<?xml version="1.0" encoding="UTF-8" standalone="no"?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><rss xmlns:itunes="http://www.itunes.com/dtds/podcast-1.0.dtd" version="2.0"><channel><title>Pensando Biologia</title><description></description><managingEditor>noreply@blogger.com (Unknown)</managingEditor><pubDate>Fri, 1 Nov 2024 00:39:48 -0700</pubDate><generator>Blogger http://www.blogger.com</generator><openSearch:totalResults xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">46</openSearch:totalResults><openSearch:startIndex xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">1</openSearch:startIndex><openSearch:itemsPerPage xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/">25</openSearch:itemsPerPage><link>http://bio-revolucao.blogspot.com/</link><language>en-us</language><item><title>Pesquisa acrescenta novas peças ao ‘quebra-cabeça’ da evolução das espécies</title><link>http://bio-revolucao.blogspot.com/2013/04/pesquisa-acrescenta-novas-pecas-ao.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 15 Apr 2013 08:50:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-2052404012380641286</guid><description>&lt;h1&gt;
&lt;i&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;Por Noêmia Lopes&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/h1&gt;
&lt;h1&gt;
&lt;i&gt;&lt;span style="font-size: x-small;"&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;img src="http://www.agencia.fapesp.br/fotos/2013/15/foto_dentro17103_1.jpg" /&gt;&lt;/h1&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – O maior episódio de extinção em massa da 
história da Terra ocorreu na passagem do Permiano (o período situado 
entre 290 e 245 milhões de anos atrás) para o Triássico (entre 245 e 200
 milhões de anos). A hipótese mais aceita é a de que eventos vulcânicos 
ocorridos na Sibéria tenham alterado a composição química da atmosfera, 
resultando em mudanças climáticas, alterações na circulação das 
correntes marinhas e, por fim, a extinção em massa.&lt;br /&gt;
Em busca de pistas para entender melhor esse momento-chave da 
história geológica, Max Cardoso Langer, professor do Departamento de 
Biologia da Universidade de São Paulo (USP), campus de Ribeirão Preto, 
foi a campo nos estados que guardam os principais depósitos do período 
Permo-Triássico brasileiro – Maranhão, Paraná e Rio Grande do Sul.&lt;br /&gt;
Fósseis de vertebrados, invertebrados e até mesmo vegetais desse período foram encontrados ao longo dos dois anos da pesquisa &lt;b&gt;&lt;a href="http://www.bv.fapesp.br/pt/auxilios/25356/vertebrados-permo-triassicos-bacias-parana" target="_blank"&gt;apoiada pela FAPESP&lt;/a&gt;&lt;/b&gt; entre 2010 e 2012.&lt;br /&gt;
Em rochas do período Permiano da Bacia do Parnaíba, no Maranhão, foi 
localizada uma flora até então desconhecida. “Ela guarda uma semelhança 
muito grande com as floras permianas da Europa, dos Estados Unidos e do 
Sudeste Asiático. É um detalhe técnico, mas muito interessante, pois 
mostra que o norte do Brasil, naquela época, tinha uma biota mais 
parecida com regiões ao norte do planeta do que com o restante da 
América do Sul”, disse Langer.&lt;br /&gt;
Outra descoberta feita na Bacia do Parnaíba extrapolou o período de 
abrangência da pesquisa: acima das rochas do Permiano, sedimentos de 
idade jurássica (de 200 a 145 milhões de anos) escondiam um crânio de um
 crocodiliforme (parente fóssil dos jacarés atuais). Em terras 
brasileiras, todos os tetrápodes (animais com quatro patas) do Jurássico
 eram conhecidos somente a partir de pegadas, tornando esse achado o 
primeiro com base em esqueleto, segundo Langer.&lt;br /&gt;
A terceira entre as coletas mais significativas do Maranhão foi a de 
vestígios de peixes do grupo dos semionotiformes do período Permiano, 
animais que tinham por volta de 25 centímetros de comprimento e 
tegumento áspero por conta de escamas bastante robustas. Eles eram 
conhecidos somente do Triássico em diante.&lt;br /&gt;
“Acreditava-se que tais peixes tinham surgido após a grande extinção.
 Com o achado, vimos que, na verdade, eles pertencem a uma linhagem que,
 por algum motivo, resistiu ao evento de crise e irradiou-se depois 
dela”, disse Langer. O material está na USP de Ribeirão Preto, em 
análise por uma professora parceira, Martha Richter, do Natural History 
Museum de Londres.&lt;br /&gt;
Descendo o território nacional, Langer e sua equipe foram para a 
Serra do Cadeado, no norte do Paraná, onde também existem rochas do 
período Permiano. Lá, encontraram peixes e anfíbios fósseis, agora em 
vias de serem descritos.&lt;br /&gt;
“Achamos ainda vestígios de trilobitas, que são artrópodes – animais 
com apêndices articulados e exoesqueleto – de ambiente sempre marinho. 
Não se imaginava que houvesse influência do mar naquela região no 
período em que viveram esses animais. Mas esta é uma evidência de que 
tal conexão existiu”, disse o pesquisador.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Na origem dos dinossauros&lt;/b&gt;&lt;br /&gt;
As investigações em rochas triássicas na depressão central do Rio 
Grande do Sul ajudaram a descrever três espécies de dinossauros: uma 
delas, o Pampadromeu (&lt;i&gt;Pampadromaeus barberenai&lt;/i&gt;), pela primeira vez; e as outras duas, o Guaibassauro (&lt;i&gt;Guaibasaurus candelariensis&lt;/i&gt;) e o Sacissauro (&lt;i&gt;Sacisaurus agudoensis&lt;/i&gt;), ganharam descrições mais completas e detalhadas do que as existentes.&lt;br /&gt;
“Um dos aspectos que tornam essas descobertas tão interessantes é que
 as rochas do Triássico do Rio Grande do Sul – assim como as do noroeste
 argentino – reúnem os dinossauros fósseis mais antigos de que se tem 
notícia em todo o mundo. Ou seja, estudá-los é olhar para a origem 
desses animais, para seus primeiros momentos sobre a Terra”, disse 
Langer.&lt;br /&gt;
A irradiação biótica no período do surgimento dos dinossauros, após a
 extinção entre o Permiano e o Triássico, moldou os padrões de 
biodiversidade atual. Foi o momento em que também apareceram sapos, 
tartarugas, mamíferos e as linhagens das aves, crocodilos e lagartos. 
“Novas descobertas sobre os dinossauros sempre ajudam, portanto, a 
explicar melhor como se estruturou a fauna que conhecemos hoje em dia”, 
afirmou Langer.&lt;br /&gt;
As buscas em solo gaúcho renderam ainda descrições de novos exemplares de tetrápodes do Triássico, como um rincossauro (&lt;i&gt;Teyumbaita sulcognathus&lt;/i&gt;) e um rauisúquio (&lt;i&gt;Decuriasuchus quartacolonia&lt;/i&gt;).
 O primeiro foi um quadrúpede baixo, alongado, que passava dos dois 
metros de comprimento na idade adulta e contava com uma estrutura 
dentária própria para mastigar vegetais, provavelmente sementes.&lt;br /&gt;
Já os rauisúquios eram os predadores de topo da época, comparáveis, 
em termos de papel na cadeia alimentar, com os leões e os tigres atuais.
 “Alguns passavam de cinco metros de comprimento. Pertenciam à linhagem 
dos crocodilos e conviveram com os dinossauros – que no início não eram 
tão grandes e provavelmente serviram de presas para os rauisúquios”, 
explicou Langer.&lt;br /&gt;
&lt;b&gt;Hiato de Olson&lt;/b&gt;&lt;br /&gt;
(...)&lt;br /&gt;
Os conhecimentos obtidos a partir de então podem contribuir, de modo 
especial, com o preenchimento do chamado Hiato de Olson, o período que 
se estende de 270 a 265 milhões de anos atrás (dentro do Permiano), em 
que registros fósseis são mais escassos.&lt;br /&gt;
(...)&lt;br /&gt;
&lt;br /&gt;
Esta é uma parte da matéria se vcs quiserem terminar essa leitura acessem,&amp;nbsp; http://agencia.fapesp.br/17103 e boas descobertas... bjs Ju</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Sistema para aprimorar diagnóstico de transtornos mentais</title><link>http://bio-revolucao.blogspot.com/2013/04/sistema-para-aprimorar-diagnostico-de.html</link><category>Curiosidades Científicas</category><pubDate>Wed, 3 Apr 2013 15:31:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-3467034621447510519</guid><description>&lt;h1&gt;
&lt;span style="font-size: small;"&gt;&lt;b&gt;Por Elton Alisson&lt;/b&gt;&lt;/span&gt;&lt;/h1&gt;
&lt;b&gt;&lt;img height="165" src="http://www.agencia.fapesp.br/fotos/2013/14/foto_dentro17061_1.jpg" width="200" /&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – Pesquisadores ligados ao Instituto Nacional 
de Saúde Mental (NIHM) dos Estados Unidos estão desenvolvendo um novo 
sistema de diagnóstico de transtornos mentais, como a depressão, a 
esquizofrenia e o transtorno bipolar.&lt;br /&gt;

A mais recente versão do sistema foi apresentada por Bruce Cuthbert, 
diretor da Divisão de Desenvolvimento de Pesquisa Translacional e 
Tratamento de Adultos da instituição, durante a &lt;b&gt;&lt;a href="http://www.ymind.com.br//" target="_blank"&gt;São Paulo School of Advanced Science for Prevention of Mental Disorders&lt;/a&gt;&lt;/b&gt; (Y Mind).&lt;br /&gt;


Foram selecionados 102 estudantes de pós-graduação para participar da
 Escola, dentre os 270 inscritos, dos quais 25 eram provenientes do 
Estado de São Paulo, 27 de outros estados do Brasil e 50 do exterior, 
advindos de 25 países.&lt;br /&gt;

O diagnóstico dos transtornos mentais é realizado atualmente com base
 na observação clínica de um conjunto de sinais e sintomas apresentados 
pelos pacientes em um determinado período.&lt;br /&gt;

Segundo Cuthbert, apesar de útil e estar disseminado amplamente pelos
 serviços médico, legal e social, o sistema está defasado por ter sido 
desenvolvido em uma época em que o conhecimento em genética, 
neurociências e ciências do comportamento humano era limitado.&lt;br /&gt;
&lt;br /&gt;&lt;b&gt;Foco nos jovens&lt;/b&gt;
&lt;br /&gt;
Na avaliação de Jair de Jesus Mari, professor do Departamento de 
Psiquiatria da Unifesp e um dos coordenadores da Y Mind, o novo sistema 
de diagnóstico de transtornos mentais em desenvolvimento pelo NIHM 
deverá contribuir para o dignóstico precoce das doenças mentais que 
surgem especialmente na adolescência, quando o cerébro humano está se 
reorganizando.&lt;br /&gt;

Por conta disso, de acordo com Jesus Mari, as ações de prevenção ao 
transtorno mental no Brasil – a exemplo do que vem sendo feito em outros
 países – devem ser focadas nos jovens.&lt;br /&gt;
Os pesquisadores brasileiros pretendem replicar no Brasil uma 
experiência realizada em países como a Austrália, que implementou 
centros de prevenção a transtornos mentais em jovens – denominados &lt;i&gt;Headspace Centres&lt;/i&gt;
 –, de modo a diagnosticar adolescentes que apresentam ou estão expostos
 a fatores de risco que potencializam o desenvolvimento de adicções, 
estados depressivos e transtornos mentais graves, como esquizofrenia e 
transtorno afetivo bipolar.
