<?xml version='1.0' encoding='UTF-8'?><rss xmlns:atom="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearchrss/1.0/" xmlns:blogger="http://schemas.google.com/blogger/2008" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" version="2.0"><channel><atom:id>tag:blogger.com,1999:blog-2205309243377155937</atom:id><lastBuildDate>Sat, 05 Oct 2024 03:19:52 +0000</lastBuildDate><category>Sustentabilidade</category><category>Aquecimento Global</category><category>Recicle</category><category>Lixo</category><category>Mudanças Climáticas</category><category>Brasil</category><category>Extinção</category><category>Planeta</category><category>Meio Ambiente</category><category>Degelo</category><category>Desmatamento</category><category>Efeito Estufa</category><category>Usar com moderação</category><category>Vídeo</category><category>Mares</category><category>Mudança Climática</category><category>Poluentes</category><category>Previsões</category><category>Cada coisa em seu lugar</category><category>Camada de Ozônio</category><category>Desperdício</category><category>Estação Ciência</category><category>Mudança no mundo animal</category><category>Poluição</category><category>Site:Pegada Ecológica</category><category>Software Nasa</category><title>Mudanças Climáticas</title><description>Este Blog vai conter postagens sobre as mudanças climáticas no mundo, que estão gerando o aquecimento global e o que o homem pode fazer para evitar mais efeitos destruidores sobre o planeta terra.</description><link>http://oclimamundialmente.blogspot.com/</link><managingEditor>noreply@blogger.com (blogger cristina)</managingEditor><generator>Blogger</generator><openSearch:totalResults>101</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-8174703369854824547</guid><pubDate>Thu, 02 Jan 2014 19:29:00 +0000</pubDate><atom:updated>2014-01-02T17:29:46.595-02:00</atom:updated><title>Sustentabilidade gera economia</title><description>&lt;div style=&quot;color: blue;&quot;&gt;


 
 
 
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&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: #990000; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Investir
em equipamentos e produtos sustentáveis, além de ajudar o meio
ambiente, também economiza dinheiro.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;É
fato que devemos fazer a nossa parte para não destruir o meio
ambiente já que é sabido que os recursos naturais são limitados.
Saiba que algumas atitudes vão além do meio ambiente e afetam o
nosso bolso.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Confira
algumas dicas de produtos que são encontrados facilmente em lojas
especializadas em material de construção e que lhe ajudarão a
diminuir as contas no final do mês.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: #990000; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Para
economizar água&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;As
válvulas de descarga de duplo-fluxo que tem dois botões, sendo um
para resíduo líquido e outro pára sólido, economizam mais de
quatro vezes o volume de água..No mesmo quesito, as bacias com caixa
acoplada que são de fácil instalação e manutenção, também são
ótimas opções.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Além
disso, os arejadores de torneira representam uma economia de 10% a
30% de água.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: #990000; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Iluminação&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;As
lâmpadas frias são as mais recomendadas. Apesar de custar três
vezes mais do que uma lâmpadas incandescente, elas duram cerca de
sete mil horas, enquanto que a comum dura apenas duas mil horas.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: #990000; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Produtos&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Atenção
á compra de eletrodomésticos. A geladeira e o freezer, por exemplo,
respondem por 30% de consumo de luz. Sempre prefira comprar produtos
que tenham o selo Procel.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: #990000; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;Questão
de atitude&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;A
reciclagem de lixo também é imprescindível. No caso de um
condomínio, pode ser vendido e revestido em benefícios aos
moradores.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: x-large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2014/01/sustentabilidade-gera-economia.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-8584282992688716310</guid><pubDate>Fri, 06 Dec 2013 18:19:00 +0000</pubDate><atom:updated>2013-12-06T16:19:42.206-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Sustentabilidade</category><title>Participe da Coleta Seletiva</title><description>


 
 
