tag:blogger.com,1999:blog-19772775887777178342023-11-15T22:32:38.332-08:00Veja o blogAnonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.comBlogger45125tag:blogger.com,1999:blog-1977277588777717834.post-75678290936857815672013-07-25T15:40:00.001-07:002013-07-25T15:40:34.127-07:00Não vou postar esses dias, pois tenho simulado do enem na escola<br />
Se vocês tiverem alguma dúvida deixem nos comentarios<br />
<br />
Postado por:Maria Luana<br />
<br />Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-33742642338001560602013-07-18T18:08:00.001-07:002013-07-18T18:08:55.164-07:00Previsão do tempo<strong style="color: #353535; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 18px; letter-spacing: -1px; margin: 0px; outline: 0px; padding: 2px 0px 0px 4px;">sex, 19 de julho</strong><br />
<div style="color: #666666; display: inline-block; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; outline: 0px; padding: 4px 0px 0px 13px; width: 634px;">
Sol com algumas nuvens e chuva passageira durante o dia. À noite o tempo fica firme.</div>
<div style="color: #666666; display: inline-block; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; outline: 0px; padding: 4px 0px 0px 13px; width: 634px;">
<br /></div>
<div class="temperatura" style="background-color: white; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<div class="medidas" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/separador.png?f369e575b5e7); background-position: 50% 50%; background-repeat: no-repeat no-repeat; color: #666666; font-family: inherit; font-size: 9px; margin: 0px 0px 22px; outline: 0px; overflow: hidden; padding: 12px 0px; width: 300px;">
<div class="maxima" style="background-color: transparent; display: inline; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 135px;">
<span class="max" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 13px 0px 0px;">MÁX</span> <span class="temperatura-padrao temperatura-g-3" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -94px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-0" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -1px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -311px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span></div>
<div class="minima" style="background-color: transparent; display: inline; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 1px 0px 0px; width: 137px;">
<span class="temperatura-padrao temperatura-g-1" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -32px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-5" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -156px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -311px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span> <span class="min" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 4px;">MIN</span></div>
</div>
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">umidade relativa do ar</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">71%</strong></li>
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">indice de raios UV</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">muito alto</strong></li>
</ul>
</div>
<div class="previsao" style="background-color: white; background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/bg_seta.png?f369e575b5e7); background-position: 0px 1px; background-repeat: no-repeat no-repeat; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; height: 230px; line-height: 12px; margin: 0px; outline: 0px; padding: 19px 0px 0px; width: 420px;">
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;">
<li class="manha" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 45px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px -10px; outline: 0px; padding: 0px; text-transform: uppercase;">MANHÃ</span><div class="midia-padrao midia-gg-4" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f369e575b5e7); background-position: -700px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: -8px; outline: 0px; padding: 0px;">
Sol e chuva</div>
</li>
<li class="tarde" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 22px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px 3px; outline: 0px; padding: 0px; text-transform: uppercase;">TARDE</span><div class="midia-padrao midia-gg-4" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f369e575b5e7); background-position: -700px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: 2px; outline: 0px; padding: 0px;">
Sol e chuva</div>
</li>
<li class="noite" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 19px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-transform: uppercase;">NOITE</span><div class="midia-padrao midia-gg-2n" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f369e575b5e7); background-position: -300px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
Noite com algumas nuvens</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
<br /></div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
POSTADO POR:MARIALUANA</div>
</li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-78687021163778685162013-07-17T15:56:00.001-07:002013-07-17T15:56:26.386-07:00<strong style="color: #353535; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 18px; letter-spacing: -1px; margin: 0px; outline: 0px; padding: 2px 0px 0px 4px;">qua, 17 de julho</strong><br />
<div style="color: #666666; display: inline-block; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; outline: 0px; padding: 4px 0px 0px 13px; width: 634px;">
Sol com algumas nuvens. Não chove.</div>
<div style="color: #666666; display: inline-block; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; outline: 0px; padding: 4px 0px 0px 13px; width: 634px;">
<br /></div>
<div class="temperatura" style="background-color: white; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<div class="medidas" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/separador.png?f369e575b5e7); background-position: 50% 50%; background-repeat: no-repeat no-repeat; color: #666666; font-family: inherit; font-size: 9px; margin: 0px 0px 22px; outline: 0px; overflow: hidden; padding: 12px 0px; width: 300px;">
<div class="maxima" style="background-color: transparent; display: inline; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 135px;">
<span class="max" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 13px 0px 0px;">MÁX</span> <span class="temperatura-padrao temperatura-g-3" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -94px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-1" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -32px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -311px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span></div>
<div class="minima" style="background-color: transparent; display: inline; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 1px 0px 0px; width: 137px;">
<span class="temperatura-padrao temperatura-g-1" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -32px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-7" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -218px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?f369e575b5e7); background-position: -311px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span> <span class="min" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 4px;">MIN</span></div>
</div>
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">umidade relativa do ar</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">66%</strong></li>
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">indice de raios UV</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">extremo</strong></li>
</ul>
</div>
<div class="previsao" style="background-color: white; background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/bg_seta.png?f369e575b5e7); background-position: 0px 1px; background-repeat: no-repeat no-repeat; float: left; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; height: 230px; line-height: 12px; margin: 0px; outline: 0px; padding: 19px 0px 0px; width: 420px;">
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;">
<li class="manha" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 45px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px -10px; outline: 0px; padding: 0px; text-transform: uppercase;">MANHÃ</span><div class="midia-padrao midia-gg-2" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f369e575b5e7); background-position: -100px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: -8px; outline: 0px; padding: 0px;">
Sol com algumas nuvens</div>
</li>
<li class="tarde" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 22px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px 3px; outline: 0px; padding: 0px; text-transform: uppercase;">TARDE</span><div class="midia-padrao midia-gg-2" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f369e575b5e7); background-position: -100px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: 2px; outline: 0px; padding: 0px;">
Sol com algumas nuvens</div>
</li>
<li class="noite" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 19px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-transform: uppercase;">NOITE</span><div class="midia-padrao midia-gg-2n" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f369e575b5e7); background-position: -300px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
Noite com algumas nuvens</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
<br /></div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
<br /></div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
<br /></div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
POSTADO POR:MARIA LUANA</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
<br /></div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
<br /></div>
</li>
</ul>
</div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-16445282602882922552013-07-15T15:20:00.002-07:002013-07-15T15:20:18.145-07:00Qualquer dúvida,deixe nos comentários esses dias vou voltar a postar...<br />
<br />
Postado:Maria LuanaAnonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-22255962851358909992013-07-12T17:11:00.002-07:002013-07-12T17:13:09.102-07:00Os Astrônomos<!--[if gte mso 9]><xml>
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<span style="font-family: "Times New Roman","serif"; font-size: large; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Historicamente, a <a href="http://pt.wikipedia.org/wiki/Astronomia" title="Astronomia"><span style="color: blue;">astronomia</span></a> se preocupava mais com a descrição de <a href="http://pt.wikipedia.org/wiki/Fen%C3%B4meno" title="Fenômeno"><span style="color: blue;">fenômenos</span></a> no céu, enquanto a <a href="http://pt.wikipedia.org/wiki/Astrof%C3%ADsica" title="Astrofísica"><span style="color: blue;">astrofísica</span></a> tentava explicar esses fenômenos e a
diferença entre eles com o uso de leis da física. Atualmente, essa distinção
praticamente desapareceu. Astrônomos profissionais são indivíduos altamente
qualificados que normalmente têm doutorado em <a href="http://pt.wikipedia.org/wiki/F%C3%ADsica" title="Física"><span style="color: blue;">física</span></a> ou astronomia e são contratados por
instituições de pesquisa ou <a href="http://pt.wikipedia.org/wiki/Universidade" title="Universidade"><span style="color: blue;">universidades</span></a>.<sup><a href="http://pt.wikipedia.org/wiki/Astr%C3%B4nomo#cite_note-1"><span style="color: blue;">1</span></a></sup> Eles gastam a maior parte de seu tempo
trabalhando em pesquisas, apesar de frequentemente terem outras funções como
ensino, construção de instrumentos, e ajudando na operação de um observatório.
