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="83" style="background-color: #c9d7f1;">O </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="84" style="background-color: #c9d7f1;">arlequim tipo de</span></span></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="85" style="background-color: #c9d7f1;"> designação vem tanto do bebê expressão facial aparente e em forma de diamante das escamas (lembrando o traje de </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Harlequin" title="Arlequim"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="86" style="background-color: #c9d7f1; color: #0645ad;">Arlequim</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="87" style="background-color: #c9d7f1;"> ), que são causadas por graves </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Hyperkeratosis" title="Hiperqueratose"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="88" style="background-color: #c9d7f1; color: #0645ad;">hiperqueratose</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="24" class="goog-text-highlight" closure_uid_5alpyl="89" style="background-color: #c9d7f1;"> . </span><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="90">A doença pode ser </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Medical_diagnosis" title="Diagnóstico médico"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="91" style="color: #0645ad;">diagnosticada</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="92"> no </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Uterus" title="Útero"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="93" style="color: #0645ad;">útero</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="94"> por meio de pele fetal </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Biopsy" title="Biopsia"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="95" style="color: #0645ad;">biópsia</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="96"> ou por análise morfológica do </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Amniotic_fluid" title="Líquido amniótico"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="97" style="color: #0645ad;">líquido amniótico</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="98"> células obtidas por </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Amniocentesis" title="Amniocentese"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="99" style="color: #0645ad;">amniocentese</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="25" closure_uid_5alpyl="100"> . </span><span _gt_s5t95b4aw1gi="1" b="26" class="" closure_uid_5alpyl="101">Além disso, os médicos podem agora geralmente reconhecer características comuns da doença através de </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Ultrasound" title="Ultra-som"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="26" class="" closure_uid_5alpyl="102" style="color: #0645ad;">ultra-som</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="26" class="" closure_uid_5alpyl="103"> , e acompanhamento com ultra-som 3D para diagnosticar a doença.</span></span></div><div closure_uid_5alpyl="480"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="27" class="" closure_uid_5alpyl="104">Ele é associado com uma mutação no gene para a proteína </span></span><i><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/ABCA12" title="ABCA12"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="27" class="" closure_uid_5alpyl="105" style="color: #0645ad;">ABCA12</span></span></a></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="27" class="" closure_uid_5alpyl="106"> . </span></span></div><div closure_uid_5alpyl="480"><br />
</div><div closure_uid_5alpyl="480"><span class="mw-headline" id="Signs_and_symptoms"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="36" class="" closure_uid_5alpyl="128">Sinais e sintomas</span></span></span></div><div closure_uid_5alpyl="467"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="37" class="" closure_uid_5alpyl="129">As características dos doentes são graves deformidades cranianas e faciais. </span><span _gt_s5t95b4aw1gi="1" b="38" closure_uid_5alpyl="130">As orelhas podem ser muito pouco desenvolvido ou ausente por completo, como pode o </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Human_nose" title="Nariz humano"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="38" closure_uid_5alpyl="131">nariz</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="38" closure_uid_5alpyl="132"> . </span><span _gt_s5t95b4aw1gi="1" b="39" closure_uid_5alpyl="133">O </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Eyelid" title="Pálpebra"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="39" closure_uid_5alpyl="134">pálpebras</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="39" closure_uid_5alpyl="135"> são severamente evertido ( </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Ectropion" title="Ectrópio"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="39" closure_uid_5alpyl="136">ectrópio</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="39" closure_uid_5alpyl="137"> ), o que deixa os olhos ea área em torno deles muito suscetíveis à infecção. </span><span _gt_s5t95b4aw1gi="1" b="40" closure_uid_5alpyl="138">Muitas vezes eles sangram após o nascimento. </span><span _gt_s5t95b4aw1gi="1" b="41" class="" closure_uid_5alpyl="139">Os </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Lip" title="Lábio"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="41" class="" closure_uid_5alpyl="140">lábios</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="41" class="" closure_uid_5alpyl="141"> , puxada pela pele seca, são fixados em uma careta de largura ( </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Eclabium" title="Eclábio"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="41" class="" closure_uid_5alpyl="142">eclábio</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="41" class="" closure_uid_5alpyl="143"> ). </span><span _gt_s5t95b4aw1gi="1" b="42" closure_uid_5alpyl="144">Braços, pés e dedos são quase sempre deformada de tal maneira que eles não podem dobrar corretamente, e pode ser abaixo do tamanho normal. </span><span _gt_s5t95b4aw1gi="1" b="43" class="" closure_uid_5alpyl="145">Eles apresentam </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Hypoplasia" title="Hipoplasia"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="43" class="" closure_uid_5alpyl="146">hipoplasia</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="43" class="" closure_uid_5alpyl="147"> nos dedos das mãos e, portanto, eles não podem pegar as coisas corretamente, ou mal conseguem tocá-los. </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Polydactyly" title="Polidactilia"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="43" class="" closure_uid_5alpyl="148">Polidactilia</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="43" class="" closure_uid_5alpyl="149"> , uma condição em que um tem mais do que o número usual de dedos ou dedos, foi encontrado também nessas crianças.</span></span></div><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="44" closure_uid_5alpyl="150">Eles são extremamente suscetíveis a mudanças de </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Temperature" title="Temperatura"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="44" closure_uid_5alpyl="151">temperatura</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="44" closure_uid_5alpyl="152"> devido à sua armadura-como </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/Cracked_skin" title="Pele rachada"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="44" closure_uid_5alpyl="153">pele rachada</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="44" closure_uid_5alpyl="154"> , o que impede a perda de calor normal. </span><span _gt_s5t95b4aw1gi="1" b="45" closure_uid_5alpyl="155">Isso pode resultar em </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Hyperthermia" title="Hipertermia"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="45" closure_uid_5alpyl="156">hipertermia</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="45" closure_uid_5alpyl="157"> . </span><span _gt_s5t95b4aw1gi="1" b="46" class="" closure_uid_5alpyl="158">Sua </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Respiratory_system" title="Sistema respiratório"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="46" class="" closure_uid_5alpyl="159">respiração</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="46" class="" closure_uid_5alpyl="160"> também é restrito pela pele, que impede a </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/Chest_wall" title="Parede torácica"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="46" class="" closure_uid_5alpyl="161">parede torácica</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="46" class="" closure_uid_5alpyl="162"> de expandir e desenho no ar o suficiente. </span><span _gt_s5t95b4aw1gi="1" b="47" closure_uid_5alpyl="163">Isso pode levar a </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Hypoventilation" title="Hipoventilação"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="47" closure_uid_5alpyl="164">hipoventilação</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="47" closure_uid_5alpyl="165"> e </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Respiratory_failure" title="Insuficiência respiratória"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="47" closure_uid_5alpyl="166">insuficiência respiratória</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="47" closure_uid_5alpyl="167"> . </span><span _gt_s5t95b4aw1gi="1" b="48" closure_uid_5alpyl="168">Arlequins são frequentemente </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/Dehydrated" title="Desidratado"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="48" closure_uid_5alpyl="169">desidratado</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="48" closure_uid_5alpyl="170"> , como sua pele banhado não é adequado para manter a água dentro</span></span><br />