 
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&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp; &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Veja como
é fácil participar da Coleta Seletiva.Você coloca todos os
materiais recicláveis em um saco ou caixa, separado do lixo orgânico
e rejeitos.A Cooperativa ou a Prefeitura coleta os recicláveis e
envia para o Centro de Triagem, onde serão separados e vendidos para
as indústrias recicladoras.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Para a
coleta comum devem seguir as resíduos orgânicos como sobras de
alimentos, cascas de frutas, verduras, folhas e também os rejeitos
como pó de varrição, lenços e fraldas descartáveis, absorventes,
fotografias, louças, porcelanas e papéis engordurados.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Com essa
atitude economizamos muitos recursos, aumentamos a vida útil dos
aterros santitários e geramos emprego e renda para os participantes
da Cooperativas e das indústrias recicladoras.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Cada um
fazendo a sua parte, todos ganham, inclusive o Meio Ambiente&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Plástico&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Garrafas
de água e refrigerantes, sacolas plásticas, embalagens de produtos
de higiene e limpeza, brinquedos e utensílios de plástico.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Vidro&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Garrafas,
potes e frascos de alimentos e produtos de higiene e limpeza.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Papel&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Jornais,
revistas, cadernos, folhas, lista telefônicas, caixas de papelão,
embalagens de leite.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Metal&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Latas de
bebidas, de alimentos, panelas sem cabo, talheres, cabias, objetos de
cobre, zinco, bronze  e ferro.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Você não
precisa de coletores diferentes. Apenas um saco o caixa para os
recicláveis e outro para o lixo úmido(orgânico e rejeitos)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Importantes&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Para
facilitar o trabalho da cooperativa, lave os frascos, garrafas,
vidros e as embalagens de leite. Isso evita a presença de insetos e
outros animais, o mal cheiro e facilita o armazenamento em casa até
o dia da coleta seletiva.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Anote o
dia da Coleta Seletiva em sua rua ou bairro.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Acesse:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://www.rotadareciclagem.com.br/&quot; target=&quot;_blank&quot;&gt;www.rotadareciclagem.com.br&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/12/participe-da-coleta-seletiva.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-8773141150011653581</guid><pubDate>Fri, 06 Dec 2013 18:00:00 +0000</pubDate><atom:updated>2013-12-06T16:01:09.681-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Sustentabilidade</category><title>Sustentabilidade</title><description>&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Você tem
direito ao verde!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Hoje em
dia, ouvimos muito sobre sustentabilidade, responsabilidade social  e
a conservação do meio ambiente. Tudo com o intuito de garantir o
bem estar do planeta.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Além,de
preservar, precisamos espalhar o verde. Uma rua arborizada contribui
para o clima local, melhorando a umidade do ar e reduzindo as altas
temperaturas das superfícies de asfalto e concreto.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O plantio
de árvores nas calçadas é um serviço que todo cidadão tem o
direito de pedir á prefeituras do seu município, pos apenas ela tem
permissão para fazer o plantio em locais públicos.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
população pode contribuir com arborização de áreas particulares,
como quintais e pátios. As árvores plantadas dentro do lote tem
melhores condições de desenvolvimento. As prefeituras
disponibilizam nos viveiros mudas para a população. Os viveiros são
verdadeiros berçários de árvores esperando por um lar.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
prefeitura é quem mais utiliza as mudas produzidas no local, mas
todo cidadão pode utilizar. Por exemplo, em São Paulo, por lei,
toda pessoa tem o direito de pegar cinco mudas de graça.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Informe-se
na prefeitura do seu município e espelhe o verde.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Fonte:Verdejando&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;img alt=&quot;&quot; height=&quot;240&quot; 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width=&quot;320&quot; /&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/12/sustentabilidade.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-512772177421708519</guid><pubDate>Sat, 23 Nov 2013 14:43:00 +0000</pubDate><atom:updated>2013-11-23T12:45:56.839-02:00</atom:updated><title>10 Dicas para tornar sua vida mais sustentável</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
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&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Dados
do IBGE apontaram que a população da cidade de São Paulo  agrega
mais de 10 milhões de pessoas.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Pode
até parecer pouco, mas se todos os moradores da capital paulista
deixassem o carro na garagem duas vezes por semana, no período de
uma não, mais de 7 bilhões de quilos  de poluentes não seriam
emitidos. Pequenas mudanças de hábitos, potencializadas por um
grande número de pessoas, têm o poder de ajudar na preservação do
nosso planeta.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Conheça
10 atitudes simples que podem salvar o planeta!&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;1-Evite
abrir e fechar a geladeira&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Abrir
e fechar a geladeira várias vezes ao dia aumenta o valor da conta de
luz no final do mês. Para evitar o gasto extra e e o desperdício de
energia, compre garrafas térmicas para ter água gelada sempre que
desejar.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;2-Desligue
o ar condicionado&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Ventiladores
de teto são ideais para refrescar o ambiente e usam 90% menos de
energia comparados aos ar condicionado. Outra dica é desligar o ar
condicionado uma hora antes de encerrar o expediente no trabalho.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;3-Use
baterias recarregáveis&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Pilhas
e baterias recarregáveis colaboram com o meio ambiente e ainda fazem
você economizar, já que não precisará comprá-las com frequência.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;4-Prefira
lâmpadas fluorescentes&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Por
ano, é possível economizar 136 quilos de gása carbônicos como o
uso de lâmpadas fluorescentes e também economizar 60% a mais de
energia.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;5-Use
o varal&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Usar
a secadora é cômodo, mas trocá-la pelo varal é ecologicamente
correto.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Estender
roupas no varal por metade do ano reduz a emissão de 317 quilos de
gás carbônico.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;6-Recicle
sempre&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Os
materiais que são facilmente descartados, podem ganhar nova
utilidade como objetos de decoração, brinquedos e ajudam a gerar
renda. Já os que não podem ser reutilizados, encaminhe para uma
central de reciclagem de seu bairro.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;7-Use
uma Ecobag&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A
Ecobag está na moda e há modelos e cores para todos os gostos. As
sacolas reutilizáveis são aliadas do meio ambiente, já que as
sacolinhas descartáveis &lt;span style=&quot;color: blue;&quot;&gt;liberam gás carbônico e metano na
atmosfera.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;8-Plante
uma árvore&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Um
velho ditado popular diz que, para ser completa, uma pessoa deve
“plantar uma árvore, escrever um livro e ter um filho”.Se você
ainda não fez nenhum dos três, comece plantando uma árvore. Você
pode colocá-la em um local do seu jardim ou inscrever-se em programa
de plantio desenvolvido por alguma instituição ou mesmo pela
prefeitura.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;9-Deixe
o carro na garagem&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Em
um ano, você pode deixar de emitir 700 quilos de poluentes se trocar
o carro por transporte coletivo ou usar aquela bicicleta esquecida na
garagem. Além disso, ao deixar o carro em casa você gasta menos
pois não precisa se preocupar com estacionamento, e ganha saúde:uma
hora pedalando, por exemplo, pode queimar até 700Kcal.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;10-Tome
banho de chuveiro&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Em
dias frios, um banho quentinho cai muito bem.Mas para quem não abre
mão da água bem quente, a dica é instalar um chuveiro de baixa
pressão. Com ele você evita a emissão de 180 quilos de dióxido de
carbono por ano.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/11/10-dicas-para-tornar-sua-vida-mais.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-5309540577101398187</guid><pubDate>Sat, 23 Nov 2013 14:42:00 +0000</pubDate><atom:updated>2013-11-23T12:46:14.917-02:00</atom:updated><title> Centro de reciclagem é inaugurado em São Paulo</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
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&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Sem
resíduos, cooperativa de lixo eletrônico opera abaixo do
potencial.Aparelho que usa energia ou pilha é considerado resíduo
eletrônico.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A
Coopermiti, cooperativa que recebe e recicla lixo eletrônico em São
Paulo, tem capacidade para receber 100 toneladas de material por mês,
mas atualmente opera apenas com 30% de seu potencial, por falta de
resíduos. Para enviar o material para a cooperativa, os cidadãos
podem entregar os equipamentos diretamente no galpão, na Barra
Funda, Zona Oeste da capital paulista, ou agendar uma coleta para
grandes quantidades.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Qualquer
aparelho que usa energia elétrica, solar ou a pilha é considerado
resíduo eletrônico. Equipamentos como televisores, computadores,
celulares, impressoras, câmeras fotográficas e filmadoras contém
metais pesados como chumbo e mercúrio que podem contaminar o solo.
Os equipamentos recolhidos são encaminhados para reciclagem e
tratamento, onde recebem destino socioambiental.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A coleta
é realizada gratuitamente, com caminhões disponibilizados pela
Prefeitura. Além disso, existem pontos de coleta espalhados pela
cidade - listados no site da cooperativa.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A
empresa, sem fins lucrativos, tem 25 cooperados que ganham entre R$
700 e R$ 800 por mês.  Em troca do trabalho de inclusão social, a
Prefeitura cede o galpão e fornece o sistema de coleta em casas e