O número de astrônomos profissionais nos Estados Unidos é bem pequeno. A <a href="http://pt.wikipedia.org/w/index.php?title=American_Astronomical_Society&action=edit&redlink=1" title="American Astronomical Society (página não existe)"><span style="color: blue;">American Astronomical Society</span></a>, que é a principal
organização de astrônomos profissionais na América do Norte, tem
aproximadamente 7 700 membros. Esse número inclui cientistas de outros
campos como física, <a href="http://pt.wikipedia.org/wiki/Geologia" title="Geologia"><span style="color: blue;">geologia</span></a> e <a href="http://pt.wikipedia.org/wiki/Engenharia" title="Engenharia"><span style="color: blue;">engenharia</span></a>, cujos interesses de pesquisas são
relacionados à astronomia.<sup><a href="http://pt.wikipedia.org/wiki/Astr%C3%B4nomo#cite_note-2"><span style="color: blue;">2</span></a></sup> A <a href="http://pt.wikipedia.org/wiki/Uni%C3%A3o_Astron%C3%B4mica_Internacional" title="União Astronômica Internacional"><span style="color: blue;">União
Astronômica Internacional</span></a> compreende quase 10 145 membros de 70
países diferentes que estão envolvidos em pesquisas astronômicas a nível de
doutorado ou além.<sup><a href="http://pt.wikipedia.org/wiki/Astr%C3%B4nomo#cite_note-3"><span style="color: blue;">3</span></a></sup></span></div>
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<span style="font-family: "Times New Roman","serif"; font-size: large; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Enquanto
o número de astrônomos profissionais pelo mundo não é muito maior que a
população de uma pequena cidade, há uma grande comunidade de <a href="http://pt.wikipedia.org/wiki/Astronomia_amadora" title="Astronomia amadora"><span style="color: blue;">astrônomos amadores</span></a>.
A <a href="http://pt.wikipedia.org/w/index.php?title=Astronomical_Society_of_the_Pacific&action=edit&redlink=1" title="Astronomical Society of the Pacific (página não existe)"><span style="color: blue;">Astronomical Society of the Pacific</span></a> é a maior
sociedade de astronomia em geral no mundo, contendo astrônomos profissionais e
amadores assim como educadores de 70 países diferentes.<sup><a href="http://pt.wikipedia.org/wiki/Astr%C3%B4nomo#cite_note-4"><span style="color: blue;">4</span></a></sup> Como qualquer <a href="http://pt.wikipedia.org/wiki/Hobby" title="Hobby"><span style="color: blue;">hobby</span></a>,
muitas pessoas que se consideram astrônomos amadores podem dedicar algumas
horas por mês à observação de estrelas e à leitura das mais recentes pesquisas.
Astrônomos amadores podem ser ambiciosos, possuindo <a href="http://pt.wikipedia.org/wiki/Telesc%C3%B3pio" title="Telescópio"><span style="color: blue;">telescópios</span></a> científicos e instrumentos com os
quais eles podem fazer as próprias descoberta e ajudar astrônomos profissionais
nas pesquisas.</span></div>
<span style="font-size: small;">
postado por Alanda</span><br />
<br />
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Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-37311818257975690602013-06-12T04:16:00.002-07:002013-06-12T04:17:22.557-07:00Previsão do tempo do dia 12.06.2013<div class="descricao" style="background-color: #f6f6f6; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px 0px 16px; outline: 0px; overflow: hidden; padding: 14px 15px 15px;">
<strong style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #353535; float: left; font-family: inherit; font-size: 18px; letter-spacing: -1px; margin: 0px; outline: 0px; padding: 2px 0px 0px 4px;">qua, 12 de junho</strong><br />
<div style="background-color: transparent; color: #666666; display: inline-block; float: left; font-family: inherit; font-size: 16px; outline: 0px; padding: 4px 0px 0px 13px; width: 634px;">
Sol com muitas nuvens durante o dia. Períodos de nublado, com chuva a qualquer hora.</div>
<ul style="background-color: transparent; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 98px;"><br /><br />Postado por: Maria Luana</ul>
</div>
<div class="conteudo" style="background-color: white; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 940px;">
<div class="temperatura" style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<div class="detalhes" style="background-color: transparent; font-family: inherit; height: 25px; margin: 0px; outline: 0px; overflow: hidden; padding: 10px 0px 33px 13px;">
<div class="nascente" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_sol_nascente_e_poente.png?3d4f05cfb4aa); background-position: -3px 0px; background-repeat: no-repeat no-repeat; color: #ff9900; float: left; font-family: inherit; font-size: 9px; margin: 0px; outline: 0px; padding: 16px 0px 0px; text-align: center; width: 38px;">
05h 57</div>
<div class="poente" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_sol_nascente_e_poente.png?3d4f05cfb4aa); background-position: -54px 0px; background-repeat: no-repeat no-repeat; color: #ff9900; float: left; font-family: inherit; font-size: 9px; height: 25px; letter-spacing: -1px; margin: 0px 0px 0px 11px; outline: 0px; padding: 0px; text-align: center; width: 38px;">
17h 19</div>
<div class="chuva" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/gota_agua.png?3d4f05cfb4aa); background-position: initial initial; background-repeat: no-repeat no-repeat; color: #0099ff; float: left; font-family: inherit; font-size: 18px; margin: 5px 0px 0px 24px; outline: 0px; padding: 0px 0px 0px 18px;">
<span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 6px;">80<span style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; font-family: inherit; font-size: 12px; margin: 0px; outline: 0px; padding: 0px;">%</span></span> <span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 6px;">18<span style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; font-family: inherit; font-size: 12px; margin: 0px; outline: 0px; padding: 0px;">mm</span></span></div>
</div>
<div class="medidas" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/separador.png?3d4f05cfb4aa); background-position: 50% 50%; background-repeat: no-repeat no-repeat; color: #666666; font-family: inherit; font-size: 9px; margin: 0px 0px 22px; outline: 0px; overflow: hidden; padding: 12px 0px; width: 300px;">
<div class="maxima" style="background-color: transparent; display: inline; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 135px;">
<span class="max" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 13px 0px 0px;">MÁX</span> <span class="temperatura-padrao temperatura-g-2" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?3d4f05cfb4aa); background-position: -63px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-9" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?3d4f05cfb4aa); background-position: -280px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?3d4f05cfb4aa); background-position: -311px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span></div>
<div class="minima" style="background-color: transparent; display: inline; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 1px 0px 0px; width: 137px;">
<span class="temperatura-padrao temperatura-g-1" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?3d4f05cfb4aa); background-position: -32px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-6" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?3d4f05cfb4aa); background-position: -187px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?3d4f05cfb4aa); background-position: -311px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span> <span class="min" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 4px;">MIN</span></div>
</div>
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">umidade relativa do ar</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">71%</strong></li>
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">indice de raios UV</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">alto</strong></li>
</ul>
</div>
<div class="previsao" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/bg_seta.png?3d4f05cfb4aa); background-position: 0px 1px; background-repeat: no-repeat no-repeat; float: left; font-family: inherit; height: 230px; margin: 0px; outline: 0px; padding: 19px 0px 0px; width: 420px;">
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;">
<li class="manha" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 45px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px -10px; outline: 0px; padding: 0px; text-transform: uppercase;">MANHÃ</span><div class="midia-padrao midia-gg-4r" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f12c35b6a12c); background-position: -800px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: -8px; outline: 0px; padding: 0px;">
Sol com muitas nuvens e chuva</div>
</li>
<li class="tarde" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 22px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px 3px; outline: 0px; padding: 0px; text-transform: uppercase;">TARDE</span><div class="midia-padrao midia-gg-4r" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f12c35b6a12c); background-position: -800px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: 2px; outline: 0px; padding: 0px;">
Sol com muitas nuvens e chuva</div>
</li>
<li class="noite" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 19px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-transform: uppercase;">NOITE</span><div class="midia-padrao midia-gg-4rn" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?f12c35b6a12c); background-position: -1000px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; outline: 0px; padding: 0px;">
Noite nublada e chuvosa</div>
</li>
</ul>
</div>
<div class="vento" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/bg_seta.png?3d4f05cfb4aa); background-position: 0px 1px; background-repeat: no-repeat no-repeat; float: left; font-family: inherit; height: 217px; margin: 0px; outline: 0px; padding: 0px; width: 220px;">
<div class="bloco" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 38px 0px 0px 50px;">