<h2 closure_uid_5alpyl="485"><span class="mw-headline" id="Treatment_and_prognosis"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="49" closure_uid_5alpyl="174">Tratamento e prognóstico</span></span></span></h2><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="175">No passado, o transtorno era sempre fatal, seja devido à </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Dehydration" title="Desidratação"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="176">desidratação</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="177"> , </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Infection" title="Infecção"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="178">infecção</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="179"> ( </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Sepsis" title="Sepsia"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="180">sepsis</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="181"> ), restrita </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Breathing" title="Respiração"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="182">a respiração</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="50" class="" closure_uid_5alpyl="183"> devido ao chapeamento, ou outras causas relacionadas. </span><span _gt_s5t95b4aw1gi="1" b="51" closure_uid_5alpyl="184">A causa mais comum de morte foi infecção sistêmica e raramente sofrem sobreviveram por mais de alguns dias. </span><span _gt_s5t95b4aw1gi="1" b="52" closure_uid_5alpyl="185">No entanto, tem havido melhorias no atendimento, mais notavelmente a droga </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Isotretinoin" title="Isotretinoína"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="52" closure_uid_5alpyl="186">isotretinoína</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="52" closure_uid_5alpyl="187"> (Isotrex). </span><span _gt_s5t95b4aw1gi="1" b="53" closure_uid_5alpyl="188">O mais velho sobrevivente conhecido é de 26 anos Nusrit "Nelly" Shaheen, que está em boa saúde. </span></span><sup class="reference" id="cite_ref-Alison_Jones_3-0"><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_note-Alison_Jones-3"><span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="53" closure_uid_5alpyl="189">[</span></span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="53" closure_uid_5alpyl="190"> 4 </span></span><span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="53" closure_uid_5alpyl="191">]</span></span></span></a></sup><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="53" closure_uid_5alpyl="192"> Lifespan limitações ainda não foram determinadas com os novos tratamentos.</span></span><br />
<h2 closure_uid_5alpyl="490"><span class="editsection"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="54" closure_uid_5alpyl="195"> </span></span></span><span class="mw-headline" id="History"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="54" closure_uid_5alpyl="196">História</span></span></span></h2><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="55" closure_uid_5alpyl="197">A doença é conhecida desde 1750, e foi descrita pela primeira vez no diário de um clérigo de Charleston, Carolina do Sul, o Rev. Oliver Hart:</span></span><br />
<blockquote><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="56" class="" closure_uid_5alpyl="198">"Na quinta-feira, abril a 5, de 1750, eu fui ver um objeto mais deplorável de uma criança, nascida na noite anterior de uma Mary Evans em 'Chas'town. Foi surpreendente para todos os que viram isso, e eu mal sei como para descrevê-lo. A pele estava seca e dura e parecia ser quebrada em muitos lugares, que se assemelha as escamas de um peixe. A boca era grande e redonda e aberta. Não tinha nariz externo, mas dois furos onde o nariz deveria ter sido. Os olhos pareciam ser pedaços de sangue coagulado, girou para fora, sobre a grandeza de uma ameixa, medonho de se ver. Ela não tinha orelhas externas, mas buracos onde as orelhas devem ser. As mãos e os pés pareciam estar inchado, foram apertados para cima e senti bastante difícil. A parte de trás da cabeça era muito aberto. Fez um estranho tipo de ruído, muito baixo, o que não posso descrever. Ele viveu cerca de 48 horas e estava vivo quando a vi. " </span></span></blockquote><h2 closure_uid_5alpyl="484"><span class="editsection"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="57" closure_uid_5alpyl="202"> </span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="57" closure_uid_5alpyl="204"> </span></span></span><span class="mw-headline" id="Notable_cases"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="57" closure_uid_5alpyl="205">casos notáveis</span></span></span></h2><ul closure_uid_5alpyl="483"><li closure_uid_5alpyl="482"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="58" class="" closure_uid_5alpyl="206">Nusrit "Nelly" Shaheen (nascido em 1984) é o mais antigo sobrevivente com a condição no Reino Unido. </span><span _gt_s5t95b4aw1gi="1" b="59" class="" closure_uid_5alpyl="207">Ela é um dos oito filhos, quatro dos quais também sofreram com a doença e morreu como crianças pequenas. </span><span _gt_s5t95b4aw1gi="1" b="60" class="" closure_uid_5alpyl="208">Nelly vive um estilo de vida ativo e está estudando treinos desportivos e de liderança em Hereward College. </span></span></li>
<li closure_uid_5alpyl="482"><img src="http://images.icnetwork.co.uk/upl/birmpost/may2008/6/6/CDAC2A9C-FE74-4E0E-D7566E99E6C793CA.jpg" /></li>
</ul><ul closure_uid_5alpyl="492"><li closure_uid_5alpyl="491"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="61" class="goog-text-highlight" closure_uid_5alpyl="215" style="background-color: #c9d7f1;">Hunter Steinitz (nascido em 1994) é um dos apenas dez americanos sofrem da doença e é perfilado na </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/National_Geographic" title="National Geographic"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="61" class="goog-text-highlight" closure_uid_5alpyl="216" style="background-color: #c9d7f1;">National Geographic</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="61" class="goog-text-highlight" closure_uid_5alpyl="217" style="background-color: #c9d7f1;"> "Os seres humanos extraordinários: Skin". especial </span></span></li>
<li closure_uid_5alpyl="491"><span style="background-color: #c9d7f1;"><img src="http://fwixcdn.fwix.com/flickr/L6318e22601b4eedf0f5942e07a7016cd.PNG" /></span></li>
</ul><ul><li><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="62" class="" closure_uid_5alpyl="221">Ryan Gonzalez (nascido em 1986) </span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="62" class="" closure_uid_5alpyl="225">é a pessoa mais velha do que vivem os Estados Unidos com a doença. </span><span _gt_s5t95b4aw1gi="1" b="63" closure_uid_5alpyl="226">Ele foi destaque em um episódio de </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="63" closure_uid_5alpyl="227">Incredible Medical</span></span></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="63" closure_uid_5alpyl="228"> .</span></span></li>
</ul> <img src="http://www.fubartrivia.net/factimg/ryan_gonzalez_young.gif" /> <img src="http://www.fubartrivia.net/factimg/ryan_gonzalez_adult.gif" /><br />