empresas.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Serviço&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Coopermiti&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Rua
Doutor Sérgio Meira, 268 - Barra Funda&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Informações:
3666-0849&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Horário
de funcionamento: de segunda a sexta, das 8h às 17h. Aos sábados,
das 8h às 12h.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Fechada
aos domingos e feriados.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: red; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Barra
funda 156&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/11/centro-de-reciclagem-e-inaugurado-em.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-2902994968350261590</guid><pubDate>Mon, 14 Oct 2013 19:19:00 +0000</pubDate><atom:updated>2013-10-14T16:26:47.743-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Mudanças Climáticas</category><title>Novo relatório climático reforça visão de que homem causa aquecimento</title><description>&lt;h2 style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;Painel da ONU divulgou quinto relatório sobre o clima .IPCC considera responsabilidade humana &#39;extremamente provável&#39;.&lt;/b&gt;&lt;/h2&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O Painel Intergovernamental sobre Mudanças Climáticas, IPCC na sigla em
 inglês, divulgou nesta sexta-feira (26) um novo relatório que aumenta o
 grau de certeza dos cientistas em relação à responsabilidade do homem 
no aquecimento global.&lt;br /&gt;&lt;br /&gt;
 Chamado de &quot;Sumário para os Formuladores de Políticas&quot;, o texto afirma 
que há mais de 95% (extremamente provável) de chance de que o homem 
tenha causado mais de metade da elevação média de temperatura registrada
 entre 1951 e 2010, que está na faixa entre 0,5 a 1,3 grau - a edição 
anterior falava em mais de 90%.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O documento apresentado em Estocolmo, na Suécia, em conferência 
científica realizada ao longo desta semana, mostra também que o nível 
dos oceanos aumentou 19 centímetros entre 1901 e 2010, e que as 
concentrações atmosféricas de dióxido de carbono, metano e óxido nitroso
 aumentaram para &quot;níveis sem precedentes em pelo menos nos últimos 800 
mil anos&quot;.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O novo relatório diz ainda que há ao menos 66% de chance de a 
temperatura global aumentar pelo menos 2 ºC até 2100 em comparação aos 
níveis pré-industriais (1850 a 1900), caso a queima de combustíveis 
fósseis continue no ritmo atual e não sejam aplicadas quaisquer 
políticas climáticas já existentes.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 Os 259 pesquisadores-autores de várias partes do mundo, incluindo o 
Brasil, estimam ainda que, no pior cenário possível de emissões, o nível
 do mar pode aumentar 82 centímetros, prejudicando regiões costeiras do 
planeta, e que o gelo do Ártico pode retroceder até 94% durante o verão 
no Hemisfério Norte (veja abaixo uma tabela com os eventos climáticos 
possíveis, segundo os cientistas).&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 Trata-se da primeira parte de um conjunto de dados que servirá de base 
para as negociações climáticas internacionais. A última versão saiu em 
2007, quando o estudo rendeu ao painel de especialistas o Prêmio Nobel 
da Paz. O primeiro capítulo divulgado nesta sexta, de um total de três, 
aborda A Base das Ciências Físicas. As demais partes serão publicadas em
 2014.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
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&quot; /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;&lt;b&gt;Aquecimento quase certo&lt;/b&gt;&lt;br /&gt;
 Os cientistas tratam como fato o aumento médio de 0,85 ºC na 
temperatura global entre 1880 e 2012 e que é “muito provável” que desde 
1950 houve redução de dias e noites mais frios e aumento de dias e 
noites mais quentes em todo o planeta.&lt;br /&gt;&lt;br /&gt;
 A temperatura da superfície do oceano teve aumento de 0,11 ºC por 
década entre 1971 e 2010, e a água marinha está mais ácida, fator que 
pode prejudicar o ecossistema.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 Um ponto considerado polêmico do documento, o chamado &quot;hiato&quot; da 
mudança climática, foi mantido. O trecho explica que houve uma 
&quot;desaceleração&quot; no aumento da temperatura global entre 1998 e 2012, com 
taxa de aquecimento de 0,05 ºC por década, enquanto que período entre 
1951 e 2012, essa taxa era de 0,12 ºC. Para o IPCC, esta desaceleração 
sentida não significa uma mudança de curso no aquecimento do planeta.&lt;br /&gt;&lt;br /&gt;
 Ao avaliar quatro cenários de emissões de gases, o IPCC fez previsões 
de que até 2100 a temperatura no planeta pode aumentar entre 0,3 ºC e 
1,7 ºC (no cenário mais brando, com menos emissões e políticas 
climáticas implementadas) e entre 2,6 ºC 4,8 ºC se não houver controle 
do lançamento de gases-estufa.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O relatório aponta também que é forte a evidência de que as camadas 
polares e glaciares do Ártico e Antártica têm perdido massa de gelo e 
reduzido sua extensão oceânica.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O texto diz que são “altamente confiáveis” as informações de que a 
Groenlândia e a Antártica perderam massa de gelo nas últimas duas 
décadas e que já há migração de ecossistema terrestre para áreas onde o 
frio predominava (e não havia chance de sobrevivência da maioria dos 
tipos de vegetais).&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 “O mais importante é que o gelo fora da região antártica continua com 
ritmo acelerado de derretimento e, principalmente, as geleiras não 
polares (encontradas em montanhas) continuam a reduzir rapidamente e a 
contribuir para o aumento do nível do mar”, explicou o glaciologista 
brasileiro Jefferson Simões, um dos revisores da parte que aborda as 
massas de gelo do planeta.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 “Agora nós temos muito mais dados e um detalhamento maior, que possibilita que as previsões sejam corrigidas”, complementa.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;olho componente_materia expandido&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;div&gt;
&lt;b&gt;&lt;b&gt;Segundo o IPCC&lt;/b&gt;&lt;br /&gt;
  - temperatura global aumentou 0,85 ºC entre 1880 e 2012;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;
  - há 95% de chance de que o homem causou aquecimento;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;
  - concentração de CO2 no ar é a maior em 800 mil anos;&lt;br /&gt;
  - no pior cenário de emissões, a temperatura sobe 4,8 ºC até 2100;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;
  - no mesmo cenário, nível do mar pode aumentar 82 cm até 2100;&lt;/b&gt;&lt;/div&gt;
&lt;div&gt;
&lt;b&gt;
  - gelo do Ártico pode retroceder 94% até 2100 durante o verão;&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;&lt;b&gt;Maior emissão de gases&lt;/b&gt;&lt;br /&gt;
 Um dos dados apresentados pelo IPCC aponta que foi registrado um aumento de 43% na forçante radiativa entre 1985 e 2011.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 A forçante radiativa é um índice que estima impactos climáticos 
causados pelo desequilíbrio entre as radiações solares absorvidas pela 
Terra e o calor devolvido pelo planeta à atmosfera, aquecendo-a. Essa 
troca de energia equilibrada garante uma temperatura global estável.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 No entanto, uma maior emissão de gases e aerossóis pelo homem por conta
 de queimadas, desmatamento e queima de combustíveis fósseis 
(principalmente CO2) tem elevado a forçante e, consequentemente, retido 
uma maior quantidade de calor no planeta.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 Segundo Paulo Artaxo, físico da Universidade de São Paulo e um dos 
coautores do capítulo divulgado, o aumento representa a elevação das 
concentrações de gases de efeito estufa “que continuam a subir 
rapidamente”.&lt;br /&gt;&lt;br /&gt;&lt;b&gt;Mares mais altos&lt;/b&gt;&lt;br /&gt;
 De acordo com o IPCC, é muito provável que o nível do mar aumente no 
século 21 em todos os cenários de emissões estudados pelos cientistas. A
 elevação seria causada pelo aumento do degelo na região da Antártica e 
do Ártico.&lt;br /&gt;&lt;br /&gt;
 No cenário mais brando, em que há corte de emissões e políticas 
climáticas, o nível do mar pode subir entre 26 centímetros e 55 
centímetros até 2100. Já no pior cenário, com altas emissões de 
gases-estufa e não cumprimento de regras para a redução delas, o nível 
do mar aumentaria entre 45 centímetros e 82 centímetros.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O IPCC faz a previsão também de que 95% da totalidade do oceano tem 
probabilidade alta de aumentar o seu nível e que 70% das regiões 
costeiras do planeta sofrerão com o avanço do mar.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 “É importante salientar que algumas regiões do globo podem ter aumento 
maior que este e outras regiões aumentos menores, pois este valor é uma 
média global”, afirma Artaxo.&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;frase-materia componente_materia expandido&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;div class=&quot;frase&quot;&gt;
&lt;b&gt;
  Esperamos um grande impacto deste relatório nos formuladores de políticas&quot;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;autor&quot;&gt;
&lt;b&gt;
  José Marengo, pesquisador do Inpe e editor do relatório do IPCC&lt;/b&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;&lt;b&gt;Credibilidade em xeque&lt;/b&gt;&lt;br /&gt;
 Vazamento de e-mails com conversas entre autores, debatendo possíveis 
exageros presentes no relatório, ou até mesmo erros cometidos, como a 
conclusão de que as geleiras nas montanhas do Himalaia derretiam mais 
rápido do que as outras do mundo e &quot;poderiam desaparecer até 2035, ou 
antes” – dado que o IPCC considerou um “lamentável erro” – levantou um 
debate sobre a credibilidade da instituição.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O fato alimentou a opinião de céticos em relação às mudanças 
climáticas. Mas, para cientistas brasileiros envolvidos na elaboração do
 documento e ouvidos pelo &lt;b&gt;G1&lt;/b&gt;, foram problemas pontuais que não diminuíram a “confiabilidade científica” do painel.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 &quot;Houve uma mudança na forma de trabalhar, os capítulos foram enviados 
para revisão internacional. Esperamos um grande impacto deste relatório 
nos formuladores de políticas&quot;, afirma José Marengo, pesquisador do 
Centro de Ciência do Sistema Terrestre, ligado ao Instituto Nacional de 
Pesquisas Espaciais (Inpe).&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 O pesquisador, que é um dos editores do capítulo divulgado, duvida que a
 confiabilidade científica do texto do IPCC tenha diminuído. &quot;O fato de 
que há críticos por aí não significa que está errado ou cheio de 
problemas&quot;, disse.&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;b&gt;
 “A credibilidade não é colocada em dúvida por causa de questões menores
 perto de milhares de aspectos acertados no relatório. Sempre é possível
 que pequenos deslizes ocorram em qualquer tipo de trabalho, mas isso 
não tira o brilho de uma extensa análise feita por milhares de 
cientistas”, afirmou Paulo Artaxo.&lt;/b&gt;&lt;/div&gt;
&lt;ul style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;li&gt;&lt;b&gt;
   &lt;span style=&quot;font-size: x-small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/li&gt;
&lt;/ul&gt;