<img alt="" height="142" src="http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/vento/ventos_SSE.gif" style="background-color: transparent; border: 0px; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;" width="142" /><br />
<div style="background-color: transparent; font-family: inherit; margin: -99px 0px 0px 42px; outline: 0px; padding: 0px; width: 60px;">
<span class="numero" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #7d9db0; display: block; font-family: 'Helvetica Neue', helvetica, sans-serif, arial; font-size: 30px; margin: 0px; outline: 0px; padding: 0px; text-align: center;">19</span></div>
</div>
</div>
</div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-84997956306624985782013-06-10T16:17:00.000-07:002013-06-10T16:17:03.788-07:00<span style="font-size: large;">Galera esses dias não vou postar porque tenho provas e to sem tempo </span><br />
<span style="font-size: large;"><br /></span>
<span style="font-size: large;">Postado por: Maria Luana</span>Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-85389691047726970302013-06-10T16:16:00.000-07:002013-06-10T16:16:09.930-07:00<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;">Sol com algumas nuvens. Chove rápido durante o dia e à noite.</span><br />
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;"><br /></span>
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;">MÁX 31º</span><br />
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;"><br /></span>
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;">MIN 16º</span><br />
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;"><br /></span>
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;"><br /></span>
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;">Postado por: Maria Luana</span>Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com1tag:blogger.com,1999:blog-1977277588777717834.post-45420061847560165302013-06-09T18:24:00.001-07:002013-06-09T18:25:25.491-07:00Planeta Terra<!--[if gte mso 9]><xml>
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</span></b><br />
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">O <b>planeta
Terra</b> é o terceiro planeta da Via Láctea, nosso sistema solar. Tomando
o Sol como referência, essa distância, de aproximadamente 150.000.000 km,
representou uma série de conjunturas favoráveis para a formação de vida no
planeta. Neste caso, a quantidade de radiação solar que chega até a atmosfera e
à superfície do planeta acabou permanecendo em níveis satisfatórios, sendo
regulados também pela camada de gases que envolvem a Terra conhecida como
atmosfera.</span></b></div>
<b style="mso-bidi-font-weight: normal;">
</b><br />
<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">A <b>atmosfera</b>
é formada principalmente por nitrogênio (78%) e oxigênio (21%), possuindo uma
extensão de até 1.000 km em relação à superfície. Nessa camada acontecem
reações entre a radiação eletromagnética e os gases em questão, e dessas
interações resulta o calor que realmente alcança a superfície dos continentes e
dos mares e oceanos. O equilíbrio térmico também é fornecido pela atmosfera,
que impede que o planeta tenha uma temperatura absurdamente quente durante o
dia e resfriamento acentuado durante a noite. O vapor d’água e os gases-estufa,
como o dióxido de carbono (CO<sub>2</sub>), metano (CH<sub>4</sub>), óxido
nitroso (N<sub>2</sub>), ozônio (O<sub>3</sub>), clorofluorcarbonos (CFCs) e
hidrofluorcarbonetos (HFCs), são capazes de manter na baixa troposfera parte do
calor irradiado pela superfície. É o efeito estufa natural, que atualmente
divide opiniões quando se trata das alterações climáticas promovidas pela
humanidade, que poderiam potencializar esse fenômeno natural.postado por Alanda</span></b></div>
<b style="mso-bidi-font-weight: normal;">
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" /> </span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><!--[if gte mso 9]><xml>
<o:OfficeDocumentSettings>
<o:AllowPNG/>
</o:OfficeDocumentSettings>
</xml><![endif]--></span></b><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 20.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><!--[if gte mso 9]><xml>
<w:WordDocument>
<w:View>Normal</w:View>
<w:Zoom>0</w:Zoom>
<w:TrackMoves/>
<w:TrackFormatting/>
<w:HyphenationZone>21</w:HyphenationZone>
<w:PunctuationKerning/>
<w:ValidateAgainstSchemas/>
<w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid>
<w:IgnoreMixedContent>false</w:IgnoreMixedContent>
<w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText>
<w:DoNotPromoteQF/>
<w:LidThemeOther>PT-BR</w:LidThemeOther>
<w:LidThemeAsian>X-NONE</w:LidThemeAsian>
<w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript>
<w:Compatibility>
<w:BreakWrappedTables/>
<w:SnapToGridInCell/>
<w:WrapTextWithPunct/>
<w:UseAsianBreakRules/>
<w:DontGrowAutofit/>
<w:SplitPgBreakAndParaMark/>
<w:EnableOpenTypeKerning/>
<w:DontFlipMirrorIndents/>
<w:OverrideTableStyleHps/>
</w:Compatibility>
<m:mathPr>
<m:mathFont m:val="Cambria Math"/>
<m:brkBin m:val="before"/>
<m:brkBinSub m:val="--"/>
<m:smallFrac m:val="off"/>
<m:dispDef/>
<m:lMargin m:val="0"/>
<m:rMargin m:val="0"/>
<m:defJc m:val="centerGroup"/>
<m:wrapIndent m:val="1440"/>
<m:intLim m:val="subSup"/>
<m:naryLim m:val="undOvr"/>
</m:mathPr></w:WordDocument>
</xml><![endif]--><!--[if gte mso 9]><xml>
<w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267">
<w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/>
<w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/>
<w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/>
<w:LsdException Locked="false" Priority="39" Name="toc 1"/>
<w:LsdException Locked="false" Priority="39" Name="toc 2"/>
<w:LsdException Locked="false" Priority="39" Name="toc 3"/>
<w:LsdException Locked="false" Priority="39" Name="toc 4"/>
<w:LsdException Locked="false" Priority="39" Name="toc 5"/>
<w:LsdException Locked="false" Priority="39" Name="toc 6"/>
<w:LsdException Locked="false" Priority="39" Name="toc 7"/>
<w:LsdException Locked="false" Priority="39" Name="toc 8"/>
<w:LsdException Locked="false" Priority="39" Name="toc 9"/>
<w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/>
<w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/>
<w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/>
<w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/>
<w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/>
<w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/>
<w:LsdException Locked="false" Priority="59" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/>
<w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/>
<w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/>
<w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/>
<w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/>
<w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/>
<w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/>
<w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/>
<w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/>
<w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/>
<w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/>
<w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/>
<w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/>
<w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/>
<w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/>
<w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/>
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<b style="mso-bidi-font-weight: normal;"><span style="font-size: x-small;">A presença da atmosfera e de água em estado líquido são
alguns dos fatores que possibilitaram a formação de vida no Planeta Terra</span></b></div>
<b style="mso-bidi-font-weight: normal;">
</b>Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-47117179016493037902013-06-09T18:12:00.000-07:002013-06-09T18:12:04.129-07:00Universo<!--[if gte mso 9]><xml>
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<div style="text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 16.0pt;">O <b>Universo</b>
é constituído de tudo o que existe <a href="http://pt.wikipedia.org/wiki/F%C3%ADsica" title="Física">fisicamente</a>, a
totalidade do <a href="http://pt.wikipedia.org/wiki/Espa%C3%A7o" title="Espaço">espaço</a>
e <a href="http://pt.wikipedia.org/wiki/Tempo" title="Tempo">tempo</a> e todas as
formas de <a href="http://pt.wikipedia.org/wiki/Mat%C3%A9ria" title="Matéria">matéria</a>
e <a href="http://pt.wikipedia.org/wiki/Energia" title="Energia">energia</a>. O
termo <i>Universo</i> pode ser usado em sentidos contextuais ligeiramente
diferentes, denotando conceitos como o <i><a href="http://pt.wikipedia.org/wiki/Cosmo" title="Cosmo">cosmo</a></i>, o <i><a href="http://pt.wikipedia.org/wiki/Mundo" title="Mundo">mundo</a></i> ou <i><a href="http://pt.wikipedia.org/wiki/Natureza" title="Natureza">natureza</a></i>.</span></b></div>
<b style="mso-bidi-font-weight: normal;">
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">A palavra <i>Universo</i>
é geralmente definida como englobando tudo. Entretanto, usando uma definição
alternativa, alguns cosmologistas têm especulado que o "Universo",
composto do "espaço em expansão como o conhecemos", é somente um dos
muitos "universos", desconectados ou não, que são chamados <a href="http://pt.wikipedia.org/wiki/Multiverso_%28ci%C3%AAncia%29" title="Multiverso (ciência)">multiversos</a>.<sup id="cite_ref-1"><a href="http://pt.wikipedia.org/wiki/Universo#cite_note-1">1</a></sup> Por
exemplo, em <a href="http://pt.wikipedia.org/wiki/Interpreta%C3%A7%C3%A3o_de_muitos_mundos" title="Interpretação de muitos mundos">Interpretação de muitos mundos</a>,
novos "universos" são gerados a cada medição <a href="http://pt.wikipedia.org/wiki/Mec%C3%A2nica_qu%C3%A2ntica" title="Mecânica quântica">quântica</a><sup><span style="color: grey;">[</span><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Livro_de_estilo/Cite_as_fontes" title="Wikipédia:Livro de estilo/Cite as fontes"><i><span style="color: grey;"><span title="Esta afirmação precisa de uma referência para confirmá-la desde março de 2010.">carece de
fontes</span></span></i></a><span style="color: grey;">]</span></sup>.