Outro projeto que pode ser implantado no Brasil, segundo Jesus Mari, é
 o desenvolvimento de um currículo sobre o que é saúde mental para 
jovens, como ocorre no Canadá.&lt;br /&gt;

O plano dos pesquisadores é a criação de um centro de convivência que
 ofereça atividades socioeducativas, como oficinas de leitura, teatro, 
música e esportes, e concentre diversas ações de prevenção em saúde 
mental. “A ideia é que nesse espaço realizemos uma ação articulada com a
 escola, com agentes de saúde e com as famílias desses jovens”, disse 
Jesus Mari.&lt;br /&gt;

Algumas das ações possíveis são a disseminação de comportamentos 
sexuais saudáveis, o estímulo a atividades físicas e esportivas e 
socioculturais e a conscientização sobre os riscos do consumo de álcool,
 drogas e o tabagismo na adolescência.&lt;br /&gt;

Por meio da articulação com outros setores, como o de educação e o 
judiciário, os especialistas pretendem identificar mais precocemente 
jovens com maior probabilidade de desenvolver transtornos mentais e que 
tenham dificuldade de adaptação social.&lt;br /&gt;

Entre eles, estão estudantes que praticam &lt;i&gt;bullying&lt;/i&gt; nas 
escolas, que são candidatos a apresentar comportamento agressivo e ter 
problemas com a justiça, além de jovens alvos de violência física ou 
psicológica no ambiente escolar ou que começaram a usar drogas pesadas.&lt;br /&gt;

“Precisamos ter um sistema de saúde mais aberto que permita a esses 
jovens se comunicar com os profissionais de saúde e estabelecer um 
diálogo franco. Isso pode contribuir para a identificação precoce e 
possível redução da morbidade associada aos transtornos mentais que se 
iniciam na infância e adolescência”, disse Jesus Mari.&lt;br /&gt;
&lt;br /&gt;
Fiz alguns recortes da materia pra ver a integral visite o site da Fafesp&lt;br /&gt;
&amp;nbsp;&lt;a href="http://agencia.fapesp.br/17061"&gt;http://agencia.fapesp.br/17061&lt;/a&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Bóson de Higgs pode ter sido encontrado</title><link>http://bio-revolucao.blogspot.com/2012/07/boson-de-higgs-pode-ter-sido-encontrado.html</link><pubDate>Thu, 5 Jul 2012 09:22:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-295085497850085202</guid><description>&lt;h1&gt;
&lt;/h1&gt;
&lt;h5 class="date"&gt;
05/07/2012&lt;b&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/h5&gt;
&lt;a href="http://www.agencia.fapesp.br/fotos/2012/27/foto_dentro15837_1.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://www.agencia.fapesp.br/fotos/2012/27/foto_dentro15837_1.jpg" /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;h5 class="date"&gt;
&lt;b&gt;Por Elton Alisson&lt;/b&gt;&lt;/h5&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – Um dos maiores desafios da ciência pode estar
 chegando ao fim. Cientistas que participam dos experimentos no Grande 
Colisor de Hádrons (LHC) anunciaram nesta quarta-feira (04/07) ter 
encontrado fortes indicações da existência de uma nova partícula 
subatômica, que pode ser o bóson de Higgs.&lt;br /&gt;

Procurado há quase meio século pelos físicos, o bóson de Higgs é uma 
chave fundamental para entender por que partículas elementares têm massa
 e poderá levar até mesmo a uma nova compreensão da origem do Universo e
 da vida. O bóson é até o momento uma partícula hipotética postulada em 
1964 pelo físico britânico Peter Higgs.&lt;br /&gt;

A descoberta do bóson seria a completa validação do Modelo Padrão da 
física de partículas, teoria que descreve as forças fundamentais forte, 
fraca e eletromagnética, bem como as partículas fundamentais que 
constituem toda a matéria.&lt;br /&gt;

O anúncio foi feito por cientistas que participam das colaborações &lt;b&gt;&lt;a href="http://atlas.ch/" target="_blank"&gt;Atlas&lt;/a&gt;&lt;/b&gt; (A Toroidal LHC Apparatus) e &lt;b&gt;&lt;a href="http://cms.web.cern.ch/" target="_blank"&gt;CMS&lt;/a&gt;&lt;/b&gt;
 (Compact Muon Solenoid), conduzidas no LHC da Organização Europeia para
 a Pesquisa Nuclear (Cern), na Suíça. Os dois experimentos contam com a 
participação de pesquisadores do Brasil.&lt;br /&gt;
&lt;br /&gt;
Para ler a matéria inteira.....&lt;br /&gt;
&lt;a href="http://agencia.fapesp.br/15837"&gt;http://agencia.fapesp.br/15837&lt;/a&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Cientistas do Cern anunciam ter encontrado pistas para a localização do bóson de Higgs</title><link>http://bio-revolucao.blogspot.com/2011/12/cientistas-do-cern-anunciam-ter.html</link><pubDate>Wed, 14 Dec 2011 08:32:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-4080942443550893642</guid><description>&lt;h1&gt;&lt;/h1&gt;&lt;h5 class="date"&gt;14/12/2011&lt;/h5&gt;&lt;b&gt;Por Elton Alisson&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – Cientistas da Organização Europeia para  Pesquisa Nuclear (Cern, na sigla em francês) anunciaram nesta  terça-feira (13/12) durante um seminário em Genebra, na Suíça, terem  encontrado pistas para a localização do “esconderijo” do bóson de Higgs.  A hipotética partícula elementar, apelidada de "partícula de Deus",  seria a primeira contendo massa a existir depois do Big Bang e a chave  para explicar a origem da massa de outras partículas elementares.&lt;br /&gt;
Usando amostras de dados de colisões de prótons coletados até o final  de 2011 por meio do Grande Colisor de Hádrons e dos dois principais  projetores do Cern, denominados Atlas e CMS, os pesquisadores  conseguiram excluir a hipótese da existência do bóson de Higgs em uma  ampla gama de possíveis valores para as massas da partícula. Com isso,  “as buscas” pelo bóson de Higgs poderão passar a ser concentradas agora  em uma região de massa muito menor.&lt;br /&gt;
“Os resultados são muito animadores. Agora há uma pequena região onde  é possível o bóson de Higgs estar localizado. Porém, é preciso ter  cautela, porque os resultados ainda não são conclusivos”, disse Sérgio  Novaes, professor da Universidade Estadual Paulista (Unesp), à &lt;b&gt;Agência FAPESP&lt;/b&gt;.&lt;br /&gt;
Novaes é membro de um dos dois grupos de cientistas que procuram pelo  bóson de Higgs no Cern, o Compact Muon Solenoid (CMS), e coordenador do  projeto temático Sprace, realizado com apoio da FAPESP.&lt;br /&gt;
Por meio do projeto Sprace, os pesquisadores brasileiros operam uma  rede de processamento de dados e participam da análise de dados  produzidos pelo CMS.&lt;br /&gt;
&lt;br /&gt;
Usando a amostra de dados de colisões de prótons coletadas até agora  no Cern, os pesquisadores do grupo CMS anunciaram hoje que, se o bóson  de Higgs existir, há 95% de chances de ele não ser encontrado no  intervalo de massa entre 127 e 600 GeV (gigaelétron-volt, termo  utilizado na física para quantificar os campos de energia das  partículas), e que os maiores indícios da localização da partícula estão  na faixa de massa entre 115 e 127 GeV.&lt;br /&gt;
Resultados similares aos do CMS foram obtidos pelo grupo Atlas.  Trabalhando de forma totalmente independente do CMS, sem nenhuma forma  de interação entre os grupos, os cientistas do Atlas excluíram a  possibilidade de encontrar o bóson de Higgs entre partículas com massa  entre 141 e 476 GeV e indicaram que a partícula pode ter massa entre 116  e 130 GeV.&lt;br /&gt;
“É absolutamente surpreendente que dois experimentos realizados de  forma independente, sem um grupo ter acesso aos dados do outro, chegarem  a resultados tão similares”, avaliou Novaes.&lt;br /&gt;
Agora, os dois grupos de pesquisa deverão publicar seus resultados e, posteriormente, se reunirem para combinarem seus dados.&lt;br /&gt;
Segundo as estimativas dos pesquisadores do Cern, só será possível  estabelecer claramente a existência ou não do bóson de Higgs na região  de massa delimitada pelos grupos CMS e Atlas no final de 2012, quando um  maior número de amostras de dados de colisões de prótons será coletado.&lt;br /&gt;
De acordo com eles, para se chegar a uma conclusão sólida, é preciso  dispor de, pelo menos, o dobro de dados de que&amp;nbsp;possuem até o momento.&lt;br /&gt;
“A questão agora é segurar só mais um pouco a ansiedade, que vem se  acumulando durante os últimos 45 anos, para provar ou não a existência  do bóson Higgs. Eu acho que a resposta final está próxima”, disse  Novaes.&lt;br /&gt;
A partícula foi postulada em 1964 pelo britânico Peter Higgs, que  propôs juntamente com outros diversos físicos um mecanismo teórico que  tornaria possível que as partículas tivessem massa.&lt;br /&gt;
Posteriormente, em 1967, o mecanismo teórico foi incorporado pelo  físico norte-americano Steven Weinberg em uma teoria para explicar as  partículas elementares do Universo, denominada Modelo-Padrão. Segundo  essa tese, o universo foi resfriado após o Big Bang, quando uma força  invisível, conhecida como Campo de Higgs, formou-se junto de partículas  associadas, os bósons de Higgs, transferindo massa para outras  partículas fundamentais.&lt;br /&gt;
Desde o lançamento da teoria, os cientistas vêm buscando descobrir a  partícula, cujos sinais da presença dela são extraídos de uma grande  quantidade de dados similares e a partir da produção de um grande número  de eventos para se certificar da descoberta.&lt;br /&gt;
“É como tentar encontrar, literalmente, uma agulha no palheiro. É  extremamente complexo extrair o sinal da existência da partícula de  bóson Higgs”, disse Novaes.&lt;br /&gt;
De acordo com ele, a busca pela partícula só está sendo possível ser  realizada graças ao desenvolvimento de novas tecnologias por cientistas e  engenheiros de diversas instituições de pesquisa em todo mundo, que  estão se propagando para outras áreas do conhecimento, como a medicina e  a computação.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Anemia falciforme é problema cada vez mais grave, diz especialista</title><link>http://bio-revolucao.blogspot.com/2011/12/anemia-falciforme-e-problema-cada-vez.html</link><pubDate>Tue, 6 Dec 2011 08:19:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-5973219537648676008</guid><description>&lt;h1&gt;&lt;/h1&gt;&lt;h5 class="date"&gt;05/12/2011&lt;/h5&gt;&lt;b&gt;Por Fábio de Castro&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – Doença hereditária que causa malformação das  hemácias e provoca complicações em praticamente todos os órgãos do  corpo, a anemia falciforme tem alta incidência no mundo, especialmente  entre as populações afrodescendentes. No Brasil, a prevalência é de uma a  cada mil pessoas, em média. Na Bahia, onde o contingente de negros é  maior, a doença atinge um em cada 650 indivíduos nascidos vivos.&lt;br /&gt;
Congênita, a doença piora continuamente ao longo do tempo, reduzindo a  expectativa de vida do paciente para uma média de 40 anos. O tratamento  se torna cada vez mais difícil, uma vez que adultos apresentam lesões  crônicas em todos os órgãos, com crises agudas de dor provocadas pela  oclusão dos vasos sanguíneos, além de sequelas neurológicas e outras  alterações degenerativas graves.&lt;br /&gt;
Há cerca de 30 anos, a professora Sara Olalla Saad, do Centro de  Hematologia e Hemoterapia da Universidade Estadual de Campinas  (Unicamp), se dedica a estudar a doença e aplicar o conhecimento no  tratamento de pacientes.&lt;br /&gt;
Em 1992, grupos internacionais de pesquisadores publicaram pela  primeira vez trabalhos que demonstravam os benefícios da hidroxiureia  para diminuir o sofrimento dos pacientes. Desde então, o grupo da  Unicamp passou a utilizar o medicamento, que, no entanto, só seria  aprovado no Brasil 10 anos depois.&lt;br /&gt;
O pioneirismo, unindo pesquisa e clínica, levou o grupo a publicar  muitos trabalhos com impacto internacional. Atualmente, os cientistas  realizam um estudo de coorte com 114 pacientes de 14 a 55 anos,  acompanhando-os continuamente a fim de compreender a doença e testar  novas terapias.&lt;br /&gt;
Saad, que coordena o &lt;b&gt;&lt;a href="http://www.bv.fapesp.br/pt/projetos-tematicos/2203/instituto-nacional-ciencia-tecnologia-sangue/" target="_blank"&gt;Instituto Nacional de Ciência e Tecnologia (INCT) do Sangue&lt;/a&gt;&lt;/b&gt;,  participou, na sexta-feira (02/12), na sede da FAPESP, do Simpósio  Regional sobre Medicina Translacional, realizado em celebração aos 60  anos do Conselho Nacional de Desenvolvimento Científico e Tecnológico  (CNPq).&lt;br /&gt;
&amp;nbsp;Para ler a antrevista com a professora Saad Click no link.&lt;br /&gt;
&lt;a href="http://agencia.fapesp.br/14869"&gt;http://agencia.fapesp.br/14869&lt;/a&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Minha mais nova hospede</title><link>http://bio-revolucao.blogspot.com/2011/11/minha-mais-nova-hospede.html</link><category>Curiosidades Científicas</category><pubDate>Wed, 9 Nov 2011 09:19:00 -0800</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-1101100113456921290</guid><description>Esses dias enquanto estava de bobeira em casa percebi a presença de uma visitante um tanto quanto assustadora, uma aranha, mas como não tenho o costume de me apavorar e sair matando deixei minha hospede no canto dela e fui pesquisar. Entrei em contato com o Butantã e fui informada por eles que minha amiga é uma Nephilengys cruentata ou aranha gigante ou de teia e que seu venneno não era perigoso para humanos. Decidi por mais pesquisa e olha o que descobri....&lt;br /&gt;
&lt;br /&gt;
&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0LzqxJtIT0NSPhRJgfkrmcAwmDIVP_y98rHAOJcmo1PJLr6Pgwy6tbOU9tSrEvC_ikhtf6jbHfY9XU2EhtKnE24DIYCqVlMqrlnvY1_hRRqFkBuaFRadeijVux1Q4wzbUP1wGRUqLVIc/s1600/PB080036.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0LzqxJtIT0NSPhRJgfkrmcAwmDIVP_y98rHAOJcmo1PJLr6Pgwy6tbOU9tSrEvC_ikhtf6jbHfY9XU2EhtKnE24DIYCqVlMqrlnvY1_hRRqFkBuaFRadeijVux1Q4wzbUP1wGRUqLVIc/s400/PB080036.JPG" width="400" /&gt;&lt;/a&gt;&lt;/div&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; &amp;nbsp;&lt;span style="font-size: x-small;"&gt; Olha a minha amiga ai&lt;/span&gt;&lt;br /&gt;
Aranhas &lt;i style="mso-bidi-font-style: normal;"&gt;Nephilengys cruentata&lt;/i&gt;  são animais muito bem estudados e conhecidos, de fato, muito já se sabe  sobre os Nephilidae. Estes animais são territorialistas, e conflitos  entre fêmeas são vistos frequentemente. Aranhas Nephilengys foram  introduzidas n Brasil, são espécies exóticas que foram trazidas da  África a muitos anos atrás. No Brasil também há Nephilas endêmicas.&amp;nbsp;É  comum ver aranhas desta espécie utilizando teias preparadas por rivais  após sua morte, possivelmente uma estratégia evolutiva que visa a  economia energética. Essas aranhas constroem refúgios possivelmente como  estratégia de defesa contra vespas como Pompilidae e Sphecidae que  atacam aranhas de teia orbicular. Essas aranhas constroem suas teias  geralmente próximas a lâmpadas. Estudos mostraram que conflitos por  essas regiões são constantes. Uma vez que a luz artificial é acesa os  insetos tendem a voar até elas, com a teia próxima a essas lâmpadas as  aranhas tem insetos constantemente. De fato, aranhas que vivem próximas a  essas luminárias capturam 20% a mais de presas do que em áreas longe de  lâmpadas.&lt;br /&gt;
&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;div style="text-align: justify;"&gt;O  dimorfismo sexual nesta espécie é extremo. Durante muito tempo  especulou-se como tal dimorfismo pode ser mantido dentro dessa espécie,  como ele surgiu e se seria um caso de nanismo de machos ou gigantismo de  fêmeas.&lt;/div&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;Estudos  filogenéticos mostram que o dimorfismo sexual de Nephilideos é devido  ao gigantismo de fêmeas, lembrando a tradição renascentista italiana de  que as mulheres mais belas eram as obesas. &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;Durante  a construção de teias, as aranhas utilizam um fio espiral não adesivo  para seguir de referencia quando for colocar o fio adesivo. Normalmente,  ocorre uma substituição desse fio não adesivo pelo adesivo durante a  construção da teia. No ancestral dos Nephilideos ocorreu uma  sinapomorfia comportamental (caracteres que, surgiram ao longo da  evoluçao e mantém-se em diversos grupos taxonômicos distintos)&amp;nbsp;onde o  animal coloca o fio adesivo sobre o fio não adesivo. Aparentemente pode  não ser muito clara a vantagem de tal evento, mas a sobreposição de fios  adesivos sobre fios não adesivos reforça a teia e permite que ela tenha  um melhor desempenho na captura de presas. Uma teia adesiva permite a  aranha capturar presas pequenas, entretanto, teia adesiva somada a teia  não adesiva permite que o animal capture animais de maior porte, pois  esse “reforço” na nova estrutura orbicular pode ser capaz de quebrar a  energia cinética de animais de maior porte.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;div class="separator" style="clear: both; text-align: center;"&gt;&lt;/div&gt;Um segundo evento evolutivo ocorre no ancestral dos gêneros  Nephila, Nephilengys e Herennia. Durante a construção da teia o  ancestral desses animais passou a ligar os fios radiais da teia em dois  pontos do fio de sustentação de quadro. Esse reforço permitiu que  animais de maior porte fossem pegos por essas teias e consequentemente a  oferta de presas de grande porte aumentou, e permitiu que fêmeas com  maior disponibilidade de alimento aumentassem sua biomassa no decorrer  dos milhares de anos, favorecendo também a quantidade de ovos por  postura e o duelo por territórios (isso porque aranhas que são 30%  maiores que sua adversária ganham conflitos com maior freqüência). Este  resultado pode ser visto através da média de tamanho de machos e fêmeas  descrita na frente de cada indivíduos da filogenia da figura. Isso  mostra que na realidade os ancestrais dos indivíduos Nephilidae eram  aproximadamente do mesmo tamanho que os machos atuais. &lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;&lt;i style="mso-bidi-font-style: normal;"&gt;Nephilengys cruentata&lt;/i&gt;  ainda tem a capacidade de construir um perfil a respeito de suas  adversárias a partir do toque na teia. O espaçamento entre os fios  espirais, composição do fio de teia, a malha e o diâmetro de cada o fio  da teia da aranha residente é interpretado pela aranha invasora e  permite montar uma representação de seu tamanho. Permitindo assim saber  se vale a pena entrar em tal conflito, e qual a sua probabilidade de  vitoria. &lt;i style="mso-bidi-font-style: normal;"&gt;Nephilengys cruentata&lt;/i&gt;  constroem um fio de barreira que auxilia na defesa contra eventuais  predadores. Uma mudança no  comportamento de construção de teia unindo 1 fio radial a mais no fio de  quadro da teia que possibilita neutralizar a energia cinética de presas  de maior massa.&lt;/div&gt;&lt;div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"&gt;Essa  oferta de biomassa maior durante a evolução dessas aranhas permitiu que  fêmeas pudesse ganhar massa ao longo do tempo demonstrando o gigantismo  da fêmea em relação ao macho e não um nanismo do macho em relação a  fêmea.&lt;br /&gt;