&lt;table style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; width: 620px;&quot;&gt;&lt;thead&gt;
&lt;tr&gt;&lt;th colspan=&quot;4&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;O homem e o clima&lt;/b&gt;&lt;br /&gt;&lt;i&gt;As conclusões do novo relatório do IPCC sobre os eventos climáticos&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/th&gt;
   &lt;/tr&gt;
&lt;/thead&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;Eventos climáticos&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;Já aconteceram mudanças?&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;O homem contribuiu para essas mudanças?&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;&lt;i&gt;Probabilidade de que ocorram mais mudanças até o fim do século 21&lt;/i&gt;&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Dias mais quentes ou menos dias frios na maioria das áreas terrestres&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Muito provável&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Muito provável&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Praticamente certo&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Aumento de ondas de calor&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Média confiança&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Provável&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Muito Provável&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Aumento de chuvas fortes&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Provavelmente haverá mais áreas com aumento do que com diminuição. Muito provavelmente na América do Norte central&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Média confiança*&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Muito Provável&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Aumento da intensidade ou duração das secas&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Baixa confiança em escala global&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Baixa confiança*&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Provável (com média confiança)&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Aumento na atividade de ciclones tropicais&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Baixa confiança em mudanças de longo prazo*&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Baixa confiança*&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Mais provável que ocorra do que que não ocorra&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Aumento do nível do mar&lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Provável&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Provável*&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
    &lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      Muito provável&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
      &amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;
   &lt;/tr&gt;
&lt;tr&gt;&lt;td colspan=&quot;4&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;
     * Expressa o nível de confiança dos cientistas, com base nas 
informações disponíveis e no grau de concordância entre os especialistas
 a respeito de cada tema&lt;/b&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;h2 style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/10/novo-relatorio-climatico-reforca-visao.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-3926123022827161010</guid><pubDate>Mon, 14 Oct 2013 18:58:00 +0000</pubDate><atom:updated>2013-10-14T16:00:16.114-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Desmatamento</category><title>Amazônia pode perder 70% de sua área se houver aumento da estação seca</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;
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&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
projeção consta no relatório do IPCC; situação pode se agravar
diante do crescimento do desmatamento&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
Floresta Amazônica poderá sofrer uma redução de 70% da extensão
da sua área ao fim do século, se houver um aumento da estação
seca. A projeção consta do relatório completo do Painel
Intergovernamental sobre Mudanças Climáticas (IPCC), que foi
divulgado ontem na sequência do sumário para formuladores de
políticas, anunciado na sexta passada.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O
material, com mais de mil páginas, traz com mais detalhes as bases
físicas da ciência do clima e uma abordagem regional com projeções
sobre como cada parte do planeta poderá ser afetada no futuro. No
capítulo 12, de mudanças climáticas de longo prazo, o relatório
se refere a estudos para a Amazônia. O texto lembra que no clima
atual o crescimento intenso da floresta ocorre justamente durante a
estação seca, quando a insolação é maior e há bastante água do
período chuvoso armazenada nos aquíferos subterrâneos.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Há
muitas incertezas ainda sobre como a mudança climática vai afetar a
seca na região, mas simulações que consideram um cenário de
aumento do período sem chuva observam essa redução dramática na
vegetação. O painel de cientistas alerta que o cenário poderá
ficar ainda pior diante de um quadro de aumento do desmatamento, que
tende a prolongar a estação seca. &quot;Condições assim aumentam
a probabilidade de incêndios naturais que, combinados com queimadas
provocadas por atividades humanas, podem minar a resiliência da
florestas às mudanças climáticas&quot;, escrevem os autores.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
redução de área da Amazônia consta na literatura revisada pelo
IPCC, mas informações mais detalhadas sobre o que pode acontecer
com a região caberão ao grupo 2 do painel, que divulga sua parte,
de impactos das mudanças climáticas, em março do ano que vem. &lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Focando
nas bases científicas do aquecimento global, o relatório do grupo 1
afirma que é muito provável (mais de 90% de chance) que a
temperatura suba em toda a América do Sul, com o maior aquecimento
projetado para o sul da Amazônia. A projeção é de um aumento da
temperatura média de 0,5°C (centro-sul) a 1,5°C (Norte, Nordeste e
Centro-Oeste) no País até o fim do século no cenário mais
otimista; e de 3°C (Sul e litoral do Nordeste) a 7°C (Amazônia) no
pior cenário.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Em
relação às chuvas, porém, há incertezas, com diferentes estudos
mostrando várias tendências para algumas regiões, explica a
pesquisadora Iracema Cavalcanti, do Instituto Nacional de Pesquisas
Espaciais (Inpe), uma das autoras do capítulo 14, que mostra as
projeções regionais futuras. &quot;Mas temos grande confiabilidade
para algumas. Os resultados são muito robustos de que na Região Sul
do País e na bacia do Prata as chuvas vão aumentar. E no inverno,
há mais confiança de que haverá excesso de chuvas no oeste da
Amazônia e menos no leste e no sul&quot;, diz.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/10/amazonia-pode-perder-70-de-sua-area-se.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-6524330380429210931</guid><pubDate>Mon, 14 Oct 2013 18:56:00 +0000</pubDate><atom:updated>2013-10-14T15:59:57.896-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Meio Ambiente</category><title>Glaciais dos Alpes devem sumir em 100 anos</title><description>&lt;br /&gt;
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&quot; width=&quot;400&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
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&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O
Aletsch, na Suíça, já perdeu 3,5 km e teve espessura reduzida em
300 metros&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Em
1678, os habitantes do pequeno vilarejo de Fiesch fizeram uma
promessa solene de rezar todos os anos contra a expansão do glacial
de Aletsch, um dos maiores do mundo. Com 21 km de extensão, a
geleira aumentava a cada ano a sombra sobre a pequena cidade.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Trezentos
e trinta e cinco anos depois, os habitantes do povoado alpino mudaram
o tom da oração: rezam para que a geleira não derreta, o que
significaria o fim de Fiesch em decorrência de uma inundação de
proporções bíblicas.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Desde
o século 15, Aletsch já perdeu mais de 3,5 km e a cobertura de gelo
foi reduzida em 300 metros de espessura. O caso dessa geleira não é
o único. Espalhados pelos Alpes nos territórios da Suíça, da
Áustria, da França e da Itália, locais conhecidos pela presença
de neves eternas e geleiras monumentais começam a sofrer uma dura
transformação.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Na
sexta-feira, os cientistas do IPCC confirmaram que o homem é o
principal responsável pelo aquecimento da Terra e que, se nada
mudar, até 2100 a temperatura média do planeta pode aumentar em até
4,8 °C.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Longe
das conferências da ONU, os habitantes não têm dúvidas de que a
paisagem mudou e que o aquecimento global é uma realidade
incontestável. &quot;Não precisamos medir nada. É só olhar&quot;,
disse Hans Muller, dono da única padaria local, apontando para fora
de sua loja. O negócio é da família desde 1830.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O
que se vê a olho nu é reforçado pelos últimos informes sobre o
clima. Para cientistas, existe o sério risco de que até 2100 o
volume total de glaciais do planeta diminua de 15% a 55%, num cenário
mais otimista, chegando a 85% num mais pessimista.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Martine
Rebetez, especialista em mudanças climáticas nos Alpes e membro do
Instituto Suíço de Pesquisa da Université de Neuchâtel, afirma
não ter dúvidas sobre o que está ocorrendo. &quot;Nos Alpes, todos
os glaciais estão retrocedendo.&quot;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Do
lado francês dos Alpes, a história não é muito diferente. As
paróquias francesas também apelaram às forças divinas para frear
o avanço de geleiras que ameaçavam há quase 400 anos engolir
vilarejos. Em 1643, os habitantes de Chamonix organizaram um
procissão depois que uma parte da geleira local destruiu um ponto da
cidade. No ano seguinte, o bispo de Genebra assumiu a tarefa de lutar
contra o gelo e passou a benzer o glacial a cada ano.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Agora,
o Mer de Glace – o maior glacial da França, com uma superfície de
30 km2 – perde a cada ano entre 4 e 6 metros de espessura e cerca
de 30 metros de tamanho. Entre 1905 e 2005, o Mar de Gelo perdeu 120
metros de espessura. O local que serviu de cenário para romances
como Frankenstein, de Mary Shelley, sofreu uma contração desde 1850
de 2,5 quilômetros. O recuo do &quot;mar&quot; deixou em seu lugar
pedra.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Esqui.
As mudanças também afetam os bolsos e orçamentos de cidades
inteiras nos Alpes. Nos próximos 20 anos, metade das estações de
esqui da Suíça poderá ser obrigada a fechar. Motivo: a falta de
neve. O resultado pode ser um desastre financeiro para regiões que
dependem do turismo de inverno&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/10/glaciais-dos-alpes-devem-sumir-em-100_14.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-4948734948387927322</guid><pubDate>Thu, 22 Aug 2013 19:21:00 +0000</pubDate><atom:updated>2013-08-22T16:21:09.871-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Sustentabilidade</category><title>Saiba mais sobre a água em pó, grande promessa contra seca</title><description>&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;


