tag:blogger.com,1999:blog-2337560057200429862024-03-12T21:25:18.991-07:00Meu Caminhar"Se você quer transformar o mundo, mexa primeiro em seu interior."
(Dalai Lama)Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.comBlogger47125tag:blogger.com,1999:blog-233756005720042986.post-10172967034946143572018-06-19T06:59:00.003-07:002018-06-19T06:59:24.476-07:00LABORATÓRIO HEMOCLIN - ACREDITADO PELO DICQ!! SISTEMA NACIONAL DE ACREDITAÇÃO<a href="https://www.blogger.com/%3Ciframe%20src=%22https://www.facebook.com/plugins/video.php?href=https%3A%2F%2Fwww.facebook.com%2Fhemoclincampos%2Fvideos%2F653665438325923%2F&show_text=0&width=560%22%20width=%22560%22%20height=%22315%22%20style=%22border:none;overflow:hidden%22%20scrolling=%22no%22%20frameborder=%220%22%20allowTransparency=%22true%22%20allowFullScreen=%22true%22%3E%3C/iframe%3E" target="_blank"><iframe allowfullscreen="true" allowtransparency="true" frameborder="0" height="315" scrolling="no" src="https://www.facebook.com/plugins/video.php?href=https%3A%2F%2Fwww.facebook.com%2Fhemoclincampos%2Fvideos%2F653665438325923%2F&show_text=0&width=560" style="border: none; overflow: hidden;" width="560"></iframe></a><br />Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com1tag:blogger.com,1999:blog-233756005720042986.post-29204710398349763412018-04-28T06:06:00.001-07:002018-04-28T06:07:10.484-07:00Pint of ScienceVem aí o <br />
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Pint of Science, o maior festival de divulgação científica que ocorrerá pela primeira vez em Campos dos Goytacazes!🎉🎉<br />
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🤔Como nasceu este festival?<br />
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A ideia surgiu depois que dois pesquisadores do Imperial College London, Michael Motskin e Praveen Paul, organizaram um evento chamado Encontro com Pesquisadores, em 2012. Nesse encontro, pessoas com Alzheimer, Parkinson, doenças neuromusculares e esclerose múltipla foram convidadas para conhecer os laboratórios dos cientistas e ver de perto o tipo de pesquisa que realizavam.<br />
A experiência foi tão inspiradora que a dupla decidiu propor um evento em que os pesquisadores pudessem sair das universidades e institutos de pesquisa para conversar diretamente com as pessoas e assim, em maio de 2013, surgiu o Pint of Science. A edição 2018 do Pint of Science acontece nos dias 14, 15 e 16 de maio e Campos vai ser uma das cidades participantes. Venha participar conosco! 😁😁😁🎉🎉<br />
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Para ver a programação completa acesse: <a href="https://pintofscience.com.br/events/campos">https://pintofscience.com.br/events/campos</a><br />
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#PintofScience2018 #PintCampos2018 #divulgaçãocientífica #bares #compartilheAnonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-67204510996255385342014-03-31T11:55:00.001-07:002015-02-25T00:55:42.022-08:00ESTAÇÃO ECOLÓGICA ESTADUAL DE GUAXINDIBA.VISITA TÉCNICA DOS ALUNOS DO CURSO DE TÉCNICO EM MEIO AMBIENTE -<a href="http://portal.iff.edu.br/" target="_blank"> </a><a href="http://portal.iff.edu.br/" target="_blank">Instituto Federal Fluminense (IFF)</a><br />
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<span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.631999969482422px; text-align: justify;">A Estação Ecológica Estadual de Guaxindiba - EEEG foi criada por meio do Decreto nº 32 576, de 30 de dezembro de 2002, em conformidade com a Lei Federal nº 9.985, de julho de 2000, situa-se na porção Nordeste do estado do Rio de Janeiro, no município de São Francisco de Itabapoana, sendo de posse e domínio público, e, tendo com objetivos a preservação da natureza e a realização de pesquisas cientificas, não sendo permitida a visitação pública, exceto quando com propósitos educacionais.</span></div>
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<span style="background-color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 12px; line-height: 16.631999969482422px;">Suas terras e matas estão localizadas nos domínios da Fazenda São Pedro de Alcântara. É também conhecida no município, comunidades de entorno, e, nacionalmente, como Mata do Carvão, devido à grande quantidade de fornos </span><br />
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de carvão que no seu interior existiam. Na década de 60 possuía mais de seis mil hectares de mata, na década de 80, já havia sido reduzida para aproximadamente três mil hectares. Possui vegetação nativa característica da Mata Atlântica, classificando-se com Floresta Estacional Semidecidual de terras baixas, sendo a cobertura vegetal mais expressiva e importante da região.<br />
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Sua principal característica é ser o maior e último remanescente de topografia plana e de grande extensão, recebendo a denominação de mata sobre tabuleiro terciário, por situar-se em área de planície ou tabuleiro do bioma costeiro da região Nordeste Fluminense do Estado do Rio de Janeiro. </div>
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Apresenta pouca vegetação herbácea, ocorrência de espécies epífitas e espécies raras e típicas de mata de tabuleiro, como a Paratecoma, peroba e a existência de animais raros na região, com o diplópodo Rhinocricus padbergi (do mesmo gênero do gongolo), que só ocorre no local. Na unidade, encontram-se exemplares arbóreos de madeira de alto valor econômico como a peroba, o araçá, braúnas e óleo vermelho. </div>
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<tr><td class="tr-caption" style="text-align: center;">(Área incendiada em 2010)</td></tr>
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<tr><td class="tr-caption" style="text-align: center;">A Trilha começa a se estreitar...</td></tr>
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Aspectos do clima e a alta densidade das espécies florísticas permitem classificar a mata do Carvão como sendo uma formação estacional semidecidual. O baixo índice pluviométrico anual na mata, unido a forte sazonalidade, com inverno seco, são alguns dos fatores considerados responsáveis pela maior ocorrência nesta mata de espécies decíduas.</div>
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Possui cerca de 3.260 (três mil duzentos e sessenta) hectares, e, após longos períodos de desmatamentos, houve uma alteração na mata que, atualmente, distribui-se por uma longa faixa com 1.200 hectares de vegetação com cerca de 5 km de comprimento por aproximadamente 2 km de largura, bem próxima à orla marinha da praia de Guaxindiba. Boa parte da floresta localiza-se em Área de Preservação Permanente por ser cercada naturalmente por recursos hídricos onde se destaca a vegetação de taboa entre os brejos da Floresta e Cobiça.</div>
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<tr><td style="text-align: center;"><span style="font-size: 12px; line-height: 16.631999969482422px; text-align: start;">É internacionalmente conhecida como patrimônio da humanidade pelo programa “Homem e Biosfera” da Unesco, estando caracterizada como Zona Núcleo da Reserva da Biosfera da Mata Atlântica.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi83SaITnWFUvgaTuvAmcOAs6c5J_fHQxZHFFdcRsT-VDA2gCzLWhVezVNLgZEOf-r07KorP_M36G0avTQPLG6cYzeEh-KJ4lrq6Nh__7CfG6lGedyrn34mmLDc4vV0SgdsLW2UD10cFVFv/s1600/IMG_00000024.jpg" imageanchor="1" style="font-family: 'Times New Roman'; margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi83SaITnWFUvgaTuvAmcOAs6c5J_fHQxZHFFdcRsT-VDA2gCzLWhVezVNLgZEOf-r07KorP_M36G0avTQPLG6cYzeEh-KJ4lrq6Nh__7CfG6lGedyrn34mmLDc4vV0SgdsLW2UD10cFVFv/s1600/IMG_00000024.jpg" height="223" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"><span style="color: #333333; font-family: Helvetica, Arial, 'lucida grande', tahoma, verdana, arial, sans-serif; line-height: 18px; text-align: left;">Grandes buracos foram cavados nas largas trilhas, na tentativa de inibir a retirada de madeiras...mas novas trilhas foram feitas...</span></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg510cdUxDUBQrXvMOqrJt_HePoHshcB_1SxQldfbYsazIEzwN8j8vRhHcuC_qkgMN-SuGCN6AlfQEZnqRtj4UZL9m_81iyh0W3PGfWGYKAbpJlUlz-fRf6Ts620dfx9rkvoOYltTSYCQAS/s1600/10014598_301591943327102_1551281543_n.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg510cdUxDUBQrXvMOqrJt_HePoHshcB_1SxQldfbYsazIEzwN8j8vRhHcuC_qkgMN-SuGCN6AlfQEZnqRtj4UZL9m_81iyh0W3PGfWGYKAbpJlUlz-fRf6Ts620dfx9rkvoOYltTSYCQAS/s1600/10014598_301591943327102_1551281543_n.jpg" height="300" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alunos do Subsequente e do Proeja.</td></tr>
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Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-42920023703311867962013-06-04T22:34:00.002-07:002013-06-04T22:37:10.479-07:00RECOMENDA-SE!!! ESPORTE NA VIDA DOS FILHOS...<br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgde87-DGx11cE0kYUZa5ySdvX_LxP-Up3ydpRO5i0lpm3uQm0nKuzd9X2bR4ubSf5MyZxCnSy3nNYT-WwnXN4s8kgp0uV9XCgMF_m-NhhUkYkkBQem9yBqWeTtACVve2i_7Zdo1bil3-iH/s1600/Foto0004.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgde87-DGx11cE0kYUZa5ySdvX_LxP-Up3ydpRO5i0lpm3uQm0nKuzd9X2bR4ubSf5MyZxCnSy3nNYT-WwnXN4s8kgp0uV9XCgMF_m-NhhUkYkkBQem9yBqWeTtACVve2i_7Zdo1bil3-iH/s320/Foto0004.jpg" width="320" /></a>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-28097795865766586432013-06-04T22:08:00.000-07:002013-06-04T22:08:01.386-07:00O PAPEL DO LACTATO NO EXERCÍCIO
<div align="JUSTIFY" class="western" style="background: transparent; font-style: normal; font-variant: normal; font-weight: normal;">
<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">O
lactato é produzido pelo organismo após a queima da glicose
(glicólise), para o fornecimento de energia sem a presença de
oxigênio (metabolismo anaeróbico láctico). Em atividades físicas
de longa duração, o suprimento de oxigênio nem sempre é
suficiente. O organismo busca esta energia em fontes alternativas,
produzindo o lactato. O acúmulo desta substância nos músculos pode
gerar uma hiperacidez, que causa dor e desconforto logo após o
exercício. Assim, a determinação da concentração sanguínea do
lactato permite avaliar indiretamente a acidose metabólica do
exercício, sendo uma das ferramentas diagnósticas utilizadas pela
Fisiologia do Exercício.</span></span></span></div>
<div align="JUSTIFY" class="western" style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal;">
<br /></div>
<div align="JUSTIFY" class="western" style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal;">
<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">A dosagem do lactato permite avaliar a
capacidade de exercício e monitorar a intensidade de treinamento dos
atletas. Isso pode ser feito em exercícios de cargas crescentes
durante o Check-up Fitness ou após o término de um treinamento
específico ou de um exercício realizado em competição. A dosagem
sanguínea do lactato é uma forma prática de se obter uma avaliação
do metabolismo do lactato e do limiar anaeróbico do atleta. Para se
entender como funciona esse teste, precisamos antes entender a
produção de energia no músculo e sua relação com a produção do
lactato.</span></span></span></div>
<div align="JUSTIFY" class="western" style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal;">
<br /></div>
<span style="font-size: small;">
</span><div align="JUSTIFY" class="western" style="background: none repeat scroll 0% 0% transparent; font-style: normal; font-variant: normal; font-weight: normal;">
<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">A
produção de energia para a realização de um exercício físico se
dá a partir da “quebra” de uma molécula de ATP (adenosina
trifosfato), que funciona como o combustível para a contração
muscular. Existem 3 mecanismos principais para produção dessa
energia:</span></span></span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzowxNpBljKRC8vDQApI-mQou0_C7wrn7nhcxjzOQdluEPqplolyodtrAza4vgXDvvbEjL123dqPaOOVAP4AOWElYxFCIUdmOf-i85fGDzXmIHCXArKjYpo9-HoX7deKWAx9kLcgHf2dGh/s1600/exercicio-fisico1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="188" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgzowxNpBljKRC8vDQApI-mQou0_C7wrn7nhcxjzOQdluEPqplolyodtrAza4vgXDvvbEjL123dqPaOOVAP4AOWElYxFCIUdmOf-i85fGDzXmIHCXArKjYpo9-HoX7deKWAx9kLcgHf2dGh/s320/exercicio-fisico1.jpg" width="320" /></a></span></div>
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<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></div>
<div align="LEFT" class="western" style="background: none repeat scroll 0% 0% transparent;">
<span style="font-size: small;"><span style="background: none repeat scroll 0% 0% transparent;"><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">1.
Sistema do metabolismo anaeróbico aláctico (sistema
ATP-creatina-fosfato), ou seja, sem a produção de lactato.</span></span></span></span></span></span></span></div>
<span style="font-size: small;">
</span><div align="LEFT" class="western" style="background: none repeat scroll 0% 0% transparent;">
<span style="font-size: small;"><span style="background: none repeat scroll 0% 0% transparent;"><br /><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;">2.
Sistema do metabolismo anaeróbico láctico (glicólise), ou seja,
que leva à produção do lactato.</span></span></span></span></span></span></span></div>
<span style="font-size: small;">
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<span style="font-size: small;"><span style="background: none repeat scroll 0% 0% transparent;"><br /></span><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">3.
Sistema de metabolismo aeróbico, também sem a produção de lactato.</span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">
</span></span></span></span></span></span></span></div>
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<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">No
metabolismo anaeróbico láctico, o lactato é o produto final da
degradação da molécula de glicose (açúcar) utilizada para a
produção de energia (ATP). Isso ocorre porque não há oxigênio
(O2) suficiente para que ocorra o sistema de metabolismo aeróbico.</span></span></span></div>
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<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">Na
realidade, o metabolismo anaeróbico láctico, com a produção do
lactato, é o principal sistema de produção de energia que é
utilizado em atividades físicas que têm duração relativamente
curta, de 30 segundos a 90 segundos, como por exemplo em corridas de
400 metros, provas de natação de 200 metros, no futebol, no tênis,
etc. O lactato produzido no músculo vai para a corrente sanguínea e
daí para o fígado, onde é removido do sangue e metabolizado.</span></span></span></div>
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<span style="font-size: small;"><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">A
concentração de lactato no sangue é de aproximadamente 1,0 mmol/L
a 1,8 mmol/L, em repouso e durante o exercício leve, quando existe
equilíbrio entre sua produção muscular e sua remoção hepática.