Acredita-se, neste momento, que esses universos são geralmente desconectados do
nosso, portanto, impossíveis de serem detectados experimentalmente<sup><span title="Este material usa expressões evasivas ou atribuições vagas desde março de 2010."><span style="color: grey;">[<i><a href="http://pt.wikipedia.org/wiki/Wikip%C3%A9dia:Evite_termos_vagos" title="Wikipédia:Evite termos vagos"><span style="color: grey;"><span title="Este material usa expressões evasivas ou atribuições vagas desde março de 2010.">quem?</span></span></a></i>]</span></span></sup>.
Observações de partes antigas do universo (que situam-se muito afastadas)
sugerem que o Universo vem sendo regido pelas mesmas leis físicas e constantes
durante a maior parte de sua extensão e história. No entanto, na <a href="http://pt.wikipedia.org/w/index.php?title=Teoria_da_infla%C3%A7%C3%A3o_ca%C3%B3tica&action=edit&redlink=1" title="Teoria da inflação caótica (página não existe)">teoria da bolha</a>,
pode haver uma infinidade de "universos" criados de várias maneiras,
e talvez cada um com diferentes <a href="http://pt.wikipedia.org/w/index.php?title=Constantes_f%C3%ADsica&action=edit&redlink=1" title="Constantes física (página não existe)">constantes físicas</a>.postado por Alanda</span></div>
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/></span></b>Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-33655234003547476182013-06-09T18:01:00.002-07:002013-06-09T18:01:41.007-07:00tipos de gráficos<br /><!--[if gte mso 9]><xml>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 20.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Gráficos de colunas</span></b></div>
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<span style="font-size: 16.0pt; line-height: 115%;">O gráfico de colunas é composto por duas <a href="http://pt.wikipedia.org/wiki/Linha" title="Linha">linhas</a> ou <a href="http://pt.wikipedia.org/wiki/Eixos" title="Eixos">eixos</a>, um vertical e
outro horizontal. No eixo horizontal são construídas as colunas que representam
a variação de um fenômeno ou de um processo de acordo com sua intensidade. Essa
intensidade é indicada pelo eixo vertical. As colunas devem sempre possuir a
mesma largura e a distância entre elas deve ser constante.</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;"> </span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Histograma</span></span><span style="font-size: 20.0pt;"></span></h3>
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<span style="font-size: 16.0pt; line-height: 115%;">É parecido com o gráfico de colunas em vários aspectos, pois
sua construção é praticamente igual, mas seu cálculo é feito pela área do
retângulo representado no gráfico,. Geralmente não apresenta escala vertical,
somente o eixo horizontal que representa a variável analisada. A área pode ser
calculada em porcentagem. O gráfico é utilizado para amostras grandes e
variáveis numéricas.</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;"> </span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Gráfico de setor</span></span></h3>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">Os gráficos de
setor são representados por <a href="http://pt.wikipedia.org/wiki/C%C3%ADrculos" title="Círculos">círculos</a> divididos proporcionalmente de acordo com os dados
do fenômeno ou do processo a ser representado. Os valores são expressos em <a href="http://pt.wikipedia.org/wiki/N%C3%BAmeros" title="Números">números</a> ou
em <a href="http://pt.wikipedia.org/wiki/Percentagem" title="Percentagem">percentuais</a>
(%).</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;"> </span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Gráfico de linha</span></span><span style="font-size: 20.0pt;"></span></h3>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">O gráfico de linha
é composto por dois eixos, um vertical e outro horizontal, e por uma linha que
mostra a evolução de um fenômeno ou processo.</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;"> </span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Barras</span></span><span style="font-size: 20.0pt;"></span></h3>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">Os gráficos de
barras são muito usados para comparar quantidades. As barras podem aparecer na
vertical ou na horizontal, quando também são chamadas de colunas. Seja na
horizontal ou na vertical, quanto maior o comprimento de uma barra, maior o
valor que representa. Quanto menor o comprimento de uma barra menos valor ela
tem. A não ser que esteja representando números negativos, esta regra é
aplicável.</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Área</span></span><span style="font-size: 20.0pt;"></span></h3>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">Um gráfico de área
enfatiza a magnitude da alteração ao longo do tempo. As séries são exibidas
como um conjunto de pontos conectados por uma linha, com uma área preenchida
abaixo da linha. Os valores são representados pela altura do ponto medida pelo
eixo y. Os rótulos de categoria são exibidos no eixo x. Os gráficos de área
geralmente são usados para comparar valores ao longo do tempo.</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;"> </span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Rosca</span></span><span style="font-size: 20.0pt;"></span></h3>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">Um gráfico de
rosca ilustra a relação entre as partes e um todo; entretanto, ele pode conter
mais de uma série. Os dados de valor são exibidos como porcentagem do todo. As
categorias são representadas por fatias individuais. Os gráficos de rosca são
usados geralmente para mostrar porcentagens. Eles são funcionalmente idênticos
aos gráficos de pizza.</span></div>
<h3>
<span class="mw-headline"><span style="mso-spacerun: yes;">
</span></span><span class="mw-headline"><span style="font-size: 20.0pt;">Radar</span></span><span style="font-size: 20.0pt;"></span></h3>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">Um gráfico de
radar, também conhecido como gráfico de aranha ou gráfico de estrela devido à
sua aparência, plota os valores de cada categoria ao longo de um eixo separado
que inicia no centro do gráfico e termina no anel externo.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">postado por Alanda </span></div>
<br />
<h3>
</h3>
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<br /></div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-44100914361713748942013-06-09T11:19:00.003-07:002013-06-09T11:19:55.441-07:00O QUE SAO MAPAS???? MAPAS :<br />