Esqueci, esta informação foi tirada do blog Ciência Blogada &lt;/div&gt;</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj0LzqxJtIT0NSPhRJgfkrmcAwmDIVP_y98rHAOJcmo1PJLr6Pgwy6tbOU9tSrEvC_ikhtf6jbHfY9XU2EhtKnE24DIYCqVlMqrlnvY1_hRRqFkBuaFRadeijVux1Q4wzbUP1wGRUqLVIc/s72-c/PB080036.JPG" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Rã Gigante</title><link>http://bio-revolucao.blogspot.com/2011/08/ra-gigante.html</link><pubDate>Tue, 30 Aug 2011 11:36:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-1394975050100518500</guid><description>&lt;div class="cntr"&gt;&lt;img alt="" class="" height="240" src="http://oglobo.globo.com/blogs/arquivos_upload/2011/08/102_3024-blogfrog.jpg" width="320" /&gt;&lt;/div&gt;A câmera de um telefone celular registrou a imagem de uma&lt;strong&gt;&lt;span style="font-family: Tahoma;"&gt; criatura "gigantesca"&lt;/span&gt;&lt;/strong&gt;: &lt;span style="background-color: olive; color: white; font-family: Tahoma; font-size: x-small;"&gt;&lt;strong&gt;uma rã do tamanho de uma criança de 7 ou 8 anos (20 quilos)&lt;/strong&gt;&lt;/span&gt;. O chinês autor da foto disse que a rã estava na região de&lt;strong&gt; Gemencheh&lt;/strong&gt; (Malásia). &lt;br /&gt;
Segundo ele, o animal foi capturado por um membro de uma tribo às margens de um rio local. &lt;br /&gt;
Um  amigo do autor da foto tentou comprar a rã, mas o nativo pediu uma  quantia que o sujeito não tinha no momento. Ao retornar com o dinheiro  pedido, a tribo já tinha devorado o anfíbio.&lt;br /&gt;
&lt;span style="font-size: x-small;"&gt;Notícia lida no Page Not Found &lt;/span&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Mais risco para mulheres fumantes</title><link>http://bio-revolucao.blogspot.com/2011/08/mais-risco-para-mulheres-fumantes.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 22 Aug 2011 05:37:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-7842336068794523479</guid><description>&lt;h1&gt;&lt;/h1&gt;&lt;h5 class="date"&gt;11/08/2011&lt;/h5&gt;&lt;b&gt;Agência FAPESP&lt;/b&gt; – Nova má notícia para os fumantes,  especialmente mulheres. O aumento no risco de desenvolver doenças  coronarianas por causa do hábito de fumar é 25% maior para mulheres do  que para homens.&lt;br /&gt;
&lt;img alt="" 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" /&gt;&lt;br /&gt;
&lt;span style="font-size: xx-small;"&gt;Estudo publicado na &lt;i&gt;The Lancet&lt;/i&gt; indica que aumento no risco de desenvolver doenças&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: xx-small;"&gt;coronarianas por causa do cigarro é 25% maior para mulheres (&lt;i&gt;Wikimedia&lt;/i&gt;)&lt;/span&gt;&lt;br /&gt;
A afirmação é de um estudo publicado nesta quinta-feira (11/8) na revista &lt;i&gt;The Lancet&lt;/i&gt;, por Rachel Huxley, da Universidade de Minnesota, e Mark Woodward, da Universidade Johns Hopkins, nos Estados Unidos.&lt;br /&gt;
Os dois realizaram uma meta-análise de 86 estudos, que reúnem dados  de 67 mil casos de doenças coronarianas em uma amostragem total de mais  de 4 milhões de pessoas.&lt;br /&gt;
Os autores sugerem que o aumento no risco para o público feminino  pode estar relacionado com diferenças fisiológicas entre os sexos, com  toxinas presentes no cigarro tendo possivelmente efeitos mais potentes  em mulheres do que nos homens.&lt;br /&gt;
“Mulheres podem extrair quantidades maiores de carcinógenos e de  outros agentes tóxicos a partir do mesmo número de cigarros do que os  homens. Isso poderia explicar por que mulheres que fumam têm duas vezes  mais risco de desenvolver câncer de pulmão do que os homens”, disseram.&lt;br /&gt;
O cenário tende a piorar com o tempo. Segundo o estudo, para cada ano  que uma mulher fumar há um aumento na relação ajustada de risco entre  mulheres e homens. Isso significa que, quanto mais tempo uma mulher  fumar, maior será o risco de desenvolver doenças coronarianas em  comparação com um homem que tiver fumado durante o mesmo período.&lt;br /&gt;
“O cigarro é uma das principais causas de doenças coronarianas em  todo o mundo e continuará a ser, uma vez que populações que até então  não estavam sendo tão afetadas pela epidemia do fumo começaram a usar o  cigarro em níveis até então presentes apenas em países mais ricos”,  disseram os autores.&lt;br /&gt;
“Essa expectativa é especialmente preocupante para mulheres mais  jovens, entre as quais a popularidade do cigarro, particularmente em  países de menor renda &lt;i&gt;per capita&lt;/i&gt;, pode estar aumentando”, destacaram.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Um novo olhar sobre a obesidade</title><link>http://bio-revolucao.blogspot.com/2011/08/um-novo-olhar-sobre-obesidade.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 22 Aug 2011 05:21:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-7030779026674551188</guid><description>&lt;h1 class="documentFirstHeading" style="font-weight: normal;"&gt;                       &lt;span class="" id="parent-fieldname-title"&gt;&lt;span style="font-size: small;"&gt;Mais um texto maravilhoso do meu ex-professor de facul. &lt;/span&gt;&lt;/span&gt;&lt;span class="" id="parent-fieldname-title"&gt;&lt;span style="font-size: small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1 class="documentFirstHeading" style="font-weight: normal; text-align: left;"&gt;&lt;span class="" id="parent-fieldname-title"&gt;&lt;span style="font-size: small;"&gt;Pra quem vive se queixando do peso pode estar ai uma solução.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/h1&gt;&lt;h1 class="documentFirstHeading"&gt;&lt;span class="" id="parent-fieldname-title"&gt;&lt;span style="font-size: small; font-weight: normal;"&gt;BJs Juliana&lt;/span&gt;&lt;br /&gt;
&lt;/span&gt;              &lt;/h1&gt;&lt;div class="documentDescription"&gt;                      &lt;span class="" id="parent-fieldname-description"&gt;             &lt;/span&gt;              &lt;/div&gt;Por: &lt;span&gt;Jerry Borges&lt;/span&gt; &lt;br /&gt;
&lt;div style="font-size: 11px;"&gt;           &lt;span&gt;             Publicado em 05/08/2011           &lt;/span&gt;            &lt;span&gt;|            Atualizado em &lt;span&gt; 05/08/2011&lt;/span&gt;          &lt;/span&gt;         &lt;/div&gt;&lt;div class="newsImageContainer"&gt;             &lt;a class="lightbox" href="http://cienciahoje.uol.com.br/colunas/por-dentro-das-celulas/um-novo-olhar-sobre-a-obesidade/image" id="parent-fieldname-image"&gt;                &lt;img alt="Um novo olhar sobre a obesidade" class="newsImage" height="256" src="http://cienciahoje.uol.com.br/colunas/por-dentro-das-celulas/um-novo-olhar-sobre-a-obesidade/image_preview" title="‘As mulheres gordas’, tela pintada em 1904 pelo russo Igor Grabar." width="320" /&gt;             &lt;/a&gt;              &lt;div class="discreet"&gt;                        &lt;span class="" id="parent-fieldname-imageCaption"&gt;             &lt;span style="font-size: x-small;"&gt;‘As mulheres gordas’, tela pintada em 1904 pelo russo Igor Grabar.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="discreet"&gt;&lt;span class="" id="parent-fieldname-imageCaption"&gt;&lt;span style="font-size: x-small;"&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;                  &lt;/div&gt;&lt;/div&gt;Se você tem tendência a acumular peso, possivelmente já tentou se  livrar dos excessos de suas medidas por meio de alguma dieta. E,  provavelmente, assim como acontece com a maioria das pessoas, os seus  esforços proporcionaram resultados passageiros e, após algum tempo, o  seu peso anterior retornou, às vezes até com alguns quilinhos a mais.&lt;br /&gt;
Mas por que isso ocorre? E por que algumas pessoas têm dificuldades  enormes para alcançar e manter um peso normal, enquanto alguns  felizardos podem comer despreocupadamente, sem ganharem um único grama  em suas medidas? As respostas a essas dúvidas, infelizmente, ainda não  são conclusivas.&lt;br /&gt;
&lt;div class="pullquote"&gt;&lt;/div&gt;A obesidade tornou-se uma tragédia planetária moderna que consome a  saúde de centenas de milhões de pessoas devido a sua associação com  problemas circulatórios, diabetes do tipo 2, osteoartrite etc. Por isso,  há um enorme interesse da ciência em compreender os fatores associados à  obesidade.&lt;br /&gt;
Não há dúvidas de que a obesidade se deve ao descontrole entre a  quantidade do que é ingerido pelo indivíduo e do que é gasto em seu  metabolismo. Mas ainda há controvérsias sobre quais fatores predispõem  alguns indivíduos à obesidade enquanto poupam outros.&lt;br /&gt;
Historicamente, a maior parte dos estudiosos sobre esse tema tem se  dedicado a associar a obesidade com o estilo de vida, com alterações  hormonais ou com uma predisposição genética. Contudo, evidências  epidemiológicas sugerem que o constante aumento na obesidade mundial não  está associado somente a esses fatores tradicionalmente estudados.&lt;br /&gt;
Uma reviravolta sobre as causas e eventos associados ao excesso de  peso iniciou-se há cerca de seis anos, quando pesquisadores liderados  por Jeffrey Gordon, da Escola de Medicina da Universidade de Washington,  nos Estados Unidos, começaram a associar o problema à composição da  flora intestinal dos indivíduos. Em 2006, o grupo publicou um estudo em que observava que ratos obesos apresentavam uma flora intestinal diferenciada em comparação com animais de peso normal.&lt;br /&gt;
&lt;dl class="image-inline captioned image-inline"&gt;&lt;dt&gt;&lt;a href="http://cienciahoje.uol.com.br/colunas/por-dentro-das-celulas/imagens/umnovoolhar02.jpg" rel="lightbox"&gt;&lt;img alt="Rato obeso e rato normal" height="166" src="http://cienciahoje.uol.com.br/colunas/por-dentro-das-celulas/imagens/umnovoolhar02.jpg/image_preview" title="Rato obeso e rato normal" width="320" /&gt;&lt;/a&gt;&lt;/dt&gt;
&lt;dd class="image-caption" style="width: 400px;"&gt;&lt;span style="font-size: x-small;"&gt;Segundo pesquisa  estadunidense, a flora intestinal de ratos obesos (à esquerda) é  diferente da de ratos com peso normal (à direita). (foto: Lexicon  Genetics Incorporated)&lt;/span&gt;&lt;/dd&gt;&lt;/dl&gt;A equipe de Gordon ainda aprofundou suas conclusões: manipulando a  composição da microbiota intestinal de ratos, esses pesquisadores foram  capazes de fazer com que animais magros ganhassem peso e se tornassem  obesos. &lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;Nós e os microrganismos&lt;/h3&gt;A invasão e a disseminação dos microrganismos em nosso trato  intestinal ocorrem somente após o nascimento, pois, durante o  desenvolvimento embrionário, o feto habita um ambiente isento de germes.&lt;br /&gt;
Como os nossos primeiros contatos com o mundo se dão através do parto  e, posteriormente, via amamentação, há uma grande semelhança entre a  flora intestinal infantil e a materna. Talvez venha daí a observação  comumente feita de que mães gordas têm filhos obesos.&lt;br /&gt;
Estimativas indicam que há um número praticamente inimaginável de  microrganismos, principalmente bactérias e leveduras, habitando nossos  intestinos. Embora o trato intestinal superior seja pouco ocupado por  germes, devido às suas condições inóspitas (acidez, forças propulsivas  elevadas), o intestino grosso apresenta uma densidade microbiana muito  elevada, abrigando cerca de 100 trilhões de microrganismos de até mil  espécies diferentes.&lt;br /&gt;
Temos que compreender que nem sempre – e nem todos – os  microrganismos são maléficos para o nosso organismo. Apesar de nossa  constante luta contra esses seres diminutos, eles são parte integrante e  indissociável de nossas vidas.&lt;br /&gt;
Grande parte desses microrganismos são comensais, ou seja, consomem  parte do alimento ingerido pelo organismo humano sem prejudicá-lo. Mas  há também espécies patogênicas, cuja proliferação é normalmente mantida  sob controle pela ação de microrganismos benéficos. Contudo, se houver  alguma alteração fisiológica ou ambiental, os microrganismos patogênicos  podem se multiplicar rapidamente e causar enfermidades.&lt;br /&gt;
&lt;div class="pullquote"&gt;&lt;/div&gt;Apesar de ser frequentemente associada a doenças, a microbiota  intestinal nos beneficia produzindo vitaminas K e do complexo B e  auxiliando na captação de nutrientes e de calorias em polissacarídeos  não digeríveis pelo organismo humano. Estimativas indicam que  diariamente essa captação energética microbiana pode ser superior a 100  quilocalorias, o equivalente a cerca de 5% a 10% das calorias diárias  necessárias para manutenção de um indivíduo de 70 quilos.&lt;br /&gt;
Com base nas descobertas da equipe de Gordon, os indivíduos propensos  à obesidade teriam uma flora intestinal que lhes permite extrair de  forma mais eficiente os nutrientes e as calorias presentes nos alimentos  em comparação com pessoas mais magras.&lt;br /&gt;
Se essa hipótese for verdadeira, o problema da obesidade não estaria  em uma menor capacidade metabólica dos indivíduos para consumir os  nutrientes e calorias ingeridos, e sim em uma maior habilidade de  captação e estocagem desses recursos alimentares do que os indivíduos  não obesos.&lt;br /&gt;
&lt;dl class="image-inline captioned image-inline"&gt;&lt;dt&gt;&lt;a href="http://cienciahoje.uol.com.br/colunas/por-dentro-das-celulas/imagens/umnovoolhar03.jpg" rel="lightbox"&gt;&lt;img alt="Lactobacillus" height="236" src="http://cienciahoje.uol.com.br/colunas/por-dentro-das-celulas/imagens/umnovoolhar03.jpg/image_preview" title="Lactobacillus" width="320" /&gt;&lt;/a&gt;&lt;/dt&gt;
&lt;dd class="image-caption" style="width: 400px;"&gt;&lt;span style="font-size: x-small;"&gt;A equipe de Jeffrey  Gordon, da Universidade de Washington (EUA), contatou que a flora  intestinal de ratos obesos tem maior abundância de firmicutes, filo que  reúne mais de 250 gêneros de bactérias, entre eles, os ‘Lactobacillus’.  (foto: Shoko Muraguchi – CC BY-NC-ND 2.0)&lt;/span&gt;&lt;/dd&gt;&lt;/dl&gt;Portanto, há algum sentido quando os gordinhos dizem que engordam  após terem consumido apenas uma única ervilha, enquanto outras pessoas  podem comer uma plantação inteira sem nada sofrerem.&lt;br /&gt;
Essas descobertas estadunidenses têm despertado interesse em diversos  outros grupos de pesquisa. Os cientistas têm ampliado e aprofundado a  relação entre a obesidade e a composição da flora intestinal e indicado  que pessoas mais magras possuem, em média, uma flora intestinal mais  rica que a de obesos.&lt;br /&gt;
Um desses estudos, conduzido por 54 cientistas europeus liderados por  Jun Wang, da Universidade de Copenhague, na Dinamarca, analisou a  composição da microbiota intestinal de quase duas centenas de indivíduos  e mostrou que os obesos tinham em seus intestinos comunidades  bacterianas 30% a 40% mais pobres que as dos magros. &lt;br /&gt;
&lt;br /&gt;
&lt;h3&gt;Microbiota intestinal, antibióticos e obesidade&lt;/h3&gt;Apesar da enorme diversidade de microrganismos que habita a nossa  flora intestinal, a relação entre as várias espécies e a obesidade segue  uma lógica simples: há indícios de que a presença ou ausência de apenas  seis espécies de bactérias na microbiota podem explicar cerca de 80%  dos casos de obesidade humana.&lt;br /&gt;
&lt;div class="pullquote"&gt;A presença ou ausência de apenas seis espécies de bactérias na microbiota podem explicar cerca de 80% dos casos de obesidade humana&lt;/div&gt;Do ponto de vista genético, análises também indicam que um número  reduzido de genes pode estar associado à obesidade. Se essas pesquisas  estiverem corretas, abre-se a possibilidade no futuro de um diagnóstico  relativamente fácil e seguro dos fatores predisponentes à obesidade, bem  como do tratamento de indivíduos com excesso de peso.&lt;br /&gt;
Todas essas descobertas, se forem efetivamente comprovadas, poderão  ter implicações enormes, que irão além do controle da epidemia mundial  de obesidade. Os resultados poderão, por exemplo, ter efeitos sobre o  uso – muitas vezes desregrado – de antibióticos.&lt;br /&gt;