À medida que o exercício físico se intensifica, ocorre um
desequilíbrio entre a produção e remoção, com conseqüente
acúmulo de lactato no sangue e aumento de sua concentração. Esse
aumento da concentração do lactato no sangue pode ser utilizado
para a detecção de um índice de limitação funcional, o </span></span></span></span></span></span><strong><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">limiar
anaeróbico</span></span></span></span></span></span></strong><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">,
que tem grande utilidade no treinamento desportivo.</span></span></span></span></span></span></span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtriP4STJUyWCl1v0RqMaBwww0rBS3gsPbtuyq3Mpi4yrXOyzVsdHI5kNNa981cCz3PQPcCXQtRzEe1com7QvB_e_YGCymr7QB6LKmVvU2bgHpacCpfGh93Rmol0xG1SnyNNNiqkOlTgFN/s1600/exercicio-fisico.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="204" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjtriP4STJUyWCl1v0RqMaBwww0rBS3gsPbtuyq3Mpi4yrXOyzVsdHI5kNNa981cCz3PQPcCXQtRzEe1com7QvB_e_YGCymr7QB6LKmVvU2bgHpacCpfGh93Rmol0xG1SnyNNNiqkOlTgFN/s320/exercicio-fisico.jpg" width="320" /></a></span></div>
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</span><div align="JUSTIFY" class="western" style="background: none repeat scroll 0% 0% transparent;">
<span style="font-size: small;"><br /></span>
</div>
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<span style="font-size: small;"><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">A
detecção desse índice de limitação funcional é feita com a
realização de um exercício de cargas crescentes, e baseia-se na
medida da concentração sanguínea do lactato: coletas seriadas de
sangue são feitas para se determinar o </span></span></span></span></span></span><strong><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">limiar
anaeróbico</span></span></span></span></span></span></strong><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">,
que ocorre quando a concentração do </span></span></span></span></span></span><strong><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">lactato
excede o valor de 4,0 mmol/L</span></span></span></span></span></span></strong><span style="font-variant: normal;"><span style="color: black;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="font-style: normal;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">.
Dessa forma, estabelece-se como limiar anaeróbico a carga ou
intensidade de esforço imediatamente anterior àquela em que a
concentração de lactato excede esse valor. O treinamento de
"endurance" diminui a concentração sanguínea de lactato
e com isso retarda a chegada ao limiar anaeróbico, o que indica a
melhora da performance do atleta. É importante ressaltar que
concentrações de lactato acima de 4,0 mmol/L devem ser evitadas no
treinamento de “endurance”.</span></span></span></span></span></span></span></div>
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<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">O
desenvolvimento de novas tecnologias para a dosagem do lactato,
denominadas em conjunto de teste laboratorial remoto (“point-of-care
testing”), permite-nos, atualmente, fazer a dosagem da concentração
sanguínea do lactato em campo, de forma precisa e com uma pequena
gota de sangue obtida da ponta de um dos dedos do atleta. Além
disso, o resultado é obtido rapidamente, em poucos minutos. Isso
facilita muito a realização desse teste, a rapidez de sua
interpretação e a tomada de decisão, ampliando seu uso na Medicina
Esportiva.</span></span></span></div>
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<span style="color: black; font-size: small;"><span style="font-family: Verdana, Arial, Helvetica, sans-serif;"><span style="background: none repeat scroll 0% 0% transparent;">Assim,
a dosagem do lactato pode trazer importante informação para o
atleta e seu treinador, tanto quanto à situação atual de
treinamento e “performance” do atleta, como com relação às
demandas metabólicas do organismo e sua capacidade de suportar
estímulos de exercícios especificamente selecionados. A avaliação
do “fitness” individual e das condições de treinamento, que
dependem desse condicionamento físico, são uma área de interesse
cada vez maior dentro dos programas de treinamento físico.</span></span></span></div>
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<a href="http://www.corpore.org.br/cws_exibeconteudogeral_496.asp">http://www.corpore.org.br/cws_exibeconteudogeral_496.asp</a>
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Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-1729961581995145432013-04-18T05:43:00.001-07:002013-04-18T05:43:31.509-07:00<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpikeIh1vPBz-7SMe4O-TwAl-5CIMotEvw0VrQ8Z_3Z3VnOBitKXA36JOZzZDOpSXEJd9d71CZ70cdDCsrMa7ZFRhbx8bRJIUobe_VYB-LfLQTC0ub1jzzZM95EOkE5VKpgXwFeiHZtPvK/s1600/64428_443626979059474_893564861_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjpikeIh1vPBz-7SMe4O-TwAl-5CIMotEvw0VrQ8Z_3Z3VnOBitKXA36JOZzZDOpSXEJd9d71CZ70cdDCsrMa7ZFRhbx8bRJIUobe_VYB-LfLQTC0ub1jzzZM95EOkE5VKpgXwFeiHZtPvK/s640/64428_443626979059474_893564861_n.jpg" width="507" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-6463927201711646832013-04-12T14:19:00.002-07:002013-06-04T20:36:07.840-07:00Efeito Katilce<span style="background-color: white;"><span style="font-size: x-large;">Como o Youtube, o Second Life e outros recursos da Web 2.0 vão mudar o setor da educação.</span></span><br />
<span style="background-color: white;"><span style="font-size: x-large;">Maurício Garcia, julho de 2007.</span></span><br />
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Há algum tempo, a banda U2 esteve no Brasil para uma série de shows. Eu estive em um destes, no Estádio do Morumbi. Num determinado momento do show, a estrela da banda, o vocalista Bono, pegou pelo braço uma garota e colocou-a no palco. Foram poucos minutos em que a jovem esteve bem próxima do super-star, com direito a dança, brincadeiras e até um “selinho” no final. A menina era uma mineira chamada Katilce Miranda Almeida.</div>
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No dia seguinte, alguns internautas descobriram que a Katilce tinha um perfil no Orkut e começaram a mandar mensagens (scraps), cumprimentando a felizarda. A notícia correu pela rede de uma forma viral, que milhares de pessoas começaram a enviar freneticamente mensagens para a Katilce. O fenômeno foi tão surpreendente que a Katilce recebeu, em 2 dias, quase 3 milhões de mensagens. Foram quase 20 mensagens por segundo. Eu mesmo cheguei a mandar uma mensagem para ela, para ver o fenômeno. Foi incrível, pois eu sequer consegui ver a minha mensagem, já que na fração de tempo entre eu enviar a mensagem e a página ser recarregada na tela, dezenas de outras mensagens entraram na frente da minha, que se perdeu na torrente de mensagens. Em poucas horas já existiam dezenas de comunidades como "Quando é que sai a Playboy da Katilce?", "Quero ver Katilce no Jô Soares" ou até mesmo "Katilce para presidente".</div>
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Eu fiquei profundamente intrigado por que motivo tantas pessoas mandaram mensagens para a Katilce. Mensagens que ela não leu, pois foram milhões, e que quem enviou também não leu, pois se perderam na enxurrada. Aquilo ficou na martelando na minha cabeça: “O que leva uma pessoa mandar uma mensagem que sabidamente não vai ser lida?”.</div>
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O fato é que o comportamento viral na Internet tem sido uma constante. O próprio Orkut tornou-se um fenômeno, com dezenas de milhões de usuários cadastrados. Praticamente todo estudante de ensino superior participa desse site de relacionamentos.</div>
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A Wikipedia é outro fenômeno desse tipo. Criada como uma enciclopédia virtual em que os verbetes são construídos e atualizados livremente pelos visitantes, ela se tornou uma referência de consulta, inclusive incorporada pela poderosa ferramenta de busca do Google. A versão em inglês da enciclopédia, a maior, possui quase 2 milhões de verbetes construídos através de cerca de 150 milhões de atualizações desde julho de 2002. São milhares de atualizações por dia, feitas de forma espontânea, voluntária e, na maior parte das vezes, anônima pelos seus visitantes.</div>
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Parece existir um denominador comum entre esse fenômeno e o caso da Katilce. As pessoas querem participar, fazer parte de algo que está acontecendo. Ninguém obriga essas pessoas a fazer isso, elas fazem porque querem. Eu chamo isso de “Efeito Katilce”. Talvez seja um sinal dos tempos, em que o agitado cotidiano deixa as pessoas carentes de relacionamentos, mas o “Efeito Katilce” tem se mostrado em vários outros fenômenos da Internet.</div>
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O Youtube é outro caso emblemático. Quem poderia imaginar que um portal que exibe vídeos colocados pelos seus usuários pudesse se tornar uma febre na rede, a ponto dele ser arrebatado pelo Google, pela bagatela de US$ 1,6 bilhão. E vale a pena notar que, no momento de sua venda, o Youtube dava um prejuízo mensal de alguns milhares de dólares. Isso quebra todas as regras de “valuation”. Dentro do próprio Youtube, o efeito viral se replica. Em poucos dias, vídeos que beiram o ridículo se tornam fenômenos de audiência, como o “Tapa na Pantera” (http://www.youtube.com/watch?v=6rMloiFmSbw) e o “Vai tomar...” (http://www.youtube.com/watch?v=dHpSCHxb780) . Esse último vídeo, junto com suas versões, chegou a ser acessado por cerca de 100 mil pessoas por hora.</div>
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Agora, a bola da vez parece ser o Second Life. Os usuários desse programa podem passar por uma experiência virtual tridimensional, criando um personagem e andando pelos intermináveis ambientes produzidos pelos outros usuários. Praticamente todas grandes empresas já têm algo construído em algumas das ilhas do Second Life.</div>
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O que há de comum em todas essas novidades é a forma como o usuário lida com o ambiente virtual. Na Web tradicional, os sites funcionam como folhetos virtuais, aonde usuário vai e “pega” algo. Nessa nova Web, que vem sendo chamada de Web 2.0, o usuário pode também deixar algo. É isso que faz a diferença, não é só “download”, há também o “upload”. Não importa se é um vídeo, um verbete de uma enciclopédia ou uma mensagem para a Katilce, mas as pessoas querem participar ativamente, querem deixar algo, não querem ser somente espectadores. Se Piaget fosse vivo ele iria adorar...</div>
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O que é fantástico em toda essa história é o contraste da excitação e do frenesi dos jovens para participar de tudo isso, com a apatia e desinteresse que os professores se queixam dos mesmos na sala de aula. É uma pena que a maioria dos professores ainda não se deu conta que não existe mais aquele cândido aluno, sentado de maneira comportada em sua carteira, a ouvir as preleções de seu mestre. O que pode parecer melancólico para alguns, para mim é uma fantástica oportunidade. Quem souber trabalhar pedagogicamente com o “Efeito Katilce” vai mudar a história da educação. Mais cedo ou mais tarde, isso vai acontecer.</div>
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Além disso, é bobagem dizer que o aluno está muito fraco, sem base e que não consegue aprender. Ouço muito isso em muitas instituições que visito. Na verdade, ele sabe aprender e faz isso sozinho muito bem. Quem precisa se preocupar em ensinar um jovem a usar o MSN? Quem já mandou seu filho fazer um curso de Orkut? É impressionante como eles aprendem rapidamente. Eu me lembro que até pouco tempo os pais queriam que seus filhos fizessem cursos de informática, para aprender a “mexer no computador”. Isso acabou, eles aprendem sozinhos e muitas famílias hoje precisam lidar com os problemas que agora aparecem pela fixação excessiva dos jovens no computador, muitos pais têm que impor limites. Quem poderia imaginar isso?</div>
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O que os jovens não aprendem, na verdade, é a classificação das plantas em angiospermas e gimnospermas, a diferença entre um advérbio e um adjunto adverbial, a fórmula de Bhaskara para resolver a equação do segundo grau e os fatores predisponentes para a tomada de Constantinopla pelos turcos otomanos. Agora, cá entre nós, além dos professores, quem sabe isso?</div>
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O que penso, assim, é que os novos tempos nos mostram que existem muitas oportunidades para mudanças no processo pedagógico, mas primeiro é preciso jogar</div>
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fora tudo aquilo que conhecemos sobre educação. Quem está disposto a fazer isso? Conheço pouca gente que aceita, a academia é muito conservadora.</div>
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Não precisamos mais de salas de aula. Não tem cabimento mais um professor ficar na frente da sala “dando” aula. Isso fazíamos no tempo em que a professora passava o “ponto na pedra”. Na verdade, a preleção como centro da didática foi algo formalizado pelos jesuítas, no século XVI, em seu “Ratio Studiorum”, talvez um dos primeiros PPIs (Projeto Pedagógico Institucional).</div>
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Hoje, o conhecimento se multiplica de uma forma exponencial e quase tudo está disponível na Internet. O Youtube, por exemplo, tem vídeos fabulosos que podem ser trabalhados com os alunos, mas desconheço as plataformas que estão totalmente integradas a essa tecnologia. Quem já se reuniu com seus alunos no Second Life?</div>