 
 
 
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&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A água em pó melhora
a capacidade de absorção do solo e pode diminuir o gasto
insustentável do planeta com irrigação. 
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Pesquisadores estão
desenvolvendo um tipo de água em pó, que promete agir contra a seca
em diversas regiões do mundo. Dez gramas do novo produto equivalem a
um litro de água.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;grande promessa contra
seca&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A água em pó promete
ajudar a agricultura a poupar água e superar as secas. 
&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Chuva sólida: a
solução para a irrigação&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;De acordo com a
Organização das Nações Unidas, a agricultura usa 92% da água
doce do mundo. Este consumo transforma o cultivo de alimentos e
outros produtos quase que insustentável. A ONU constatou também que
os países que mais consomem água no planeta são Estados Unidos,
China, Índia e Brasil.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A água em pó, que foi
denominada chuva sólida, espera superar o desafio global de cultivar
plantas em condições áridas. A ideia está despertando o interesse
de muitos produtores rurais e empresas, principalmente depois que a
ONU afirmou que a maior parte da água usada no planeta vai para a
irrigação.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Um negócio de sucesso&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Saiba mais sobre a água
em pó, grande promessa contra secaA chuva sólida é fabricada no
México. (Foto:Divulgação)&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A descoberta da água
em pó começou em 1970, quando o Departamento de Agricultura dos
Estados Unidos desenvolveu um produto superabsorvente feito com um
tipo de goma. O engenheiro mexicano Sérgio Jesus Rico Velasco, no
entanto, descobriu o potencial da substância para reter água no
solo.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Há cerca de 10 anos,
Velasco vende ‘chuva sólida’ no México. Sua equipe descobriu
que o produto é capaz de ampliar a colheita em 300% e superar todos
os temores a respeito da falta de água.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A chuva sólida é
capaz de encapsular a água no solo, um efeito que pode durar de 8 a
10 anos. Os resultados podem ser ainda melhores se a irrigação for
feita com água pura.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A empresa responsável
pela chuva sólida recomenda usar 50 quilos do produto por hectare.
Para adotar esta forma econômica de tratar o solo, o produtor
precisa investir o equivalente a US$ 1.500.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Diferente do que muitos
pensam, a chuva sólida não é tóxica e não libera compostos que
agridem o solo. Depois de um tempo, o pó se torna parte da planta.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Alguns pesquisadores
ainda contestam os efeitos da chuva sólida, como é o caso de Linda
Chalker-Scott, da Universidade do Estado de Washington. Ela afirma
que o produto pode causar problemas na medida em que vai desviando a
água que iria para a raiz da planta. Desta forma, se o uso não for
bem administrado, a chuva sólida pode resultar em problemas para o
produtor.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/08/saiba-mais-sobre-agua-em-po-grande.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-6231226623813229642</guid><pubDate>Thu, 27 Jun 2013 18:24:00 +0000</pubDate><atom:updated>2013-06-27T15:24:52.369-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Desmatamento</category><title>Monitoramento independente vê aumento de desmate na Amazônia</title><description>


