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	<title>Extravase</title>
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	<description>Fale o que vem na cabeça!</description>
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		<item>
		<title>Como ajustar a data no relógio de pulso</title>
		<link>http://www.extravase.com/blog/como-ajustar-a-data-no-relogio-de-pulso/</link>
		<comments>http://www.extravase.com/blog/como-ajustar-a-data-no-relogio-de-pulso/#comments</comments>
		<pubDate>Thu, 01 Mar 2012 03:57:24 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Dica]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1452</guid>
		<description><![CDATA[Estes dias atrás comecei a utilizar novamente meu relógio de pulso, pois bem, dois dias parou, pilha velha isto é que é sorte, mas tudo bem, passados uns dias levei ao relojoaria para trocar a pilha e arrumar a data, que eu não tinha conseguido arrumar, já que o precisa ficar girando 24 horas os [...]]]></description>
			<content:encoded><![CDATA[<p>Estes dias atrás comecei a utilizar novamente meu relógio de pulso, pois bem, dois dias parou, pilha velha isto é que é sorte, mas tudo bem, passados uns dias levei ao relojoaria para trocar a pilha e arrumar a data, que eu não tinha conseguido arrumar, já que o precisa ficar girando 24 horas os ponteiros das horas para mudar a data. Não me conformei com este cenário, não podia acreditar que não tinha outra forma de resolver isto, nada mais inteligente.</p>
<p><a href="http://www.extravase.com/blog/wp-content/uploads/2012/02/relogio_de_pulso.jpg"><img class="aligncenter size-full wp-image-1453" title="relogio_de_pulso" src="http://www.extravase.com/blog/wp-content/uploads/2012/02/relogio_de_pulso.jpg" alt="" width="284" height="325" /></a></p>
<p>E como havia imaginado acertei! Conversando com o relojoeiro ele explicou que muitos relógios, como por exemplo o meu que é da marca Technos tem no botão de ajustar as horas um segundo estágio que arrumar a data, então aí vai a dica, caso seja parecido com o seu.</p>
<p>Se você puxar tudo ou seja o máximo que ele permite é para arrumar os ponteiros das horas, minutos e segundo, mas um pouco antes, você pode então empurrar o pino muito levemente e com calma para o próximo estágio que servirá para ajustar a data, outra fato interessante é que no meu caso o sentido do girar para a data é o contrário das horas.</p>
<p>Caso você conheça alguma outra forma de ajustar outros relógios é só comentar e compartilhar com todos.</p>
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		<item>
		<title>Não deixe a peteca cair</title>
		<link>http://www.extravase.com/blog/nao-deixe-a-peteca-cai/</link>
		<comments>http://www.extravase.com/blog/nao-deixe-a-peteca-cai/#comments</comments>
		<pubDate>Wed, 05 Oct 2011 19:12:29 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Esporte]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1445</guid>
		<description><![CDATA[&#8220;Não deixe a petecar cair&#8221;, isso com certeza você já ouviu, um ditado comum muito utilizado para motivar alguém que esta querendo desistir de agluma tarefa. E afinal &#8220;Jogar Peteca&#8221;, é do teu tempo?? Você sabe o que é ou já viu uma peteca? Uma brincadeira antiga com origens indígenas e parecida com o voleibol. [...]]]></description>
			<content:encoded><![CDATA[<p>&#8220;Não deixe a petecar cair&#8221;, isso com certeza você já ouviu, um ditado comum muito utilizado para motivar alguém que esta querendo desistir de agluma tarefa. E afinal &#8220;Jogar Peteca&#8221;, é do teu tempo?? Você sabe o que é ou já viu uma peteca?<br />
Uma brincadeira antiga com origens indígenas e parecida com o voleibol.</p>
<p>Jogado numa quadra dividida com uma rede, golpeando-a de um lado para o outro seguindo as regras da confederação, é isso mesmo &#8220;confederação&#8221; que você leu, o esporte é todo regulamentado com campeonatos.</p>
<p><a href="http://www.extravase.com/blog/wp-content/uploads/2011/10/peteca.jpg"><img class="aligncenter size-full wp-image-1448" title="peteca" src="http://www.extravase.com/blog/wp-content/uploads/2011/10/peteca.jpg" alt="" width="576" height="381" /></a></p>
<p>Eu lembrei agora quando fazia peteca com folha seca de espiga de milho e pena de galinha e pato, quando pequeno, depois de voltar num fim de semana do sítio onde tinha estas matérias primas para confecção artesanal da dita cuja.</p>