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O pouco que comecei a fazer neste sentido tem me deslumbrado. As oportunidades são inúmeras e, principalmente, é muito divertido. Em pouco tempo, a educação será totalmente diferente daquilo que conhecemos e quem sair na frente vai ficar em vantagem. Katilce que se cuide.</div>
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<br /></div>
<span style="background-color: #f1c232;"><span style="font-size: large;">Maurício Garcia, PhD, é especialista em gestão educacional e entusiasta de novas tecnologias aplicadas à educação.</span></span><br />
<span style="background-color: #f1c232;"><span style="font-size: large;">http://www.mgar.com.br</span></span>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-11117051254240782602013-04-11T19:07:00.002-07:002013-04-11T19:08:18.825-07:00GLICÓLISE<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0M1XgcpGzkzXdBAA3H5R2JmZl0raLzFILxDX7_MdKWnAnzPZMPPaCr9Mr2ebHheEjTmXveOGF0HrRHdlrz6CSwbp2K7vJb5y8ZgLhn7ksChuxNTpCUr1M1guQOxtGtQTvjkcCxm0XSOR5/s1600/2127f2.gif" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="257" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh0M1XgcpGzkzXdBAA3H5R2JmZl0raLzFILxDX7_MdKWnAnzPZMPPaCr9Mr2ebHheEjTmXveOGF0HrRHdlrz6CSwbp2K7vJb5y8ZgLhn7ksChuxNTpCUr1M1guQOxtGtQTvjkcCxm0XSOR5/s320/2127f2.gif" width="320" /></a></div>
<br />Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-78800167320193129412012-05-21T17:40:00.000-07:002013-06-04T20:30:33.740-07:00Coloração de GRAM<br />
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<span style="font-family: 'Lucida Grande', Verdana, Arial, sans-serif;"><span style="font-size: 12px; line-height: 16px;">É uma técnica de coloração para diferenciação de microorganismos através das cores, para serem observados em microscópio óptico. A técnica recebeu este nome em homenagem ao médico dinamarquês Hans Cristian Joaquim Gram</span></span><br />
<taghw style="background-color: white; font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16px; text-align: left;"><span style="color: white;"><br /></span></taghw>
<span style="background-color: #ffe599;"><taghw style="font-family: 'Lucida Grande', Verdana, Arial, sans-serif; font-size: 12px; line-height: 16px; text-align: left;">Por volta de 1884, Hans Gram observou que as bactérias, após serem tratadas com diferentes corantes, adquiriram cores diferenciadas. Assim, as que ficavam roxas foram classificadas de Gram-positivas, e as que ficavam vermelhas, foram chamadas de Gram-negativas. A técnica de Gram é fundamental para a taxonomia e identificação das bactérias, sendo muito utilizada atualmente, como técnica de rotina em laboratórios de bacteriologia.</taghw></span><br />
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<span style="color: #cc0000;">Procedimentos da coloração de Gram</span></span></h2>
<ol>
<li>Em uma lâmina, contendo esfregaço seco, cubra-o pingando gotas de violeta-de-metila e deixe agir por 15 segundos;</li>
<li><taghw> Adicione <a href="http://www.infoescola.com/bioquimica/coloracao-de-gram/#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: blue;">água</a> ao esfregaço, em cima do violeta-de-metila, cobrindo toda a lâmina. Deixe agir por mais 45 segundos;</taghw></li>
<li>Após o tempo corrido, escorra o corante e lave o esfregaço em um filete de água corrente. Cubra a lâmina com lugol ou Iodo de Gram e deixe por 60 segundos;</li>
<li>Escorra todo o lugol e lave em um filete de água corrente;</li>
<li>Aplique álcool etílico a 95%, ou acetona, para descorar a lâmina por 10 a 20 segundos;</li>
<li>Lave em um filete de água corrente;</li>
<li>Cubra toda a lâmina com safarina e deixe corar por aproximadamente 30 segundos;</li>
<li>Lave a lâmina em um filete de água;</li>
<li>Seque a lâmina com auxílio de um papel de filtro limpo ou deixe-a secar ao ar livre;</li>
<li>Aplique uma gota de óleo de imersão sobre o esfregaço e observe no microscópico com objetiva de imersão (100 X).</li>
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Os resultados após a coloração de Gram permitem classificar as bactérias em dois grupos:
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Quando as estruturas celulares são cobertas pelo corante violeta-de-metila, todas se coram em roxo. Com a adição do mordente (Soluto de Lugol), ocorre à formação do complexo iodo-pararosanilina, que tem como propriedade fixar o corante primário nas estruturas coradas.</div>
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Algumas estruturas perdem a cor violeta rapidamente, quando ocorre a lavagem, com ácool etílico, enquanto outras perdem sua coloração mais devagar ou a perdem completamente. O corante safranina colore novamente as estruturas que foram descoradas.</div>
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<taghw>As bactérias Gram-positivas, que têm a parede celular composta por mureína (peptídeoglicano – peptídeo de ácido n-acetil murâmico), durante o <a href="http://www.infoescola.com/bioquimica/coloracao-de-gram/#" rel="nofollow" style="border-bottom-style: dotted; border-bottom-width: 1px; color: blue;">processo</a> de descoloração com álcool etílico, retém o corante, permanecendo com a coloração conferida pelo corante primário (roxo). Já as bactérias Gram-negativas com parede celular composta predominantemente por </taghw><a href="http://www.infoescola.com/bioquimica/acidos-graxos/" style="color: #398671;">ácidos graxos</a> (lipopolissacarídeos e lipoproteínas), perdem o complexo iodo-pararosanilina, são incapazes de reter o violeta de Genciana, assumindo a cor do corante de fundo (vermelha).</div>
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São as diferenças da estrutura da parede bacteriana, principalmente com relação à espessura da camada de peptidoglicano, que é responsável pelo diferente comportamento das bactérias diante da coloração de Gram.</div>
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<span style="color: red;">ENAC - São Fedélis</span><br />
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<span style="color: red;">Leia também:</span><br />
<ul>
<li><a href="http://www.infoescola.com/microbiologia/bacterias-gram-positivas-e-gram-negativas/" style="color: #398671;">Bactérias Gram-positivas e Gram-negativas</a></li>
</ul>
<b>Referências Bibliográficas:</b>http://pt.wikipedia.org/wiki/Técnica_de_Gram<br />
http://www.e-escola.pt/topico.asp?id=306&ordem=1<br />
http://www.prof2000.pt/users/biologia/tcolgram.htm<br />
<br />Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-38673129190152834692012-03-29T22:45:00.004-07:002012-03-29T23:08:49.355-07:00<span style="font-size: large;"><img alt="" height="221" 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" 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" 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" 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" width="400" /> <br />
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" width="400" /><br />
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width="400" /> <br />
By Roberta FeijóAnonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-63376161690544748922012-03-29T22:10:00.000-07:002012-03-29T22:10:35.382-07:00AD DE MICROBIOLOGIA EM FORMA DE POESIA<h2 align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-size: large;"><b><span style="font-family: Times New Roman,serif;"><i><u>Pode não ser como você Pensa</u></i></span></b></span></h2><h2 align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> </h2><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Sempre estou, sempre estarei</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Na poeira, no solo, entre vocês</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Porque relacionar a mim</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Tudo que é mortal?</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Afinal sou invisível, real</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Mas sou do bem, não só do mal.</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Da vida entendo mais</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Vim de bilhões de anos atrás</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">E sei do que sou capaz</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Degrado resíduos industriais</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">E quando mortos, os animais e vegetais</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Mas se vivos os animais estão</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Não deixo de ajudar não</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Participo da fabricação do pão</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Do chocolate e do cervejão</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Tudo para sua alimentação e diversão</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Com as raízes estamos associados</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Para supri-las de metabólitos nitrogenados</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Isso fazemos para ajudar</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Pois somos capazes de captar o nitrogênio do ar</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> </div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> </div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> </div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Fui fundamental na evolução</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Desempenho qualquer função</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Sou base da cadeia alimentar</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Você pode acreditar</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Foi um químico Francês</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Que na sua lucidez</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Provou a minha existência</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Depois de muita experiência</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Tornando-se gênio da ciência</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Filho de um curtidor de peles</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Louis Pasteur se tornaria</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Pai da microbiologia</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">E para sua alegria</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">A qualidade de vida melhoraria</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Mas se na vida é matar ou morrer</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Cuidado com o que vai crer</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Não leve em conta só este poema</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Para te evitar problemas</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <br />
</div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Com minha diversidade metabólica não se brinca</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Sou uma, duas e já sou trinta</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Mas para isso higiene é a solução</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Ande limpinho, coma bem e lave sempre a mão</span></span></div><div align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm; orphans: 0; widows: 0;"> <span style="font-family: Arial,sans-serif;"><span style="font-size: medium;">Tudo para sua proteção</span></span></div><h2 align="CENTER" class="western" style="line-height: 100%; margin-bottom: 0cm;"><span style="font-size: large;"><b><span style="font-family: Times New Roman,serif;"><i><u> </u></i></span></b></span></h2><h2 class="western" style="line-height: 100%; margin-bottom: 0cm; text-align: left;"><span style="font-size: large;"><span style="font-family: Times New Roman,serif;">By Roberta Feijó </span><b><span style="font-family: Times New Roman,serif;"><i><u><br />
</u></i></span></b></span></h2>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0Campos dos Goytacazes - RJ, Brasil-21.7544683 -41.324407000000008-22.2092903 -41.781542500000008 -21.2996463 -40.867271500000008tag:blogger.com,1999:blog-233756005720042986.post-70875886170830571792012-01-27T03:45:00.000-08:002012-01-27T03:45:41.452-08:00<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdxNblzAGcA12UDp7FzbyWLewWrqz-X_IYLDs5YVBDPB08cIEZiqZo8Vdp4r5CmaEhj6x2gCVs6GJKiUo5woqPgEVhfRU-kQQ70iojopwlryuLDKqj06K9cATRqNUSC05k4WwXrnUNXtQa/s1600/400234_292337354160698_229811350413299_799918_1197038760_n.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="156" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgdxNblzAGcA12UDp7FzbyWLewWrqz-X_IYLDs5YVBDPB08cIEZiqZo8Vdp4r5CmaEhj6x2gCVs6GJKiUo5woqPgEVhfRU-kQQ70iojopwlryuLDKqj06K9cATRqNUSC05k4WwXrnUNXtQa/s320/400234_292337354160698_229811350413299_799918_1197038760_n.jpg" width="320" /></a></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-43283129835620897892011-09-20T16:06:00.000-07:002011-09-21T07:59:38.347-07:00Tartaruga Urgente<h1 style="color: #9fc5e8;">(<i style="font-weight: normal;">Após receber um e-mail de Izaura Arêas, resolvi postar esse absurdo. Fonte: <span style="color: cyan;">in360.globo.com</span></i>) </h1><h1 style="color: #9fc5e8;"> </h1><h1>Tartaruga de 200 Kg é encontrada morta cortada ao meio em São João da Barra</h1>Segundo moradores, ela foi morta por uma das máquinas do Porto do Açu.<br />
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Uma tartaruga de cerca de 200 Kg foi encontrada morta em São João da Barra. Moradores enviaram fotos do animal, que estava com o corpo cortado praticamente ao meio. Segundo os moradores, a tartaruga foi morta por uma das máquinas do Porto do Açu. O Ibama esteve no local para fazer a perícia. <br />