 
 
 
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&lt;br /&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Instituto
Imazon detecta subida do corte raso de quase 90% nos últimos dez
meses na região&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Um
levantamento independente do desmatamento da Amazônia aponta uma
inversão da tendência de queda da perda florestal que vem se
observando nos últimos anos. Em maio, o sistema de monitoramento de
imagens de satélite SAD, do instituto de pesquisa Imazon, detectou
84 quilômetros quadrados de desmatamento na Amazônia Legal. Um
aumento de 97% em relação a maio do ano passado, que registrou 42,5
km². Considerando o acumulado de agosto a maio, o desmatamento
totalizou 1.654 km², 89% superior ao mesmo período do ano anterior,
que somou 873 km².&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Se
esse ritmo se mantiver nos meses de junho e julho, tradicionalmente
os de maior avanço do corte raso, por ser período de seca, o
desmatamento total pode passar de 6 mil km², estima Adalberto
Veríssimo, pesquisador do Imazon. Segundo ele, esses dois meses
costumam representar 30% do total. “Ao menos que nesses meses o
desmate seja excepcionalmente baixo, vai ocorrer um aumento
expressivo”, alerta.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;A
avaliação, apesar de obtida a partir da análise das mesmas imagens
de satélite usadas pelo Instituto Nacional de Pesquisas Espaciais
(Inpe), não é considerada pelo governo. São os dados do Inpe que
compõem o cenário oficial de desmatamento. No início do mês, por
exemplo, o órgão apontou que o desmatamento de agosto de 2011 a
julho de 2012 (meses que marcam o início e o fim do calendário de
monitoramento) foi o menor da história do monitoramento – caiu 29%
em relação ao período anterior, chegando a 4.571 km².&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O
próprio Inpe, porém, tem mostrado algumas mudanças de lá para cá.
De agosto do ano passado a fevereiro deste ano o órgão informou que
o desmatamento cresceu 26,6% (na comparação com o intervalo
ago/2011 a fev/2012). O anúncio seguinte, sobre o bimestre março e
abril deste ano, trouxe queda de 66%, sempre comparando com o mesmo
período do ano anterior. Ainda não foram divulgados os dados de
maio.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Fatores
como nuvens impedindo a visualização (bastante comuns no período
de chuvas, que vai até março) e a forma de análise das imagens,
que difere entre os dois institutos, não raro resulta em diferenças
entre os números obtidos. Mas, em geral, eles batem em relação à
tendência sobre o que está acontecendo na região. O Imazon, no
entanto, por atuar na região do Pará, também faz muitas parcerias
em campo com o governo do Estado e com o Ibama, o que permite
acompanhar de perto o que está acontecendo e também facilita a
checagem de alguns dados in loco.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;“&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Tem
coisas que o SAD não detecta, mas em campo a gente vê. A região de
Castelo dos Sonhos, por exemplo, estava completamente coberta de
nuvens. Ninguém via nada, nem conseguia sobrevoar o local. Quando
foi possível chegar lá, se encontrou um desmatamento de 6 mil
hectares. Daqui para a frente, como a tendência é ter menos nuvens,
vamos ter uma noção melhor do estrago”, diz Veríssimo.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Ele
afirma, com base em pesquisas em campo sendo feitas pelo Imazon, que
o maior gargalo no momento é o chamado desmatamento especulativo,
principalmente nas regiões do oeste do Pará e sudeste do Amazonas.
E que ocorre mesmo debaixo de chuva, justamente porque é mais
difícil enxergar e também de a fiscalização chegar até lá.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;“&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;É
gente que derruba com a expectativa de que uma hora vai conseguir
regularizar a terra e vendê-la”, diz. “Praticamente, não se vê
mais o desmate de quem está na cadeia produtiva e quer aumentar sua
área para plantar ou pôr gado. Nesses casos, os mecanismos de
comando e controle do governo têm funcionado. Mas o governo vai ter
de mudar a estratégia, talvez deixar claro que essas áreas
desmatadas para especulação não vão nunca ser regularizadas. Aí
cria um prejuízo e pode ser que a prática estanque”, diz.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/06/monitoramento-independente-ve-aumento.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-5538866570617311115</guid><pubDate>Thu, 27 Jun 2013 18:20:00 +0000</pubDate><atom:updated>2013-06-27T15:23:50.733-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Mudanças Climáticas</category><title>‘Mudanças climáticas trarão inquietação a todo o mundo’</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
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 &lt;/div&gt;
&lt;br /&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Frequentemente
no jornalismo somos instados a tratar da vida real do leitor. Pois,
na minha opinião, não existe nada mais vida real do que as mudanças
climáticas, apesar de muita gente achar que se tratam somente de
simulações que mostram problemas que vão ocorrer, quem sabe, no
final deste século – quando a maioria dos viventes já não estará
mais aqui pra contar história. Sem se lembrar dos milhares de
eventos extremos que ocorrem todos os anos e que a ciência diz que
são indicativos do aquecimento global que já estamos vivenciando.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
tendência é só piorar.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Diversos
estudos novos lançados desde o final do ano passado mostram que no
ritmo com o qual o mundo está lidando com suas emissões de gases de
efeito estufa, a temperatura média até o final do século pode ser
4°C maior que a o planeta tinha no início da Revolução
Industrial. Suficiente para que os estragos atuais sejam comparados a
mera garoa de fim de tarde.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Publico
abaixo uma entrevista que fiz na quinta passada com a costa-riquenha
Christiana Figueres, secretária executiva da Convenção do Clima da
ONU, que esteve no Brasil para alinhar com o governo sua posição
nas negociações internacionais.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O
órgão coordena as famosas COPs (Conferência das Partes), encontros
anuais que reúnem 192 países com o objetivo de tentar elaborar um
acordo até 2015 para reduzir as emissões de gases de efeito estufa
a fim de evitar um aquecimento superior a 2°C até o final do
século, aumento considerado limite para evitar as mudanças mais
catastróficas. São reuniões que tendem a parecer bastante
frustantes, mas ainda são a melhor maneira de chegar a um acordo
sobre o qual  todas as nações tenham voz e estejam dispostas a
segui-lo. O grande problema é que é tudo lento. Muito lento.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;“&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Se
o mundo não enfrentar a mudança climática em tempo hábil, os
tipos de desafios subjacentes à inquietação que estamos vendo no
Brasil serão exacerbados em todo o mundo”, me disse Christiana.
Uma ideia cogitada enquanto via Brasília tomada pela população.
Nas COPs sempre há um protesto ou outro, mas nada que tenha parado a
cidade sede, por exemplo. Em Doha, Catar, no ano passado, o povo foi
às ruas pela primeira vez na história do país justamente para
pedir ação. Foi bastante simbólico para eles, mas discreto. Veja
aqui.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Protesto
na COP em Doha, no final de 2012, pediu ação do povo árabe.
Crédito: Giovana Girardi&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;No
ano passado, na Rio+20, também houve algumas manifestações. Leves,
no entanto, perto do que estamos vivenciando agora. Realmente seria
bem bacana se o povo tomasse cidades do mundo inteiro pedindo redução
das emissões já! Como a própria Christiana lembra, a melhoria do
transporte coletivo também tem isso como consequência. Veja a
seguir a entrevista:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Nos
últimos anos, todas as conferências do clima da ONU terminam com a
sensação de fracasso. Os países ainda não parecem estar decididos
a fazer reduções mais expressivas de suas emissões. E a situação
climática só tem piorado. Em maio, a concentração de dióxido de
carbono na atmosfera ultrapassou a marca perigosa de 400 ppm. A sra.
ainda acredita que o mundo conseguirá se manter abaixo dos 2°C de
aumento da temperatura?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Muitos
estudos de fato dizem exatamente o mesmo: se seguirmos no passo em
que estamos, não vamos ficar em 2°C, mas chegar a 3,6°C ou 4°C.
Porém, todos os estudos também dizem que esse não é o final da
história. A verdade é que temos as tecnologias e temos o capital
para mudar a projeção das emissões de gases. Podemos ficar nos 2°C
se houver vontade política coletiva. Acho que os países estão
caminhando na direção correta, mas não na velocidade que é
necessária. Mas mais recentemente os governos têm se dado conta de
que sozinhos não vão poder solucionar isso e estão abrindo espaço
para todos que possam contribuir com uma solução. Muitas cidades do
mundo têm levado a cabo projetos impressionantes de mitigação e
adaptação e que são mais ousados do que tem se logrado em nível
nacional. Ao dar reconhecimento a esses esforços sub-nacionais, se
começa a formar um círculo virtuoso de abertura de espaço político
para que os governos nacionais possam chegar ao acordo.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Recentemente
alguns países criaram o “clube das renováveis” para incentivar
iniciativas nesse sentido. É desse tipo de atitude a que a sra. se
refere?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Esse
clube de renováveis que se formou é exatamente uma das iniciativas
a que eu fiz alusão. Além das soluções sub-nacionais, há muitas
internacionais, como a desse caso. É um grupo de países que
entendem que ter uma participação maior das renováveis na matriz
energética não só contribui para reduzir a mudança climática
como contribui para sua segurança econômica e energética. É algo
que tem de se fomentar porque se a motivação é dupla – tanto
fortalecer a economia nacional quanto contra o câmbio climático –,
então existem mais possibilidade de jogar a uma velocidade de
solução que é necessária. Por isso está havendo um grande
esforço de reconhecer esse tipo de aliança e iniciativa.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Qual
foi o principal motivo de sua viagem ao Brasil? Que papel a sra.
espera que o País poderá desempenhar nas negociações para ajudar
as outras nações a chegar a um novo acordo climático?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Acredito
que o Brasil pode desempenhar vários papéis. O primeiro, claro, é
de baixar suas emissões mais do que já fez.O Brasil já fez um
grande esforço, sobretudo em reverter o desmatamento, e nisso é um
exemplo no mundo em algo que parecia inviável. Mas ainda há outros
setores que o Brasil têm potencial de reduzir suas emissões. Assim
como todos os outros países do mundo. Nenhum deles está baixando
todas as emissões que pode. Todos têm de fazer um esforço maior.
Ao fazer esse esforço, o Brasil pode servir como modelo para outros
países emergentes, exportando a capacidade e a tecnologia com as
quais tem baixado suas emissões. Em terceiro, há um papel que o
Brasil pode desempenhar nas negociações, construindo uma ponte
entre os países industrializados, que têm responsabilidade
histórica pela alta concentração de CO2 na atmosfera, e os em
desenvolvimento, que têm responsabilidade futura. O Brasil está
justamente no meio desses dois universos.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Nesta
reunião, houve algum pedido para que o Brasil faça mais?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Não,
o Brasil tem estado sempre comprometido com o tema das mudanças
climáticos e tem desempenhado um papel nas negociações. Mas se
trata de seguir buscando oportunidades. Há espaço para fazer muito
mais, como no setor energético, mantendo sua matriz limpa e
aumentando a eficiência energética. E no agrícola, porque há uma
grande quantidade de práticas que podem reduzir as emissões do
setor. Além de atuar no manejo de resíduos sólidos nas grandes
cidades, em que também há oportunidades para baixar as emissões de
metano.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
sra. chegou à Brasília bem no meio de calorosos protestos causados
em boa parte por insatisfação com o governo. Acredita que a falta
de ações mais ousadas de todos os países contra as mudanças
climáticas pode acabar provocando, um dia, este tipo de mobilização?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Acho
que se o mundo não enfrentar a mudança climática em tempo hábil,
os tipos de desafios subjacentes à inquietação que estamos vendo
no Brasil serão exacerbados em cada país. Ao mesmo tempo, é
importante notar que algumas das medidas que devem ser tomadas para
enfrentar as mudanças climáticas, como um transporte mais
sustentável, também pode ajudar a melhorar a qualidade de vida,
especialmente nas grandes cidades em todo o mundo.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/06/mudancas-climaticas-trarao-inquietacao.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-2672761538869956461</guid><pubDate>Thu, 27 Jun 2013 18:19:00 +0000</pubDate><atom:updated>2013-06-27T15:19:32.626-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Mudanças Climáticas</category><title>Obama lança plano de combate às mudanças climáticas</title><description>&lt;div style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif;&quot;&gt;