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<div> fontes: </div><ol><li closure_uid_5alpyl="508" id="cite_note-Bolognia-0"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="233">^ </span></span><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Bolognia_0-0"><sup><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="234" style="color: #0b0080;">a</span></span></b></i></sup></a> <a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Bolognia_0-1"><sup><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="235" style="color: #0b0080;">b</span></span></b></i></sup></a> <a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Bolognia_0-2"><sup><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="236" style="color: #0b0080;">c</span></span></b></i></sup></a> <a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Bolognia_0-3"><sup><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="237" style="color: #0b0080;">d</span></span></b></i></sup></a> <span class="citation book"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="238">Rapini, Ronald P.; Bolognia, Jean L.; Jorizzo, Joseph L. (2007). </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="239">Dermatology: 2-Volume Set</span></span></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="240">. St. Louis: Mosby. </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/International_Standard_Book_Number" title="International Standard Book Number"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="241" style="color: #0645ad;">ISBN</span></span></a> <a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Special:BookSources/1-4160-2999-0" title="Especial: BookSources/1-4160-2999-0"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="242" style="color: #0645ad;">1-4160-2999-0</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="65" closure_uid_5alpyl="243">.</span></span></span><span _gt_s5t95b4aw1gi="1" class="Z3988" title=""><span style="display: none;"> </span></span> </li>
<li closure_uid_5alpyl="509" id="cite_note-Andrews-1"><b><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Andrews_1-0"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="66" class="" closure_uid_5alpyl="244" style="color: #0b0080;">^</span></span></a></b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="66" class="" closure_uid_5alpyl="245"> Elston, Dirk (2005) James, William;; Berger, Timothy. </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="66" class="" closure_uid_5alpyl="246">Andrews Doenças "da pele: Clínica de Dermatologia</span></span></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="66" class="" closure_uid_5alpyl="247"> . </span><span _gt_s5t95b4aw1gi="1" b="67" closure_uid_5alpyl="248">(Ed 10.). </span><span _gt_s5t95b4aw1gi="1" b="68" closure_uid_5alpyl="249">Saunders. </span></span><a class="internal mw-magiclink-isbn" href="http://en.wikipedia.org/wiki/Special:BookSources/0721629210"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="68" closure_uid_5alpyl="250" style="color: #0645ad;">ISBN 0-7216-2921-0</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="68" closure_uid_5alpyl="251"> .</span></span> </li>
<li closure_uid_5alpyl="507" id="cite_note-pmid15756637-2"><b><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-pmid15756637_2-0"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="252" style="color: #0b0080;">^</span></span></a></b> <span class="citation Journal"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="253">Kelsell DP, Norgett EE, Unsworth H, </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="254">et al.</span></span></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="255"> (Maio de 2005). </span></span><a class="external text" href="http://linkinghub.elsevier.com/retrieve/pii/S0002-9297(07)60726-5" rel="nofollow"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="256" style="color: #3366bb;">"Mutações em ABCA12 subjacentes à pele ictiose congénita grave harlequin doença"</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="257"> . </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="69" class="" closure_uid_5alpyl="258">Am. </span><span _gt_s5t95b4aw1gi="1" b="70" closure_uid_5alpyl="259">Hum J.. </span><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="260">Genet. </span></span></i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="261">76</span></span></b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="262"> (5):. 794-803 </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Digital_object_identifier" title="Digital Object Identifier"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="263" style="color: #0645ad;">doi</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="264"> : </span></span><a class="external text" href="http://dx.doi.org/10.1086/429844" rel="nofollow"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="265" style="color: #3366bb;">10.1086/429844</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="266"> . </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/PubMed_Central" title="PubMed Central"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="267" style="color: #0645ad;">PMC </span></span></a> <a class="external text" href="http://www.pubmedcentral.gov/articlerender.fcgi?tool=pmcentrez&artid=1199369" rel="nofollow"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="268" style="color: #3366bb;">1199369</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="269"> . </span></span><a _gt_s5t95b4aw1gi="1" class="mw-redirect" href="http://en.wikipedia.org/wiki/PubMed_Identifier" title="Identificador PubMed"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="270" style="color: #0645ad;">PMID </span></span></a> <a class="external text" href="http://www.ncbi.nlm.nih.gov/pubmed/15756637" rel="nofollow"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="271" style="color: #3366bb;">15756637</span></span></a><span class="printonly">. <a class="external free" href="http://linkinghub.elsevier.com/retrieve/pii/S0002-9297(07)60726-5" rel="nofollow"><span style="color: #3366bb;">http://linkinghub.elsevier.com/retrieve/pii/S0002-9297(07)60726-5</span></a></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="71" class="" closure_uid_5alpyl="272"> .</span></span></span><span _gt_s5t95b4aw1gi="1" class="Z3988" title=""><span style="display: none;"> </span></span> </li>
<li closure_uid_5alpyl="500" id="cite_note-Alison_Jones-3"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="273">^ </span></span><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Alison_Jones_3-0"><sup><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="274" style="color: #0b0080;">um </span></span></b></i></sup></a><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-Alison_Jones_3-1"><sup><i><b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="275" style="color: #0b0080;">b</span></span></b></i></sup></a> <span class="citation web"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="276">Alison Jones (09 de maio de 2008). </span></span><a class="external text" href="http://www.birminghampost.net/news/west-midlands-health-news/2008/05/09/nelly-is-a-real-diamond-girl-65233-20886612/" rel="nofollow"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="277" style="color: #3366bb;">"Nelly é uma menina de diamante real"</span></span></a><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="278"> . </span></span><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Birmingham_Post" title="Birmingham Post"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="279" style="color: #0645ad;">Birmingham Post </span></span></a><span class="printonly">. <a class="external free" href="http://www.birminghampost.net/news/west-midlands-health-news/2008/05/09/nelly-is-a-real-diamond-girl-65233-20886612/" rel="nofollow"><span style="color: #3366bb;">http://www.birminghampost.net/news/west-midlands-health-news/2008/05/09/nelly-is-a-real-diamond-girl-65233-20886612/</span></a></span><span class="reference-accessdate"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="72" closure_uid_5alpyl="280">. </span><span _gt_s5t95b4aw1gi="1" b="73" closure_uid_5alpyl="281">Retirado 2008/11/10</span></span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="73" closure_uid_5alpyl="282"> .</span></span></span><span _gt_s5t95b4aw1gi="1" class="Z3988" title=""><span style="display: none;"> </span></span> </li>
<li closure_uid_5alpyl="506" id="cite_note-4"><b><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-4"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="74" closure_uid_5alpyl="283" style="color: #0b0080;">^</span></span></a></b><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="74" closure_uid_5alpyl="284"> JI Waring, MD, "Menção rápida de um Feto Arlequim in America", </span></span><i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="74" closure_uid_5alpyl="285">American Journal of Diseases of Children</span></span></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="74" closure_uid_5alpyl="286"> , vol. </span><span _gt_s5t95b4aw1gi="1" b="75" closure_uid_5alpyl="287">43 No. 2, fevereiro 1932</span></span> </li>