O QUE SÃO : Os mapas são representações geográficas da superfície curva do planeta Terra sobre uma superfície plana,Mapas tambem são as formas de representação plana de um espaço e/ou território,ele pode indicar diversos tipos de registros e índices,nele ocorre o processo de plotação de pontos indicadores,ele é feito por meio de escalas para a representação do real<br /><br />PARA QUE SERVEM : Mapas e gráficos são essenciais no estudo da Geografia pela quantidade de informações que podem nos fornecer; são verdadeiras ferramentas de trabalho do geógrafo.<br />Por meio dos mapas podemos localizar pontos, determinar distâncias, estabelecer relações entre diversos fatos geográficos...<br /><br />LEGENDAS :para que o mapa seja simples de ler e facilmente compreensível, várias cores e símbolos são utilizados.<br />Não é possível representar no mapa todas as características e objectos do terreno, senão teria demasiados pormenores e tornar-se-ia difícil de ler. Os símbolos utilizados num mapa representam, tanto quanto é possível, as características do terreno...<br />
<div class="separator" style="clear: both; text-align: center;">
<a data-ved="0CAUQjRw" href="http://www.google.com.br/url?sa=i&rct=j&q=&esrc=s&frm=1&source=images&cd=&cad=rja&docid=udluwhh1Ndn7tM&tbnid=W2uJ3n2j2SR3MM:&ved=0CAUQjRw&url=http%3A%2F%2Fwww.livroseducativos.blog.br%2F&ei=T8a0UeroO9XB4AOR74CgBA&bvm=bv.47534661,d.dmg&psig=AFQjCNGcgr8S4YY-_NOldOO1xxujExkj6Q&ust=1370888066839030" id="irc_mil" style="border: 0px currentColor; margin-left: 1em; margin-right: 1em;" wrc-processed="done"><img height="320" id="irc_mi" src="http://www.pirlimpimpimbrinquedos.com.br/imagens/1697/g/atlas-mundial--fantastico-e-interativo.jpg" style="margin-top: 0px;" width="320" /></a>POSTADO POR: ANA JHULYA</div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-83441102531258004392013-06-09T10:35:00.001-07:002013-06-09T11:21:28.826-07:00morro da urca!!!!<h3>
<img height="382" id="irc_mi" src="http://www.ibge.gov.br/home/geociencias/cartografia/manual_nocoes/imagens/Image184.gif" style="margin-top: 10px;" width="296" />POSTADO POR:ANA JHULYA</h3>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-50108339034875431512013-06-09T08:30:00.001-07:002013-06-09T08:30:46.523-07:00Maior desafio, no espaço<!--[if gte mso 9]><xml>
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<span style="font-size: 16.0pt;"><span style="mso-spacerun: yes;"> </span>Em entrevista coletiva em 2009, no Rio de
Janeiro, Buzz Aldrin, o segundo homem a pisar na Lua, revelou: “Não demorou
para eu descobrir que o desafio para mim não era ser um operador indo à Lua.
Era voltar e ser uma pessoa aqui na Terra”. Quarenta anos antes, no dia 20 de
julho de 1969, Aldrin desceu as escadas do módulo lunar e declarou: “Linda,
linda. Desolação magnífica”. A frase inspirou o título de sua última
autobiografia, “Desolação magnífica: a longa jornada da Lua para casa”, de
2009. Nela, Buzz descreve o grande vazio enfrentado após o retorno à Terra e
questiona: "O que um homem pode fazer como segundo ato depois de andar na
Lua?". </span></div>
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<span style="font-size: 16.0pt;"><span style="mso-spacerun: yes;"> </span>Além de todo o esforço para chegar aonde
nenhum homem havia ousado e da pressão política inerente ao tamanho da tarefa
que se divisava, o astronauta teve de enfrentar um drama familiar no período
que antecedeu a chegada à Lua: sua mãe, Marion Moon, atormentada por uma
depressão e pela iminência da fama do filho, cometeu suicídio um ano antes do
pouso histórico da Eagle. Depois de conquistar a Lua e ver seu casamento de 21
anos fracassar, Aldrin também cedeu à depressão - e à bebida. Na palestra
realizada na Campus Party Brasil 2013, em São Paulo, no dia 29 de janeiro,
desabafou: “Eu não tinha previsto o tamanho da notoriedade que a missão me
traria. Foi nessa época que comecei a beber, e os sintomas da depressão
começaram a aparecer. Foi um período obscuro da minha vida. Quase uma década de
improdutividade”.</span></div>
postado por Alanda<br /><br />
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-36260961258929004992013-06-08T19:09:00.003-07:002013-06-08T19:10:14.683-07:00Meteoros e meteoritos<br />
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<![endif]--><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 22.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"> Meteoros e meteoritos</span></b><br />
<br />
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<div style="text-align: justify;">
<a href="http://www.blogger.com/null" name="intro"><span style="font-size: 16.0pt;">O
termo meteoro vem do grego <i>meteoron</i>, que significa fenómeno no céu. É</span></a></div>
<div style="text-align: justify;">
<span style="font-size: 16.0pt;">usado para descrever a faixa de luz produzida quando matéria do sistema solar
cai na atmosfera terrestre criando incandescência temporária resultante da
fricção na atmosfera. Isto ocorre tipicamente a alturas de 80 a 110 quilómetros
(50 a 68 milhas) acima da superfície da Terra. O termo também é usado
livremente com a palavra meteoróide referindo-se à própria partícula sem
relação com o fenómeno que produz ao entrar na atmosfera terrestre. Um
meteoróide é a matéria que gira em volta do Sol ou qualquer objecto do espaço
interplanetário que é pequeno demais para ser chamado asteróide ou cometa.
Partículas ainda mais pequenas são chamadas micrometeoróides ou grãos de poeira
cósmica, que inclui material interestelar que ocasionalmente entre no nosso
sistema solar. Um meteorito é um meteoróide que atinge a superfície da Terra
sem ser completamente vaporizado. </span></div>
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<div style="text-align: justify;">
<span style="font-size: 16.0pt;">Um dos primeiros
objectivos ao estudar meteoritos é determinar a história e origem dos corpos
que lhes deram origem. Diversas amostras de acondritos, encontradas na
Antártida desde 1981, mostram conclusivamente que tiveram origem na Lua tendo
como base semelhanças na composição das rochas lunares obtidas pelas missões
Apollo de 1969-1972. A origem de outros meteoritos permanece sem comprovação,
apesar de se suspeitar que um outro conjunto de oito acondritos terem a sua
origem em Marte. Estes meteoritos contêm gases atmosféricos capturados em
minerais fundidos que condizem com a composição da atmosfera marciana conforme
medida pelas sondas <a href="http://www.if.ufrgs.br/ast/solar/portug/viking.htm">Viking</a>
em 1976. Presume-se que todos os outros grupos tiveram origem em asteróides ou
cometas; crê-se que a maioria dos meteoritos são fragmentos de asteróides.postado por Alanda</span></div>
<span style="font-size: 16.0pt;"><br /></span><br />
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 22.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 22.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: "Times New Roman"; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-bidi; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">
</span></b></span></b>Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-62535925381728346482013-06-08T18:59:00.002-07:002013-06-08T18:59:44.983-07:00As fazes da lua<br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">As fases
ocorrem, de acordo com o ângulo que avistamos a face da Lua iluminada pelo <a href="http://www.suapesquisa.com/sol"><span style="color: blue;">Sol</span></a>.