Nos últimos anos, têm se acumulado evidências que sugerem que os  antibióticos orais podem empobrecer e afetar o desenvolvimento e o  delicado equilíbrio da flora intestinal, ao atingir uma série de grupos  de microrganismos importantes para a fisiologia digestiva. Por exemplo, o  aumento da diversidade intestinal de bactérias pertencentes aos grupos  Bacteroides e Ruminococcus, eficientes na digestão de carboidratos,  poderia facilitar o ganho de peso de indivíduos que utilizam  antibióticos.&lt;br /&gt;
Outras linhas de pesquisa têm se dedicado a analisar o papel dos  probióticos, alimentos que têm em sua composição microrganismos vivos  (principalmente &lt;em&gt;Lactobacillus&lt;/em&gt;, &lt;em&gt;Enterococcus&lt;/em&gt; e &lt;em&gt;Bifidobacterium&lt;/em&gt;)  capazes de beneficiar a saúde. Há indícios de que os probióticos,  amplamente utilizados na dieta humana e de animais, podem contribuir  para um melhor balanço na composição da microbiota intestinal,  facilitando a absorção de nutrientes e vitaminas e, assim,  proporcionando ganho de peso.&lt;br /&gt;
Se comprovados, esses indícios podem talvez nos fornecer uma  explicação alternativa para o fato de produtores rurais e piscicultores  administrarem grandes quantidades de antibióticos e probióticos aos  animais em desenvolvimento. Essa prática, inicialmente associada à  redução de infecções microbianas, pode ser efetiva por causar alterações  na microbiota animal e, assim, contribuir para o ganho de peso das  criações – e, consequentemente, o lucro dos criadores.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Jerry Carvalho Borges&lt;/strong&gt;&lt;br /&gt;
Departamento de Medicina Veterinária&lt;br /&gt;
Universidade Federal de Lavras</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Genoma da esponja do mar dá novos insights sobre a evolução dos animais e o câncer</title><link>http://bio-revolucao.blogspot.com/2011/08/genoma-da-esponja-do-mar-da-novos.html</link><pubDate>Mon, 8 Aug 2011 11:05:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-4574865232307332011</guid><description>&lt;!--[if !mso]&gt; &lt;style&gt;
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&lt;/style&gt; &lt;![endif]--&gt;  &lt;div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&lt;a href="http://thescienceworld.blogspot.com/2010/11/genoma-da-esponja-do-mar-da-novos.html"&gt;&lt;span style="color: blue;"&gt;&lt;/span&gt;&lt;/a&gt; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align="center" class="MsoNormal" style="line-height: 15.75pt; text-align: center;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR; mso-no-proof: yes;"&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Uma equipe de pesquisadores da Universidade da Califórnia, Bekeley, e do Departamento of Energy’s Joint Genome Institute (JGI) seqüenciou o genoma da esponja do mar Amphimedon queenslandica. O trabalho fornece novos&amp;nbsp;&lt;i&gt;insights&lt;/i&gt;&amp;nbsp;sobre as origens tanto dos animais quanto do câncer.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Todos os animais são descendentes de um ancestral comum que existiu há mais de 600 milhões anos. Criaturas do tipo esponja devem podem ter sido os primeiros organismos com mais de um tipo de célula e com capacidade de se desenvolverem a partir de um óvulo fertilizado .&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;“Nossa hipótese é que a multicelularidade e câncer são as duas faces da mesma moeda”, diz Daniel Rokhsar, responsável pelo trabalho. “Se você é uma célula em um organismo multicelular, você tem que cooperar com outras células do corpo, se dividindo quando é necessário. Os genes que regulam esta cooperação são também aqueles cuja interrupção pode levar as células a agirem de forma “egoísta”, crescendo de forma descontrolada em detrimento do organismo.&lt;/span&gt;&lt;/div&gt;&lt;img alt="" height="239" 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" width="320" /&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span lang="EN-US"&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjOiD945q6YJoX0voYaMcUTB4JgrHvT9rncYbUJHTZWsshRsSypLJe2TYcxm88ltoq0qDSWJiJARSK0AiZYaA3gxM2AR5wpkcg8DmXJJEhdcGLzoEyl4_3lsK-BVTYKbewhTRNYSl12XxU/s1600/esponja-do-mar.jpg"&gt;&lt;span lang="PT-BR" style="color: blue; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR; mso-no-proof: yes; text-decoration: none; text-underline: none;"&gt;&lt;span style="mso-ignore: vglayout;"&gt;&lt;/span&gt;&lt;/span&gt;&lt;/a&gt;&lt;/span&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Para chegar a estas conclusões, a equipe buscou no genoma da esponja mais de cem genes que podem estar relacionados com o câncer humano, encontrando 90 deles. Futuras pesquisas devem mostrar como estes genes desempenham suas funções ao dotar as células com o tal “espírito de equipe”.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;As esponjas são frequentemente descritas como os “animais” mais simples existentes. Os seres humanos, na contramão, são considerados complexos – mas como esta complexidade está codificada no genoma é ainda um mistério. O que a pesquisa mostra é que, enquanto o genoma da esponja contenha a maioria das famílias de genes encontradas em uma pessoa, o número de genes de cada grupo mudou significativamente ao longo de milhares de anos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;“Apesar de pensarmos na esponja como uma criatura simples cujo esqueleto usamos na banheira, ela tem a maior parte das vias de desenvolvimento e bioquímicas associadas com funções complexas nos humanos”, explica Mansi Srivastava, também envolvido no trabalho. Os componentes que faltam podem revelar em pesquisas futuras como se deu a evolução para organismos maiores e mais complexos.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Entre os componentes em falta, os pesquisadores destacam a família de enzimas conhecida como CDK 4/6, que em mamíferos é crucial para a transição de fases do ciclo celular. No entanto, ela está presente em anêmonas do mar, lançando a questão de que ela poderia ter sido um marco no desenvolvimento de animais mais complexos. Inibidores de CDK 4/6 para o ciclo celular e são usados para tratar o câncer de mama.&lt;/span&gt;&lt;/div&gt;&lt;div class="MsoNormal" style="line-height: 15.75pt;"&gt;&lt;span style="font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 9.0pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;Os pesquisadores também identificaram diversos genes que caracterizam outros animais, envolvidos na divisão e crescimento celular, morte programada da célula, adesão entre células, entre outros. No entanto, a esponja não tem intestino, músculos ou neurônios. “Surpreendentemente, o genoma da esponja revela agora que, ao longo do caminho para o surgimento de animais, os genes para uma rede inteira de muitas células especializadas evoluíram e lançaram as bases para a lógica genética de organismos que não funcionariam mais como celas individuais”, ressalta Kenneth S. Kosik, co-autor do estudo.&lt;/span&gt;&lt;/div&gt;&lt;b&gt;&lt;span style="font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 13.5pt; mso-ansi-language: PT-BR; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;"&gt;&lt;/span&gt;&lt;/b&gt;&lt;b&gt;&lt;a href="http://thescienceworld.blogspot.com/2010/11/genoma-da-esponja-do-mar-da-novos.html"&gt;&lt;span style="color: blue;"&gt;&lt;/span&gt;&lt;/a&gt;&lt;/b&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Células que não envelhecem</title><link>http://bio-revolucao.blogspot.com/2011/08/celulas-que-nao-envelhecem.html</link><pubDate>Wed, 3 Aug 2011 11:12:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-8469609681878118131</guid><description>&lt;h1&gt;&lt;/h1&gt;&lt;h5 class="date"&gt;01/07/2011&lt;/h5&gt;&lt;h5 class="date"&gt;&lt;img alt="" height="169" 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" width="200" /&gt; &lt;/h5&gt;&lt;b&gt;Por Mônica Pileggi&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – Uma pesquisa feita por cientistas dos Estados  Unidos e do Brasil acaba de fornecer novas pistas para um dos fenômenos  menos conhecidos de alguns tipos de câncer: por que os telômeros se  alongam, quando deveriam diminuir de tamanho.&lt;br /&gt;
Telômeros são estruturas constituídas por fileiras repetitivas de  proteínas e DNA não codificante que formam as extremidades dos  cromossomos. Sua principal função é proteger a estrutura do cromossomo.  Os telômeros contêm sequências de DNA que, em células sadias,  encurtam-se a cada processo normal de divisão celular.&lt;br /&gt;
Sem telômeros, o encurtamento não ocorre, afetando as funções  celulares. Sabe-se que células cancerosas, que se dividem muito  rapidamente, usam grandes quantidades da enzima telomerase para manter  os telômeros intactos. Mas há alguns tipos de células cancerosas que  mantém o comprimento dos telômeros intacto, e isso sem precisar da ajuda  da telomerase.&lt;br /&gt;
Sem um aumento na produção da telomerase, a dúvida é como as células  cancerosas conseguem manter seus telômeros, em um fenômeno de  alongamento alternativo dessas estruturas.&lt;br /&gt;
O novo estudo identificou, por meio de uma técnica de marcação  histológica molecular chamada “hibridização in-situ com marcadores  fluorescentes específicos de telômeros” (FISH, em inglês), dois genes  encontrados com alta frequência em tumores, denominados ATRX e DAXX.  Esses genes são responsáveis por manter o comprimento dos telômeros,  indica o trabalho.&lt;br /&gt;
A pesquisa, cujos resultados foram publicados no site da revista &lt;i&gt;Science&lt;/i&gt;,  têm como autoras a pesquisadora Sueli Mieko Oba-Shinjo e a professora  Suely Kazue Nagahashi Marie, do Departamento de Neurologia da Faculdade  de Medicina da Universidade de São Paulo (FMUSP).&lt;br /&gt;
Segundo ela, em alguns tipos de câncer foram detectadas – por  sequenciamento ou por imunomarcação – mutações nos genes ATRX e DAXX.  “Todos os genes com grande alteração na sequência tinham o telômero mais  preservado, o que justifica um dos mecanismos do processo de câncer”,  disse Marie à &lt;b&gt;Agência FAPESP&lt;/b&gt;.&lt;br /&gt;
A mutação foi detectada inicialmente em carcinomas de pâncreas. Em  seguida, o grupo também identificou a mutação em outros mais de 400  tipos de câncer, entre deles o glioblastoma multiforme – tumor maligno  que ataca o sistema nervoso central e atinge tanto crianças como adultos  – e o oligodendroglioma – que também ataca o sistema nervoso e tem  origem na célula oligodendroglial.&lt;br /&gt;
Para os pesquisadores, o objetivo a ser atingido com esses marcadores  é o de detectar a doença o quanto antes para que seja possível evitar o  crescimento do tumor sólido.&lt;br /&gt;
“Essas são mutações genéticas que só existem nos tumores. Se  conseguirmos rastreá-las durante a evolução do paciente será possível  saber, precocemente, se o tumor voltou ou se está crescendo”, disse  Marie.&lt;br /&gt;
O estudo foi liderado por cientistas do Departamento de Patologia do  Johns Hopkins Medical Institutions, em Baltimore. “Descobrir os genes  responsáveis pelo alongamento alternativo dos telômeros é o primeiro  passo para compreender esse processo e, com isso, poderemos ter  oportunidades de desenvolver novas terapias contra o câncer”, disse  Nickolas Papadopoulos, do Johns Hopkins.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Brasil assistirá hoje a eclipse lunar</title><link>http://bio-revolucao.blogspot.com/2011/06/brasil-assistira-hoje-eclipse-lunar.html</link><pubDate>Wed, 15 Jun 2011 11:44:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-4937963627721849302</guid><description>&lt;div class="texto" id="HOTWordsTxt" name="HOTWordsTxt" style="font-size: 12px;"&gt;&lt;img align="left" border="0" src="http://www.dgabc.com.br/2008/files/noticia/5893094.jpg" style="font-size: 12px; padding-right: 4px;" /&gt;&lt;div style="font-size: 12px;"&gt;A  maioria dos brasileiros verá a Lua nascer eclipsada hoje. O fenômeno  ocorre quando o Sol, a Terra e a Lua estão alinhados, com nosso &lt;a href="http://www.dgabc.com.br/News/5893094/brasil-assistira-hoje-a-eclipse-lunar.aspx#" rel="nofollow" style="border-bottom: dotted 1px; color: #649d55; cursor: hand; text-decoration: underline;"&gt;planeta&lt;/a&gt;  no meio. As regiões que poderão observar o eclipse do início ao fim  estão na África, no Oriente Médio, na Ásia e na Oceania. A América do  Norte não conseguirá ver o fenômeno. Os europeus, assim como os  brasileiros, só verão o fim.&lt;/div&gt;&lt;div style="font-size: 12px;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-size: 12px;"&gt;Na capital paulista, a Lua  nascerá - coberta pela sombra da Terra - às 17h25. Dois minutos depois, o  Sol vai se pôr. Portanto, o satélite estará escuro, mas o crepúsculo  ainda iluminará o céu por alguns minutos. "O grande desafio para os  observadores será notar que a Lua já está lá. Ela vai estar bem  apagada", avisa Paulo Sérgio Bretones, astrônomo da Universidade Federal de São Carlos (UFSCar). A observação do fenômeno poderá ser feita com binóculos, lunetas e telescópios amadores.&lt;/div&gt;&lt;div style="font-size: 12px;"&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div style="font-size: 12px;"&gt;Este é um dos dois eclipses lunares  deste ano, mas o único que será visível para os brasileiros. O outro  ocorrerá em dezembro. Além destes, teremos ainda dois eclipses solares,  um em 1º de julho e outro em 25 de novembro. O próximo eclipse lunar que  poderá ser visto no Brasil por completo está previsto apenas para setembro de 2015. As informações são do jornal &lt;strong style="font-size: 12px;"&gt;O Estado de S. Paulo.&lt;/strong&gt;&lt;/div&gt;&lt;/div&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Design inteligente de uma 'simples' célula</title><link>http://bio-revolucao.blogspot.com/2011/06/design-inteligente-de-uma-simples.html</link><category>Curiosidades Científicas</category><pubDate>Tue, 14 Jun 2011 13:24:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-4076155517254060689</guid><description>&lt;h3 class="post-title entry-title"&gt;Matérie mais que interessante para meus alunos de 1° ano. Não só os de 1° tá galera rsrsrs&amp;nbsp; &lt;/h3&gt;&lt;h3 class="post-title entry-title"&gt;&lt;/h3&gt;&lt;h2 class="date-header"&gt;&lt;/h2&gt;&lt;strong&gt;&lt;a href="http://cienciahoje.uol.com.br/122998"&gt;O centro de comando&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Colunista apresenta estruturas do núcleo das células das quais você provavelmente nunca ouviu falar.&lt;br /&gt;
&lt;br /&gt;
Nossos  professores comumente afirmam que a composição do núcleo da célula é  simples e que ele possui apenas uma matriz aquosa, denominada  nucleoplasma, na qual estão imersos os cromossomos e alguns nucléolos,  responsáveis pelo armazenamento de moléculas de RNA ribossômico.  Contudo, essa definição simplista está longe de descrever toda a  dinâmica e complexidade da região nuclear, responsável pelo comando das  células. Por que há, então, essa enorme diferença entre o que a ciência  sabe sobre o núcleo celular e o que é ensinado em nossas escolas? &lt;br /&gt;
&lt;br /&gt;
O  núcleo foi a primeira organela a ser descrita. Observações dessa região  celular foram feitas em 1682 pelo “pai da microbiologia”, o holandês  Antonie van Leeuwenhoek (1632-1723), e posteriormente, em 1802, pelo  botânico austríaco Franz Andreas Bauer (1758-1840). Contudo, a  descoberta do núcleo celular é freqüentemente atribuída a outro  botânico: o escocês Robert Brown (1773-1858), que descreveu essa região  celular 29 anos depois (1839), a partir do exame de células de  orquídeas. &lt;br /&gt;
&lt;br /&gt;
Contudo, nenhum dos três arriscou-se a indicar uma  função para essa estrutura recém-descrita. O primeiro a sugerir um papel  para o núcleo celular foi o alemão Matthias Schleiden (1804-1881),  botânico considerado um dos fundadores da teoria celular, que apresenta  as células como a unidade funcional básica dos seres vivos. Um ano antes  da descrição de Brown, Schleiden propôs que o núcleo seria o local  responsável pela geração de novas células. &lt;br /&gt;
&lt;br /&gt;
As afirmações de  Schleiden foram duramente criticadas e somente em 1876 as pesquisas do  zoólogo alemão Oscar Hertwig (1849-1922) com embriologia de ouriços  marinhos, anfíbios e moluscos indicaram que o núcleo celular tinha  participação no processo de formação de novas células e, posteriormente,  de novos seres vivos. A participação dessa organela nos processos  hereditários tornou-se clara apenas algumas décadas depois, no início do  século 20.&lt;br /&gt;
&lt;br /&gt;
Origem do núcleo&lt;br /&gt;
&lt;br /&gt;
Ao longo do último século,  diversas teorias têm sido propostas para descrever a origem evolutiva do  núcleo celular. Essas especulações incluem a possibilidade de que essa  organela tenha se estabelecido nas células como resultado de uma relação  endossimbiótica análoga à que estaria por trás da origem dos  cloroplastos e mitocôndrias, segundo a teoria proposta por Lynn Margulis  (1938), professora da Universidade de Massachusetts Amherst (EUA).&lt;br /&gt;
&lt;br /&gt;