<li closure_uid_5alpyl="505" id="cite_note-5"><b><a href="http://en.wikipedia.org/wiki/Harlequin-type_ichthyosis#cite_ref-5"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="76" class="" closure_uid_5alpyl="288" style="color: #0b0080;">^ </span></span></a></b><span class="citation web"><a class="external text" href="http://www.itv.com/Lifestyle/ThisMorning/Health/HarlequinIchthyosis/default.html" rel="nofollow"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="76" class="" closure_uid_5alpyl="289" style="color: #3366bb;">"Harlequin Ictiose" </span></span></a><span class="printonly">. <a class="external free" href="http://www.itv.com/Lifestyle/ThisMorning/Health/HarlequinIchthyosis/default.html" rel="nofollow"><span style="color: #3366bb;">http://www.itv.com/Lifestyle/ThisMorning/Health/HarlequinIchthyosis/default.html</span></a></span><span class="reference-accessdate"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="76" class="" closure_uid_5alpyl="290">. </span><span _gt_s5t95b4aw1gi="1" b="77" closure_uid_5alpyl="291">Retirado 2008/11/10</span></span></span><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="77" closure_uid_5alpyl="292"> . </span></span></span><span _gt_s5t95b4aw1gi="1" class="Z3988" title=""><span style="display: none;"> </span></span><sup class="noprint Inline-Template"><span _gt_s5t95b4aw1gi="1" style="white-space: nowrap;" title=" desde Setembro 2010"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="77" closure_uid_5alpyl="293">[ </span></span><i><a _gt_s5t95b4aw1gi="1" href="http://en.wikipedia.org/wiki/Wikipedia:Link_rot" title="Wikipedia: cheios de links"><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="77" closure_uid_5alpyl="294" style="color: #0645ad;">link morto</span></span></a></i><span _gt_s5t95b4aw1gi="1"><span _gt_s5t95b4aw1gi="1" b="77" closure_uid_5alpyl="295"> ]</span></span></span></sup> </li>
</ol>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-7069358186448421442011-10-05T21:05:00.000-07:002011-10-05T21:05:23.477-07:00O que é átomo ? <img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjsxAA54q61r9BJtjRj0PjYCC13IwuxPg-RLGg7m60t1u0rvpItf03ZBsHhR2wyozluIpoILIqYcm_HYLeAKQbn2ut_xRKsYh0CzIRFfUGc13DN-DsJajjwyTvCpgvdv3fRrLDmdv2GM46-/s1600/atomo.jpg" /><br />
<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">O <b>átomo</b> é a menor partícula que ainda caracteriza um </span><a href="http://pt.wikipedia.org/wiki/Elemento_quÃmico" title="Elemento químico"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">elemento químico</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">. Ele apresenta um núcleo com carga positiva (Z é a quantidade de </span><a href="http://pt.wikipedia.org/wiki/Próton" title="Próton"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">prótons</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e "E" a carga elementar) que apresenta quase toda sua massa (mais que 99,9%) e Z </span><a href="http://pt.wikipedia.org/wiki/Elétron" title="Elétron"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">elétrons</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> determinando o seu tamanho.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Até fins do século XIX, era considerado a menor porção em que se poderia dividir a </span><a href="http://pt.wikipedia.org/wiki/Matéria" title="Matéria"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">matéria</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">. Mas nas duas últimas décadas daquele século, as descobertas do </span><a href="http://pt.wikipedia.org/wiki/Próton" title="Próton"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">próton</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e do </span><a href="http://pt.wikipedia.org/wiki/Elétron" title="Elétron"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">elétron</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> revelaram o equívoco dessa ideia. Posteriormente, o reconhecimento do </span><a href="http://pt.wikipedia.org/wiki/Nêutron" title="Nêutron"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">nêutron</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e de outras </span><a href="http://pt.wikipedia.org/wiki/PartÃcula_subatômica" title="Partícula subatômica"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">partículas subatômicas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> reforçou a necessidade de revisão do conceito de átomo.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> </span><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">História</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 13.5pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os atomistas na antiga Grécia</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Por volta de </span><a href="http://pt.wikipedia.org/wiki/450_a.C." title="450 a.C."><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">450 a.C.</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> os átomos de </span><a href="http://pt.wikipedia.org/wiki/Demócrito" title="Demócrito"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Demócrito</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> (cerca de 460 a.C. - 370 a.C.) deveriam atender às seguintes condições:</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os átomos constituiriam toda e qualquer matéria;</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l0 level1 lfo1; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os átomos seriam qualitativamente iguais, diferindo apenas na forma, no tamanho, e na </span><a href="http://pt.wikipedia.org/wiki/Massa" title="Massa"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">massa</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">.</span></li>
</ul><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Para Demócrito, a grande variedade de materiais na natureza provinha dos movimentos dos diferentes tipos de átomos que, ao se chocarem, formavam conjuntos maiores gerando diferentes corpos com características próprias. Algumas ideias de Demócrito sobre os átomos:</span></div><ul type="disc"><li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Ãgua" title="Água"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Água</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> formada por átomos ligeiramente esféricos (a água escoa facilmente).</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Terra:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> formada por átomos cúbicos (a terra é estável e sólida).</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Ar" title="Ar"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Ar</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> formado por átomos em movimento turbilhonantes (o ar se movimenta - ventos).</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Fogo" title="Fogo"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Fogo</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> formado por átomos pontiagudos (o fogo fere).</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Alma" title="Alma"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Alma</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> formada pelos átomos mais lisos, mais delicados e mais ativos que existem.</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Respiração" title="Respiração"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Respiração</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> era considerada troca de átomos, em que átomos novos substituem átomos usados.</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Sono" title="Sono"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Sono</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> desprendimento de pequeno número de átomos do corpo.</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Coma" title="Coma"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Coma</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> desprendimento de médio número de átomos do corpo.</span></li>
<li class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-list: l1 level1 lfo2; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; tab-stops: list 36.0pt;"><a href="http://pt.wikipedia.org/wiki/Morte" title="Morte"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Morte</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">:</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> desprendimento de todos os átomos do corpo e da alma.</span></li>