<p>Se gostou da idéia pode tentar montar uma de papel jornal, é uma ótima atividade para entreter e divertir as crianças. Separe o seguinte material: Uma folha de jornal e um pedaço de barbante ou fita adesiva tipo durex.</p>
<p>Para fazer, basta amassar o meio do jornal até formar um bola achatada. Colocar a bola no centro da outra metade da folha e envolvê-la deixando as pontas soltas. Torcer a a folha na altura da bola e prender com a fita ou amarrado com o barbante. Você pode ainda pintar com cores alegres de tinta guache.</p>
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		</item>
		<item>
		<title>Formatar Números Negativos no Calc do BrOffice</title>
		<link>http://www.extravase.com/blog/formatar-numeros-negativos-no-calc-do-broffice/</link>
		<comments>http://www.extravase.com/blog/formatar-numeros-negativos-no-calc-do-broffice/#comments</comments>
		<pubDate>Thu, 07 Jul 2011 15:07:48 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Dica]]></category>
		<category><![CDATA[Informática]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1426</guid>
		<description><![CDATA[Os programas de planilha eletrônica são grandes aliados na hora de desenvolver alguma tabela que utilize cálculos matemáticos e para não se tornarem os piores inimigos as vezes é preciso gastar algumas horas procurando como fazer as fórmulas e formatações desejadas. Procurando por recursos dentro destas ferramentas quero compartilhar com vocês como formatar números negativos [...]]]></description>
			<content:encoded><![CDATA[<p>Os programas de planilha eletrônica são grandes aliados na hora de desenvolver alguma tabela que utilize cálculos matemáticos e para não se tornarem os piores inimigos as vezes é preciso gastar algumas horas procurando como fazer as fórmulas e formatações desejadas.</p>
<p>Procurando por recursos dentro destas ferramentas quero compartilhar com vocês como formatar números negativos no formato contábil que ao invés de utilizar o sinal de &#8220;-&#8221;  utiliza &#8220;( )&#8221; parênteses para indicar que um número é negativo, podendo ainda pintar a fonte de vermelho.</p>
<p>Para isto você deve selecionar as células que deseja alterar e entrar no menu <em><strong>Formatar/Células</strong></em> na aba <strong><em>Números</em></strong> você deve preencher o campo destacado na imagem: <em><strong>Código do formato</strong></em> com a seguintes seqüencia: <strong><em>#.##0,00;[RED](#.##0,00)</em></strong></p>
<p><a href="http://www.extravase.com/blog/wp-content/uploads/2011/07/menu.jpg"><img class="aligncenter size-full wp-image-1430" title="menu" src="http://www.extravase.com/blog/wp-content/uploads/2011/07/menu.jpg" alt="" width="565" height="451" /></a></p>
<p>Caso não queira que fique em vermelho é só tirar o texto <strong><em>&#8220;[RED]&#8220;</em></strong>. Também pode brincar com o formato retirando os pontos e vírgulas. De forma geral o sinal de &#8220;#&#8221; cerquilha ou sustenido representa os números digitados na célula.</p>
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		</item>
		<item>
		<title>Tâmara &#8211; Fruta da Tamareira</title>
		<link>http://www.extravase.com/blog/tamara-fruta-da-tamareira/</link>
		<comments>http://www.extravase.com/blog/tamara-fruta-da-tamareira/#comments</comments>
		<pubDate>Mon, 27 Jun 2011 21:21:32 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Comida]]></category>
		<category><![CDATA[Saúde]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1421</guid>
		<description><![CDATA[Confesso que todos os assuntos gastronômicos sempre me chamaram atenção, afinal quem não gosta de um bom prato saboroso, pense no que mais você gosta de comer, já dá vontade não é&#8230; Sempre gostei de experimentar frutas e sucos das mesmas, tudo in natura além de gostoso também muito saudável e nutritivo. Também já comi [...]]]></description>
			<content:encoded><![CDATA[<p>Confesso que todos os assuntos gastronômicos sempre me chamaram atenção, afinal quem não gosta de um bom prato saboroso, pense no que mais você gosta de comer, já dá vontade não é&#8230;</p>
<p>Sempre gostei de experimentar frutas e sucos das mesmas, tudo <em>in natura</em> além de gostoso também muito saudável e nutritivo. Também já comi algumas que não gostei.</p>