Cada fase da Lua dura de 7 a 8 dias, sendo que o ciclo, com todas, demora de 29
a 30 dias para ser completado.</span></b></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Lua Nova</span></b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> - a face iluminada pela Lua é a
oposta àquela observada da Terra. Por isso, visualizamos a Lua um pouco apagada. </span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Lua
Crescente</span></b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> -
observamos da Terra apenas uma parte da face iluminada.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Lua Cheia</span></b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> - o Sol ilumina totalmente a
face voltada para a Terra. Esta é a fase que ela está mais iluminada.</span></div>
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Lua
Minguante</span></b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> -
observamos da Terra somente uma face iluminada (o lado oposto da crescente).postado por Alanda</span></div>
<br /><br />
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<b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></b><span style="font-family: "Times New Roman","serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span></div>
<br /><br />
<b><span style="font-family: "Times New Roman","serif"; font-size: 22.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
</span></b>Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-68671646628580717422013-06-08T18:49:00.003-07:002013-06-08T18:50:32.507-07:00O maior exoplaneta<br />
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table.MsoNormalTable
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<![endif]--><span style="font-size: 16.0pt;"> O TrES-4 é o maior
exoplaneta (fora do sistema solar) conhecido até os dias atuais. Exoplaneta são
corpos celestes que não orbitam em torno do sol e nem fazem parte do nosso
sistema. Foi descoberto por pesquisadores da equipe Transatlantic Exoplanet
Survey (TrES).</span><br />
<br />
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<br />
<span style="font-size: 16.0pt;">Encontra-se na Constelação de Hércules, numa
distância de, aproximadamente, 1.400 anos-luz do planeta Terra. Gira em torno
da estrela GSC0262000648 num período de três dias e meio, numa distância de
apenas sete milhões de quilômetros.</span><br />
<br />
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<div style="tab-stops: 78.0pt; text-align: justify;">
<span style="font-size: 16.0pt;">É
quase o dobro do tamanho de Júpiter, possui baixa densidade (0,2 gr/cm³), baixa
força gravitacional, grande massa-densidade, temperatura de aproximadamente
1.327 graus e consegue ofuscar 0,1% da luz de sua estrela-mãe quando passa em
sua frente. Por causa do seu grande tamanho, não é possível justificá-lo, pois
os atuais modelos científicos que explicam o tamanho de planetas gigantes e
superaquecidos não comportam este tipo de planeta. Portanto, não há explicação
para este fenômeno.</span></div>
<br />
<br />Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-39362537487369287592013-06-08T18:17:00.002-07:002013-06-08T18:17:46.866-07:00Os gráficos são importantes pois tornam compreensíveis e analisáveis resultados numéricos que seriam difíceis de entender e analisar, por exemplo, numa tabela. Se você quiser interpretar certos números, com gráficos a coisa fica mais "visual", mais simples e direta.postdo por: Iasmim VitóriaAnonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-11452723652093008792013-06-08T14:58:00.001-07:002013-06-08T14:58:42.732-07:00<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;">Sol com aumento de nuvens e pancadas de chuva no fim da manhã, à tarde e à noite.</span><br />
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;"><br /></span>
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;">MÁX 32º</span><br />
<span style="background-color: #f6f6f6; color: #666666; font-family: arial, helvetica, freesans, sans-serif; font-size: 16px; line-height: 16px;"><br /></span>
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;">Min 17º</span></span><br />
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;"><br /></span></span>
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;">Umidade relativa do ar-58%</span></span><br />
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;"><br /></span></span>
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;">Indice de raios UV-alto</span></span><br />
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;"><br /></span></span>
<span style="color: #666666; font-family: arial, helvetica, freesans, sans-serif;"><span style="line-height: 16px;">Postado por: Maria Luana</span></span><br />
<div style="text-align: right;">
<br />
<br /></div>
<div style="text-align: right;">
<br /></div>
<ul style="background-color: white; font-family: arial, helvetica, freesans, sans-serif; line-height: 12px; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;"></ul>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-88862132197451954242013-06-08T14:00:00.000-07:002013-06-08T14:00:50.627-07:00GráficosOs gráficos são importantes pois tornam compreensíveis e analisáveis resultados numéricos que seriam difíceis de entender e analisar, por exemplo, numa tabela. Se você quiser interpretar certos números, com gráficos a coisa fica mais "visual", mais simples e direta. Há muita informação condensada num gráfico, e se você souber lê-los, com certeza vai ser muito bom pra você! Veja abaixo alguns exemplos que eu separei pra você começar seu trabalho. Há milhões de outros! P ostasdiitooo por:Iamim VAnonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-55133353999470887772013-06-08T09:57:00.004-07:002013-06-08T09:58:50.996-07:00informações sobre o sol
O sol
Na parte do núcleo do Sol ocorre atrito constante de partículas de hidrogênio. Esse processo é o responsável pela fusão nuclear, que transforma massa em energia.
A cada ciclo de 11 anos, o Sol passa por período de extrema agitação, enviando para terra tempestades solares. Carregadas de eletricidade, estas tempestades acabam influenciando nos sistemas eletrônicos, redes de energia, computadores, aparelhos eletrônicos, sistemas de comunicação de aviões e navios e satélites. Estas ondas de energia e eletricidade chegam a criar as conhecidas aurora boreal e austral. O ar brilha nas regiões próximas aos pólos magnéticos da Terra, gerando um espetáculo de luzes e cores nos céus.
postado por AlandaAnonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-39259951992694777542013-06-07T08:41:00.001-07:002013-06-07T15:02:10.712-07:00Previsão<div class="separator" style="clear: both; text-align: center;">
P<span style="font-size: large;">revisão:</span></div>
<div class="separator" style="clear: both; text-align: center;">
<br /></div>
<div class="separator" style="clear: both; text-align: center;">
<iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.blogger.com/video.g?token=AD6v5dwowM1sRzCsyKcfL9N_nEb2avr2IO6vNKQyqNDKaB0jvfjhi_6xiXChiyBWYUuaNd_Fo9nkGuyrWZ1xII37FA' class='b-hbp-video b-uploaded' frameborder='0'></iframe>Postado por:Maria Luana</div>
<div class="topo" style="background-color: white; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px 0px 20px; outline: 0px; overflow: hidden; padding: 0px; width: 940px;">
<br /><div class="publicidade" style="background-color: transparent; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;">
<a href="http://ads.globo.com/RealMedia/ads/click_lx.ads/g1/previsaodotempo/cidades/1207569834/Position1/default/empty.gif/75306b78486c47726770514143494c35" style="background-color: transparent; color: #a80000; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-decoration: none;" target="_top"><img alt="" border="0" height="1" src="http://ads.globo.com/RealMedia/ads/Creatives/default/empty.gif" style="background-color: transparent; border: 0px; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;" width="1" /></a></div>
</div>
<div class="previsao-do-dia" style="background-color: white; border-bottom-color: rgb(238, 238, 238); border-bottom-style: solid; border-bottom-width: 1px; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px; outline: 0px; padding: 0px;">
<div class="descricao" style="background-color: #f6f6f6; border-top-color: rgb(221, 221, 221); border-top-style: solid; border-top-width: 1px; font-family: inherit; margin: 0px 0px 16px; outline: 0px; overflow: hidden; padding: 14px 15px 15px;">
<strong style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #353535; float: left; font-family: inherit; font-size: 18px; letter-spacing: -1px; margin: 0px; outline: 0px; padding: 2px 0px 0px 4px;">sex, 07 de junho</strong><br />
<div style="background-color: transparent; color: #666666; display: inline-block; float: left; font-family: inherit; font-size: 16px; outline: 0px; padding: 4px 0px 0px 13px; width: 634px;">
Sol com muitas nuvens durante o dia. Períodos de nublado, com chuva a qualquer hora.</div>
</div>
<div class="conteudo" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 940px;">