<div style="text-align: justify;"><br />
Em resposta, a empresa LLX disse que realiza, em parceria com o Projeto Tamar (Centro Brasileiro de Proteção e Pesquisa das Tartarugas Marinhas), um programa de monitoramento da desova de tartarugas marinhas. O monitoramento cumpre uma condicionante ambiental do licenciamento do porto e tem o objetivo de comparar os resultados obtidos antes, durante e após a conclusão da obra.</div><div></div><div style="text-align: justify;"><br />
<a href="http://www.blogger.com/post-edit.g?blogID=233756005720042986&postID=4328312983562089789" name="OBJ_PREFIX_DWT46"></a><a href="http://www.blogger.com/post-edit.g?blogID=233756005720042986&postID=4328312983562089789" name="OBJ_PREFIX_DWT47"></a> Na última temporada reprodutiva das tartarugas, que se estendeu de setembro de 2010 a março de 2011, foram registradas 946 desovas na área de influência do Superporto do Açu. Foi a temporada com maior número de desovas registradas na região desde o início do Programa.</div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
Todos os dias, seis monitores, moradores locais treinados pelo TAMAR, percorrem 62 km de praia, entre Atafona e Barra do Furado, registrando qualquer ocorrência relativa às tartarugas marinhas. As ocorrências reprodutivas (como desovas) são georeferenciadas e marcadas com estacas numeradas para identificar sua localização. Nas ocorrências não reprodutivas, são coletados dados como o tamanho, a espécie e sexo das tartarugas. O local da ocorrência também é registrado por meio de GPS.</div><div style="text-align: justify;"><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWUGk-wzcb2mYtLLGqFj1Oj8oXhm-VO5EeRDGNNPi2w_yt3bsHb9twIuLdgGCvyK7O7g5E4Xy4Wo8AJceaVGLfP6FtaqxThelxl4pVvnBmSw523LXYi7P23tcRouxUiEmYrkbRgmjNhPRM/s1600/IMG_0740-300x225.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWUGk-wzcb2mYtLLGqFj1Oj8oXhm-VO5EeRDGNNPi2w_yt3bsHb9twIuLdgGCvyK7O7g5E4Xy4Wo8AJceaVGLfP6FtaqxThelxl4pVvnBmSw523LXYi7P23tcRouxUiEmYrkbRgmjNhPRM/s1600/IMG_0740-300x225.jpg" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">A tartaruga encontrada morta pelos moradores na praia do Açu / Foto: Projeto Tamar/Divulgação</td></tr>
</tbody></table><br />
</div><div style="text-align: justify;">Postagens sobre o assunto em:</div><div style="color: cyan;"><a href="http://robertomoraes.blogspot.com/2011/09/acu-interacao-do-blog-com-leitores.html">http://robertomoraes.blogspot.com/2011/09/acu-interacao-do-blog-com-leitores.html</a></div><div style="color: cyan;"><a href="http://fmanha.com.br/blogs/ventonordeste/?p=8433">http://fmanha.com.br/blogs/ventonordeste/?p=8433</a></div><br />
Um Abraço<br />
<b style="color: red;"><i>Roberta Feijó</i></b><br />
<div style="text-align: justify;"></div><div style="text-align: justify;"></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com2tag:blogger.com,1999:blog-233756005720042986.post-21522892366895505882011-08-04T06:59:00.000-07:002011-09-21T06:49:19.506-07:00A Vida Imortal de Henrietta LacksPor <a class="author-link" href="http://www.infoescola.com/autor/ana-lucia-santana/3/" title="Artigos de Ana Lucia Santana">Ana Lucia Santana</a><br />
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<div style="text-align: justify;">Henrietta Lacks nasceu em 1920, numa propriedade de tabaco localizada no interior da Virgínia, e foi então batizada como Loretta Pleasant, membro de uma linhagem familiar de antigos escravos. Ao completar 21 anos ela se mudou com o marido David, primo em primeiro grau, para os arredores de Baltimore. </div><div style="text-align: justify;"><b>A Vida Imortal de Henrietta Lacks</b> narra sua trajetória existencial e, acima de tudo sua morte; ela foi vítima de um câncer implacável e seu caso entrou para os anais da medicina, nos quais ela figura como um dos seres mais misteriosos de sua história. Sem querer ela contribuiu para que esta área da Ciência evoluísse velozmente no século XX.</div><div></div><div style="text-align: justify;">Pobre, de cor negra e praticamente analfabeta, ela jamais poderia imaginar que suas próprias células propiciariam tanto progresso à Medicina. Aos 30 anos, a mãe de cinco filhos recebeu um cruel diagnóstico: um tumor mínimo no colo do útero se disseminou por todo o organismo e sugou suas energias, transformando-a em um ser tão debilitado que, na época, seu prontuário no Hospital Johns Hopkins, onde ela buscou socorro e acabou morrendo, em 1951, a descrevia como um “espécime miserável”.</div><div style="text-align: justify;"></div><div style="text-align: justify;">Nesta instituição, uma equipe médica, sem notificar a paciente, retirou do local afetado uma pequena amostra e a ofereceu ao líder de pesquisas de cultura de tecidos do hospital. Logo o cientista percebeu que as células cancerígenas aí encontradas revelavam um comportamento incomum, nunca antes testemunhado.</div><div style="text-align: justify;"></div><div style="text-align: justify;">Ainda que elas estivessem ausentes do corpo de sua doadora, continuavam a se reproduzir em um curto espaço de tempo, conquistando no ambiente apropriado características de aparente imortalidade. Elas logo foram nomeadas HeLa por invocarem as iniciais do nome da paciente.</div><div style="text-align: justify;"></div><div style="text-align: justify;">Por seu imenso potencial elas foram manipuladas em diversas pesquisas acadêmicas e em núcleos tecnológicos, tanto nos EUA quanto em outros países. Destas investigações científicas emergiram uma riquíssima produção de remédios sintéticos e valores financeiros inimagináveis, hoje vinculados aos mais variados estudos no campo da genética. Tudo foi possível graças à negociação comercial em torno das células de uma mulher pobre que deixou descendentes em nenhum momento beneficiados por este progresso científico.</div><div style="text-align: justify;"></div><div style="text-align: justify;">Sua família nunca foi notificada sobre esta questão e permaneceu ignorante de tudo até ser procurada pelos pesquisadores para estudos mais profundos. Não houve qualquer suporte financeiro ou de ordem moral pelo uso das células de Henrietta. Ironicamente sua autópsia menciona que os tumores espalhados por seu corpo se assemelhavam a pérolas, das quais nenhuma propiciou uma vida melhor aos seus familiares, os quais, muitas vezes, encontraram dificuldades para receber tratamento médico.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><b style="color: red;"><i>Sobre a Autora </i></b></div><div style="text-align: justify;"></div><div style="text-align: justify;">Rebecca Skloot, jornalista que escreve para vários veículos de divulgação científica, procura consertar esta injustiça ao resgatar as memórias da mulher singela atingida por um raro câncer cervical, e ao criar uma fundação para a qual é encaminhada uma porcentagem dos lucros obtidos por esta obra.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitCfvn9_rMXnlSS5x37flC4bRWXYkijwkSXRHHm3eOCfxyB08hbOhHlTQfzUIwrqrHMuVdufUoYmqjKv5Upl8GK5CHV720u5cP8c5ZVtiZISqYwzte3PwW2sesX8tP3HhOdkWzqnrOpy3F/s1600/%25C3%258Dndice.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitCfvn9_rMXnlSS5x37flC4bRWXYkijwkSXRHHm3eOCfxyB08hbOhHlTQfzUIwrqrHMuVdufUoYmqjKv5Upl8GK5CHV720u5cP8c5ZVtiZISqYwzte3PwW2sesX8tP3HhOdkWzqnrOpy3F/s1600/%25C3%258Dndice.jpeg" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Fonte:</div><div style="text-align: justify;">http://www.infoescola.com/livros/a-vida-imortal-de-henrietta-lacks/ </div><div style="text-align: justify;"></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-3153075471025646542011-05-30T04:56:00.000-07:002011-09-21T15:45:50.493-07:00Matheus, o garoto matador de passarinhos com medo de ir para o inferno<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/K3jwA5JJkac?feature=player_embedded' frameborder='0'></iframe></div>Gente esse vídeo deu no que falar...foram tantas visualizações que o nosso amiguinho vai fazer uma entrevista no programa da Eliane, e depois no fantástico...Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com4tag:blogger.com,1999:blog-233756005720042986.post-18082096487870773332011-05-23T07:43:00.000-07:002011-09-21T09:15:03.707-07:00Ecologia e Conservação<h4 align="center" style="margin-left: 0cm; text-align: center;"><span style="font-size: 26pt; line-height: 150%;"></span></h4><h4 align="center" style="margin-left: 0cm; text-align: center;"><span style="font-size: 26pt; line-height: 150%;">Relatório de Trabalho de Campo</span></h4><span style="font-size: 18pt; line-height: 150%;"></span><span style="font-size: 18pt; line-height: 150%;"></span><span style="font-size: 18pt; line-height: 150%;"></span><span style="font-size: 18pt; line-height: 150%;"></span><span style="font-size: 18pt; line-height: 150%;"></span><br />
<h4 align="center" style="margin-left: 0cm; text-align: center;"><span style="font-size: 18pt; line-height: 150%;"></span></h4><h4 align="center" style="margin-left: 0cm; text-align: center;"><span style="font-size: 18pt; line-height: 150%;">Ecossistema Costeiro – Costão Rochoso</span></h4><span style="color: red; font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span><span style="color: red; font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span><span style="color: red; font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span><span style="font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span><span style="font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span><span style="font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span><br />
<div class="MsoBodyTextIndent" style="margin-left: 53.4pt; text-indent: 0cm;"><span style="font-family: "Times New Roman"; font-size: 10pt; line-height: 150%;"></span></div><div class="MsoNormal"><b>Conhecendo o ecossistema costeiro: Costão rochoso.</b></div><div class="MsoNormal"><b><span style="font-size: 10pt;"> </span></b></div><div class="MsoNormal"><b>1. Introdução</b></div><div class="MsoNormal"><br />
</div><div class="MsoHeader" style="text-align: justify;"><span style="font-size: 10pt;"> Os costões rochosos são ecossistemas costeiros presentes em todo o mundo na região intermediária entre a terra e o mar, tanto na borda continental (Arraial do Cabo e Rio de Janeiro), quanto em ilhas costeiras ou oceânicas.</span> <span style="font-size: 10pt;">No Brasil, os costões rochosos são formados por afloramentos do escudo cristalino presentes ao longo da costa, do Nordeste ao Sul. As regiões Sudeste e Sul concentram a maioria dos costões rochosos brasileiros, devido à proximidade da Serra do Mar com o litoral, que em alguns pontos, chega a alcançar a água. Os principais costões rochosos da nossa costa estão entre Cabo Frio (RJ) e o Cabo de Santa Marta (SC).</span></div><div class="MsoHeader" style="text-align: justify;"><span style="font-size: 10pt;"> Os costões rochosos são muito dependentes da variação das condições atmosféricas. Os parâmetros que mais influenciam os costões são a temperatura e o hidrodinamismo (marés e o batimento das ondas). Parte deste ambiente se encontra na região entremarés e fica acima do nível do mar duas vezes ao dia em virtude das marés baixas. </span></div><div class="MsoHeader"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>2. Desenvolvimento</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style="font-size: 10pt;">Foi observado um costão rochoso na praia dos cavaleiros na região de Macaé - RJ, sob condições atmosféricas favoráveis, mar calmo e temperatura aproximada de 28°C. O costão apresentava fauna e flora abundantes. A grande diversidade de espécies presentes nos costões rochosos fazem com que, neste ambiente, ocorram fortes interações biológicas, como consequência da limitação de substrato ao longo de um gradiente existente entre o hábitat terrestre e o marinho (Biocenose). Diante das limitações desse ambiente (hidrodinamismo, dessecação, luminosidade e salinidade), os organismos desenvolveram adaptações importantes, quais sejam: algumas espécies tiveram que desenvolver um exoesqueleto para melhor proteção e fixação no costão. Diversos tipos de algas encontravam-se presentes.</span></div><div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>3. Material básico</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>3.1. Instrumentos e Materiais de Uso Comum</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;"><span style="font-size: 10pt;">Bandeja para coleta de amostras, Peneira, Canivete e luvas.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>3.2. Materiais Diversos</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;"><span style="font-size: 10pt;">Faca e microscópio.</span></div><div class="MsoNormal"><br />
</div><div class="MsoCommentText"><b><span style="font-size: 12pt;">4. Organismos e Estruturas Observadas</span></b></div><div class="MsoCommentText"><br />
</div><div class="MsoCommentText" style="text-indent: 35.4pt;">Esponjas, Algas verdes, Algas Vermelhas, Algas Pardas, Caranguejos, Anêmonas, Poliquetas, Tubos de Poliquetas, Cracas, Mexilões, Ouriço-do-mar. </div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqLgoSIvaeNVs0ForeKAooKNs0myDiq-JJstzJUASHtsKxCcUrgCXX-sBRhwpv1qiSNDf3HC8JURmQS93XEV0wRHR4kGFUWwRbzjg3v6yUuEM-a603V4xCI7lrnAzqbvdUICtcG5WnS0Af/s1600/Imagem+066.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhqLgoSIvaeNVs0ForeKAooKNs0myDiq-JJstzJUASHtsKxCcUrgCXX-sBRhwpv1qiSNDf3HC8JURmQS93XEV0wRHR4kGFUWwRbzjg3v6yUuEM-a603V4xCI7lrnAzqbvdUICtcG5WnS0Af/s320/Imagem+066.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">(Caranguejo e Ouriço-do-mar)</td></tr>
</tbody></table><div class="MsoCommentText" style="text-align: center;"> <span style="font-size: 9pt;"> </span><b><span style="font-size: 12pt;"> </span></b><span style="font-size: 9pt;"><br />