<p>A mais recente degustação é a tâmara, trazida por um colega do oriente, tem um sabor adocicado e forte muito bom, lembra um pouco frutas cristalizadas, sem semente e talvez a aparência não seja muito o seu forte, mas vale a pena provar, tem um sabor diferenciado as frutas comuns aqui no nosso país.</p>
<p style="text-align: center;"><a href="http://www.extravase.com/blog/wp-content/uploads/2011/06/tamara.jpg"><img class="aligncenter size-full wp-image-1422" title="tamara" src="http://www.extravase.com/blog/wp-content/uploads/2011/06/tamara.jpg" alt="" width="360" height="233" /></a></p>
<p>Não sei mais detalhes se existe produção aqui no Brasil ou somente importação, mas pesquisando encontrei alguns detalhes sobre o fruto que é conhecido por ser bastante calórico e rica em diversas vitaminas.</p>
<p>Também é uma fruta muito antiga e tem a forma de palmeiras. Se tiver a oportunidade prove eu recomendo, também existem opções de bolos, tortas e outros quitutes que podem ser feitos com a fruta.</p>
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		</item>
		<item>
		<title>Muito cacique pra pouco índio</title>
		<link>http://www.extravase.com/blog/muito-cacique-pra-pouco-indio/</link>
		<comments>http://www.extravase.com/blog/muito-cacique-pra-pouco-indio/#comments</comments>
		<pubDate>Mon, 27 Jun 2011 21:01:48 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Cotidiano]]></category>
		<category><![CDATA[Trabalho]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1413</guid>
		<description><![CDATA[Sabe aqueles dias que você percebe que só tem você de índio é um monte de cacique pra mandar?! Então, tenho certeza que a imagem abaixo te diz muita coisa. Sempre tem um zé que carrega todos os outros. As vezes me questiono sobre o convívio com pessoas no ambiente de trabalho e percebo que [...]]]></description>
			<content:encoded><![CDATA[<p>Sabe aqueles dias que você percebe que só tem você de índio é um monte de cacique pra mandar?! Então, tenho certeza que a imagem abaixo te diz muita coisa. Sempre tem um zé que carrega todos os outros.</p>
<p><a href="http://www.extravase.com/blog/wp-content/uploads/2011/06/pessoa_trabalhando.jpg"><img class="size-full wp-image-1414 aligncenter" title="pessoa_trabalhando" src="http://www.extravase.com/blog/wp-content/uploads/2011/06/pessoa_trabalhando.jpg" alt="" width="380" height="408" /></a></p>
<p>As vezes me questiono sobre o convívio com pessoas no ambiente de trabalho e percebo que só muda o endereço,  todos os  lugares sempre tem as suas peculiaridades quanto ao comportamento de seres humanos em formação de grupo. E sempre a mesma história, salva-se uma meia dúzia de bons funcionários e patrões que vestem a camisa e querem crescer junto e não a custas de explorar e prejudicar outras pessoas para se sentir superior.</p>
<p>Numa palestra sobre motivação e conquista ouvi dizer algo interessante: &#8220;- Sempre faça  mais do que esperam de você!&#8221;, pessoas interessantes e dedicadas sempre se destacam.</p>
<p>Não esqueça que você também pode &#8220;<strong>demitir</strong>&#8221; a empresa, é isso mesmo, não adianta muitas vezes ficar reclamando pelos cantos dizendo que tudo esta ruim e que o emprego é uma droga, mas pergunte-se a si mesmo: &#8220;- o que estou fazendo para melhorar?&#8221; se a resposta for um breve silêncio então você tem duas opções: ou acaba de acordar-se para a realidade e começa fazer algo ou vai continuar na mesma, pode ser que de certo ou não, quem sabe onde o vento leva não é mesmo?!</p>
<p>Fazer algo para melhorar quer dizer pequenas e grandes atitudes para construir oportunidades, não é todo mundo que ganhar prêmios milionários acumulados da loteria, então você precisa fazer um plano, e a primeira coisa é ter um objetivo, não adianta sair procurando se você não sabe o que está procurando.</p>
<p>Trace seu objetivo e anote como vai chegar lá, mesmo que pareça difícil, é como a famosa frase da ciência:</p>
<blockquote><p>&#8220;sem saber que era impossível, foi lá e fez!&#8221;</p></blockquote>
<p>E então qual deles você é?</p>
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		<item>
		<title>Como ajustar os óculos caindo</title>
		<link>http://www.extravase.com/blog/como-ajustar-os-oculos-caindo/</link>