</ul><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os fundamentos de Demócrito para os átomos foram tomando corpo com o passar do tempo. </span><a href="http://pt.wikipedia.org/wiki/Epicuro" title="Epicuro"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Epicuro</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> (</span><a href="http://pt.wikipedia.org/wiki/341_a.C." title="341 a.C."><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">341 a.C.</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> - aproximadamente </span><a href="http://pt.wikipedia.org/wiki/270_a.C." title="270 a.C."><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">270 a.C.</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">) complementou suas ideias ao sugerir que haveria um limite para o tamanho dos átomos, justificando assim, a razão de serem invisíveis.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Acreditava-se que a </span><a href="http://pt.wikipedia.org/wiki/Matéria" title="Matéria"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">matéria</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> seria constituída de elementos da </span><a href="http://pt.wikipedia.org/wiki/Natureza" title="Natureza"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">natureza</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> como </span><a href="http://pt.wikipedia.org/wiki/Fogo" title="Fogo"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">fogo</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, </span><a href="http://pt.wikipedia.org/wiki/Ãgua" title="Água"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">água</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, </span><a href="http://pt.wikipedia.org/wiki/Terra" title="Terra"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">terra</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e </span><a href="http://pt.wikipedia.org/wiki/Ar" title="Ar"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">ar</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> que misturados em diferentes proporções, resultariam em propriedades físico-químicas diferentes.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><a href="http://pt.wikipedia.org/wiki/Leucipo" title="Leucipo"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Leucipo</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e </span><a href="http://pt.wikipedia.org/wiki/Demócrito" title="Demócrito"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Demócrito</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> imaginaram que a </span><a href="http://pt.wikipedia.org/wiki/Matéria" title="Matéria"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">matéria</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> não poderia ser dividida infinitamente, mas partindo-a várias vezes, chegaríamos a uma </span><a href="http://pt.wikipedia.org/wiki/PartÃcula" title="Partícula"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">partícula</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> muito pequena: uma </span><a href="http://pt.wikipedia.org/wiki/Esfera" title="Esfera"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">esfera</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> indivisível, impenetrável e invisível. Com a ajuda de </span><a href="http://pt.wikipedia.org/wiki/Lucrécio" title="Lucrécio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Lucrécio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">,a ideia dos </span><a href="http://pt.wikipedia.org/wiki/Filósofos" title="Filósofos"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">filósofos</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> teve rápida propagação.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Estrutura</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR; mso-no-proof: yes; text-decoration: none; text-underline: none;"></span><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR; mso-no-proof: yes; text-decoration: none; text-underline: none;"><shape alt="http://bits.wikimedia.org/skins-1.17/common/images/magnify-clip.png" href="http://pt.wikipedia.org/wiki/Ficheiro:Sliced_lemon.jpg" id="Imagem_x0020_2" o:button="t" o:spid="_x0000_i1025" style="height: 8.25pt; mso-wrap-style: square; visibility: visible; width: 11.25pt;" title=""Ampliar"" type="#_x0000_t75"><fill o:detectmouseclick="t"></fill><imagedata o:title="magnify-clip" src="file:///C:\DOCUME~1\OSVALD~1.426\CONFIG~1\Temp\msohtmlclip1\01\clip_image002.png"></imagedata></shape><img src="http://popgirl.blogtv.uol.com.br/img/image/PopGirl/2009/Novembro/limao_pele.jpg" /></span><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><i><span style="font-family: 'Times New Roman','serif'; font-size: 10pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Se o núcleo de um átomo fosse do tamanho de um </span></i><a href="http://pt.wikipedia.org/wiki/Limão" title="Limão"><i><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 10pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">limão</span></i></a><i><span style="font-family: 'Times New Roman','serif'; font-size: 10pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> com um raio de 3 </span></i><a href="http://pt.wikipedia.org/wiki/CentÃmetro" title="Centímetro"><i><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 10pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">cm</span></i></a><i><span style="font-family: 'Times New Roman','serif'; font-size: 10pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, os elétrons mais afastados estariam cerca de 3 </span></i><a href="http://pt.wikipedia.org/wiki/Quilômetros" title="Quilômetros"><i><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 10pt; mso-bidi-font-size: 11.0pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">km</span></i></a><i><span style="font-family: 'Times New Roman','serif'; font-size: 10pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> de distância</span></i><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os cientistas, por meio de técnicas avançadas, já perceberam a complexidade do átomo. Já comprovaram a presença de inúmeras partículas em sua constituição e desvendaram o comportamento dessas partículas. Mas para construir alguns conceitos que ajudam a entender a química do dia-a-dia, o modelo de átomo descrito por Rutherford-Bohr é suficiente. Na constituição dos átomos predominam os espaços vazios. O núcleo, extremamente pequeno, é constituído por prótons e nêutrons. Em torno dele, constituindo a eletrosfera, giram os elétrons.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">O diâmetro da eletrosfera de um átomo é de 10,000 a 100,000 vezes maior que o diâmetro de seu núcleo, e sua estrutura interna pode ser considerada , para efeitos práticos, oca; pois para encher todo este espaço vazio de prótons e nêutrons (ou núcleos) necessitaríamos de um bilhão de milhões de núcleos…</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">O átomo de hidrogênio é constituído por um só próton com um só elétron girando ao seu redor. O hidrogênio é o único elemento cujo átomo pode não possuir nêutrons.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">O </span><a href="http://pt.wikipedia.org/wiki/Elétron" title="Elétron"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">elétron</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e o </span><a href="http://pt.wikipedia.org/wiki/Próton" title="Próton"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">próton</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> possuem a mesma carga, porém não a mesma massa. O </span><a href="http://pt.wikipedia.org/wiki/Próton" title="Próton"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">próton</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> é 1836,11 vezes mais massivo que o elétron. Usando, como exemplo hipotético, um átomo de vinte </span><a href="http://pt.wikipedia.org/wiki/Prótons" title="Prótons"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">prótons</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e vinte </span><a href="http://pt.wikipedia.org/wiki/Nêutrons" title="Nêutrons"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">nêutrons</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> em seu núcleo, e este estando em </span><a href="http://pt.wikipedia.org/wiki/EquilÃbrio_eletrodinâmico" title="Equilíbrio eletrodinâmico"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">equilíbrio eletrodinâmico</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, terá vinte </span><a href="http://pt.wikipedia.org/wiki/Elétron" title="Elétron"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">elétrons</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> orbitando em suas camadas exteriores. Sua carga elétrica estará em perfeito </span><a href="http://pt.wikipedia.org/wiki/EquilÃbrio_eletrodinâmico" title="Equilíbrio eletrodinâmico"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">equilíbrio eletrodinâmico</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, porém 99,97% de sua massa encontrar-se-á no núcleo. Apesar do núcleo conter praticamente toda a massa, seu volume em relação ao tamanho do átomo e de seus </span><a href="http://pt.wikipedia.org/wiki/Orbital" title="Orbital"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">orbitais</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> é minúsculo. O </span><a href="http://pt.wikipedia.org/wiki/Núcleo_atômico" title="Núcleo atômico"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">núcleo atômico</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> mede em torno de 10 <sup>- 13</sup> (1 </span><a href="http://pt.wikipedia.org/wiki/Femtômetro" title="Femtômetro"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">fm</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">) centímetros de diâmetro, enquanto que o átomo mede cerca de 10 <sup>− 8</sup> centímetros (100 </span><a href="http://pt.wikipedia.org/wiki/Picômetro" title="Picômetro"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">pms</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">).