Essa  teoria, conhecida como “modelo sintrófico”, afirma que um antigo  representante de um grupo de microrganismos conhecidos como Archaea  metanogênicas invadiu ou foi fagocitado por bactérias primitivas  aparentadas com as atuais mixobactérias. Por algum motivo desconhecido,  esse organismo não foi digerido pelas bactérias e, após algum tempo, a  convivência passou a apresentar benefícios para ambas as células que,  assim, passaram a viver juntas. &lt;br /&gt;
&lt;br /&gt;
A similaridade entre algumas  proteínas nucleares presentes nas células eucarióticas e nas Archaea,  como as histonas, e a semelhança entre algumas proteínas citoplasmáticas  dos eucariótas e das mixobactérias (como as quinases e proteínas G, por  exemplo) são citadas pelos defensores dessa teoria como provas dessa  relação endossimbiótica. &lt;br /&gt;
&lt;br /&gt;
Uma segunda teoria propõe que as  células eucarióticas evoluíram a partir de formas primitivas aparentadas  com as atuais bactérias planctomicetes, um grupo que possui um  citoplasma subdividido por membranas e inclusive uma estrutura nuclear.  Outra hipótese, mais controversa, afirma que a região nuclear surgiu  após a invasão de células primitivas por vírus (provavelmente poxvírus).  Esse modelo se baseia na similaridade entre células eucarióticas e  vírus em relação as suas moléculas de DNA, as enzimas conhecidas como  DNA polimerases e algumas proteínas. &lt;br /&gt;
&lt;br /&gt;
Outro modelo alternativo,  mais recente, denominado hipótese da exomembrana, sugere que o núcleo  surgiu após a produção de uma nova membrana externa em torno do  envoltório celular original. Essa nova cobertura seria a atual membrana  plasmática e a membrana celular original se tornou a atual membrana  nuclear ou carioteca. &lt;br /&gt;
&lt;br /&gt;
O núcleo tradicional&lt;br /&gt;
&lt;br /&gt;
O núcleo  celular é a maior organela das células eucarióticas, ocupando nos  mamíferos, em média, cerca de 10% do volume celular. Apesar de seu  tamanho avantajado, ele ainda é envolto em mistério.&lt;br /&gt;
&lt;br /&gt;
Os livros  didáticos afirmam que o núcleo celular é delimitado pela carioteca, um  envoltório formado por uma membrana interna e outra externa contínua com  o retículo endoplasmático rugoso. A carioteca também possui uma série  de poros nucleares aquosos associados com a permeabilidade seletiva  entre o núcleo e citoplasma, que impede, por exemplo, que o material  genético “escape” para fora do núcleo. &lt;br /&gt;
&lt;br /&gt;
Internamente, o núcleo é  composto por uma matriz aquosa, denominada nucleoplasma. Ali estão  imersas uma rede de proteínas filamentosas do citoesqueleto celular  responsáveis por dar sustentação a carioteca e por manter cromossomos e  outros componentes nucleares em regiões específicas. &lt;br /&gt;
&lt;br /&gt;
O material  genético celular está reunido em um grupo de longas moléculas de DNA  denominadas cromossomos que, na maior parte do ciclo celular, estão  associadas com proteínas (principalmente histonas), formando um arranjo  denominado cromatina. Os nucléolos são outro componente evidente do  núcleo e estão relacionados com a síntese e edição de moléculas de RNA  ribossômico (RNAr). &lt;br /&gt;
&lt;br /&gt;
Componentes menos conhecidos &lt;br /&gt;
&lt;br /&gt;
Além  das estruturas acima citadas, existe uma série de outros componentes  nucleares que você provavelmente não conhece e que não estão na maioria  dos livros didáticos. Entre eles, estão as estruturas conhecidas como  corpos de Cajal, que são possivelmente locais associados com a  maquinaria de transcrição celular através do processamento de diversos  tipos de RNA. &lt;br /&gt;
&lt;br /&gt;
O núcleo contém ainda os chamados domínios PIKA  (sigla em inglês para associações cariossomais polimórficas da  interfase). Essas estruturas foram descobertas apenas em 1991 e, apesar  de suas funções ainda não serem claras, acredita-se que elas estejam  associadas com a produção de fatores relacionados com a transcrição de  alguns tipos de RNAs. Outros componentes pouco conhecidos são os corpos  PML (“leucemia promielóctica”, na sigla em inglês), dispersos pelo  nucleoplasma e relacionados provavelmente com a regulação da transcrição  de outras regiões nucleares. &lt;br /&gt;
&lt;br /&gt;
Surpreso? Pois a lista ainda não  acabou! Os domínios SC35 ou speckles (assim chamados devido ao seu  aspecto disperso e amorfo observado nas células de mamíferos) são  regiões móveis envolvidas no processamento de RNA, na regulação  transcricional e na apoptose. Por fim, temos os paraspeckles,  descobertos em 2002. Presentes no espaço intercromatínico, essas  estruturas dinâmicas se alteram em resposta a mudanças na atividade  metabólica celular. &lt;br /&gt;
&lt;br /&gt;
Apesar de ainda conhecermos pouco sobre a  biologia desses compartimentos nucleares, descobertas recentes indicam  que o núcleo celular é muito mais complexo do que se pode pensar após um  exame superficial. Embora essa organela não apresente uma distinção  morfológica entre as suas regiões, sua especialização territorial  fisiológica e sua plasticidade funcional tornam o ambiente nuclear muito  dinâmico e capacitam-no para desempenhar um sem-número de tarefas  metabólicas necessárias para a preservação da biologia celular. Resta  agora esperar para ver isso em nossos livros e em nossas aulas. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Jerry Carvalho Borges &lt;/strong&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Algas como combustível alternativo</title><link>http://bio-revolucao.blogspot.com/2011/05/algas-como-combustivel-alternativo.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 13 Jun 2011 08:46:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-291310495267908134</guid><description>&lt;b&gt;&lt;span style="font-size: large;"&gt;Alunos do segundo ano Fribourg - Leitura extra para o Reino Protista. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style="font-size: large;"&gt;P&lt;/span&gt;&lt;span style="font-size: large;"&gt;or Washington Castilhos, do Rio de Janeiro (RJ)&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;&lt;b&gt;Agência FAPESP&lt;/b&gt; – Embora, entre as matrizes vegetais, a soja  seja a principal base do biodiesel do Brasil, sua escala de  produtividade é baixa – de 400 a 600 quilos de óleo por hectare – e tem  apenas um ciclo anual. O girassol pode produzir um pouco mais, de 630 a  900 quilos. No entanto, pesquisa realizada no Instituto de Biologia da  Universidade Federal Fluminense (UFF) indica que microalgas encontradas  no litoral brasileiro têm potencial energético para produzir 90 mil  quilos de óleo por hectare.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;E, segundo o estudo, elas têm diversas outras vantagens. Do ponto de  vista ambiental, o biodiesel de microalgas libera menos gás carbônico na  atmosfera do que os combustíveis fósseis, além de combater o efeito  estufa e o superaquecimento.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;A alternativa também não entra em conflito com a agricultura, pode  ser cultivada no solo pobre e com a água salobra do semi-árido  brasileiro – para onde a água do mar também pode ser canalizada – e abre  possibilidades para que países tropicais (como a Polinésia e nações  africanas) possam começar a produzir matriz energética. Além disso, as  algas crescem mais rápido do que qualquer outra planta.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;“O biodiesel de microalgas ainda não é viável, mas em cinco anos  haverá empresas produzindo em larga escala”, estima o biólogo Sergio  Lourenço, do Departamento de Biologia Marinha da UFF, responsável pelo  estudo.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;Lourenço identificou dezenas de espécies com potencial para produzir o  biodiesel em larga escala. O problema é que a porcentagem de lipídios  de cada alga não é alta – poucas espécies chegam a 20% de concentração.  Mas a soja (18%) e o dendê (22%) também concentram baixas quantidades de  lipídios. O amendoim concentra 40%.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;“Se a matriz tem baixa concentração de lipídios, temos que acumular  muito mais massa”, explica o biólogo. Por isso, ele e sua equipe  trabalham em métodos para estimular a concentração de lipídios. “Por  meio de técnicas de manipulação das condições de cultivo, conseguimos  alterar a composição química nos meios de cultura, aumentando assim a  concentração de lipídios. Em dez dias a biomassa está apta a ser  colhida.”&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;Há pouco mais de um ano, o projeto vem sendo articulado com o  Ministério da Ciência e Tecnologia, o Ministério da Agricultura, a  Secretaria Especial de Água e Pesca e a Casa Civil, que conduz o  Programa Nacional de Biodiesel.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;Segundo Lourenço, outra vantagem ecológica nesse  cultivo: para fazê-las crescer, é necessário tirar carbono da  atmosfera.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt;As microalgas são usadas há décadas na produção de encapsulantes e na  aquacultura, para alimentar peixes e outros animais. Segundo o  pesquisador, desde a década de 1970, depois da primeira grande crise do  petróleo de 1973, já se pensava na aplicação desses organismos marinhos  para a produção de energia a partir da biomassa.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt; &lt;/span&gt; &lt;span style="font-size: large;"&gt;De acordo com Lourenço, outra vantagem é que, assim como a  cana-de-açúcar, matéria-prima do etanol, as microalgas demandam uma área  pequena para seu cultivo e podem produzir uma quantidade de  biocombustível bem maior.&lt;/span&gt;&lt;br /&gt;
&lt;span style="font-size: large;"&gt; “A cana-de-açúcar ocupa 2% da área agrícola do Brasil,  aproximadamente 45 milhões de hectares. A Embrapa indica que o país tem  ainda 100 milhões de hectares que pode ocupar. O programa energético  prevê mais 2 milhões de hectares, ainda assim uma fração da área total  disponível. Com o cultivo das microalgas ocupando apenas 1% da área que a  soja utiliza hoje, pode-se produzir a mesma quantidade de biodiesel que  ela produz ao ano”, afirmou.  &lt;/span&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>O retorno do fantasma</title><link>http://bio-revolucao.blogspot.com/2011/06/o-retorno-do-fantasma.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 13 Jun 2011 07:09:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-1811151287091112641</guid><description>&lt;div class="documentDescription"&gt;&lt;span class="" id="parent-fieldname-description"&gt;3° Texto &lt;/span&gt;&lt;br /&gt;
&lt;span class="" id="parent-fieldname-description"&gt;             Colunista fala sobre os mecanismos evolutivos dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; e o surgimento da gripe suína na população         &lt;/span&gt;              &lt;/div&gt;Por: Jerry Borges &lt;br /&gt;
&lt;div style="font-size: 11px;"&gt;Publicado em 01/05/2009                       |            Atualizado em  09/11/2009                   &lt;/div&gt;&lt;table&gt;&lt;tbody&gt;
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&lt;/tbody&gt; &lt;/table&gt;A compreensão da história evolutiva dos diferentes grupos de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  é vital para que possamos entender a sua epidemiologia e desenvolver  estratégias eficazes para o combate de uma série de doenças humanas.           &lt;br /&gt;
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Alguns &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  têm&amp;nbsp;profundo efeito sobre a história da humanidade, enquanto outros  têm&amp;nbsp;impacto marcante e atual sobre a saúde pública.&amp;nbsp;Compreender a  evolução dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; e dos meios pelos quais eles obtiveram sua diversidade genética atual pode nos auxiliar a entender esses efeitos.           &lt;br /&gt;
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Os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; são  extremamente diversos e podem ser agrupados de acordo com seu material  genético: DNA ou RNA de fitas simples ou dupla. Contudo, diferentemente  de outros grupos taxonômicos, não há entre os variados grupos de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; similaridade filogenética – ou seja, relação evolutiva.           &lt;br /&gt;
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Tipicamente, &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  pertencentes a uma mesma família possuem genoma similar e alguns genes  semelhantes ou homólogos. Membros de famílias diferentes raramente  possuem genes homólogos identificáveis. Podemos, portanto, traçar uma  árvore filogenética descrevendo as similaridades evolutivas dos  organismos que apresentam estrutura celular (bactérias, arqueobactérias e  seres eucariotos), mas isso não é possível para os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;.           &lt;br /&gt;
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Os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; são classificados em cerca de setenta famílias. Destas, vinte infectam o homem. A diversidade genética dos grupos de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; é afetada por sua história evolutiva e a de seus hospedeiros. Ancestrais humanos foram infectados por muitos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; e a compreensão dessa relação nos diz muito sobre a nossa própria história evolutiva.           &lt;br /&gt;
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Por exemplo, &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  que causam doenças associadas com aglomerações não puderam se manter nas  pequenas populações caçadoras e coletoras de homens pré-históricos. O &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  do sarampo é um exemplo clássico desse grupo. Indivíduos afetados por  essa infecção desenvolvem imunidade durante sua vida. Por isso, a  manutenção desse &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; requer um suprimento constante de indivíduos não infectados – principalmente crianças.&lt;br /&gt;
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&lt;tr&gt; &lt;td&gt;&lt;img alt="" height="250" src="http://cienciahoje.uol.com.br/banco-de-imagens/lg/web/images/ch-on-line/colunas/celulas/144081b.jpg" width="248" /&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;div align="left"&gt;Micrografia do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; do sarampo,&amp;nbsp;que precisa de grandes aglomerados humanos para se manter na população (foto: Cynthia S. Goldsmith/ CDC).&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;Tem-se estimado que o sarampo pode persistir em populações com  pelo menos 250 mil indivíduos, algo que só ocorreu com grupos humanos  há 5 mil anos, no Oriente Médio. Uma vez que os primeiros humanos  chegaram ao continente americano há mais de 10 mil anos, eles não  estiveram expostos – até 1492, quando a América foi “descoberta” por  Cristóvão Colombo – a &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  adquiridos por populações humanas aglomeradas. Por isso, estima-se que  até o século 16 cerca de 90% das populações nativas das Américas  morreram de doenças causadas por &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; como o sarampo e a varíola, provenientes dos invasores europeus.           &lt;br /&gt;
&lt;br /&gt;
Por outro lado, alguns &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; passaram a afetar a saúde humana apenas nas últimas décadas do século 20. O HIV é o exemplo mais conhecido desses &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;.  Existem, contudo, diversos outros, como o Marburg, o Ebola, o Nipah, o  Hendra e o SARS, que têm um espectro de ação mais limitado. Essas  viroses emergentes estão associadas com o crescimento demográfico e as  alterações ambientais e a poluição que vêm nos trilhos desse aumento  populacional.           &lt;br /&gt;
&lt;br /&gt;
Além disso, a maior facilidade dos indivíduos para se deslocar  para qualquer lugar do planeta contribui para o surgimento dessas  infecções. Por exemplo, em 1999, foi noticiado um caso de infecção por  um &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da região oeste do rio Nilo (África) nos Estados Unidos e, em 2005, o &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  Chikungunya, originário da África Central, contaminou aproximadamente  um terço dos cerca de 770 mil habitantes das ilhas Reunião, no oceano  Índico. Outro caso que estamos acompanhando atualmente nos noticiários é  o alastramento global da gripe suína a partir do México.           &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;            Diversidade genética viral           &lt;/b&gt;           &lt;br /&gt;
A diversidade genética contemporânea dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  está associada com o período de separação dos diferentes grupos a  partir de seus ancestrais e com a sua respectiva taxa de evolução.  Diversos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; têm sido adquiridos pelo homem a partir de outras espécies animais (por exemplo, o &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe suína) e sofrem muitas vezes modificações posteriores na espécie humana.           &lt;br /&gt;
&lt;br /&gt;