		<comments>http://www.extravase.com/blog/como-ajustar-os-oculos-caindo/#comments</comments>
		<pubDate>Mon, 27 Jun 2011 20:23:07 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Cotidiano]]></category>
		<category><![CDATA[Dica]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1399</guid>
		<description><![CDATA[Óculos, todas as proparoxitona são acentuadas&#8230; rsrs só treinando. Então vamos falar de óculos, para algumas (raras) pessoas é um artigo de beleza, desejo de consumo, para a grande maioria uma necessidade para desempenhar suas atividades rotineiras e do trabalho. Pois eu entrei para o time dos utilizadores das lentes e preferia não precisar, mas [...]]]></description>
			<content:encoded><![CDATA[<p>Óculos, todas as proparoxitona são acentuadas&#8230; rsrs só treinando.</p>
<p>Então vamos falar de óculos, para algumas (raras) pessoas é um artigo de beleza, desejo de consumo, para a grande maioria uma necessidade para desempenhar suas atividades rotineiras e do trabalho. Pois eu entrei para o time dos utilizadores das lentes e preferia não precisar, mas a idade vai chegando &#8230;rsrsrs&#8230; e não tem como escapar, além de tudo acredito que o fato de eu ler bastante e utilizar muito computador force um desgaste maior dos olhos.</p>
<p>Independente do motivo o jeito é escolher uma boa armação com a lente adequada e se adaptar. Uma coisa que estava me incomodando é ao movimentar a cabeça o óculos começar a cair, deslizando sobre o nariz .</p>
<p>Então procurei saber como é  que faz o ajuste para a folga, neste caso é muito simples, basta apertar com cuidado as dobras da perna do óculos conforme aponta a figura. Claro, cuidado para não quebrar afinal é uma peça sensível e você deve apertar na direção de fora para dentro. No meu caso resolveu que sabe se o seu também estiver caindo pode tentar fazer o procedimento e ver se melhora.</p>
<p style="text-align: center;"><a href="http://www.extravase.com/blog/wp-content/uploads/2011/06/oculos.jpg"><img class="aligncenter size-full wp-image-1411" title="oculos" src="http://www.extravase.com/blog/wp-content/uploads/2011/06/oculos.jpg" alt="" width="365" height="158" /></a></p>
<p>Em caso de dúvida ou situação diferentes é melhor procurar a ótica de sua confiança e solicitar para regular, muitos lugares nem cobram por este serviço que é rápido e pode ser feito na mesmo hora.</p>
<p>Também mais importante é a qualidade da visão, sempre observar se as lentes estão fazendo efeito e causando melhora, qualquer sinal de desconforto ou que não esta bom melhor ir ao seu médico oftalmologista.</p>
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		<item>
		<title>Comandos que podem salvar seu computador</title>
		<link>http://www.extravase.com/blog/comandos-que-podem-salvar-seu-computador/</link>
		<comments>http://www.extravase.com/blog/comandos-que-podem-salvar-seu-computador/#comments</comments>
		<pubDate>Mon, 27 Jun 2011 12:57:35 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Dica]]></category>
		<category><![CDATA[Informática]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1371</guid>
		<description><![CDATA[O computador é cheio de comandos e detalhes, alguns destes podem salvar seu computador. Um verdadeiro canivete suíço de programas e utilitários. Reparar disco, recuperar arquivos deletados, restaurar configurações de vídeo é assim a vida dos técnicos de informática, sempre tem um programinha para dar um jeito e quando não tem mais salvação aí é [...]]]></description>
			<content:encoded><![CDATA[<p>O computador é cheio de comandos e detalhes, alguns destes podem salvar seu computador. Um verdadeiro canivete suíço de programas e utilitários. Reparar disco, recuperar arquivos deletados, restaurar configurações de vídeo é assim a vida dos técnicos de informática, sempre tem um programinha para dar um jeito e quando não tem mais salvação aí é só formantando o computador mesmo.</p>
<p>Alguns deste programas utilitários já foram discutidos aqui, e sempre gosto de lembrar do <strong><em>scandisk</em> </strong>e do <em><strong>ponto de restauração</strong></em>, estes dois já me salvaram várias vezes. É claro que o melhor e não precisar porém se você tiver o costume de sempre fazer algumas rotinas de manutenção com certeza poderá evitar perda de arquivos importantes.</p>
<p>Mas hoje quero destacar o comando: sfc</p>