</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> </span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Principais características das partículas fundamentais</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 13.5pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> Massa</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Determinar a massa de um corpo significa comparar a massa deste corpo com outra tomada como padrão.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">A unidade de massa tomada como padrão é o grama (g). Mas nós muitas vezes utilizamos o <b><span style="color: green;">Quilograma</span></b>, que equivale a 1000 vezes a massa de 1 g. Um exemplo disso é quando se diz que a massa de uma pessoa é 45 vezes a massa correspondente à do quilograma.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Ou ainda: 45 kg = 45 x 1000 g = 45 000 g</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Como as partículas que constituem o átomo são extremamente pequenas, uma unidade especial teve que ser criada para facilitar a determinação de suas massas. Essa unidade, denominada <b><span style="color: green;">unidade de massa atômica</span></b>, é representada pela letra <b><span style="color: green;">u</span></b>.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">1 </span><a href="http://pt.wikipedia.org/wiki/Unidade_de_massa_atômica" title="Unidade de massa atômica"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">u</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> equivale a aproximadamente 1,66 · 10<sup>−27</sup> kg (veja artigo </span><a href="http://pt.wikipedia.org/wiki/Unidade_de_massa_atômica" title="Unidade de massa atômica"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Unidade de massa atômica</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">).</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">As massas do próton e do nêutron são praticamente iguais: medem cerca de 1 </span><a href="http://pt.wikipedia.org/wiki/Unidade_de_massa_atômica" title="Unidade de massa atômica"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">unidade de massa atômica</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">. A massa do elétron é 1836 vezes menor que a do próton: essa massa é desprezível, porém é errado dizer que o elétron é desprovido dela.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 13.5pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> Carga elétrica</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">O elétron é uma partícula dotada de carga elétrica negativa. A sua carga, que foi determinada experimentalmente em 1908, equivale a uma unidade de carga elétrica (1 ue). A carga do próton é igual à do elétron, só que de sinal contrário. o próton tem carga eléctrica positiva. O nêutron não possui carga elétrica. Como seu nome indica, ele é neutro.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> Interação atômica</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Se tivermos dois átomos hipotéticos, cuja carga elétrica seja neutra, presume-se que estes não se afetarão mutuamente por causa da neutralidade da força electromagnética entre si.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">A distribuição de cargas no átomo se dá de forma diversa. A carga negativa é externa, a carga positiva é interna, isto ocorre por que os elétrons orbitam o núcleo. Quando aproximamos dois átomos, mesmo estando em perfeita neutralidade interna, estes se repelem, se desviam ou ricocheteiam.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Exemplo típico ocorre no elemento </span><a href="http://pt.wikipedia.org/wiki/Hélio" title="Hélio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">hélio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> (He) onde seus átomos estão em eterno movimento de mútuo ricochete. Em temperatura ambiente, o </span><a href="http://pt.wikipedia.org/wiki/Gás" title="Gás"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">gás</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> hélio tem no movimento de seus átomos um rápido ricochete. Ao diminuir a </span><a href="http://pt.wikipedia.org/wiki/Temperatura" title="Temperatura"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">temperatura</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, o movimento oscilatório diminui, o volume fica menor e a densidade aumenta. Chegaremos teoricamente num ponto em que o movimento de ricochete diminuirá tanto que não se poderá mais retirar energia deste. A este </span><a href="http://pt.wikipedia.org/wiki/Termodinâmica" title="Termodinâmica"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">nível térmico</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, damos o nome de </span><a href="http://pt.wikipedia.org/wiki/Zero_absoluto" title="Zero absoluto"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">zero absoluto</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, este é –273,15 </span><a href="http://pt.wikipedia.org/wiki/Celsius" title="Celsius"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">°C</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Elementos químicos conhecidos</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">É importante ter em mente que, átomo, é uma entidade elementar. O conjunto de átomos que apresentam o mesmo número atômico (Z) é chamado de </span><a href="http://pt.wikipedia.org/wiki/Elemento_quÃmico" title="Elemento químico"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">elemento químico</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">. Desta forma, na Tabela Periódica dos Elementos, a idéia de entidade elementar é substituída pela idéia d</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">É possível ter aproximadamente 10 sextilhões de átomos em uma casa (o algarismo 1 e 22 zeros à direita.<sup><span style="color: grey;">[</span></sup></span><a href="http://pt.wikipedia.org/wiki/Wikipédia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><i><sup><span style="color: grey; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">carece de fontes</span></sup></i></a><sup><span style="color: grey; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">]</span></sup><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Ex.: Ao procurar pelo </span><a href="http://pt.wikipedia.org/wiki/Carbono" title="Carbono"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Carbono</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> na Tabela Periódica, você deve saber que está procurando pelo Elemento Carbono e não pelo átomo de Carbono.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> </span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 13.5pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> A Tabela Periódica dos Elementos</span></b></div><br />
<img height="326px" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjmoUlH5zkQG-xUv7Pg08WtUC00KUDlFuuoI7qHUuBFEim9gHS97rQ9ktks2x109sVMnlAdIQO-dIwEEZ3CELpPEZaclhc77lIzmn05soiwYEIQJ2gHNYdHPA9IIMV-svUWj9-vmg7hHHE/s640/tabela_periodica_fotos_dos_elementos.jpg" width="640px" /><br />