 
 
 
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&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Presidente
propôs ações em três frentes: reduzir as emissões de gases de
efeito estufa para produção de energia; preparar os EUA para
mudanças futuras e liderar esforços internacionais&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O
presidente dos Estados Unidos, Barack Obama, propôs nesta
terça-feira, 25, uma série de medidas para combater as mudanças
climáticas. Em discurso na Universidade Georgetown, ele propôs
ações em três frentes: reduzir as emissões de gases de efeito
estufa da produção de energia; preparar o país para as mudanças
que vão ocorrer e liderar os esforços internacionais para que o
mundo encontre uma forma de lidar com a questão. &lt;/b&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Na
semana passada, em Berlim, dando pistas do que estava por vir, Obama
afirmou que as mudanças climáticas são a “ameaça global do
nosso tempo” e prometeu ações para evitá-la.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Hoje
destacou a &quot;obrigação moral&quot; que sente em iniciar a
implementação de políticas avançadas que possam conter as
emissões de gases de efeito estufa nos Estados Unidos e no exterior,
na falta da uma legislação vinda do Congresso.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Mesmo
sem citar metas numéricas, anunciou a adoção de padrões mais
rígidos para usinas de energia novas e antigas. O projeto também
inclui mais apoio federal para desenvolvimento e eficiência
energética de combustíveis fósseis, além do rompimento de
barreiras comerciais para produtos de energia limpa e impulsionar a
cooperação bilateral climática com grandes economias como a China,
Índia e Brasil.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; font-family: Arial,Helvetica,sans-serif; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Também
ordenou que a Agência de Proteção Ambiental (EPA, na sigla em
inglês) &quot;estabeleça padrões de poluição por carbono tanto
para usinas de energia novas quanto para as já existentes&quot;, em
conjunto com os Estados, a indústria de energia e outras partes
interessadas.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/06/obama-lanca-plano-de-combate-as.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-7906583507849210340</guid><pubDate>Wed, 05 Jun 2013 17:45:00 +0000</pubDate><atom:updated>2013-06-05T14:47:42.027-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Meio Ambiente</category><title>Impacto ambiental</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
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&lt;br /&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O impacto
ambiental é uma mudança no ambiente causada por alguma coisa, sendo
esta mudança benéfica ou não. Precisamos analisar o impacto
ambiental das nossas ações, para protegermos o meio ambiente. A
educação ambiental nos ajuda a avaliarmos o impacto ambiental de
nossas atividades.O impacto ambiental causado pelo homem através da
história cada vez mais ganhou importância e influência no nosso
planeta, chegando ao ponto onde nós temos controle suficiente sobre
a Terra para podermos destruir ou não o nosso planeta. Hoje o homem
tem conhecimento sobre a sua ação danosa sobre o planeta e o
impacto ambiental causado por suas atitudes, por isso é essencial
que tomemos atitudes responsáveis.Quase todas as atividades
econômicas causam um impacto ambiental. Por isso a gestão e a
educação ambiental são essenciais para tomarmos as decisões que
causem o menor impacto.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Algumas
atividades que causam um impacto ambiental&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;    A
extração de minérios, petróleo, ou qualquer recurso natural em
grande quantidade;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;    A
construção de usinas de energia. A maioria delas tem algum tipo de
impacto, inclusive eólicas;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;    A
construção de estradas e ferrovias;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;   
Aterros sanitários;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;    E
muitos outros.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Por isso,
toda vez que uma atividade de grande escala é feita, se faz
necessário uma avaliação de impacto ambiental. Esta é uma
ferramenta utilizada pela gestão ambiental para analisar o impacto
que certa ação trará ao ambiente, desta maneira, podendo evitar
grandes danos ao meio ambiente.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O impacto
do homem no meio ambiente&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Já fazem
milhares de anos que o homem tem um impacto no equilíbrio terrestre.
Mas isso, até certo ponto é natural por parte da evolução. Quando
os seres humanos chegaram à Oceania, acredita se que os animais lá
existentes não tinham medo do homem, e por isso, muitas espécies
que tinham lá o seu habitat foram quase ou totalmente extintas neste
primeiro contato com o homem. Este é um exemplo do impacto causado
pelo homem.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O homem
passou a ser um ser dominante no planeta quando formaram se as
primeiras civilizações. As pirâmides do Egito são um exemplo da
transformação do superfície terrestre pela mão humana. Desde lá
nós estamos explorando recursos naturais, renováveis ou não. Isso
produz um estrago, que antes o planeta Terra conseguia reverter, pois
o impacto era mais leve. Mas desde século XVIII a tecnologia
racional humana vem explorando o planeta com muita rapidez, e a
população humana continua crescendo. Por estas razões o meio
ambiente já não consegue mais se restaurar sozinho.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Este
desequilíbrio ambiental acaba gerando consequências na forma de
mudanças climáticas e outras coisas que são caóticas e
imprevisíveis.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
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&lt;h1 class=&quot;western&quot; style=&quot;color: blue;&quot;&gt;
Que impacto você causa ao Meio Ambiente? Faça o
quiz e descubra!&lt;/h1&gt;
&lt;h1 class=&quot;western&quot; style=&quot;color: blue;&quot;&gt;
&lt;a href=&quot;http://www.footprintnetwork.org/en/index.php/GFN/page/calculators/&quot; target=&quot;_blank&quot;&gt;http://www.footprintnetwork.org/en/index.php/GFN/page/calculators/&lt;/a&gt;&amp;nbsp;&lt;/h1&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;/div&gt;
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&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/06/impacto-ambiental.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-5554188598328003002</guid><pubDate>Wed, 29 May 2013 18:15:00 +0000</pubDate><atom:updated>2013-05-29T15:15:48.315-03:00</atom:updated><title>Expansão sobre a Amazônia pode ser ruim para agricultura</title><description>


 
 