</span></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; margin-left: 1em; text-align: right;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8kI_-0kSmyZSAsszMHq7dY1thb_DHv0PTrlMVVaHmviD0lUhhHH5GFN7kE5uRmjtXvvgHy2yGHkodFqbc2LyxgOjn0oiIUja2ssx2dBj3nc7OSjhH2ULdWV9BAfTeWDv9yf0ditCXk4_8/s1600/Imagem+045.jpg" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg8kI_-0kSmyZSAsszMHq7dY1thb_DHv0PTrlMVVaHmviD0lUhhHH5GFN7kE5uRmjtXvvgHy2yGHkodFqbc2LyxgOjn0oiIUja2ssx2dBj3nc7OSjhH2ULdWV9BAfTeWDv9yf0ditCXk4_8/s320/Imagem+045.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">(Algas Verdes)</td></tr>
</tbody></table><div style="text-align: center;"><br />
</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkEfAV0S8sYbYZijZPDm8CGqt3rR2JdTkVa1Ssk4xwJMkIIvLibVNDCUgRIvd_mZmjfikpMGwPV3Bd1czkThWHYYHwfUki8DdzLtLkI_CWnXUSLcACQiKUC3osMUl1eWZOX87ifF7-6waT/s1600/Imagem+043.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhkEfAV0S8sYbYZijZPDm8CGqt3rR2JdTkVa1Ssk4xwJMkIIvLibVNDCUgRIvd_mZmjfikpMGwPV3Bd1czkThWHYYHwfUki8DdzLtLkI_CWnXUSLcACQiKUC3osMUl1eWZOX87ifF7-6waT/s320/Imagem+043.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">(Cracas e Mexilhões)</td></tr>
</tbody></table><div class="MsoCommentText" style="text-align: center;"><span style="font-size: 9pt;"> </span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrYOwFr0cVIoll9K0ljx2mrasHAkluHinroW2olf5EhqcWQRBoZNsPdriTvfDInJZZlOaXRCw-spXekGTeckGfWLVGzDniViDjapHjoVsplz1RMdqaJuuS4kZ2Qiavu36KWxGCNHteqJeM/s1600/Imagem+056a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrYOwFr0cVIoll9K0ljx2mrasHAkluHinroW2olf5EhqcWQRBoZNsPdriTvfDInJZZlOaXRCw-spXekGTeckGfWLVGzDniViDjapHjoVsplz1RMdqaJuuS4kZ2Qiavu36KWxGCNHteqJeM/s320/Imagem+056a.jpg" width="242" /></a></div><div class="MsoCommentText" style="text-align: center;"><span style="font-size: 9pt;">(Tubos de Poliquetas)</span></div><div class="MsoCommentText" style="text-align: center;"><span style="font-size: 9pt;"><br />
</span></div><div class="MsoCommentText"><b><span style="font-size: 12pt;">5. Organismos Coletados</span></b></div><div class="MsoCommentText"><br />
</div><div class="MsoNormal" style="text-indent: 35.4pt;"><span style="font-size: 10pt;">Ouriço do mar e tubos de poliquetas.</span></div><div class="MsoCommentText"><br />
</div><div class="MsoNormal"><b>6. Coleta de Material</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 10pt;"> Para a coleta dos organismos e posterior dissecação foi utilizada a técnica de catação para o ouriço-do-mar e raspagem para os tubos de poliquetas.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>7. Estratificação do Costão</b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt;"> Os costões rochosos são muito dependentes da variação das condições atmosféricas. Os parâmetros que mais influenciam os costões são a temperatura, hidrodinamismo, luminosidade e a dessecação.</span></div><div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style="font-size: 10pt;">A zonação vertical refere-se à distribuição das diferentes espécies de organismos em faixas horizontais ao longo dos costões rochosos, onde a abundância de cada espécie vai ser maior na faixa em que os parâmetros ambientais são mais propícios à sua estratégia de vida. Com base na zonação, podemos distinguir classicamente o costão rochoso quanto à ocorrência dos organismos marinhos em:</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-size: 10pt;">– Supralitoral</span></b><span style="font-size: 10pt;"> – Faixa emersa de forma perene. Seu limite superior é onde os respingos de água salgada das ondas não chegam e, por este motivo, cessa a ocorrência dos organismos marinhos. A área dessa faixa </span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt;">é proporcional à dinâmica das ondas: regiões de intenso batimento e com ondas grandes apresentam um extenso supralitoral. Nessa zona não foi observado nenhuma forma de vida.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-size: 10pt;">– Mediolitoral –</span></b><span style="font-size: 10pt;"> Região entre marés, com o limite inferior na baixa-mar de quadratura e o superior variando em função da maré alta associada ao batimento de ondas. Zona com alternância de total imersão e total emersão, tendo sua extensão definida pela amplitude das marés. Apresenta espécies adaptadas a elevado hidrodinamismo, com nítida zonação. Possui a faixa superior com alta diversidade de espécies de algas. A área logo abaixo fica ocupada por invertebrados sésseis filtradores, inicialmente, por cracas, e na parte inferior por mexilhões e carangueijos, na subzona limite, quase chegando ao infralitoral, algumas espécies de anêmonas. </span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-size: 10pt;">– Infralitoral ou sublitoral –</span></b><span style="font-size: 10pt;"> tem o limite superior abaixo da faixa de maré vazante e o inferior no desaparecimento das macroalgas. O tamanho dessa zona é muito variável, dependendo inclusive da transparência da água. Caracteriza-se por apresentar organismos que não suportam condições de exposição ao ar atmosférico, apesar de esse precedente possuir a maior diversidade de espécies entre as zonas do costão, ouriços-do-mar, corais-moles, peixes e diversos outros organismos.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPOfEow40B2FHoCZcEDSw1uAuhOuKrzvRsoqRruCYUh5Ty7wZ6g8glZ-MBzVRR3yOGgx6KjLo5hzLvWuJDJlXyyw1DAk3ws9Vth2yxrHhxQztgm5YinldGQ5gM1hiHw9sfMA8VN2ruJuVP/s1600/Imagem+051.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhPOfEow40B2FHoCZcEDSw1uAuhOuKrzvRsoqRruCYUh5Ty7wZ6g8glZ-MBzVRR3yOGgx6KjLo5hzLvWuJDJlXyyw1DAk3ws9Vth2yxrHhxQztgm5YinldGQ5gM1hiHw9sfMA8VN2ruJuVP/s320/Imagem+051.jpg" width="320" /></a></div><div class="MsoNormal"><b> </b><span style="font-size: 9pt;"> (costão mostrando de forma clara a estratificação) </span></div><div class="MsoNormal"><span style="font-size: 9pt;"> </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><b>8. Análise das Amostras</b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="line-height: 150%;">8.1. Ouriço–do-mar</span></b></div><div class="MsoNormal"><br />
</div><div class="MsoNormal" style="text-align: justify; text-indent: 35.4pt;"><span style="font-size: 10pt;">Seu esqueleto é rígido e sua superfície é dura, formada por placas de calcário denominada teca. O corpo é coberto de espinhos. Existem pequenos pés com ventosas. O orifício anal e o genital estão localizados na parte superior do ouriço-do-mar. A boca se assemelha a uma garra, está localizada na parte inferior e tem algumas lâminas que se assemelham a dentes virados para dentro. </span></div><div class="MsoNormal"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIlpEuoCQGCfEbWyD6-kgpdrqXFbELvRtuA74ccKNiVwyDKLv4FGvWmGEU0ZM0xdLa96d4uCNkA8MWPNT9v3xBeFPbuGcW28ClblrZpgZvL-mnqBQu-USyZgkZIU1PK0HP3s0TcAvt42ub/s1600/Imagem+054.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjIlpEuoCQGCfEbWyD6-kgpdrqXFbELvRtuA74ccKNiVwyDKLv4FGvWmGEU0ZM0xdLa96d4uCNkA8MWPNT9v3xBeFPbuGcW28ClblrZpgZvL-mnqBQu-USyZgkZIU1PK0HP3s0TcAvt42ub/s320/Imagem+054.jpg" width="320" /></a></div><div class="MsoNormal"><span style="font-size: 10pt;"><br />
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</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="line-height: 150%;">8.1. Tubos de Poliquetas</span></b></div><div class="MsoNormal" style="text-align: justify;"><b><span style="font-size: 10pt;"> Polychaeta</span></b><span style="font-size: 10pt;"> é uma classe de anelídeo que inclui cerca de 8.000 espécies de vermes aquáticos. A grande maioria das espécies é típica de ambiente marinho, mas algumas formas ocupam ambientes de água doce ou salobra. O nome deriva do grego <i>poly</i> + <i>chaeta</i> que significa muitas cerdas, numa referência às cerdas que lhes cobrem o corpo. Muitas espécies de poliquetas são coloridas e algumas são mesmo iridescente. As poliquetas distribuem-se na coluna de água desde a zona intertidal até profundidades de 5.000 metros. No conjunto, os poliquetas medem 5 a 10 cm de comprimento em média, mas há espécies com apenas 2 milímetros e outras que atingem 3 metros.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt;"> As poliquetas utilizam seu material excretado juntamente com a areia para construir dutos para sua locomoção e proteção, material esse que serve para fixação de outros organismos, formando uma Biocenose.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt;"> Foi analisado um fragmento deste material e constatou-se que, além das estruturas supracitadas, foram observados diversos outros organismos em seu interior. Na superfície externa foram encontrados indícios de formação de coral.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;"><b>Fontes: </b><span style="font-size: 10pt;">CORBINEAU, ANA DUNEY. VARIAÇÃO temporal (1997-2002) das comunidades bentônicas da zona entre - marés de costões rochosos da ilha dos Lobos, baía de Guanabara 2004 73s. Trabalho de conclusão de curso (Graduação em Biologia Marinha)- Instituto de Biologia, Universidade Federal do Rio de Janeiro, Rio de Janeiro, 2004.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt;"><a href="http://www.ib.usp.br/ecosteiros/textos_educ/costao/caracter/caracteristicas.htm">http://www.ib.usp.br/ecosteiros/textos_educ/costao/caracter/caracteristicas.htm</a></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="font-size: 10pt;"><a href="http://www.ib.unicamp.br/museu_zoologia/files/lab_museu_zoologia/Catalogo%20Polychaeta_Amaral_et_al_2010.pdf">http://www.ib.unicamp.br/museu_zoologia/files/lab_museu_zoologia/Catalogo%20Polychaeta_Amaral_et_al_2010.pdf</a></span></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 10pt; line-height: 150%;">Alunos: Alexandre da Costa Nunes dos Santos </span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 10pt; line-height: 150%;"> Roberta Feijo Alves</span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 10pt; line-height: 150%;"> Elaine Areias de Oliveira </span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 10pt; line-height: 150%;"> Izaura da Silva Arêas Mota </span></b></div><br />
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</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 10pt; line-height: 150%;"><i>Roberta Feijó </i> </span></b></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-90338734757775163482011-02-14T11:08:00.000-08:002011-09-21T07:58:57.158-07:00Mais sobre o Projeto TAMAR<div style="text-align: justify;"> Até o início dos anos 80, quando o Projeto Tamar/ICMBio foi criado, os escassos registros disponíveis já sugeriam a existência de um número significativo de desovas de tartarugas marinhas ao longo da costa brasileira, desde o Rio de Janeiro até o Amapá. Segundo relatos de pescadores e alguns historiadores, já nesse tempo identificava-se uma redução drástica dessas populações, possivelmente algo em torno de 60%, segundo estimativas não oficiais da época.</div><div></div><div style="text-align: justify;"> Há uma explicação simples para o fato: as tartarugas marinhas são altamente migratórias, muitas vezes desovando em um país e se alimentando em outro; têm um ciclo de vida complexo e longo, com maturação sexual tardia, após 25 anos, atingindo a idade adulta somente aos 30 anos. Por essas e muitas outras razões, a recuperação de suas populações é lenta.</div> Mais grave ainda é que este ciclo biológico estava interrompido, pois as fêmeas que chegavam à praia para desovar quase sempre eram mortas e seus ovos coletados - e muitos animais eram capturados pela pesca, fato que ainda acontece até hoje. <br />
<div style="text-align: justify;"> Por isso, ao ser criado, a principal missão do Tamar foi restaurar o ciclo interrompido, proteger as desovas, promover a sobrevivência e a recuperação das populações das cinco espécies de tartaruga marinha que ocorrem no Brasil, mantendo-as em níveis saudáveis e capazes de cumprir suas funções ecológicas.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> <b><span style="color: navy; font-size: x-large;">Bases do TAMAR</span></b></div><br />
<table style="width: 450px;"><tbody>
<tr><td width="200"><ul type="circle"><span style="font-family: Arial Rounded MT Bold; font-size: medium;">
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#ba">Bahia</a> </li>
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#ce">Ceará</a> </li>
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#es">Espírito Santo</a> </li>
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#pe">Pernambuco</a> </li>
</span></ul></td> <td width="250"><ul type="circle"><span style="font-family: Arial Rounded MT Bold; font-size: medium;">
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#rj">Rio de Janeiro</a> </li>
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#rn">Rio Grande do Norte</a> </li>
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#sp">São Paulo</a> </li>
<li><a href="http://ospiti.peacelink.it/zumbi/org/tamar/bases.html#se">Sergipe</a> </li>
</span></ul></td></tr>