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<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Histórico</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Em 1829, Döbereiner reuniu os elementos semelhantes em grupos de três.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Cada grupo recebeu o nome de tríade. A </span><a href="http://www.infoescola.com/quimica/massas-atomicas-e-massa-molecular/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">massa atômica</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> de um elemento era aproximadamente a </span><a href="http://www.infoescola.com/matematica/medias-aritmetica-geometrica-harmonica/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">média aritmética</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> das </span><a href="http://www.infoescola.com/quimica/massas-atomicas-e-massa-molecular/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">massas atômicas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> dos dois outros elementos.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Exemplo:</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Li = 7u</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Na = 23u</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">K = 39u</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Em 1863, Chancourtois dispôs os elementos os elementos numa espiral traçada nas paredes de um cilindro, em ordem crescente de massas atômicas. Tal classificação recebeu o nome de <b>parafuso telúrico</b>.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Já, em 1864, Newlands dispôs os elementos em colunas verticais de sete elementos, em ordem crescente de massas atômicas, observando que de sete em set elementos havia repetição das propriedades, </span><a href="http://www.infoescola.com/quimica/tabela-periodica/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">fato</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> que recebeu o nome de </span><a href="http://www.infoescola.com/quimica/tabela-periodica/"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Lei</span></b></a><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> das Oitavas</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Finalmente, em 1869, Mendeleev apresentou uma classificação, que é a base da classificação periódica moderna, colocando os elementos em ordem crescente de suas massas atômicas, distribuídos em oito faixas horizontais (períodos) e doze colunas verticais (famílias). Verificou que as propriedades variavam periodicamente à medida que aumentava a massa atômica.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Na tabela periódica moderna, os elementos são colocados em ordem crescente de número atômico.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Construção da Tabela Periódica</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os elementos são colocados em faixas horizontais (períodos) e faixas verticais (grupos ou famílias).</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Em um grupo, os elementos têm propriedades semelhantes e, em um período, as propriedades são diferentes.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Na tabela há sete períodos.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os grupos são numerados de 0 a 8. Com exceção dos grupos 0 e 8, cada grupo está subdividido em dois subgrupos, A e B. O grupo 8 é chamado de 8B e é constituído por três faixas verticais.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Modernamente, cada coluna é chamada de grupo. Há, portanto, 18 grupos numerados de 1 a 18.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Posição dos Elementos na Tabela Periódica</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">- </span><a href="http://www.infoescola.com/quimica/elementos-representativos/"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Elementos representativos ou típicos</span></b></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> (o último elétron é colocado em subnível s ou p): grupos A. Estão nos extremos da tabela.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">- </span><a href="http://www.infoescola.com/quimica/metais-de-transicao/"><b><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Elementos de transição</span></b></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> (o último elétron é colocado em subnível d; apresentam subnível d incompleto): grupos 1B, 2B, 3B, 4B, 5B, 6B, 7B e 8B. Estão localizados no centro da tabela periódica.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">- <b>Elementos de transição interna</b> (o último elétron é colocado em subnível f; apresentam subnível f incompleto). Estão divididos em duas classes:</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">– <b>Lantanídeos</b> (</span><a href="http://www.infoescola.com/quimica/metais/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">metais</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> </span><a href="http://www.infoescola.com/elementos-quimicos/terra-rara/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">terras raras</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">): grupo 3B e 6º período. Elementos de Z = 57 a 71.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">– <b>Actinídeos</b>: grupo 3B e 7º período. Elementos de Z = 89 a 103.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">- <b>Gases nobres</b>: grupo zero ou 8A ou 18.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Os grupos mais conhecidos são:</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">1A: </span><a href="http://www.infoescola.com/quimica/metais-alcalinos/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">metais alcalinos</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">2A: </span><a href="http://www.infoescola.com/quimica/metais-alcalino-terrosos/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">metais alcalino-terrosos</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">6A: calcogênios</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">7A: </span><a href="http://www.infoescola.com/quimica/halogenios/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">halogênios</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Relação entre configuração eletrônica e a posição do elemento na tabela</span></b><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"></span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Período:</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Um elemento com x camadas eletrônicas está no período x.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Exemplo: P (Z = 15) K = 2 ; L = 8 ; M = 5</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">P (</span><a href="http://www.infoescola.com/elementos-quimicos/fosforo/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">fósforo</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">) está no 3º período.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Grupo:</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">a) Elementos representativos (grupos A) e 1B e 2B. O número de elétrons na </span><a href="http://www.infoescola.com/quimica/camada-de-valencia/"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">camada de valência</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> é o número do grupo.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Exemplo: P (Z =15) → K = 2 ; L = 8 ; M = 5</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">O fósforo está no grupo 5A.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">b) Elementos de transição: a soma do número de elétrons dos subníveis s e d mais externos é o número do grupo. Exemplo: V (Z = 23)</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">1s2 2s2 2p6 3s2 3p6 4s2 3d3</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Soma s + d = 2 + 3 = 5 → grupo 5B.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 2;"><b><span style="font-family: 'Times New Roman','serif'; font-size: 18pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Moléculas</span></b></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Uma vez partilhados eletronicamente os átomos podem possuir entre si uma ligação tão forte que para separá-los é necessária uma quantidade razoável de energia, portanto, permanecem juntos. Estas combinações são chamadas de </span><a href="http://pt.wikipedia.org/wiki/Moléculas" title="Moléculas"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">moléculas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, nome derivado do latim que significa pequeno objeto.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Nem sempre dois átomos em contato são suficientes para ter estabilidade, havendo necessidade de uma combinação maior para tê-la.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Para formar uma molécula de </span><a href="http://pt.wikipedia.org/wiki/Hidrogênio" title="Hidrogênio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">hidrogênio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> são necessários dois átomos deste elemento, uma molécula de </span><a href="http://pt.wikipedia.org/wiki/Oxigênio" title="Oxigênio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">oxigênio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, necessita de dois átomos de oxigênio, e assim sucessivamente.