Forças como a deriva genética, a seleção natural, as taxas de  mutação e a competição entre indivíduos de espécies iguais ou diferentes  obviamente atuam sobre esses &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;.  Grupos menores ou que apresentem uma menor capacidade de dispersão e  que sofram uma proporção maior de mutações genéticas podem evoluir mais  rapidamente.           &lt;br /&gt;
&lt;br /&gt;
&lt;span class="highlightedSearchTerm"&gt;Vírus&lt;/span&gt; de RNA que  dependem da RNA polimerase para a sua replicação estão mais sujeitos a  sofrer mutações. Isso se deve ao fato de que essa enzima é mais propensa  a erros do que a DNA polimerase, associada à multiplicação dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; de DNA.           &lt;br /&gt;
&lt;br /&gt;
Substituições das subunidades componentes do DNA e do RNA –  conhecidas como nucleotídeos – que não afetam o tipo de aminoácido  codificado (substituições sinonímias) são provavelmente neutras do ponto  de vista evolutivo. Por outro lado, substituições não-sinonímias podem  afetar de forma negativa ou positiva a estrutura tridimensional da  proteína codificada e influenciar, portanto, a sua atividade.           &lt;br /&gt;
&lt;br /&gt;
Como as proteínas têm sido, durante milhões de anos,  submetidas a uma forte pressão seletiva, baseada na eficiência de seu  relacionamento com os seus substratos, modificações na sequência de  aminoácidos e, consequentemente, na estrutura tridimensional das  proteínas quase sempre são nocivas para essas moléculas orgânicas.           &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;            &lt;span class="highlightedSearchTerm"&gt;Vírus&lt;/span&gt; da gripe           &lt;/b&gt;&lt;br /&gt;
&lt;table align="right"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td align="center"&gt;&lt;table align="left"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;img alt="" height="250" src="http://cienciahoje.uol.com.br/banco-de-imagens/lg/web/images/ch-on-line/colunas/celulas/144081c.jpg" width="249" /&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;div align="left"&gt;&lt;span style="font-size: xx-small;"&gt;Micrografia colorizada do sorotipo H1N1 do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe tipo A, responsável pela pandemia de 1918 e pelo atual surto de gripe suína (foto: E. Palmer e R.E. Bates/ CDC).&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;O &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe ou influenza representa – juntamente com o HIV – o exemplo mais extensivamente estudado de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; que têm se associado ao homem. Os homens são infectados por três &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe relacionados entre si. Esses &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;, denominados A, B e C, pertencem à família Orthomyxoviridae.           &lt;br /&gt;
&lt;br /&gt;
Dentre esses três &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe, apenas o tipo C causa infecções mais brandas. O &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  tipo B pode provocar consequências danosas para a saúde de seus  hospedeiros. Por isso, ele é utilizado no Brasil em campanhas de  vacinação para idosos, nos quais pode causar problemas graves e mesmo  óbitos.           &lt;br /&gt;
&lt;br /&gt;
O &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; tipo A, por  sua vez, está associado à maioria das epidemias com consequências  sérias. Tipicamente, as propriedades antigênicas (capazes de provocar a  formação de anticorpos) dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  tipo A variam um pouco de um ano para o outro, um processo conhecido  como deriva antigênica. Esse processo é responsável pela incapacidade do  organismo humano hospedeiro de criar uma resistência permanente contra a  gripe.           &lt;br /&gt;
&lt;br /&gt;
Contudo, em três ocasiões durante o século 20, as propriedades antigênicas do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe tipo A modificaram-se radicalmente. Essas mudanças (conhecidas como mudanças antigênicas) fizeram com que esses &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  passassem a apresentar um sorotipo diferente (linhagem que induz  anticorpos diferentes no hospedeiro) e geraram pandemias que levaram  milhões de pessoas à morte.           &lt;br /&gt;
&lt;br /&gt;
Dezesseis sorotipos H e nove N são conhecidos. Existe também  uma série de combinações entre eles. Porém, apenas poucos desses  sorotipos são encontrados no homem e, tipicamente, apenas um ou poucos  estão presentes na população humana em um dado período. Por outro lado,  todos os sorotipos são encontrados em aves aquáticas, o reservatório  natural do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe tipo A. Alguns sorotipos estão presentes também em mamíferos como os cavalos e os porcos.           &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;            A evolução dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe           &lt;/b&gt;           &lt;br /&gt;
Os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; da gripe  foram caracterizados inicialmente na década de 1930 e o primeiro  sorotipo identificado foi denominado H1N1. Uma mudança antigênica  ocorreu em 1957, levando ao surgimento do sorotipo H2N2 e à pandemia  conhecida como gripe asiática. Outra mudança ocorreu em 1968 e deu  origem ao sorotipo H3N2 e à gripe de Hong Kong.&lt;br /&gt;
&lt;table align="right"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td align="center"&gt;&lt;table align="left"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;img alt="" height="237" src="http://cienciahoje.uol.com.br/banco-de-imagens/lg/web/images/ch-on-line/colunas/celulas/144081d.jpg" width="320" /&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;div align="left"&gt;&lt;span style="font-size: xx-small;"&gt;Hospital militar nos Estados Unidos durante a  pandemia de gripe espanhola de 1918 (foto: National Museum of Health and  Medicine, Armed Forces Institute of Pathology).&lt;/span&gt;&lt;/div&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;Estudos indicam que a gripe espanhola de 1918 marcou o início da infecção dos &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; H1N1 no homem. Essa foi de longe a pandemia humana mais severa do  século 20 – e obviamente de todos os tempos.&amp;nbsp;           &lt;br /&gt;
O enorme impacto dessa pandemia sobre a saúde humana não  ocorreu devido a uma associação de formas virais já presentes na espécie  humana, mas sim devido à introdução de um sorotipo completamente novo  de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; (o H1N1) proveniente das aves.           &lt;br /&gt;
&lt;br /&gt;
Durante os últimos anos, tem-se observado o ressurgimento do  sorotipo H1N1 na população humana. Um exemplo desse tipo de evento é a  atual gripe suína.           &lt;br /&gt;
&lt;br /&gt;
Portanto, a gripe suína não representa uma grande novidade em  termos evolutivos, mas sim um velho fantasma que a humanidade tem  combatido nos últimos 90 anos.&amp;nbsp;           &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Engenharia genética ajuda a entender pandemia de 1918</title><link>http://bio-revolucao.blogspot.com/2011/06/engenharia-genetica-ajuda-entender.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 13 Jun 2011 06:56:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-4592952181047426835</guid><description>2° Texto para 2° ano&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class="documentDescription"&gt;&lt;span class="" id="parent-fieldname-description"&gt;             Gene que explicaria letalidade da gripe espanhola torna &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; do resfriado comum mais perigoso           &lt;/span&gt;              &lt;/div&gt;Por: Isabel Levy &lt;br /&gt;
&lt;div style="font-size: 11px;"&gt;             Publicado em 09/11/2004                       |            Atualizado em  20/10/2009                   &lt;/div&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;Um grande mistério da história da ciência talvez esteja com  os dias contados. Pesquisadores das Universidades de Wisconsin-Madison  (EUA) e de Tóquio podem ter identificado a mutação que levou o  corriqueiro &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; influenza,  causador do resfriado, a se tornar o temido responsável pela gripe  espanhola de 1918, numa pandemia que dizimou mais de 20 milhões de  pessoas em todo o globo em um único ano.&lt;br /&gt;
&lt;table align="right"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td align="center"&gt;&lt;table align="right"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;img alt="" height="216" src="http://cienciahoje.uol.com.br/banco-de-imagens/lg/web/images/ch-on-line/2004/1905.jpg" width="260" /&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;tr&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;A foto mostra uma forma relativamente branda do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  influenza, à qual foram adicionados os genes responsáveis pela  letalidade da gripe de 1918 (foto: Yoshihiro Kawaoka, Univ.&amp;nbsp;de  Wisconsin-Madison)&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;&lt;/td&gt; &lt;/tr&gt;
&lt;/tbody&gt; &lt;/table&gt;Liderados pelo virologista japonês Yoshihiro Kawaoka, os cientistas investigaram amostras do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  recolhidas do tecido pulmonar de cadáveres preservados de vítimas da  gripe espanhola de 1918 e identificaram um gene específico que pode  explicar sua extrema virulência. Inserido em &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  relativamente benignos, esse gene - a hemaglutinina (HA) - mostrou-se  capaz de transformá-los em formas altamente patogênicas, transmissíveis e  por isso mais perigosas.  &lt;br /&gt;
&lt;br /&gt;
Os resultados foram divulgados na edição de 7 de outubro da  &lt;i&gt;   Nature  &lt;/i&gt;  e irão ajudar a entender como o &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; se espalhou de forma tão rápida e eficiente.  &lt;br /&gt;
&lt;br /&gt;
Os pesquisadores adicionaram o gene HA a uma forma branda do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; e analisaram as transformações decorrentes. Em laboratório, ratos foram infectados pelo novo &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  e manifestaram os mesmos sintomas encontrados em humanos contaminados  pela gripe. Apesar da doença dificilmente se manifestar nesses roedores,  eles tiveram o pulmão totalmente infectado e apresentaram graves  reações inflamatórias e fortes hemorragias.  &lt;br /&gt;
&lt;br /&gt;
A pesquisa também reforçou a hipótese de o &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; de 1918 ter tido sua origem em aves e, por sua propriedade mutagênica, ter rapidamente se adaptado aos humanos. Os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  que atacam aves têm receptores específicos em sua superfície que  reconhecem as células a serem invadidas - por isso, raramente infectam  células humanas. Os cientistas constataram que &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; de aves que receberam o gene HA invadiam com facilidade células humanas.  &lt;br /&gt;
&lt;br /&gt;
A pesquisa constatou, ainda, que grande parte da população mundial estaria vulnerável a uma eventual manifestação do &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;  da gripe modificado pelo gene HA. A análise de amostras de sangue de  japoneses com idade entre 2 e 102 anos constatou que somente os  sobreviventes da pandemia de 1918 - hoje idosos - possuem anticorpos  naturais contra o &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; e resistiriam, por isso, a um outro surto.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>A virose dos vírus</title><link>http://bio-revolucao.blogspot.com/2011/06/virose-dos-virus.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 13 Jun 2011 06:52:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-1069117469973247741</guid><description>&lt;h1 class="documentFirstHeading"&gt;&lt;span class="" id="parent-fieldname-title"&gt;             &lt;span class="highlightedSearchTerm"&gt;&lt;/span&gt;&lt;span class="highlightedSearchTerm"&gt;&lt;/span&gt;         &lt;/span&gt;              &lt;/h1&gt;&lt;div class="documentDescription"&gt;&amp;nbsp;                      &lt;span class="" id="parent-fieldname-description"&gt;1° Texto de estudo para o 2°Ano&lt;/span&gt;&lt;/div&gt;&lt;div class="documentDescription"&gt;&lt;span class="" id="parent-fieldname-description"&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class="documentDescription"&gt;&lt;span class="" id="parent-fieldname-description"&gt;Cl&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ssific&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ção de nov&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; espécie descobert&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; no Reino Unido suscit&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; controvérsi&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; entre especi&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;list&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s           &lt;/span&gt;              &lt;/div&gt;Por: Vitor Lim&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;br /&gt;
&lt;div style="font-size: 11px;"&gt;             Public&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;do em 12/08/2008                       |            &lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt;tu&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;liz&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;do em  19/10/2009                   &lt;/div&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td align="center"&gt;&lt;br /&gt;
&lt;/td&gt; &lt;td&gt;&lt;table&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;&lt;br /&gt;
&lt;/td&gt; &lt;td&gt;&lt;table align="right"&gt;&lt;tbody&gt;
&lt;tr&gt; &lt;td&gt;Nem mesmo os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; estão livres de &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;doecer por &lt;span class="highlightedSearchTerm"&gt;virose&lt;/span&gt;. Um tr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;b&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;lho public&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;do n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; sem&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ss&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; revist&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;           &lt;i&gt;            N&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ture           &lt;/i&gt;           mostr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; que um &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; gig&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nte conhecido desde 2004 pode contr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ir infecção c&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;us&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; por um &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; 15 vezes menor que ele. &lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt; cri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;turinh&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; descobert&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; por cientist&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s fr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nceses e norte-&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;meric&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nos em um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; torre de refriger&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ção no Reino Unido recebeu o nome de Sputnik.           &lt;br /&gt;
&lt;br /&gt;
O &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; infect&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;do pelo Sputnik pertence &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;o grupo &lt;span class="highlightedSearchTerm"&gt;dos&lt;/span&gt; mimi&lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; e tem 750 n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nômetros de diâmetro (um n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nômetro equiv&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;le &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; um milionésimo de milímetro). Ele ger&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;lmente infect&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;meb&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;           &lt;i&gt;            &lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt;c&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nth&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;moeb&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; polyph&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;g&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;,           &lt;/i&gt;           um protozoário f&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;cilmente encontr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;do no solo. P&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; que esse &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; sej&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; infect&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;do pelo Sputnik, é necessário que &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;mbos estej&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m no interior d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;meb&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, c&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;cteriz&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ndo um processo que os virologist&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s ch&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m de coinfecção.           &lt;br /&gt;