<p><a href="http://www.extravase.com/blog/wp-content/uploads/2011/06/sfc.png"><img class="aligncenter size-full wp-image-1396" title="sfc" src="http://www.extravase.com/blog/wp-content/uploads/2011/06/sfc.png" alt="" width="542" height="426" /></a></p>
<p>O System File Checker &#8211; SFC é um utilitário que tem por objetivo verificar os arquivos protegidos do sistema e recuperá-los substituindo por uma versão de cópia original guardada em outra pasta. Muito útil em alguns casos quando corrompeu arquivos por desligamento incorreto ou algum tiposde vírus que alteram e destroem arquivos importantes do sistema operacional. Se você ainda não conhecia este comando vale a pena te-lo no seu canivete.</p>
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" alt="" /></div>
]]></content:encoded>
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		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Trocar o ícone da sua página ou blog</title>
		<link>http://www.extravase.com/blog/trocar-o-icone-da-sua-pagina-ou-blog/</link>
		<comments>http://www.extravase.com/blog/trocar-o-icone-da-sua-pagina-ou-blog/#comments</comments>
		<pubDate>Sun, 26 Jun 2011 04:45:29 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Dica]]></category>
		<category><![CDATA[Internet]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1389</guid>
		<description><![CDATA[Gosto sempre de descrever aqui os procedimento que utilizei para fazer alterações na estrutura ou codificação das funcionalidades no blog ou em páginas html geral da web como forma de compartilhar o conhecimento o que torna-se um facilitador para quem procura e também como acervo de dicas pessoais onde posso sempre consultar algo quando esqueço [...]]]></description>
			<content:encoded><![CDATA[<p>Gosto sempre de descrever aqui os procedimento que utilizei para fazer alterações na estrutura ou codificação das funcionalidades no blog ou em páginas html geral da web como forma de compartilhar o conhecimento o que torna-se um facilitador para quem procura e também como acervo de dicas pessoais onde posso sempre consultar algo quando esqueço e preciso de uma resposta rápida para a dúvida em questão.</p>
<p><a href="http://www.extravase.com/blog/wp-content/uploads/2011/06/html.jpg"><img class="aligncenter size-full wp-image-1390" title="html" src="http://www.extravase.com/blog/wp-content/uploads/2011/06/html.jpg" alt="" width="418" height="315" /></a></p>
<p>Hoje vou colocar uma dica que utilizei para alterar o ícone aqui do blog mas que serve para alterar em qualquer página pois utiliza uma tag html destinada a este fim, muito fácil por sinal.</p>
<p>Para quem utiliza o WordPress pode clicar no menu da esquerda em <strong>Aparência </strong>dentro do <strong>Painel</strong>, logo clicar em <strong>Editor</strong>, ao lado direito escolher o arquivo de <strong>Cabeçalho (header.php), </strong>neste arquivo você deve localizar as linhas que começam com a tag <em><strong>&lt;link rel&#8230;.</strong></em> e  incluir ou substituir a tag a seguir:</p>
<blockquote><p><em>&lt;link rel=&#8221;shortcut icon&#8221; href=&#8221;&lt;?php echo bloginfo(&#8216;stylesheet_directory&#8217;) ?&gt;/images/favicon.ico&#8221; &gt;</em></p></blockquote>
<p>lembrando que a imagem que você quer colocar como ícone já deve estar dentro da pasta do site, dentro do caminho do seu tema e<strong><em> dentro da pasta images </em></strong>com o <em><strong>nome favicon.ico</strong></em>, e caso você tenha ela em outro lugar basta alterar o caminho da imagem e pronto.</p>
<p>Esta dica pode ser utilizada em qualquer arquivo html de qualquer site afinal a tag é universal e deve funcionar em qualquer browse.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Programa de Pontos e Fidelidade</title>
		<link>http://www.extravase.com/blog/programa-de-pontos-e-fidelidade/</link>
		<comments>http://www.extravase.com/blog/programa-de-pontos-e-fidelidade/#comments</comments>
		<pubDate>Sun, 26 Jun 2011 03:06:52 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[De tudo um pouco]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1384</guid>
		<description><![CDATA[As questões pertinentes a gestão financeira pessoal sempre me chamam atenção porque fazem parte do nosso dia a dia, onde a falta de planejamento e alguns eventos inesperados como perda de emprego, gastos médicos entre outros, podem comprometer o orçamento familiar. Saindo da contextualização e observando um ponto em especial que eu quero destacar são [...]]]></description>