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<dd><b><span style="color: green; font-family: Arial Rounded MT Bold; font-size: medium;"> <a href="http://www.blogger.com/post-edit.g?blogID=233756005720042986&postID=9033873475777516348" name="rj">RIO DE JANEIRO</a></span></b> </dd><dd><b>Atafona - Bacia de Campos</b> </dd><dd>Caixa Postal 122901, CEP 28200-970, São João da Barra-RJ.</dd></blockquote><div style="text-align: justify;"> Situada no litoral norte, abrange 53 quilômetros de praias. A tartaruga cabeçuda (<i>Caretta caretta</i>) é a única a desovar na área. Na temporada de desova 94/95 nasceram nesta base 49 tartarugas albinas.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSG5D_SfqOEU2Gc1ad6D29blnMOpQTTtfmITpejpWe3q8AqQvKTntQ7Jvh6YsqIxJcREY7abssfwIC8i1QbFRCAZPRCkQMaPvASAexNs3OzLz2qogWDMwjLPAFgfsO8fJulikGrXCeml2J/s1600/OgAAANYkyuZYJ7M6l4ggqCbknU-zFjxG2lsFRxBgBFr2_jopD1a6owRRZ32Ne5IAmopLd2py_RTXkEsHHvQ5HCv0PAIAm1T1UH6V_KPqmnGgAicK-1OOfUUvf-Yt.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjSG5D_SfqOEU2Gc1ad6D29blnMOpQTTtfmITpejpWe3q8AqQvKTntQ7Jvh6YsqIxJcREY7abssfwIC8i1QbFRCAZPRCkQMaPvASAexNs3OzLz2qogWDMwjLPAFgfsO8fJulikGrXCeml2J/s320/OgAAANYkyuZYJ7M6l4ggqCbknU-zFjxG2lsFRxBgBFr2_jopD1a6owRRZ32Ne5IAmopLd2py_RTXkEsHHvQ5HCv0PAIAm1T1UH6V_KPqmnGgAicK-1OOfUUvf-Yt.jpg" width="240" /></a></div><div style="text-align: center;">(Eu e meu filho Fábio em Grussaí-São João da Barra/RJ)</div><div style="text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQmy7fA_Fna4VuVgtdFSQaRzELlYTukniXTpRk4NtyCm-RktkNzt87CmmAwNcMtSHMmGOn8s2g9zjIligg3pLx6vWLCEGoAJf2adTc2iBIdv1FzKfvhgNm9o4o4EVrIbhKXRSqt2aRA67l/s1600/Porto-do-A%25C3%25A7%25C3%25BA-solturas-de-tartarugas-Foto-de-Antonio-Cruz-193.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="216" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiQmy7fA_Fna4VuVgtdFSQaRzELlYTukniXTpRk4NtyCm-RktkNzt87CmmAwNcMtSHMmGOn8s2g9zjIligg3pLx6vWLCEGoAJf2adTc2iBIdv1FzKfvhgNm9o4o4EVrIbhKXRSqt2aRA67l/s320/Porto-do-A%25C3%25A7%25C3%25BA-solturas-de-tartarugas-Foto-de-Antonio-Cruz-193.jpg" width="320" /></a></div><div style="text-align: center;">(Fotos feitas pelo repórter fotográfico Antônio Cruz, de uma soltura de tartarugas marinhas feita pelo Projeto Tamar, no Porto do Açu. Fonte:<i>Folha da Manhã Online</i>)</div><div style="text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnL7v4iLxnO7qDeoQNifFwPpKjV_kwesiOmV0CqqJ92ID0QxJg0iqxkti8xEeB2BGkM0rj1y_yGAkDT58WI7dNnackl6o1rMKk6gP4upAvm0H8fGlKFDjYiQ0uFYgyHtJfcJ1Xkx65MvKN/s1600/OgAAAM2mxdjv_G7VXK6QuTUW4gBAP8vEljvkyG38cOr-PgniSwVc_Win22DEEtK8W3DQxQeDlLz7Yt3LCJKOqS6EQ90Am1T1UHNLEP0NhLechVRWcy_J-ragC_ND.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhnL7v4iLxnO7qDeoQNifFwPpKjV_kwesiOmV0CqqJ92ID0QxJg0iqxkti8xEeB2BGkM0rj1y_yGAkDT58WI7dNnackl6o1rMKk6gP4upAvm0H8fGlKFDjYiQ0uFYgyHtJfcJ1Xkx65MvKN/s320/OgAAAM2mxdjv_G7VXK6QuTUW4gBAP8vEljvkyG38cOr-PgniSwVc_Win22DEEtK8W3DQxQeDlLz7Yt3LCJKOqS6EQ90Am1T1UHNLEP0NhLechVRWcy_J-ragC_ND.jpg" width="320" /></a></div><div style="text-align: center;"> (Fotos feitas por mim também em Grussaí)</div><div style="text-align: center;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.rumo.com.br/sistema/home.asp?IDLoja=4284&Y=1003520760692" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhZo2g2tPrDQhWf6YVUgQUxoqQPWgDpj2dgLTsKqv8T7QgLi09Nu5rGBEkFQ1jHQQNuIyXgroLkwOTqeFVFgNciHOJfaihmJREVuRNYrKnMO6EzYrud9QjCiX7j1Y3ZUahFSG5Tx4txxfm/s1600/banner_loja_virtual.gif" /></a></div><div style="text-align: center;"><br />
</div><div style="text-align: center;"><a href="http://www.rumo.com.br/sistema/home.asp?IDLoja=4284&Y=1003520760692">http://www.rumo.com.br/sistema/home.asp?IDLoja=4284&Y=1003520760692</a></div><div style="text-align: center;"></div><div style="text-align: center;">Um Abraço!</div><div style="text-align: center;">Roberta Feijó </div><div style="text-align: center;"><br />
</div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com5tag:blogger.com,1999:blog-233756005720042986.post-6775169754615897822011-02-01T02:35:00.000-08:002011-09-21T09:43:55.648-07:00MMA orienta municípios sobre criação de unidades de conservação.<div id="text" style="text-align: justify;">Brasília - O Ministério do Meio Ambiente (MMA) está distribuindo o Roteiro para Criação de Unidades de Conservação Municipais. Uma tiragem de 2 mil exemplares está sendo encaminhada a prefeituras e organizações não governamentais (ONGs) de todo o país. O roteiro, de 66 páginas, foi elaborado pelos técnicos especializados do Departamento de Áreas Protegidas (DAP) do MMA, João Carlos de Oliveira e José Henrique Barbosa. <br />
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De acordo com Barbosa, o objetivo é facilitar o entendimento do tema para os gestores ambientais municipais e demais interessados, além de explicar, de forma simplificada, como criar uma unidade de conservação. O roteiro busca ainda conscientizar os gestores municipais de que unidades de conservação podem evitar ou diminuir acidentes naturais ocasionados por enchentes e desabamentos, além de proporcionar a geração de emprego e renda e a manutenção da qualidade do ar, do solo e dos recursos hídricos. <br />
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“A intenção é auxiliar os municípios a dar um importante passo para garantir a proteção de recursos hídricos, paisagísticos e da biodiversidades para as gerações futuras. É um documento que auxilia o desenvolvimento e o ordenamento local”, afirmou. <br />
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“Estamos no Ano Internacional das Florestas, e o material foi lançado em uma boa hora. É importante construir uma massa crítica da importância das unidades de conservação e acreditamos em um grande número de visitações no material online", acrescentou. Esse material está disponível para download <br />
no site <i><a alt="Clique aqui para acessar o site" href="http://www.mma.gov.br/sitio/index.phpido=publicacao.publicacoesPorSecretaria&idEstrutura=146" rel="nofollow" target="new" title="Clique aqui para acessar o site">http://www.mma.gov.br/sitio/index.phpido=publicacao.publicacoesPorSecretaria&idEstrutura=146</a></i> <br />
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De acordo com José Henrique Barbosa, a expectativa é que a sociedade se aproprie dessa informação e auxilie as politicas publicas no caminho de criar mais unidades de conservação. “E, uma vez criadas, é extremamente importante que elas sejam cadastradas, pois só com o cadastro podem receber certos recursos do governo”, concluiu.<br />
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<div align="left">Fonte: http://agenciabrasil.ebc.com.br/meio-ambiente;jsessionid=5BE5C57457ED14033E09FCB54DB7D91F?p_p_id=56&p_p_lifecycle=0&p_p_state=maximized&p_p_mode=view&p_p_col_id=column-1&p_p_col_count=1&_56_groupId=19523&_56_articleId=3175359 </div><div align="left">Autor(a)/Créditos: Da Agência Brasil </div><div align="left"><i> Os direitos autorais desta notícia pertencem ao(s) autor(es) e veículo citados. Ao copia-la, cite a origem.</i></div><div align="left"><br />
</div><div align="left"><i>Um Abraço.</i></div><div align="left"><i>Roberta Feijó</i></div></div><div></div><div style="background-color: #444444; color: #d0e0e3; text-align: justify;"></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-11219375439404691952011-01-19T16:47:00.000-08:002011-09-21T09:45:53.816-07:00Para analistas, tragédia no Rio deve ser levada em consideração no debate do novo código florestal<div style="text-align: justify;"><ins style="border: medium none; display: inline-table; height: 90px; margin: 0pt; padding: 0pt; position: relative; visibility: visible; width: 728px;"></ins>Brasília - A destruição causada pelas fortes chuvas na região serrana do Rio de Janeiro, com mais de 600 mortes contabilizadas até agora, forçosamente será levada em consideração pelos deputados federais no debate sobre o novo Código Florestal Brasileiro, cujo relator é o deputado Aldo Rebelo (PDdoB-SP). Para o professor de engenharia florestal da Universidade de Brasília (UnB), Eleazar Volpato, as flexibilizações propostas no relatório do deputado Aldo Rebelo agravam “de forma absoluta” a situação das ocupações de morros e encostas em toda a região da Mata Atlântica. </div><div id="text" style="text-align: justify;"><br />
Ele destacou que, pelo relatório, as chamadas áreas ocupadas, mesmo que estejam em Áreas de Proteção Permanente (APP) ou reservas legais, poderão continuar sendo usadas por moradores ou para fins de exploração comercial. “O que aconteceu no Rio de Janeiro é de uma irresponsabilidade, eu diria até mesmo um sacrilégio. Praticamente 'liberou geral' naquelas cidades”, disse Volpato sobre as construções em áreas de encostas nas cidades serranas do estado do Rio. <br />
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Caso o código seja aprovado pelo Congresso da forma como está, o acadêmico destacou que todas as pessoas atingidas pelas enchentes, mesmo quem perdeu parentes e bens materiais, poderão permanecer nos mesmos locais condenados, pois o projeto os considera “áreas consolidadas”. <br />
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Especialista no código florestal, o professor Volpato disse que, diante das agressões ao meio ambiente, “a natureza vai responder, e é o que está acontecendo nesses casos de desmoronamentos e enchentes [decorrentes das fortes chuvas que caem na região serrana do Rio]. Tem que se limitar o uso humano [ocupação irregular da terra] porque o coice da natureza está aí”. <br />
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Já o professor de geociências da Universidade de Brasilia, João Willy Rosa, o problema passa também pela legalidade das ocupações. Para ele, é comum, nas cidades, a falta de zoneamento para definir o tipo de ocupação, urbana ou rural, que é possível. Três critérios são fundamentais e devem obrigatoriamente, segundo o professor, ser levados em consideração nessa análise: o clima da região, a inclinação das encostas e os tipos de solo e de rocha. <br />
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Willy Rosa ressaltou que, independentemente do clima da região, qualquer vegetação que seja retirada de encostas de morros para exploração agropecuária ou ocupação humana, deixará o solo mais exposto a deslizamentos. <br />
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O professor de geociência da UnB criticou a falta de políticas municipais de ocupação de solo e disse que a presidenta Dilma Rousseff tem razão quando afirma que as tragédias de Petrópolis, Teresópolis e Nova Friburgo ocorreram porque as pessoas construíram casas as áreas de risco por falta de alternativa. <br />
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Ele destacou que programas habitacionais, como o Minha Casa, Minha Vida, precisam de licença das prefeituras na hora da escolha dos terrenos. Willy Rosa disse que, se essa escolha seguiir critérios técnicos, ajuda a minimizar o problema. “Não pode é querer trocar as residências por votos e dizer que não tem problema [construir em áreas de risco]". <br />
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Para Andre Lima, ambientalista e consultor jurídico da Fundação SOS Mata Atlântica, a liberação de atividades econômicas em áreas de encosta, prevista na proposta em discussão na Câmara, agravará o problema vivido hoje por muitos municípios brasileiros. “Isso está diretamente ligado a área de risco. Não adianta querer jogar o problema para os prefeitos. Diante das pressões [econômicas e políticas], ele vai se embasar na lei”, afirmou. <br />
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As mudanças propostas, segundo André Lima, consolidam o uso e a exploração econômica e também de ocupação urbana de áreas de proteção permanentes. “Existe um total conexão. As áreas de consolidações rurais flexibilizam para a ocupação urbana”, disse ele.<br />
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</div><div></div><div style="text-align: justify;">Fonte: http://agenciabrasil.ebc.com.br/meio-ambiente;jsessionid=8BE3515F4FBCF7FAC411FDA236C076AB?p_p_id=56&p_p_lifecycle=0&p_p_state=maximized&p_p_mode=view&p_p_col_id=column-1&p_p_col_count=1&_56_groupId=19523&_56_articleId=3166600 </div><div style="text-align: justify;"></div><div style="text-align: justify;">Autor(a)/Créditos: Marcos Chagas Repórter da Agência Brasil</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"></div><div style="text-align: justify;"><i> Os direitos autorais desta notícia pertencem ao(s) autor(es) e veículo citados. Ao copia-la, cite a origem.</i></div><div style="text-align: justify;"></div><div style="text-align: center;"><i>Fotos de Bom Jardim - Cidade da Região Serrana do Rio de Janeiro</i></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu2PtHFdV9WvTZMHoyJFQ7A985OSgmJS1KGlLBpX4BE6dvBZ76gKIyx4YOLC1gln8ZTZH9ydjSl2TY8gkr-xNN7pqccac6HMUcDVXExjt_d__TLZBV-_ikySeJw8Pv6etJqkd-d8Ef2oyX/s1600/OgAAAGkjgBBQ0hdWhqwaq4VGJjD9Pcm_47RvN8xQdW-9q5VA2oEE7e4TIpwWniCmBRsfg82LKOBNS2qEFCzMXSNa28QAm1T1UKu0kY7q97_x326D9wAX8DtFomSz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiu2PtHFdV9WvTZMHoyJFQ7A985OSgmJS1KGlLBpX4BE6dvBZ76gKIyx4YOLC1gln8ZTZH9ydjSl2TY8gkr-xNN7pqccac6HMUcDVXExjt_d__TLZBV-_ikySeJw8Pv6etJqkd-d8Ef2oyX/s320/OgAAAGkjgBBQ0hdWhqwaq4VGJjD9Pcm_47RvN8xQdW-9q5VA2oEE7e4TIpwWniCmBRsfg82LKOBNS2qEFCzMXSNa28QAm1T1UKu0kY7q97_x326D9wAX8DtFomSz.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxrM_K7gklPDEoTEUXeTvj8aOUHPk97sgj9TDkKwjG8TTaxl3YB8XBBpJefdfCNmk4-wg2Laap2Y5yg2Xsn2v3vtFQQZEf0tWao5qBoL8Lpgt1whATIcclKQeJrkHibCULpGKXsurJCbOL/s1600/OgAAANjEXcv_X3-zOtqg5i4o0P0kyAowrTd45tb12hJ1rxCbPqpBVQOm9w4kQhnq9U195L4FmGjZJdV_SzA23u1kJJYAm1T1ULSwQun114uO53kqkjYM3U_skvCz.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjxrM_K7gklPDEoTEUXeTvj8aOUHPk97sgj9TDkKwjG8TTaxl3YB8XBBpJefdfCNmk4-wg2Laap2Y5yg2Xsn2v3vtFQQZEf0tWao5qBoL8Lpgt1whATIcclKQeJrkHibCULpGKXsurJCbOL/s320/OgAAANjEXcv_X3-zOtqg5i4o0P0kyAowrTd45tb12hJ1rxCbPqpBVQOm9w4kQhnq9U195L4FmGjZJdV_SzA23u1kJJYAm1T1ULSwQun114uO53kqkjYM3U_skvCz.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiESuZd3YW34ECe9xuiCCYxyrVrmXL_Jj5s-Re4c4Ngg1PKEF_8nqlzWrWGfeDqKiQrFf29cvDqnCQuIn4chqb9N2VbnZjc2G7FlUSYHRpFPwxmn79PlqmHJvCUxpCTFBg3dqKl08mNXOus/s1600/OgAAAFtQyMxZomiYnKUJ227QDW9sqhtKwq4sdhMj7c_06uwgvD7BHr2J9gGdqorfhXmkcqn0gD-Ha5JtJK3qvtJ0vM0Am1T1UFIn5_QvVptDkemmb28d7W-fQYKa.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiESuZd3YW34ECe9xuiCCYxyrVrmXL_Jj5s-Re4c4Ngg1PKEF_8nqlzWrWGfeDqKiQrFf29cvDqnCQuIn4chqb9N2VbnZjc2G7FlUSYHRpFPwxmn79PlqmHJvCUxpCTFBg3dqKl08mNXOus/s320/OgAAAFtQyMxZomiYnKUJ227QDW9sqhtKwq4sdhMj7c_06uwgvD7BHr2J9gGdqorfhXmkcqn0gD-Ha5JtJK3qvtJ0vM0Am1T1UFIn5_QvVptDkemmb28d7W-fQYKa.jpg" width="320" /></a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbVfYnXoA6et7oiL8P2silRi30YmHcoXWPqnxqY7r1oBhQ9Q26mqfCBAyNowLqFIyo_Pw9EvXtZ94ILOCZ2V8SAjuK17kCcUKcP21c3ua1wXTqq5wQw9H8weryG-ug8Ym1ljgGbZYlCC43/s1600/OgAAAOo25LIPvGCs4abAHM4dHDORJVlEuTsIBl20GhHgZF1VOSBEJmnlq3qCAm-7Aby7Vy1foHayh1CT2i0ROlJxa2cAm1T1UPOp2paAvNsyPaYRrkz0RzrSFpXc.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="213" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgbVfYnXoA6et7oiL8P2silRi30YmHcoXWPqnxqY7r1oBhQ9Q26mqfCBAyNowLqFIyo_Pw9EvXtZ94ILOCZ2V8SAjuK17kCcUKcP21c3ua1wXTqq5wQw9H8weryG-ug8Ym1ljgGbZYlCC43/s320/OgAAAOo25LIPvGCs4abAHM4dHDORJVlEuTsIBl20GhHgZF1VOSBEJmnlq3qCAm-7Aby7Vy1foHayh1CT2i0ROlJxa2cAm1T1UPOp2paAvNsyPaYRrkz0RzrSFpXc.jpg" width="320" /></a></div><div style="text-align: center;"><i> (foto tirada da janela da casa do meu irmão)</i></div><div style="text-align: center;"><i><br />