&lt;br /&gt;
&lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt;o inv&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;dir &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;meb&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, o &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; gig&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nte subverte su&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; m&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;quin&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de biossíntese (ribossomos e RN&lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt;s tr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nsport&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;dores), norm&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;lmente us&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; f&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;zer proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s do próprio protozoário, e constrói um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; estrutur&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; muito org&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;niz&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, ch&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; pelos pesquis&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;dores de “fábric&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;”, p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; produzir su&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s própri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s e se replic&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r.           &lt;br /&gt;
&lt;br /&gt;
“O Sputnik infect&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; diret&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;mente &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; fábric&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;, no citopl&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;sm&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, onde está o genom&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; do mimi&lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;, e não o núcleo, em que está o genom&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;meb&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;”, explic&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; à           &lt;i&gt;            CH On-line           &lt;/i&gt;           o virologist&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; Didier R&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;oult, líder do grupo que re&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;lizou&amp;nbsp;o estudo n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; Universid&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;de do Mediterrâneo, em M&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;rselh&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; Fr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nç&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;. "Os sintom&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; infecção são &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; diminuição no rendimento d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; replic&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ção e defeitos n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; form&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ção &lt;span class="highlightedSearchTerm"&gt;dos&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; gig&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ntes."           &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;            Proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s desconhecid&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s           &lt;/b&gt;           &lt;br /&gt;
O Sputnik tem form&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; icos&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;édric&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; e &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;pen&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s 50 nm de diâmetro. Um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nálise proteômic&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;&amp;nbsp;mostrou que ele é c&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;z de sintetiz&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r 21 proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s. &lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt; seqüênci&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de c&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; del&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s foi determin&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; pel&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; técnic&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;&amp;nbsp;de espectrometri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de m&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ss&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; e comp&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; com seqüênci&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s de proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s conhecid&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s de outros &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt;.           &lt;br /&gt;
&lt;br /&gt;
D&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s 21 proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s identific&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s, 13 são desconhecid&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s pel&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; ciênci&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, ou sej&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;, não se p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;recem com nenhum&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; outr&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; descrit&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;té hoje. &lt;span class="highlightedSearchTerm"&gt;A&lt;/span&gt;s oito rest&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ntes &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;present&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m semelh&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nç&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s com proteín&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; de grupos bem diferentes entre si, c&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;zes de infect&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r org&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nismos tão distintos qu&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nto b&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ctéri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s, euc&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;riotos e &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;rche&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s (org&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nismos unicelul&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;res sem núcleo com &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;rênci&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; muito simil&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r às b&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ctéri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s, m&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s com met&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;bolismo e genom&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; diferentes).           &lt;br /&gt;
&lt;br /&gt;
"Ess&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; mistur&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de genes de divers&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s origens que o Sputnik p&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;rece &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;present&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r é muito excit&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nte do ponto de vist&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; científico", &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;v&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;li&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; virologist&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; br&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;sileir&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; M&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ite V&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;slin, professor&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; do Instituto de Microbiologi&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; d&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; Universid&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;de Feder&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;l do Rio de J&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;neiro (UFRJ).           &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; nov&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; f&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;míli&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;?           &lt;/b&gt;           &lt;br /&gt;
O Sputnik &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;present&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; série de &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;n&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;logi&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s funcion&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;is com os &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; b&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;cterióf&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;gos (“comedores de b&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;ctéri&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;s”), que infect&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m esse tipo de microrg&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;nismo. Por isso, os &lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;utores propuser&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;m que o Sputnik é o primeiro exempl&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;r conhecido de um&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; nov&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; f&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;míli&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt; de &lt;span class="highlightedSearchTerm"&gt;vírus&lt;/span&gt; – os viróf&lt;span class="highlightedSearchTerm"&gt;a&lt;/span&gt;gos.           &lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Novo tipo de supernova é descoberto</title><link>http://bio-revolucao.blogspot.com/2011/06/novo-tipo-de-supernova-e-descoberto.html</link><category>Curiosidades Científicas</category><pubDate>Fri, 10 Jun 2011 16:04:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-8202723743131397948</guid><description>&lt;h1&gt;&lt;/h1&gt;&lt;h5 class="date"&gt;09/06/2011&lt;/h5&gt;&lt;h5 class="date"&gt;&amp;nbsp;&lt;img alt="" height="232" 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" width="320" /&gt;&lt;/h5&gt;&lt;b&gt;Agência FAPESP&lt;/b&gt; – Azul, brilhante e muito estranha. É um novo  tipo de explosão estelar que poderá ajudar os cientistas a entender  melhor os processos de formação de estrelas, de galáxias e do próprio  Universo em sua infância.&lt;br /&gt;
Trata-se de uma nova classe de supernova – explosão de uma estrela  maciça em estágio avançado de evolução –, dez vezes mais brilhante do  que a do tipo Ia, a mais conhecida, e 100 bilhões de vezes mais luminosa  do que o Sol. Descoberta por um grupo internacional de cientistas, foi  descrita em artigo na edição desta quinta-feira (09/06) da revista &lt;i&gt;Nature&lt;/i&gt;.&lt;br /&gt;
Em todas as supernovas já identificadas, a radiação eletromagnética  observada deriva do decaimento radioativo de novos elementos  sintetizados, do calor depositado ou da interação entre os dejetos e o  meio rico em hidrogênio que se move lentamente após a explosão.&lt;br /&gt;
A novidade é que nenhum desses processos serve para o tipo de  supernova descoberto por Robert Quimby, do Instituto de Tecnologia da  Califórnia, Estados Unidos, e colegas. “Estamos diante de uma nova  classe de supernova, até então desconhecida”, disse.&lt;br /&gt;
O grupo identificou duas supernovas que pertencem à nova classe, que  receberam os nomes de SN 2005ap e SCP 06F6, a primeira localizada a 3  bilhões de anos-luz da Terra e a segunda a 8 bilhões. Elas são  superluminosas, mas não apresentam traços de hidrogênio. Além disso,  emitem fluxos consideráveis de radiação ultravioleta durante períodos  longos de tempo.&lt;br /&gt;
As supernovas identificadas como de nova classe são também muito  quentes (de 10.000 a 20.000 kelvin), expandem-se a cerca de 10.000  quilômetros por segundo e levam em torno de 50 dias para desaparecer  –mais do que as outras supernovas conhecidas.&lt;br /&gt;
Segundo os cientistas, os eventos de longo prazo iluminados por  ultravioleta, que deixam claro todo o entorno da supernova, representam  uma oportunidade excepcional para usar espectroscopia de alta resolução  com o objetivo de investigar regiões formadoras de estrelas ou de  galáxias primitivas.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Biotecnologia na internet</title><link>http://bio-revolucao.blogspot.com/2011/06/biotecnologia-na-internet.html</link><category>Curiosidades Científicas</category><pubDate>Fri, 3 Jun 2011 11:02:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-598282154860487404</guid><description>&lt;h1&gt;&lt;/h1&gt;&lt;h5 class="date"&gt;03/06/2011&lt;/h5&gt;A Sociedade Brasileira de Genética (SBG) lançou o site &lt;i&gt;Saiba mais sobre biotecnologia&lt;/i&gt;. Destinado ao público geral, tem conteúdo educativo e gratuito com explicação de aplicações possíveis da manipulação genética.&lt;br /&gt;
A iniciativa tem por objetivo demonstrar que a biotecnologia não se  detém aos laboratórios de institutos de pesquisa, mas que também está  presente no dia a dia das pessoas. Além de promover o estudo da  genética, o portal visa à popularização da ciência.&lt;br /&gt;
&lt;br /&gt;
O conteúdo do novo site está dividido em cinco seções: Biotecnologia,  Vegetais transgênicos, Animais transgênicos, Terapia gênica e  Células-tronco.&lt;br /&gt;
Para explicar como a biotecnologia pode ser empregada nas mais  variadas situações, tais como investigações criminais, testes de  paternidade e clonagem, o site conta com recursos multimídia como vídeos  e animações.&lt;br /&gt;
O serviço dispõe também de um fórum para a troca de ideias entre os  visitantes e uma área que permite ao usuário descrever suas pesquisas,  além de propor alterações ou inclusões em outros trabalhos.&lt;br /&gt;
Mais informações: &lt;b&gt;&lt;a href="http://sbg.nucleoead.net/moodle" target="_blank"&gt;sbg.nucleoead.net/moodle&lt;/a&gt;&lt;/b&gt;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Terceiro Ano Ceas - Respostas do exercício Circulação/ Respiração</title><link>http://bio-revolucao.blogspot.com/2011/04/terceiro-ano-ceas-respostas-do.html</link><category>Correções</category><pubDate>Wed, 13 Apr 2011 13:12:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-2304959281401475713</guid><description>Discursivas&lt;br /&gt;
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1- A Inalação destroi o epitelio das visa respirtórias,pulmões ficam mais vuneráveis, há aumento na produção demuco. Diversas substâncias são cancerígenas podendo gerar tumores.&lt;br /&gt;
2- porque o nariz retém partículas, filtrando o ar, além de aquecer e umidecer o ar.&lt;br /&gt;
3-Do sistema nervoso partem nervos que estimulam os musculos intercostais e diafragma,estes se contraem e o ar ésugado. cessando o estímulo, os músculos voltam a posição inicial e o ar é expulso dos pulmões.&lt;br /&gt;
4-a)Pois a concentração de O2 dentro dos alvéolos é maior e a difusão do gás se realiza do meio mais concentrado para o menos concentrado.&lt;br /&gt;