<div class="temperatura" style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<div class="detalhes" style="background-color: transparent; font-family: inherit; height: 25px; margin: 0px; outline: 0px; overflow: hidden; padding: 10px 0px 33px 13px;">
<div class="nascente" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_sol_nascente_e_poente.png?b4af0a1806f1); background-position: -3px 0px; background-repeat: no-repeat no-repeat; color: #ff9900; float: left; font-family: inherit; font-size: 9px; margin: 0px; outline: 0px; padding: 16px 0px 0px; text-align: center; width: 38px;">
05h 56</div>
<div class="poente" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_sol_nascente_e_poente.png?b4af0a1806f1); background-position: -54px 0px; background-repeat: no-repeat no-repeat; color: #ff9900; float: left; font-family: inherit; font-size: 9px; height: 25px; letter-spacing: -1px; margin: 0px 0px 0px 11px; outline: 0px; padding: 0px; text-align: center; width: 38px;">
17h 19</div>
<div class="chuva" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/gota_agua.png?b4af0a1806f1); background-position: initial initial; background-repeat: no-repeat no-repeat; color: #0099ff; float: left; font-family: inherit; font-size: 18px; margin: 5px 0px 0px 24px; outline: 0px; padding: 0px 0px 0px 18px;">
<span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 6px;">80<span style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; font-family: inherit; font-size: 12px; margin: 0px; outline: 0px; padding: 0px;">%</span></span> <span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 6px;">10<span style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; font-family: inherit; font-size: 12px; margin: 0px; outline: 0px; padding: 0px;">mm</span></span></div>
</div>
<div class="medidas" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/separador.png?b4af0a1806f1); background-position: 50% 50%; background-repeat: no-repeat no-repeat; color: #666666; font-family: inherit; font-size: 9px; margin: 0px 0px 22px; outline: 0px; overflow: hidden; padding: 12px 0px; width: 300px;">
<div class="maxima" style="background-color: transparent; display: inline; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 135px;">
<span class="max" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 13px 0px 0px;">MÁX</span> <span class="temperatura-padrao temperatura-g-2" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?b4af0a1806f1); background-position: -63px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-9" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?b4af0a1806f1); background-position: -280px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?b4af0a1806f1); background-position: -311px 0px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span></div>
<div class="minima" style="background-color: transparent; display: inline; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 1px 0px 0px; width: 137px;">
<span class="temperatura-padrao temperatura-g-1" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?b4af0a1806f1); background-position: -32px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="temperatura-padrao temperatura-g-6" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?b4af0a1806f1); background-position: -187px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 30px;"></span><span class="medida" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/sprite_numeros.png?b4af0a1806f1); background-position: -311px -46px; background-repeat: no-repeat no-repeat; display: inline-block; font-family: inherit; height: 45px; margin: 0px; outline: 0px; padding: 0px; width: 20px;"></span> <span class="min" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px 0px 0px 4px;">MIN</span></div>
</div>
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; overflow: hidden; padding: 0px; width: 300px;">
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">umidade relativa do ar</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">69%</strong></li>
<li style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 0px; outline: 0px; padding: 0px;"><span style="background-color: transparent; float: left; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-align: right; width: 139px;">indice de raios UV</span><strong style="background-color: transparent; color: #3a3a3a; float: right; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; width: 147px;">alto</strong></li>
</ul>
</div>
<div class="previsao" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/bg_seta.png?b4af0a1806f1); background-position: 0px 1px; background-repeat: no-repeat no-repeat; float: left; font-family: inherit; height: 230px; margin: 0px; outline: 0px; padding: 19px 0px 0px; width: 420px;">
<ul style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;">
<li class="manha" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 45px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px -10px; outline: 0px; padding: 0px; text-transform: uppercase;">MANHÃ</span><div class="midia-padrao midia-gg-4r" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?b4af0a1806f1); background-position: -800px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: -8px; outline: 0px; padding: 0px;">
Sol com muitas nuvens e chuva</div>
</li>
<li class="tarde" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 22px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px 0px 0px 3px; outline: 0px; padding: 0px; text-transform: uppercase;">TARDE</span><div class="midia-padrao midia-gg-4r" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?b4af0a1806f1); background-position: -800px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
</div>
<div style="background-color: transparent; font-family: inherit; line-height: 11px; margin-left: 2px; outline: 0px; padding: 0px;">
Sol com muitas nuvens e chuva</div>
</li>
<li class="noite" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #666666; float: left; font-family: inherit; font-size: 11px; line-height: 14px; list-style: none; margin: 2px 0px 0px; outline: 0px; padding: 0px 0px 0px 19px; text-align: center; width: 100px;"><span style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 0px; text-transform: uppercase;">NOITE</span><div class="midia-padrao midia-gg-4rn" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/tempo/sprite_icones_transparent.png?b4af0a1806f1); background-position: -1000px 0px; background-repeat: no-repeat no-repeat; font-family: inherit; height: 103px; margin: 12px 0px 14px; outline: 0px; padding: 0px; width: 95px;">
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Noite nublada e chuvosa</div>
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<div class="vento" style="background-image: url(http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/bg_seta.png?b4af0a1806f1); background-position: 0px 1px; background-repeat: no-repeat no-repeat; float: left; font-family: inherit; height: 217px; margin: 0px; outline: 0px; padding: 0px; width: 220px;">
<div class="bloco" style="background-color: transparent; font-family: inherit; margin: 0px; outline: 0px; padding: 38px 0px 0px 50px;">
<img alt="" height="142" src="http://s.glbimg.com/jo/g1/static/live/g1/pagina_previsao_do_tempo/img/cda/vento/ventos_SE.gif" style="background-color: transparent; border: 0px; font-family: inherit; margin: 0px; outline: 0px; padding: 0px;" width="142" /><br />
<div style="background-color: transparent; font-family: inherit; margin: -99px 0px 0px 42px; outline: 0px; padding: 0px; width: 60px;">
<span class="numero" style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #7d9db0; display: block; font-family: 'Helvetica Neue', helvetica, sans-serif, arial; font-size: 30px; margin: 0px; outline: 0px; padding: 0px; text-align: center;">18</span><strong style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; display: block; font-family: inherit; font-size: 11px; margin: 0px; outline: 0px; padding: 0px; text-align: center;">km/h</strong><span style="background-color: transparent; background-position: initial initial; background-repeat: initial initial; color: #999999; display: block; font-family: inherit; font-size: 9px; margin: 0px; outline: 0px; padding: 0px; text-align: center;">VENTO MÁX</span></div>
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<div class="previsao-proximos-dias" style="background-color: white; font-family: arial, helvetica, freesans, sans-serif; font-size: 12px; line-height: 12px; margin: 0px; outline: 0px; padding: 0px 0px 50px;">
<div class="titulo" style="background-color: transparent; border-bottom-color: rgb(238, 238, 238); border-bottom-style: solid; border-bottom-width: 1px; color: #333333; font-family: inherit; font-size: 16px; line-height: 49px; margin-left: 1px; outline: 0px; padding: 0px;">
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Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-83970067576667516712013-06-06T19:00:00.001-07:002013-06-07T15:06:51.540-07:00<h2>
<span class="mw-headline" id="A_cidade">A cidade</span></h2>
<h4>