</i></div><div style="text-align: center;"><i>Quem puder ajudar, procure a Cruz Vermelha da sua cidade</i></div><div style="text-align: center;"><i><br />
</i></div><div style="text-align: center;"><i>Um Abraço!</i></div><div style="text-align: center;"><i>Roberta Feijó.</i></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com3tag:blogger.com,1999:blog-233756005720042986.post-43711195089914117262010-12-29T04:29:00.000-08:002011-09-21T09:34:57.115-07:00Proteína restaura memória...<div style="text-align: justify;"> Um grupo de pesquisadores do Centro em Ciência da Saúde na Universidade do Texas, nos Estados Unidos, conseguiu restaurar a memória e a capacidade de aprendizagem em um modelo animal da doença de Alzheimer. </div><div style="text-align: justify;"></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> No estudo, a recuperação foi verificada em camundongos que tiveram aumentada a quantidade de uma proteína chamada CBP. Segundo os autores, trata-se da primeira demonstração de que a CBP, que libera a produção de outras proteínas essenciais para a formação de memórias, pode reverter consequências da doença hoje incurável. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Os resultados da pesquisa serão publicados esta semana no site e em breve na edição impressa da revista Proceedings of the National Academy of Sciences. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> De acordo com os cientistas, o estudo aponta para um novo caminho para o desenvolvimento de terapias para Alzheimer, forma mais comum de demência que afeta mais de 25 milhões de pessoas no mundo. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Em pacientes com a doença, o acúmulo da proteína beta-amiloide bloqueia a formação de memória ao destruir as sinapses, regiões em que os neurônios compartilham informações. Outra proteína, a tau, forma emanharados neurofibrilares que se depositam no interior dos neurônios. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Aumentar a quantidade de CBP não altera a fisiologia da beta-amiloide ou da tau, mas atua em um mecanismo de recuperação diferente, ao restaurar a atividade da proteína CREB e elevar os níveis de outra proteína, chamada BDNF. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> “A CBP pode funcionar como um efeito dominó entre as proteínas que transportam sinais das sinapses aos núcleos dos neurônios. Levar informação aos núcleos é necessário para a formação de memórias de longo prazo”, disse Salvatore Oddo, um dos autores do estudo. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> O grupo produziu geneticamente um vírus capaz de levar a CBP ao hipocampo, região no cérebro fundamental para a consolidação de memórias e para a aprendizagem. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Aos seis meses de idade, quando a entrega da CBP foi realizada, os camundongos modificados geneticamente estavam com perdas cognitivas semelhantes às verificadas no Alzheimer. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Os animais foram avaliados em um labirinto, onde tinham que lembrar a localização de uma plataforma de saída. Camundongos tratados com CBP foram comparados com outros que receberam apenas placebo e com um terceiro grupo, de animais normais. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> A eficiência em escapar do labirinto foi usada como sinal de formação de memória e de aprendizagem. No modelo com Alzheimer, o rendimento do grupo com CPB foi idêntico ao observado nos animais normais, sem a doença, e muito superior ao grupo que recebeu placebo. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> O artigo cAMP-response element binding protein binding protein gene transfer increases brain-derived neurotrophic factor levels and ameliorates learning and memory deficits in a mouse model of Alzheimer's disease (10.1073/pnas.1012851108), de Salvatore Oddo e outros, poderá ser lido em breve por assinantes da PNAS em http://www.pnas.org</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><br />
</div><div style="text-align: left;"><span style="color: red;">Fonte: </span><a href="http://www.agencia.fapesp.br/materia/13182/divulgacao-cientifica/proteina-restaura-memoria.htm"><span style="color: red;">http://www.agencia.fapesp.br/materia/13182/divulgacao-cientifica/proteina-restaura-memoria.htm</span></a><span style="color: red;"> </span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="color: red;">Autor(a)/Créditos: Agência FAPESP </span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="color: red;">Os direitos autorais desta notícia pertencem ao(s) autor(es) e veículo citados. Ao copia-la, cite a origem</span></div><div style="text-align: justify;"><br />
</div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com1tag:blogger.com,1999:blog-233756005720042986.post-33465256319065054512010-12-15T05:18:00.000-08:002011-09-21T09:36:39.195-07:00Vida Onde Não Se Imaginava<div style="text-align: right;">Agência FAPESP – As chances de existir vida em outros planetas acaba de aumentar. Pelo menos de acordo com o anúncio feito na tarde desta quinta-feira (2/12) pela Nasa, a agência espacial norte-americana, que destaca a descoberta de um organismo que cresce onde não se imaginava que pudesse existir vida. </div><div style="text-align: right;"></div><div style="text-align: right;"><br />
</div><div style="text-align: right;">O anúncio, transmitido para todo o mundo pela internet, refere-se ao estudo feito por Felisa Wolfe-Simon, do Instituto de Astrobiologia da Nasa, e colegas e publicado na nova edição da revista Science. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">Os cientistas descobriram uma bactéria (linhagem GFAJ-1 da família Halomonadaceae) capaz de sobreviver e de prosperar em um ambiente cheio de arsênio. O elemento químico, até então, era considerado altamente tóxico a quase todos os seres vivos. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">Da baleia à bactéria Escherichia coli, passando pelo homem e todos os mamíferos, os organismos terrestres dependem dos mesmos seis elementos: oxigênio, carbono, hidrogênio, nitrogênio, fósforo e enxofre. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">A bactéria que acaba de ser descrita é a primeira exceção. E essa inusitada forma de vida não foi encontrada em outro planeta, como inicialmente deu a entender o aviso feito pela Nasa no início da semana, de que divulgaria “uma descoberta em astrobiologia que impactará a busca por evidência de vida extraterrestre”. A bactéria foi encontrada mesmo no hipersalino e altamente tóxico lago Mono, na Califórnia. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">Não é uma vida extraterrestre, mas, segundo a Nasa, a descoberta amplia a busca por formas de vida desconhecidas, tanto na Terra como fora dela. Até agora, a busca tem se voltado a planetas com circunstâncias semelhantes às que se consideravam fundamentais para a existência de vida. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">Ambientes venenosos – pelo menos para a maior parte dos habitantes da Terra –, como lotados de arsênio, passam a contar. A bactéria é a mais nova personagem entre os organismos extremófilos, capazes de sobreviver em condições extremas e prejudiciais à maioria das formas de vida terrestres. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">Após recolher amostras da bactéria no lago californiano, Felisa e colegas realizaram experimentos em laboratório com o organismo. Verificaram que a GFAJ-1 foi capaz de transformar arsênio em fosfatos e até mesmo dispensar o fósforo. O arsênio substituiu o fósforo até mesmo no DNA da bactéria, que continuou a crescer. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">“Conhecíamos microrganismos capazes de respirar arsênio, mas agora encontramos um que faz algo totalmente novo: constrói partes de si mesmo com arsênio. Se algo aqui na Terra pode fazer algo tão inesperado, o que mais a vida pode fazer que ainda não vimos?”, disse Felisa. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;">“A definição de vida acaba de se expandir. À medida que prosseguimos em nossos esforços para procurar por sinais de vida no Sistema Solar, teremos que pensar mais ampla e diversamente e considerar vidas de que não tínhamos conhecimento”, disse Ed Weiler, administrador da divisão de ciência da Nasa. </div><div style="text-align: right;"><br />
</div><div style="text-align: right;"><span style="color: red;">O artigo A Bacterium that Can Grow by Using Arsenic Instead of Phosphorus (10.1126/science.1197258), de M.Thomas Gilbert e outros, pode ser lido por assinantes da Science em http://www.sciencemag.org/cgi/content/abstract/science.1197258</span></div><div style="text-align: right;"><br />
</div><div style="text-align: right;">Fonte: http://biologias.com/noticias/</div><div style="text-align: right;"><br />
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</div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-10979158651615240972010-12-02T16:29:00.000-08:002011-09-21T09:37:41.125-07:00Repassando Mensagem do Greenpeace<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilXhW-pkScNhVdphLRSVzI_oY9XAPLyCYKGye7NrgPGNWlUnAgrAQBihN5IQMvAUReOSu4QTOTDcnm4xVJfg5YV5-S7mOqZSVfct2ocCno80a2fgCF33K9eIOrH5QOTpkwI1JvBx1OuFp7/s1600/1.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="96" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEilXhW-pkScNhVdphLRSVzI_oY9XAPLyCYKGye7NrgPGNWlUnAgrAQBihN5IQMvAUReOSu4QTOTDcnm4xVJfg5YV5-S7mOqZSVfct2ocCno80a2fgCF33K9eIOrH5QOTpkwI1JvBx1OuFp7/s320/1.jpg" width="320" /></a></div><div align="left" style="color: #eeeeee; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 11px; text-align: left;">Olá, ciberativista</div><div style="color: #eeeeee; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 11px; text-align: justify;">A frase “levanta, sacode a poeira e dá a volta por cima” nunca fez tanto sentido como na 16ª Conferência do Clima (COP16), que acontece em Cancún um ano após o fracasso da 15ª conferência em Copenhague.</div><div style="color: #eeeeee;"></div><div style="color: #eeeeee; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 11px; text-align: justify;">As expectativas de se obter um consenso sobre as responsabilidades de cada país no controle do aquecimento global e um comprometimento legal entre eles são quase zero. O Greenpeace está na conferência e mantém a pressão sobre os governos. Siga-nos no <a href="http://tr2.virtualtarget.com.br/index.dma/DmaClick?4098,3,152663,96,c739024a22abb0a2a928240279885bf7,aHR0cDovL3R3aXR0ZXIuY29tL2dyZWVucGVhY2Vicj91dG1fc291cmNlPVZpcnR1YWwrVGFyZ2V0JnV0bV9tZWRpdW09ZW1haWwmdXRtX2NvbnRlbnQ9JnV0bV9jYW1wYWlnbj1Cb2wrZGUrY2liZXJzKzAyMTIxMCZ1dG1fdGVybT1yb2JlcnRhZmVpam9jYXJuZWlyb0BnbWFpbC5jb20=,2" target="_blank">Twitter</a> e no <a href="http://tr2.virtualtarget.com.br/index.dma/DmaClick?4098,3,152663,97,c739024a22abb0a2a928240279885bf7,aHR0cDovL3d3dy5mYWNlYm9vay5jb20vR3JlZW5wZWFjZUJyYXNpbD91dG1fc291cmNlPVZpcnR1YWwrVGFyZ2V0JnV0bV9tZWRpdW09ZW1haWwmdXRtX2NvbnRlbnQ9JnV0bV9jYW1wYWlnbj1Cb2wrZGUrY2liZXJzKzAyMTIxMCZ1dG1fdGVybT1yb2JlcnRhZmVpam9jYXJuZWlyb0BnbWFpbC5jb20=,2" target="_blank">Facebook</a> para acompanhar o que acontece na COP16, ou entre direto no <a href="http://tr2.virtualtarget.com.br/index.dma/DmaClick?4098,3,152663,98,c739024a22abb0a2a928240279885bf7,aHR0cDovL3d3dy5ncmVlbnBlYWNlLm9yZy9icmFzaWwvcHQvP3V0bV9zb3VyY2U9VmlydHVhbCtUYXJnZXQmdXRtX21lZGl1bT1lbWFpbCZ1dG1fY29udGVudD0mdXRtX2NhbXBhaWduPUJvbCtkZStjaWJlcnMrMDIxMjEwJnV0bV90ZXJtPXJvYmVydGFmZWlqb2Nhcm5laXJvQGdtYWlsLmNvbQ==,2" target="_blank">nosso site e no blog</a> para ler as últimas notícias.</div><div style="color: #eeeeee; text-align: justify;"></div><div style="color: #eeeeee; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 11px; text-align: justify;">Os desastres ambientais causados pelas mudanças climáticas, como secas recordes e tempestades violentas, mostram que a demanda por um acordo de controle do aumento da temperatura global continua urgente.</div><div style="color: #eeeeee; text-align: justify;"></div><div style="color: #eeeeee; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 11px; text-align: justify;">Se os representantes de Estado não querem ficar com a imagem de que estão a passeio em Cancún, precisam avançar nos debates. Os pontos que queremos ver resolvidos englobam a decisão sobre o futuro do Protocolo de Kyoto, que vence em 2012, um fundo que financiará a adaptação dos países para uma economia de baixo carbono e mecanismos de proteção de florestas nativas (conhecido como REDD).</div><div style="color: #eeeeee; text-align: justify;"><span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; text-align: left;">Abraço.</span></div><div style="color: #eeeeee; text-align: justify;"><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; text-align: left;">Nicole Oliveira </span><br />