b)A hemoglobina que realiza transporte de O2, apresenta maoir afinidade com o CO e essa ligação é mais estável.&lt;br /&gt;
5- Trata-se de uma veia pulmonar, pois o enunciado afirma que o vaso está transportando sangue para o coração, e o sangue é rico em O2.&lt;br /&gt;
6- Glóbulos vermelhos - gases respiratórios&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Glóbulos brancos - defesa&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Plaquetas - coagulação sanguínea&lt;br /&gt;
7- a) O Cálcio está envolvido na coagulação sanguínea.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; b) Podem ocasionar AVC, infartos e obstrução de vasos sanguíneos.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
Vestibular&lt;br /&gt;
1. b&amp;nbsp;&amp;nbsp;&amp;nbsp; 2. e&amp;nbsp;&amp;nbsp; 3. d&amp;nbsp;&amp;nbsp;&amp;nbsp; 4. d&amp;nbsp;&amp;nbsp; 5.d&amp;nbsp;&amp;nbsp;&amp;nbsp; 6.d&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 7.c&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 8.e&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 9.d&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 10. d&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 11. d&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Distrações da memória</title><link>http://bio-revolucao.blogspot.com/2011/04/distracoes-da-memoria.html</link><category>Curiosidades Científicas</category><pubDate>Wed, 13 Apr 2011 12:30:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-1724822907817417409</guid><description>&lt;h3&gt;&lt;/h3&gt;13/4/2011&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – A capacidade de realizar mais de uma tarefa  ao mesmo tempo cai à medida que o homem envelhece. Uma nova pesquisa  aponta que o motivo pelo qual pessoas mais velhas têm mais dificuldade  em alternar tarefas está nas redes neurais.&lt;br /&gt;
Lidar com múltiplas tarefas envolve a memória de curta duração, que  define a capacidade de manter e manipular uma determinada informação em  um período de tempo. Essa memória de trabalho é a base de todas as  operações mentais, de decorar um número de telefone a digitá-lo em um  aparelho, de manter o ritmo de uma conversa a conduzir funções complexas  como raciocinar ou aprender.&lt;br /&gt;
“Os resultados do estudo sugerem que o impacto negativo das múltiplas  tarefas na memória de trabalho não é necessariamente um problema com a  memória, mas deriva de uma interação entre atenção e memória”, disse  Adam Gazzaley, professor da Universidade da Califórnia em San Francisco,  um dos autores do estudo que será publicado esta semana na revista &lt;i&gt;Proceedings of the National Academy of Sciences&lt;/i&gt; (&lt;i&gt;PNAS&lt;/i&gt;).&lt;br /&gt;
De acordo com o estudo, a dificuldade em realizar mais de uma tarefa  em um mesmo período de tempo está no momento de alternar entre uma  atividade e outra.&lt;br /&gt;
O problema fundamental não são as própria tarefas ou as interrupções,  mas as distrações. A pesquisa indica que a capacidade do cérebro em  ignorar informações irrelevantes cai com a idade e que isso impacta na  memória de trabalho.&lt;br /&gt;
O estudo reforça que as “coisas da idade”, como costumam ser chamados  episódios comuns de distração e esquecimento, têm um impacto maior em  indivíduos mais velhos.&lt;br /&gt;
Os pesquisadores compararam a memória funcional de jovens saudáveis  (com idade média de 24,5 anos) e de idosos também saudáveis (com média  de 69,1 anos) em testes envolvendo diversas tarefas simultâneras.&lt;br /&gt;
Por meio de imagens de ressonância magnética, analisaram o fluxo  sanguíneo nos cérebros dos participantes de modo a tentar identificar as  atividades de circuitos e redes neurais.&lt;br /&gt;
Os participantes tinham que observar uma determinada cena e fixá-la  por 14,4 segundos. Durante o período, entrava uma interrupção, na forma  da imagem de um rosto, e os voluntários tinham que determinar o sexo e a  idade estimada da pessoa. Em seguida, tinham que lembrar a cena  original.&lt;br /&gt;
Os mais velhos mostraram maior dificuldade em fixar a imagem  original. Os exames de ressonância mostraram que quando os participantes  eram interrompidos, o processo de fixação da memória dava lugar ao  próprio processamento da interrupção.&lt;br /&gt;
Os mais jovens conseguiam restabelecer a conexão com a rede da  memória após a interrupção, desligando-se da imagem que apareceu no meio  do teste. Já os mais velhos, na média, tiveram dificuldade tanto para  se desligar da interrupção como para restabelecer a rede neural  associada com a memória da cena original.&lt;br /&gt;
“O impacto das distrações e das interrupções revela a fragilidade da  memória de trabalho. Esse é um fato importante a se considerar, uma vez  que vivemos em um meio em que cada vez há mais interferências e  exigências, como o aumento na quantidade de dispositivos que transportam  informação”, disse Gazzaley.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Mordida moderna</title><link>http://bio-revolucao.blogspot.com/2011/04/mordida-moderna.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 4 Apr 2011 10:11:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-6710841790021958957</guid><description>&lt;h3&gt;&lt;/h3&gt;&lt;a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgvVwSy-ARK_aCAeOMKgAjyimWJV0BVysNkqxnUPdAWWkPKqW9y8nSZIfffFVtEIWzgHVpzOPp3x6tiZnOJ_1QJBcjwNFVqScZY4hA0L2JABIcO_2m94z5Z3oZ_GhfAZ3Z-ZX2xS2JsNE/s320/Tiarajudens+eccentricus.bmp" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"&gt;&lt;img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgvVwSy-ARK_aCAeOMKgAjyimWJV0BVysNkqxnUPdAWWkPKqW9y8nSZIfffFVtEIWzgHVpzOPp3x6tiZnOJ_1QJBcjwNFVqScZY4hA0L2JABIcO_2m94z5Z3oZ_GhfAZ3Z-ZX2xS2JsNE/s200/Tiarajudens+eccentricus.bmp" width="178" /&gt;&lt;/a&gt;25/3/2011&lt;br /&gt;
&lt;br /&gt;
&lt;a href="http://veja.abril.com.br/assets/pictures/33044/tiarajudens-eccentricus-20110324-size-598.jpg?1301000227" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img border="0" height="112" src="http://veja.abril.com.br/assets/pictures/33044/tiarajudens-eccentricus-20110324-size-598.jpg?1301000227" width="200" /&gt;&lt;/a&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
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&lt;br /&gt;
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&lt;b&gt;Agência FAPESP&lt;/b&gt; – O &lt;i&gt;Tiarajudens eccentricus&lt;/i&gt; foi um dos  primeiros animais a ter uma boca na qual os dentes de cima se encaixam  com os debaixo, possibilitando mastigar vegetais duros. A espécie, que  acaba de ser descrita, viveu há cerca de 260 milhões de anos no atual  Rio Grande do Sul.&lt;br /&gt;
O extinto animal, do tamanho de um cão atual de grande porte, também  tinha dentes-de-sabre, com cerca de 12 centímetros de comprimeiro nos  adultos.&lt;br /&gt;
A descrição do &lt;i&gt;Tiarajudens eccentricus&lt;/i&gt; foi feita por Juan  Carlos Cisneros, do Centro de Ciências da Natureza da Universidade  Federal do Piauí, e colegas do Brasil e da África do Sul na edição desta  sexta-feira (25/3) da revista &lt;i&gt;Science&lt;/i&gt;. Cisneros, nascido em El Salvador, descobriu o fóssil quando fazia pós-doutorado na Universidade Federal do Rio Grande do Sul. &lt;br /&gt;
A inusitada boca da espécie agora descrita amplia o conhecimento a  respeito da diversidade de um grupo de animais herbívoros conhecidos  como anomodontos, parte do grupo dos terapsídeos, répteis mamaliformes  que são ancestrais dos mamíferos.&lt;br /&gt;
A descoberta do &lt;i&gt;Tiarajudens&lt;/i&gt; também oferece a mais antiga  evidência de oclusão dentária – em que os dentes de cima e de baixo se  encaixam para um mastigar eficiente – em terapsídeos.&lt;br /&gt;
A oclusão dentária pode ter ajudado a espécie e outros anomodontos a  consumir plantas com muita quantidade de fibras, ajudando na expansão  para novos nichos ecológicos.&lt;br /&gt;
Mas por que um herbívoro precisaria de dentes-de-sabre? Segundo Cisneros e colegas, o &lt;i&gt;Tiarajudens&lt;/i&gt; pode ter usado as presas para lidar com competidores e assustar predadores.</description><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" height="72" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjPgvVwSy-ARK_aCAeOMKgAjyimWJV0BVysNkqxnUPdAWWkPKqW9y8nSZIfffFVtEIWzgHVpzOPp3x6tiZnOJ_1QJBcjwNFVqScZY4hA0L2JABIcO_2m94z5Z3oZ_GhfAZ3Z-ZX2xS2JsNE/s72-c/Tiarajudens+eccentricus.bmp" width="72"/><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>A dor da rejeição</title><link>http://bio-revolucao.blogspot.com/2011/04/dor-da-rejeicao.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 4 Apr 2011 10:06:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-6930940225565581235</guid><description>&lt;h3 style="color: #274e13;"&gt;&lt;/h3&gt;29/3/2011&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – A dor da rejeição não é apenas uma figura de  expressão ou de linguagem, mas algo tão real como a dor física. Segundo  uma nova pesquisa, experiências intensas de rejeição social ativam as  mesmas áreas no cérebro que atuam na resposta a experiências sensoriais  dolorosas.&lt;br /&gt;
“Os resultados dão novo sentido à ideia de que a rejeição social  ‘machuca’”, disse Ethan Kross, da Universidade de Michigan, que  coordenou a pesquisa.&lt;br /&gt;
&lt;br /&gt;
“A princípio, derramar uma xícara de café quente em você mesmo ou  pensar em uma pessoa com quem experimentou recentemente um rompimento  inesperado parece que provocam tipos diferentes de dor,  mas nosso  estudo mostra que são mais semelhantes do que se pensava”, disse Kross.&lt;br /&gt;
Estudos anteriores indicaram que as mesmas regiões no cérebro apoiam  os sentimentos emocionalmente estressantes que acompanham a experiência  tando da dor física como da rejeição social.&lt;br /&gt;
A nova pesquisa destaca que há uma interrelação neural entre esses  dois tipos de experiências em áreas do cérebro, uma parte em comum que  se torna ativa quando uma pessoa experimenta sensações dolorosas,  físicas ou não. Kross e colegas identificaram essas regiões: o córtex  somatossensorial e a ínsula dorsal posterior.&lt;br /&gt;
Participaram do estudo 40 voluntários que haviam passado por um fim  inesperado de relacionamento amoroso nos últimos seis meses e que  disseram se sentir rejeitados por causa do ocorrido.&lt;br /&gt;
Cada participante completou duas tarefas, uma relacionada à sensação  de rejeição e outra com respostas à dor física, enquanto tinham seus  cérebros examinados por ressonância magnética funcional.&lt;br /&gt;
“Verificamos que fortes sensações induzidas de rejeição social ativam  as mesmas regiões cerebrais envolvidas com a sensação de dor física,  áreas que são raramente ativadas em estudos de neuroimagens de emoções”,  disse Kross.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Genoma do câncer de mama</title><link>http://bio-revolucao.blogspot.com/2011/04/genoma-do-cancer-de-mama.html</link><category>Curiosidades Científicas</category><pubDate>Mon, 4 Apr 2011 10:03:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-5084597364728164136</guid><description>&lt;h3&gt;&lt;/h3&gt;4/4/2011&lt;br /&gt;
&amp;nbsp;&lt;img alt="Genoma do câncer de mama" border="0" height="145" src="http://www.agencia.fapesp.br/fotos/2011/14/foto_dentro13678_1.jpg" width="200" /&gt;  &lt;br /&gt;
&lt;span style="font-size: xx-small;"&gt;Cientistas sequenciam tumores de 50 mulheres, comparam com os genomas de pessoas saudáveis e identificam mutações que ocorrem apenas nas células cancerígenas&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Agência FAPESP&lt;/b&gt; – Em uma das maiores pesquisas genômicas já  feitas sobre o câncer, um grupo de cientistas nos Estados Unidos  sequenciou os genomas completos de tumores de 50 pacientes com câncer de  mama e comparou os resultados com os DNAs de pessoas sem a doença.&lt;br /&gt;
A comparação permitiu identificar mutações que ocorrem apenas nas  células cancerígenas. A pesquisa revela uma grande complexidade nos  genomas dos tumores e poderá auxiliar no desenvolvimento de novas  alternativas de tratamentos.&lt;br /&gt;
&lt;br /&gt;
No total, os tumores analisados apresentaram mais de 1,7 mil  mutações, das quais a maior parte era única para cada mulher. “Genomas  do câncer são extraordinariamente complicados, o que explica nossa  dificuldade em prever consequências e encontrar novos tratamentos”,  disse Matthew J. Ellis, professor da Escola de Medicina da Universidade  de Washington em Saint Louis, um dos líderes da pesquisa.&lt;br /&gt;
Os cientistas sequenciaram mais de 10 trilhões de pares de base de  DNA, repetindo as operações para cada tumor e para cada amostra dos  voluntários sadios por em média 30 vezes para garantir a validade dos  resultados.&lt;br /&gt;
“Os recursos computacionais utilizados para analisar tamanha  quantidade de dados são semelhantes aos produzidos pelo Large Hadron  Collider, usado para entender o funcionamento das partículas  subatômicas”, disse Ellis.&lt;br /&gt;
As amostras de DNA vieram de pacientes que se submeteram a testes  clínicos  no Grupo de Oncologia do American College of Surgeons,  liderado por Ellis. Todas as pacientes no estudo tinham o chamado câncer  de mama positivo para receptor de estrógeno, no qual as células  tumorais têm receptores que se ligam ao hormônio e ajudam os tumores a  crescer.&lt;br /&gt;
A pesquisa confirmou que duas mutações são relativamente comuns em  mulheres com câncer de mama. Uma deles é a PIK3CA, presente em cerca de  40% dos tumores do tipo que expressam receptores para estrógeno. Outra é  a TP53, presente em cerca de 20% dos pacientes.&lt;br /&gt;
Ellis e colegas encontraram uma outra mutação, denominada MAP3K1, que  controla a morte celular programada e não se encontra ativada em cerca  de 10% dos cânceres de mama positivos para receptor de estrógeno.&lt;br /&gt;
Os cientistas também encontraram outros 21 genes que mostraram  mutações significativas, mas em taxas inferiores e não apareciam em mais  do que três pacientes.&lt;br /&gt;
Apesar da raridade dessas mutações, Ellis destaca sua importância.  “Câncer de mama é tão comum que mesmo mutações que apareçam com  frequência de 5% envolverão milhares de mulheres”, destacou.</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item><item><title>Por que o cabelo cai com a quimioterapia?</title><link>http://bio-revolucao.blogspot.com/2011/03/por-que-o-cabelo-cai-com-quimioterapia.html</link><pubDate>Wed, 23 Mar 2011 12:29:00 -0700</pubDate><guid isPermaLink="false">tag:blogger.com,1999:blog-9127892174896062947.post-8435637746382815862</guid><description>&lt;div style="text-align: right;"&gt;&lt;a href="http://diariodebiologia.com/wp-content/uploads/2010/12/quimio150.jpg" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"&gt;&lt;img alt="" class="alignleft size-full wp-image-7653" height="150" src="http://diariodebiologia.com/wp-content/uploads/2010/12/quimio150.jpg" title="quimio150" width="150" /&gt;&lt;/a&gt;&lt;strong&gt;&lt;span style="color: #888888;"&gt;&lt;/span&gt;&lt;/strong&gt;&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A queda dos cabelos é uma  reação do corpo aos efeitos dos medicamentos fortes usados na  quimioterapia. Infelizmente apenas uma minoria dos pacientes consegue  passar pela quimioterapia sem a queda dos pelos. O que muitas pessoas  não sabem é que não só os cabelos caem, mas todos os fios do corpo,  inclusive das sobrancelhas e das partes íntimas. Vamos entender o que  acontece.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A quimioterapia é um tratamento que  utiliza medicamentos para destruir as células doentes que formam um  tumor. O princípio dos remédios que são usados na quimioterapia é atacar  as células do corpo que se proliferam rapidamente, como as cancerosas.  Estes medicamentos se misturam com o sangue e são levados a todas as  partes do corpo, no entanto, não é um medicamento seletivo, ou seja, não  tem “preferência” por uma célula ou outra, por isso ataca tanto as que  estão “doentes” quanto às outras que se proliferam com rapidez.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;As drogas quimioterápicas trabalham  principalmente prejudicando a mitose celular, efetivamente, e por isso  afetam as células de crescimento rápido. Sabemos que nossa pele sofre  uma renovação diária (com processos de mitose contínuos) e as células  dos cabelos, que são anexos dérmicos, se multiplicam rapidamente –  afinal, eles crescem diariamente. Por isso elas também são atacadas pela  quimioterapia, o que causa a queda dos pêlos.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;A queda de cabelo acontece da mesma  maneira para homens e mulheres. Em geral, os fios começam a cair depois  de dez a 15 dias depois de o paciente ter recebido a primeira dose de  quimioterapia e em média leva apenas 20 dias para que o paciente fique  careca. É sempre um consolo para os pacientes pensar que depois do final  do tratamento o cabelo volta a crescer normalmente. Mas ao contrário do  que algumas pessoas pensam os fios não nascem diferenciados. O paciente  continua tendo o mesmo tipo de cabelo.&lt;/div&gt;&lt;div style="text-align: justify;"&gt;&lt;br /&gt;
&lt;/div&gt;Essa matéria tirei do site da Biologa Karla Patrícia, é bem bacana</description><thr:total xmlns:thr="http://purl.org/syndication/thread/1.0">0</thr:total><author>noreply@blogger.com (J-Eme)</author></item></channel></rss>