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Para a formação de uma molécula de </span><a href="http://pt.wikipedia.org/wiki/Ãgua" title="Água"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">água</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> são necessários dois átomos de </span><a href="http://pt.wikipedia.org/wiki/Hidrogênio" title="Hidrogênio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">hidrogênio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e um de </span><a href="http://pt.wikipedia.org/wiki/Oxigênio" title="Oxigênio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">oxigênio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">; </span><a href="http://pt.wikipedia.org/wiki/Metano" title="Metano"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">metano</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, necessita de um átomo de </span><a href="http://pt.wikipedia.org/wiki/Carbono" title="Carbono"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">carbono</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e quatro de </span><a href="http://pt.wikipedia.org/wiki/Hidrogênio" title="Hidrogênio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">hidrogênio</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">; </span><a href="http://pt.wikipedia.org/wiki/Dióxido_de_carbono" title="Dióxido de carbono"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">dióxido de carbono</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> (bióxido), um </span><a href="http://pt.wikipedia.org/wiki/Carbono" title="Carbono"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">carbono</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, e dois </span><a href="http://pt.wikipedia.org/wiki/Oxigênio" title="Oxigênio"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">oxigênios</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> e assim sucessivamente.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Existem casos de </span><a href="http://pt.wikipedia.org/wiki/Molécula" title="Molécula"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">moléculas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> serem formadas por uma grande quantidade de átomos, são as chamadas </span><a href="http://pt.wikipedia.org/wiki/Macromolécula" title="Macromolécula"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">macromoléculas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">. Isto ocorre principalmente com compostos de carbono, pois o átomo de carbono pode partilhar elétrons com até quatro elementos diferentes simultaneamente. Logo, pode ser possível a constituição de cadeias, anéis, e ligações entre estas </span><a href="http://pt.wikipedia.org/wiki/Molécula" title="Molécula"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">moléculas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> longas, que são a base da chamada química orgânica.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Essa é a base das moléculas que caracterizam o tecido vivo, ou seja, a base da </span><a href="http://pt.wikipedia.org/wiki/Vida" title="Vida"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">vida</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">. Quanto maior a molécula e menos uniforme a distribuição de sua </span><a href="http://pt.wikipedia.org/wiki/Carga_elétrica" title="Carga elétrica"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">carga elétrica</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">, mais provável será a reunião de muitas moléculas e a formação de substâncias líquidas ou sólidas. Os sólidos são mantidos fortemente coesos pelas interações eletromagnéticas dos elétrons e prótons e entre átomos diferentes e entre moléculas diferentes.</span></div><div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 10pt; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">Em algumas ligações atômicas onde os elétrons podem ser transferidos formam-se os chamados cristais (</span><a href="http://pt.wikipedia.org/wiki/Compostos_iônicos" title="Compostos iônicos"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">substâncias iônicas</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">). Nestes, os átomos podem estar ligados em muitos milhões, formando padrões de grande uniformidade. No átomo, sua </span><a href="http://pt.wikipedia.org/w/index.php?title=Intera%C3%A7%C3%A3o_nuclear&action=edit&redlink=1" title="Interação nuclear (página não existe)"><span style="color: blue; font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;">interação nuclear</span></a><span style="font-family: 'Times New Roman','serif'; font-size: 12pt; mso-fareast-font-family: 'Times New Roman'; mso-fareast-language: PT-BR;"> diminui à medida que aumenta a distância. As moléculas da água por exemplo são chamadas de aguacormicas.</span></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/tv0xTItihw0?feature=player_embedded' frameborder='0'></iframe></div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;">É incrível o mundo da química !!! </div><div class="separator" style="clear: both; text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;">fontes: <a href="http://www.algosobre.com.br/fisica/atomo.html">http://www.algosobre.com.br/fisica/atomo.html</a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="http://pt.wikipedia.org/wiki/Ãtomo">http://pt.wikipedia.org/wiki/Ãtomo</a></div>Blog do Pssor !http://www.blogger.com/profile/18033499959219631344noreply@blogger.com0tag:blogger.com,1999:blog-5506633335857031085.post-85996289451881987472011-10-04T11:13:00.000-07:002012-10-12T10:04:10.903-07:00Big Bang<div dir="ltr" style="text-align: left;" trbidi="on">
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A busca pela compreensão sobre como foi desencadeado o processo que originou o universo atual, proporcionou – e ainda proporciona – vários debates, pesquisas e teorias que possam explicar tal fenômeno. É um tema que desperta grande curiosidade dos humanos desde os tempos mais remotos e gera grandes polêmicas, envolvendo conceitos religiosos, filosóficos e científicos.<br />
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Até o momento, a explicação mais aceita sobre a origem do universo entre a comunidade cientifica é baseada na teoria da Grande Explosão, em inglês, Big Bang. Ela apoia-se, em parte, na teoria da relatividade do físico Albert Einstein (1879-1955) e nos estudos dos astrônomos Edwin Hubble (1889-1953) e Milton Humason (1891-1972), os quais demonstraram que o universo não é estático e se encontra em constante expansão, ou seja, as galáxias estão se afastando umas das outras. Portanto, no passado elas deveriam estar mais próximas que hoje, e, até mesmo, formando um único ponto.<br />
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A teoria do Big Bang foi anunciada em 1948 pelo cientista russo naturalizado estadunidense, George Gamow (1904-1968) e o padre e astrônomo belga Georges Lemaître (1894-1966). Segundo eles, o universo teria surgido após uma grande explosão cósmica, entre 10 e 20 bilhões de anos atrás. O termo explosão refere-se a uma grande liberação de energia, criando o espaço-tempo.<br />
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Até então, havia uma mistura de partículas subatômicas (qharks, elétrons, neutrinos e suas partículas) que se moviam em todos os sentidos com velocidades próximas à da luz. As primeiras partículas pesadas, prótons e nêutrons, associaram-se para formarem os núcleos de átomos leves, como hidrogênio, hélio e lítio, que estão entre os principais elementos químicos do universo.<br />
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Ao expandir-se, o universo também se resfriou, passando da cor violeta à amarela, depois laranja e vermelha. Cerca de 1 milhão de anos após o instante inicial, a matéria e a radiação luminosa se separaram e o Universo tornou-se transparente: com a união dos elétrons aos núcleos atômicos, a luz pode caminhar livremente. Cerca de 1 bilhão de anos depois do Big Bang, os elementos químicos começaram a se unir dando origem às galáxias.<br />
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Essa é a explicação sistemática da origem do universo, conforme a teoria do Big Bang. Aceita pela maioria dos cientistas, entretanto, muito contestada por alguns pesquisadores. Portanto, a origem do universo é um tema que gera muitas opiniões divergentes, sendo necessária uma análise crítica de cada vertente que possa explicar esse acontecimento.<br />
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