<span style="font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; text-align: left;"> Coordenadora da Campanha de Clima do Greenpeace Brasil </span></div><div style="color: #eeeeee; text-align: justify;"></div><div style="text-align: justify;"><span style="color: red;">(E-mail recebido em 02/12/2010)</span></div><div style="text-align: justify;"></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbOIrsb03OSiHZRdZqjZw7nLVPsb6M_w3uw0nCsF6VFq17ENZStSnk3dPE-CdPcnogNRlYg8sGHTgJKlRhWS052j-mcohfNGQWVG2t5ZKcYEoiNaDHm6hvd-zgoOEaEuyrP_b2d7sgrs6-/s1600/filiese.gif" imageanchor="1"><br />
</a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.greenpeace-comunicacao.org.br/email/cyberativismo/ciber_19-11-2010.html"><img border="0" height="28" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiIlA_eVrqO_UT0rtyTWLpbBKe-Suhhb_gopBRapRxjJ9BF_50Dnqpn5j4quk1j4XPZs1zovHZD_WQWwoB1gQNhbj1FWxy8oM8_niWC2Uts4hfIPtaaDGsF32oGNnrvKExL-FzzAAtEZ8FF/s200/logo_top.gif" width="200" /></a></div><div style="text-align: justify;"><span style="color: black; font-family: Verdana,Arial,Helvetica,sans-serif; font-size: 12px; text-align: left;"><br />
</span></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-30308365100716068982010-10-25T08:27:00.000-07:002011-09-21T09:18:16.337-07:00Projeto Piabanha<div style="text-align: justify;"> O histórico do Projeto Piabanha consiste na evolução de idéias preservacionistas de um grupo de pescadores e amigos em uma organização ambiental. É regida pela Associação de Pescadores e Amigos do rio Paraíba do Sul, uma organização da sociedade civil de interesse público municipal, sem fins lucrativos, fundada no ano de 1998, com sede e foro na comarca de Itaocara, município da região noroeste fluminense.</div><div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="http://www.projetopiabanha.org.br/"><img border="0" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgOdRYTVzeoTYb4tWbmrg8GxL8QYF4bMadGnEpGVNSHHTLNB2RoNLTVi-9klG63mhEWpobeWz64qnC7SPurNn2K0_RRJQnla6SWXRnSywQiMayAhpcuZnR2pLiYAze9MQtdegxwLeb41VAb/s1600/piabanha%2520jpg.jpg" /></a></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"> Em 1999, o Projeto Piabanha iniciou o programa de reprodução induzida da piabanha para repovoamento dos rios Pomba e Paraíba do Sul. O ano seguinte foi marcado pela realização de pesquisas com as universidades e instituições científicas, assim como o início de um programa focado na educação ambiental. O cadastramento de pescador artesanal e atendimento aos produtores rurais surgiram em seguida.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><a href="http://www.projetopiabanha.org.br/">Saiba um pouco mais dessa história...www.projetopiabanha.org.br</a></div><br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEiu7KrT40wvkLNwb3RcCLwm_kxpv0r9ZeJT6xdP2bPw5Vhn0IV6Sw3_FRVG5F3u9ZWYQMrm60z1IY5mmCcVFkCxhKSgZP00iYEcGOsoEv8dW-ESQ3gBFdd1Kwz6-BGHM-i76YLORIgorQ/s1600/biologia+017.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEiu7KrT40wvkLNwb3RcCLwm_kxpv0r9ZeJT6xdP2bPw5Vhn0IV6Sw3_FRVG5F3u9ZWYQMrm60z1IY5mmCcVFkCxhKSgZP00iYEcGOsoEv8dW-ESQ3gBFdd1Kwz6-BGHM-i76YLORIgorQ/s320/biologia+017.jpg" width="320" /></a></div><br />
O Projeto Piabalha vem desde 1998 desenvolvendo diversos projetos na área ambiental beneficiando diretamente toda região noroeste fluminense.<br />
<br />
Conheça alguns dos projetos...<br />
<br />
<a href="http://www.projetopiabanha.org.br/">Conservação da Flora do Domínio das Ilhas Fluviais do Curso Médio Inferior do Rio Paraíba do Sul </a><br />
<a href="http://www.projetopiabanha.org.br/">Programa de Ordenamento Pesqueiro </a><br />
<a href="http://www.projetopiabanha.org.br/">Levantamento do Potencial Pesqueiro </a><br />
<a href="http://www.projetopiabanha.org.br/">Educação Ambiental através de Peça Teatral </a><br />
<a href="http://www.projetopiabanha.org.br/">Plantando o futuro I e II </a><br />
<a href="http://www.projetopiabanha.org.br/">Fomento à Pscicultura </a><br />
<br />
<div style="text-align: justify;"> No ano de 2003, o Projeto Piabanha assinou um convênio com três instituições – Empresa de Pesquisa Agropecuária do Estado do Rio de Janeiro (PESAGRO), Empresa de Assistência Técnica e Extensão Rural do Estado do Rio de Janeiro (EMATER-RIO), Prefeituras Municipais de Itaocara – visando a construção das novas instalações para o novo núcleo do Projeto Piabanha denominado, em uma extensa área cedida pela PESAGRO, em Itaocara – RJ</div><div style="text-align: justify;"><i> Atualmente, o projeto Piabanha apresenta o maior plantel de reprodutores de espécies nativas em processo de extinção da Bacia Hidrográfica do Rio Paraíba do Sul, além de trabalhar com a reprodução induzida de espécies voltadas para o fortalecimento da piscicultura regional.</i></div><br />
<div style="text-align: center;"><i><b>Aula Prática - Conhecendo as instalações do Projeto.</b></i></div> <br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF-DQPmCBJECxF28zss7K1Asyg3aOfWLi6Tp6F7dn_I9wNYTqCcMT0f-rD4fVpsYbtwVZI9Yvv1SNCVsSq1KQklNfeSO0BtYhm9X1OZKZVW7-2HabRrx-IDbtNLARAwYdlP1MVujSxAwAI/s1600/biologia+016.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="320" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhF-DQPmCBJECxF28zss7K1Asyg3aOfWLi6Tp6F7dn_I9wNYTqCcMT0f-rD4fVpsYbtwVZI9Yvv1SNCVsSq1KQklNfeSO0BtYhm9X1OZKZVW7-2HabRrx-IDbtNLARAwYdlP1MVujSxAwAI/s320/biologia+016.jpg" width="240" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Euzinha recebendo o material para divulgação</td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX5FZj9AZpk7NAFL4rwa_NNdsBuR9y0YhqAS3aN5B-im6BkopW1382F8-NXxatRbq_WKQyUo-Fh0lbzBwZ5YPJDF_tosmkc4LJwN1rtdjFhWIr0rrfwmPJxs1QOtpYFRj8-p955I5yJ6pI/s1600/biologia+044.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiX5FZj9AZpk7NAFL4rwa_NNdsBuR9y0YhqAS3aN5B-im6BkopW1382F8-NXxatRbq_WKQyUo-Fh0lbzBwZ5YPJDF_tosmkc4LJwN1rtdjFhWIr0rrfwmPJxs1QOtpYFRj8-p955I5yJ6pI/s320/biologia+044.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Alunos da Biologia</td></tr>
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHyCTVPIVd1JSHPrshj-n7NMd_UFnTN16QP_cXoxI5_uZw3CMNk5Rd_2_ayzloPnnBmWHEQlcsDEA8BnDFgXmKOCBID1d77h3dyM0ot6mAdiTH8iOY_J9AtLRLMsSj3a-J9Akd_GJuKfJz/s1600/biologia+051.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgHyCTVPIVd1JSHPrshj-n7NMd_UFnTN16QP_cXoxI5_uZw3CMNk5Rd_2_ayzloPnnBmWHEQlcsDEA8BnDFgXmKOCBID1d77h3dyM0ot6mAdiTH8iOY_J9AtLRLMsSj3a-J9Akd_GJuKfJz/s320/biologia+051.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVR1lzmgLvG-FmKuKrGPnXlL98k7Yc6_B4hLRbl5IJtnffsuBhnBYhnLCenS0FK_hAWje_kEbWlvJ0WP46MgoMjdDkbyWPaJWCn7zd448NsjAQPytB176tTw4MD6Ftq1GVESsch7Dlozz0/s1600/biologia+053.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVR1lzmgLvG-FmKuKrGPnXlL98k7Yc6_B4hLRbl5IJtnffsuBhnBYhnLCenS0FK_hAWje_kEbWlvJ0WP46MgoMjdDkbyWPaJWCn7zd448NsjAQPytB176tTw4MD6Ftq1GVESsch7Dlozz0/s320/biologia+053.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYfDD7Ey3HQFN5fL9XVecClIK3REsNmnBFSV5MpyugQLUByFYI4uMItFxTbprjtA5knhPcwNE6AthkSS6jgoq-VotxvGlWYqXtYnIz3kykfiOo3ETH1p9IuuuyK3b0Ol7Dr5fZczNYiXf4/s1600/biologia+005.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiYfDD7Ey3HQFN5fL9XVecClIK3REsNmnBFSV5MpyugQLUByFYI4uMItFxTbprjtA5knhPcwNE6AthkSS6jgoq-VotxvGlWYqXtYnIz3kykfiOo3ETH1p9IuuuyK3b0Ol7Dr5fZczNYiXf4/s320/biologia+005.jpg" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><br />
</div><table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNRe6vNEgI57njDFNkTuK81gr5qWt_96KrU8KyPZvg-EvuccpQSqIisPXT3ak7sot91dfqo0cuswG092qYNF9rlBbuSUM35FBqf2UtRz3bFoqCqHUpQX4cy6wIfR_DFjG3yx7ZHAg6jtO/s1600/biologia+009.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhhNRe6vNEgI57njDFNkTuK81gr5qWt_96KrU8KyPZvg-EvuccpQSqIisPXT3ak7sot91dfqo0cuswG092qYNF9rlBbuSUM35FBqf2UtRz3bFoqCqHUpQX4cy6wIfR_DFjG3yx7ZHAg6jtO/s320/biologia+009.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Guilherme (Diretor Técnico) </td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizXZw5lIFM-lQiTCFp-mPK3EIFmWIEx-2vIcdr_EZOePPse3_d4tGPZFrtTH5EF54O9whTfPoM4A2M5mlkSChqSxuHnALnMGHqIOb9FgQo_JOdfZzUOogJEh9iB4rcugA2zNGVIO4EM3cV/s1600/biologia+023.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="240" nx="true" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEizXZw5lIFM-lQiTCFp-mPK3EIFmWIEx-2vIcdr_EZOePPse3_d4tGPZFrtTH5EF54O9whTfPoM4A2M5mlkSChqSxuHnALnMGHqIOb9FgQo_JOdfZzUOogJEh9iB4rcugA2zNGVIO4EM3cV/s320/biologia+023.jpg" width="320" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"> Vicente - IFF Campos</td></tr>
</tbody></table><div style="text-align: justify;"></div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com7tag:blogger.com,1999:blog-233756005720042986.post-39896538615772397132010-10-21T05:57:00.000-07:002011-09-21T09:33:18.358-07:00Espetáculo - Abraço do Cristo no Rio de Janeiro.<object height="385" width="480"><param name="movie" value="http://www.youtube.com/v/PNzi5JS46U8?fs=1&hl=pt_BR"></param><param name="allowFullScreen" value="true"></param><param name="allowscriptaccess" value="always"></param><embed src="http://www.youtube.com/v/PNzi5JS46U8?fs=1&hl=pt_BR" type="application/x-shockwave-flash" allowscriptaccess="always" allowfullscreen="true" width="480" height="385"></embed></object>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com0tag:blogger.com,1999:blog-233756005720042986.post-68374676641110352362010-10-18T04:35:00.000-07:002011-09-21T09:40:46.668-07:00Cronobiologia explica como o corpo humano se ajusta ao horário de verão<div style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpnSJZIjNqyVAW0xVOTAFn8TErN6Y0ma-qB5L2ChBG7jDtBI-Twl5W6YVELDo8EoYkHWzkk3m3Gc6KKmW8LwCm_MtEKiOXCTZglfIJLJewHee4_skupTc4B5f34UUcEA_tWffhNrfJMT5i/s1600/horario-de-verao.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" ex="true" height="267" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgpnSJZIjNqyVAW0xVOTAFn8TErN6Y0ma-qB5L2ChBG7jDtBI-Twl5W6YVELDo8EoYkHWzkk3m3Gc6KKmW8LwCm_MtEKiOXCTZglfIJLJewHee4_skupTc4B5f34UUcEA_tWffhNrfJMT5i/s320/horario-de-verao.jpg" width="320" /></a></div><div style="text-align: justify;">O horário de verão começou à meia-noite de sábado para domingo (16-17/10) e os relógios deverão ser adiantados em uma hora. Se para algumas pessoas isso significa apenas mais uma hora de dia claro, para outras é sinônimo de sonolência e mau humor. Isso ocorre porque a mudança não ajusta somente os relógios que temos à nossa volta, mas altera também nosso relógio biológico. A pesquisadora do Laboratório de Educação em Ambiente e Saúde do Instituto Oswaldo Cruz (IOC/Fiocruz) Lúcia Rotenberg explica que o nosso corpo apresenta diversos ritmos biológicos, ou seja, fenômenos que se expressam de maneira periódica, indo desde a secreção de um hormônio até um comportamento, como o sono e a vigília. Estes ritmos são controlados por uma estrutura do sistema nervoso (o núcleo supraquiasmático) localizada no hipotálamo anterior, região do cérebro que atua como principal centro integrador das atividades dos órgãos viscerais. Esta estrutura é denominada “relógio biológico”, uma vez que é responsável pela temporização das funções biológicas. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A forma como cada indivíduo vivencia as alterações de horário depende da característica genética de cada um, pois as pessoas apresentam cronotipos diferentes.</div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Características herdadas geneticamente e informações cíclicas do ambiente interferem no nosso relógio biológico. Em condições normais, está adaptado ao ambiente externo. No entanto, quando o ambiente se modifica – como no horário de verão –, o organismo também precisa se ajustar. É o mesmo fenômeno que ocorre quando cruzamos fusos horários. “Os horários que regulam nossas vidas, como parte do ambiente social onde estamos inseridos, podem interferir em nosso relógio biológico”, sintetiza. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">Se todos têm um relógio biológico e ritmos biológicos funcionando de forma semelhante (somos uma espécie diurna), por que a mudança para o horário de verão afeta algumas pessoas e outras não? A cronobiologia dá a resposta. “A forma como cada indivíduo vivencia as alterações de horário depende da característica genética de cada um, pois as pessoas apresentam cronotipos diferentes. Algumas pessoas são do tipo matutino, com maior predisposição genética para realizar suas tarefas bem cedo. Essas pessoas têm o relógio biológico adiantado e, por isso, tendem a dormir cedo e levantar cedo. Outras são vespertinas, ou seja, tendem a dormir tarde e acordam mais tarde”, a pesquisadora descreve. De acordo com a especialista, a tendência matutina ou vespertina também se expressa em outros ritmos biológicos, como o ciclo de temperatura corporal. “O pico de temperatura do corpo é atingido mais cedo pelos matutinos do que nos vespertinos”, destaca. </div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;">A pesquisadora explica que as pessoas matutinas costumam sofrer mais com a alteração do horário. Há indícios de que pessoas que tendem a dormir pouco (chamadas de pequenos dormidores) também apresentariam maior dificuldade em relação à implantação do horário de verão. “Enquanto o organismo não se ajusta completamente ao novo horário, as pessoas se sentem mais irritadas e mal-humoradas, com sensação de cansaço e sono durante o dia”, ressalta. “No entanto, esse desconforto fica restrito aos primeiros dias e a queixa costuma ir embora em até uma semana depois da implantação do novo horário”, completa, acrescentando que este é um tema ainda pouco investigado.</div><div style="text-align: justify;"><br />
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</div><div style="text-align: justify;">Um Abraço.</div><div style="text-align: justify;"><br />
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</div>Anonymoushttp://www.blogger.com/profile/03228073130276430419noreply@blogger.com1