			<content:encoded><![CDATA[<p>As questões pertinentes a gestão financeira pessoal sempre me chamam atenção porque fazem parte do nosso dia a dia, onde a falta de planejamento e alguns eventos inesperados como perda de emprego, gastos médicos entre outros, podem comprometer o orçamento familiar.</p>
<p>Saindo da contextualização e observando um ponto em especial que eu quero destacar são os programas de pontos e fidelidade. Hoje é comum termos sistemas de pontuação em cartões fidelidade de diversas redes de lojas e prestadores de serviços que onde, quanto mais você utiliza mais acumula pontos para trocar por algum tipo de benefício.<br />
<a href="http://www.extravase.com/blog/wp-content/uploads/2011/06/cartao_credito.jpg"><img class="size-full wp-image-1385 aligncenter" title="cartao_credito" src="http://www.extravase.com/blog/wp-content/uploads/2011/06/cartao_credito.jpg" alt="" width="421" height="277" /></a><br />
Este por sua vez variam bastante, temos desde lanternas de 1,99 ou lavagem de aparência em postos de combustível até eletrodomésticos ou passagens de avião. Recentemente consegui pontos para assinar uma revista por um ano, gostei da idéia, apesar de demorar para juntar os pontos. Considero uma estratégia de marketing importante pois sempre vou fazer alguma compra vem na cabeça aquela idéia de comprar utilizando determinado cartão para acumular pontos. Alguns estão oferecendo inclusive vantagens antes de gastar ou pre-recompensa, o conceito é simples ter descontos exclusivos somente porque é proprietário de uma ou outra bandeira específica. Este descontos podem ser em assinaturas de jornais ou revistas, em ingressos de shows, teatros ou cinema.</p>
<p>É claro que direta ou indiretamente quem paga somos nós mesmos, mas já que pagamos tudo e não ganhamos nada pelo menos assim alguma coisinha recebemos em troca, não é mesmo! rs</p>
<p>Hoje esta facilidade do crédito deve ser utilizada com cuidado para não entrar no navio do consumo descontrolado e naufragar no mar de dívidas.</p>
]]></content:encoded>
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		</item>
		<item>
		<title>Animais Ruminantes</title>
		<link>http://www.extravase.com/blog/animais-ruminantes/</link>
		<comments>http://www.extravase.com/blog/animais-ruminantes/#comments</comments>
		<pubDate>Tue, 14 Jun 2011 04:57:41 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Natureza]]></category>

		<guid isPermaLink="false">http://www.extravase.com/blog/?p=1315</guid>
		<description><![CDATA[Vivendo e aprendendo&#8230; nesta minha fase meio agronômica&#8230; diariamente acrescento diversas definições ao vocabulário especializado, hoje a palavra da vez são os animais ruminantes, apesar de já ter ouvido várias vezes antes este denominação e saber quais são alguns exemplares pertencentes a esta categoria não tinha me aprofundado muito no contexto. Pois bem para você [...]]]></description>
			<content:encoded><![CDATA[<p>Vivendo e aprendendo&#8230; nesta minha fase meio agronômica&#8230; diariamente acrescento diversas definições ao vocabulário especializado, hoje a palavra da vez são os animais ruminantes, apesar de já ter ouvido várias vezes antes este denominação e saber quais são alguns exemplares pertencentes a esta categoria não tinha me aprofundado muito no contexto.<br />
Pois bem para você leigo igual eu que quer uma definição clara e fácil pode anotar a seguinte descrição: Ruminantes são os animais mamíferos herbívoros que possuem mais de um compartimento gástrico. Exemplos desta classe são girafas, veados, bovídeos, etc.<br />
Claro que se você quiser mais detalhes pode buscar na literatura apropriada de agronomia ou veterinária. E quando precisar de tratamento para os referidos animais deve sempre buscar o acompanhamento de um  especialista.<br />
É interessante a alternância das fases da vida onde sempre estamos associados a um tema geral, e podemos observar a quantidade de informação absorvida e principalmente a que ainda resta a ser recebida, mostra da evolução das ciências sobre &#8220;tudo&#8221;.</p>
]]></content:encoded>
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