<b>Amargosa</b> é um município brasileiro do estado da Bahia. Sua população estimada em 2008 era de 34.340 habitantes. Em 19 de junho de 1891, aconteceu o ato de criação que elevou a Vila de Nossa Senhora do Bom Conselho de Amargosa à categoria de cidade, passando a se chamar apenas Amargosa. O nome desta cidade teve origem na caça das pombas de carne amarga que faziam parte da fauna local, e que atraia caçadores da região, através do convite: "vamos às amargosas". Amargosa é um município que destaca-se pela beleza de suas inúmeras praças e jardins. Amargosa tem como um de seus mais ilustres personagens Pedro Calmon, que foi muito importante para o desenvolvimento da cidade na época em que sua família ali residia.<br />Informes gerais<ul>
<li>População: 33.931 (2010)</li>
</ul>
<ul>
<li>Clima: úmido, úmido-subúmido, subúmido-semi-árido e semi-árido</li>
</ul>
<ul>
<li>Temperatura média : 25º</li>
</ul>
<ul>
<li>Principais atividades econômicas: pecuária, caju, café, banana, mandioca e indústria calçadista</li>
</ul>
<ul>
<li>Padroeira : N.Sr.ª do Bom Conselho</li>
</ul>
<span class="mw-headline" id="Geografia">Geografia</span><br />Situada no Vale do Jiquiriçá, em uma das mais belas paisagens do interior da Bahia, que incluem rios, cachoeiras, matas e trilhas. Possui um dos quatro melhores índices de saúde da Bahia, a cidade melhora sua infra-estrutura e vem crescendo economicamente.<br />Clima<br />O clima em Amargosa tem grande variação, abrangendo o úmido, úmido-subúmido, subúmido-semi-árido e semi-árido. As temperaturas variam de 15°C no inverno a 26°C nas estações mais quentes.<br />Relevo<br />O município de Amargosa é composto por morros e colinas de vertentes íngremes a aguçado e com tendência a crista, de forma convexa, sendo que na parte norte da região é mais abaulado e próximo a Santa Terezinha tabular, o relevo, portanto, é controlado pela estrutura com uma altitude variando de 230 a 980 m, destacando as serras de Tartaruga, Julião e Baratinha.<br />Hidrografia<br />O principal rio que corta o município de Amargosa é o Jiquiriçá-Mirim, tendo como afluentes os riachos da Correntina, Tamanduá, Cavaco, Boqueirão, Bainha, Timbó, Tauá, Massaranduba, Baixada e outros de menor vazão. Também são importantes para o município os rios Corta Mão, Riachão, Verde e Capivara.<br />Vegetação<br />Próximo à região de divisa com os municípios de Mutuípe, Laje e Ubaíra é predominante as formações florestais secundárias (capoeira). À medida que se aproxima de Brejões, Milagres, as temperaturas e os índices pluviométricos diminuem, ocorrendo formações com aspectos arbóreos menos exuberantes e ocorrem formações de caatinga na divisa com Santa Terezinha e Milagres.<br />Divisão Político-Administrativa<br />A sede de Amargosa compreende os bairros do Centro, Rodão, São Roque, Santa Rita, Alto da Bela Vista, Katiara, URBIS l, URBIS ll e Sucupira. Além da sede do município existem os distritos de Corta Mão, Itachama e Diógenes Sampaio e quatro povoados: Acajú, Baixa de Areia, Cavaco e Barreiro.<br /><span class="mw-headline" id="Economia">Economia</span> da produção da Agropecuária<br /><span style="font-family: inherit;">Comercialização</span><br /><span style="font-family: inherit;">Das várias formas de comercialização na região, a mais usual é a feira livre, destacando-se como centro de convergência da produção regional, onde se reúnem produtores, intermediários, caminhoneiros e outros agentes. A produção leiteira é beneficiada pelas micro-usinas de produtores ou comprada por usinas em Salvador e Cachoeira. O café, cacau e o fumo são comercializados por armazém representantes de grandes empresas do ramo. Parte do café está sendo beneficiada por torrefadoras locais.</span><br /><span style="font-family: inherit;">Comércio e Serviços</span><br /><span style="font-family: inherit;">Amargosa tem uma boa estrutura no comércio. Há grandes supermercados, farmácias e drogarias, lojas de móveis e materiais de construção, revendas de veículos, etc. Na área de saúde, existem a Santa Casa de Misericórdia, clínicas particulares, centros de saúde da rede pública e o Hospital Geral de Amargosa.</span><br /><span style="font-family: inherit;">Atividade industrial</span><br /><span style="font-family: inherit;">As indústrias, em sua maioria, são de pequeno porte, com a produção consumida no município e em outros circunvizinhos. São quatro as micro-usinas de leite em funcionamento e duas torrefações de café. As casas de farinha e olarias são de caráter artesanal, existindo mais de trinta casas no município. Vale mencionar as serrarias e fábricas de móveis, que, apesar de artesanais, criam móveis de qualidade. Também se destaca a implantação de uma unidade do pólo calçadista: a Daiby produz sapatos femininos, inclusive para exportação, e emprega aproximadamente 400 pessoas.</span><span style="font-family: inherit;">A pecuária extensiva é a marca do médio e grande produtor, sendo que a pecuária de leite intensiva, inserida no contexto nos anos 70 tinha se mostrado como alternativa tem passado por grandes dificuldades devido ao custo dos insumos. Atualmente, a maioria da população ativa em Amargosa está inserida no setor primário, produzindo na agricultura as culturas de subsistência tendo a mandioca como a mais importante, com ênfase para banana, milho, feijão, fumo e amendoim, que são o sustentáculo da pequena produção. No cacau, café e a cana encontram-se a alternativa da pequena e da média produção.</span></h4>
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<span style="font-family: inherit;">Postado por: Ana Jhulya</span></div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-2268748840252987212013-06-06T18:51:00.001-07:002013-06-06T18:51:43.802-07:00O mapa é uma imagem reduzida de uma determinada superfície. Essa redução - feita com o uso da escala - torna possível a manutenção da proporção do espaço representado. É fácil reconhecer um mapa do <a href="http://noticias.uol.com.br/licaodecasa/materias/fundamental/geografia/mapa-brasil.jhtm">Brasil</a>, por exemplo, independente do tamanho em que ele é apresentado, pois a sua confecção obedeceu a determinada escala, que mantém a sua forma. A escala cartográfica estabelece, portanto, uma relação de proporcionalidade entre as distâncias lineares num desenho (mapa) e as distâncias correspondentes na realidade.<br />
As escalas podem ser indicadas de duas maneiras, através de uma representação gráfica ou de uma representação numérica.<br />
<h3>
<b>Escala gráfica</b></h3>
A escala gráfica é representada por um pequeno segmento de reta graduado, sobre o qual está estabelecida diretamente a relação entre as distâncias no mapa, indicadas a cada trecho deste segmento, e a distância real de um território. Observe:<br />
<div class="modfoto center modulos grande">
<div class="conteudo">
<ul>
<li><img alt="" border="0" class="imagem" src="http://n.i.uol.com.br/licaodecasa/ensmedio/geografia/escala.gif" title="" /></li>
</ul>
</div>
</div>
De acordo com este exemplo cada segmento de 1cm é equivalente a 3 km no terreno, 2 cm a 6 km, e assim sucessivamente. Caso a distância no mapa, entre duas localidades seja de 3,5 cm, a distância real entre elas será de 3,5 X 3, ou 10,5 km (dez quilômetros e meio). A escala gráfica apresenta a vantagem de estabelecer direta e visualmente a relação de proporção existente entre as distâncias do mapa e do território.<br />
<h3>
<b>Escala numérica </b></h3>
A escala numérica é estabelecida através de uma relação matemática, normalmente representada por uma razão, por exemplo: 1: 300 000 (1 por 300 000). A primeira informação que ela fornece é a quantidade de vezes em que o espaço representado foi reduzido. Neste exemplo, o mapa é 300 000 vezes menor que o tamanho real da superfície que ele representa.<br />
Na escala numérica as unidades, tanto do numerador como do denominador, são indicadas em cm. O numerador é sempre 1 e indica o valor de 1cm no mapa. O denominador é a unidade variável e indica o valor em cm correspondente no território. No caso da escala exemplificada (1: 300 000), 1cm no mapa representa 300 000 cm no terreno, ou 3 km. Trata-se portanto da representação numérica da mesma escala gráfica apresentada anteriormente.<br />
<div class="modfoto center modulos grande">
<div class="conteudo">
<ul>
<li><img alt="" border="0" class="imagem" src="http://n.i.uol.com.br/licaodecasa/ensmedio/geografia/escala1.gif" title="" /></li>
</ul>
</div>
</div>
Caso o mapa seja confeccionado na escala 1 300, cada 1cm no mapa representa 300 cm ou 3 m. Para fazer estas transformações é necessário aplicar a escala métrica decimal:<br />
<div class="modfoto center modulos grande">
<div class="conteudo">
<ul>
<li><img alt="" border="0" class="imagem" src="http://n.i.uol.com.br/licaodecasa/ensmedio/geografia/escala2.gif" title="" /></li>
</ul>
</div>
</div>
<br /><br />postado por:Ana Jhulya!!!<br />
<div align="center">
ou</div>
Anonymoushttp://www.blogger.com/profile/18095089786737704258noreply@blogger.com0tag:blogger.com,1999:blog-1977277588777717834.post-39725752524658464572013-06-06T17:08:00.000-07:002013-06-06T17:08:51.307-07:00Tempo<div class="separator" style="clear: both; text-align: center;">
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