 
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&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;GIOVANA GIRARDI -
Agência Estado&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A substituição da
Floresta Amazônica por pastos e plantação de soja no processo de
expansão agrícola pode ser prejudicial não só para o ambiente
como um tiro no pé da própria agricultura. Quanto mais ela se
expandir sobre a floresta, menos produtiva será. Essa é a conclusão
de um trabalho publicado hoje por pesquisadores brasileiros e um
americano, que investigaram o delicado equilíbrio entre floresta e o
clima da região e como o desmatamento pode afetá-lo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Os pesquisadores
trabalharam com o princípio de que a floresta controla o regime
climático da região. Assim, até 2050, com o desmatamento, é
esperada uma redução no volume de chuvas. Aliada ao processo de
aquecimento global, pode resultar em uma diminuição da
produtividade de soja e pasto.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;A equipe das
universidades federais de Viçosa, do Pampa, de Minas e Centro de
Pesquisa Woods Hole estimou que essa estiagem pode reduzir a
produtividade da pastagens de 30% a 34%. Já a elevação da
temperatura pode provocar uma redução no plantio de soja - de 24%,
no melhor cenário, a 28%, no pior. O número varia porque foram
considerados dois cenários - um em que a legislação ambiental é
implementada e o governo é atuante, e outro com desmatamento
intenso, semelhante ao que ocorria entre os anos 2000 e 2004, quando
a taxa anual bateu em 27%.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Os efeitos podem ser
mais sentidos nas regiões leste do Pará e no norte do Mato Grosso,
onde as mudanças na cobertura da terra poderiam afetar
dramaticamente o clima local, ao ponto em que a agricultura se torne
inviável, afirmam os autores. &quot;Já sabíamos que, com o
desmatamento, alguns serviços ambientais desempenhados pela
floresta, como a regulação climática, seriam reduzidos. Mas em
compensação poderíamos ter uma grande produção agrícola
regional. Demonstramos que, para níveis elevados de desmatamento, o
serviço de regulação climática cai tanto que afeta
significativamente a produtividade agrícola, ou seja, você perde os
serviços prestados pela floresta e não ganha a produção
agrícola&quot;, afirma Marcos Costa, de Viçosa. A pesquisa sai hoje
na revista americana Environmental Research Letters. As informações
são do jornal O Estado de S. Paulo. 
&lt;/span&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/05/expansao-sobre-amazonia-pode-ser-ruim.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-6001859114528549910</guid><pubDate>Wed, 29 May 2013 18:14:00 +0000</pubDate><atom:updated>2013-05-29T15:14:51.238-03:00</atom:updated><title>Massacre das florestas tropicais avança sem parar</title><description>


 
 
 
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&amp;nbsp;


 
 
 
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&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Na Indonésia, por
exemplo, moratória decretada em 2011 para proteger as áreas não
deu resultados&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Gilles Lapouge - O
Estado de S. Paulo&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;PARIS - Enquanto a
Europa está saindo aos poucos de um inverno extraordinariamente
gélido, o aquecimento do clima agrava-se em todo o globo, e o
aumento do CO² e das temperaturas constituirá, com toda a certeza,
a maior ameaça do mundo a partir de 2050.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Na parafernália de
instrumentos de que os homens dispõem para frear o aquecimento estão
evidentemente as florestas. Entretanto, apesar das conferências, das
promessas, das sanções e do imenso sistema de proteção criado ao
longo dos anos, constatamos que o massacre das florestas tropicais,
longe de se reduzir, avança sem parar. Principalmente nas zonas
tropicais.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Hoje podemos citar dois
exemplos. O da Indonésia, em primeiro lugar. Em maio de 2011, o país
decretou uma moratória visando proteger suas florestas primárias e
suas turfeiras, isto é, 43 milhões de hectares. E para estimulá-la
a cumprir sua promessa, a Noruega comprometeu-se a fornecer-lhe US$ 1
bilhão.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Hoje, verificamos que a
moratória de 2011 não serviu para nada. Encorajada pela fortuna
representada pelo óleo de palma e pela devoradora indústria do
papel, a Indonésia, longe de deter o desaparecimento de suas
florestas, conseguiu destruí-las, ao ritmo de 500 mil a 1 milhão de
hectares (no mínimo) ao ano.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;O presidente indonésio,
Susilo Banbang Yudhoyono, anunciou na quarta-feira que imporá a
moratória de 2011 por mais dois anos, apesar dos gritos enfurecidos
dos fabricantes de óleo de palma (a Indonésia é a maior produtora
mundial). Uma notícia auspiciosa, sem dúvida. Mas, diante dos
exploradores descarados e impunes do &quot;tesouro verde&quot;, terá
o governo de Jacarta a energia e os meios para intimidar os
destruidores de árvores?&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Outro exemplo está na
África. Moçambique, país que saiu totalmente esgotado de uma longa
guerra irreparável, possui recursos florestais fabulosos nas
províncias de Sofala, Zambézia e Cabo Delgado. Ali, apesar das
promessas oficiais, as florestas simplesmente evaporam. Ocorre que
existe um consumidor de madeira moçambicana dotado de um apetite
feroz, insaciável, a China.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Somente na província
de Zambézia, desaparecem anualmente 219 mil hectares de florestas
desde 2008. Ao redor dos compradores chineses surgiu todo um sistema
ilegal. E este sistema ilegal é mais poderoso, melhor gerido e mais
profissional, do que o sistema legal encarregado de proteger o
tesouro contra os predadores.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Os traficantes entram
em contato com as autoridades locais e obtêm o sinal verde. Mandam
então os &quot;pisteiros&quot; na floresta para descobrirem as
árvores preciosas. Em seguida, recrutam os chamados &quot;pingo-pingo&quot;
para derrubá-las. Vem então o próximo passo. Para exportar a
madeira, são necessárias três autorizações: as da alfândega,
dos serviços florestais provinciais e dos ministérios da Indústria
e do Comércio. Mas nada de pânico. Os traficantes afirmam que basta
ter paciência. E eles são pacientes.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;De uma extremidade à
outra da cadeia, há falcatruas e corrupção para exportar as
madeiras protegidas. O jornal O país, de Maputo, revela que,
recentemente, uma imensa carga de madeira marcada com giz (e não com
tinta indelével, conforme prescreve o regulamento) anunciava
espécies de segunda categoria. Na realidade, tratava-se de Berchemia
zeyheri, uma variedade ultra protegida.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Nos anos 80, na
circunscrição de Massaca, não muito longe da capital, a floresta
cobria todo o território. &quot;A aldeia ainda não existia&quot;,
conta Antonio Cosa, funcionário da cidade de Boane. &quot;Só havia
árvores, em toda parte, e algumas carvoarias para uso local. Hoje,
não sobra uma úncia árvore&quot;.&lt;/span&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/05/massacre-das-florestas-tropicais-avanca.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-5326763702590150695</guid><pubDate>Wed, 15 May 2013 16:38:00 +0000</pubDate><atom:updated>2013-05-15T13:42:11.015-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Mudanças Climáticas</category><title>Site da Nasa mostra a Terra em transformação</title><description>&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Imagens de satélite mostram três décadas de mudanças no Planeta.Uma das sequências mais impressionantes é a que registra o desmatamento da Floresta Amazônica, em Rondônia
A Agência Espacial Americana divulgou imagens da transformação do nosso planeta nas últimas três décadas. O projeto é uma parceria da Nasa com o serviço geológico dos Estados Unidos, a revista Time e a empresa Google. É possível ver, por exemplo, o surgimento das praias artificiais em forma de palmeiras em Dubai.
No Alasca, os satélites registraram os efeitos do aquecimento global sobre a geleira Columbia - que praticamente desapareceu.
Nos Estados Unidos, dá para acompanhar a cidade de Las Vegas crescendo. O lago que abastece a região de água foi encolhendo.
Uma das sequências mais impressionantes é a que registra o desmatamento da Floresta Amazônica, em Rondônia. Em 28 anos, uma área de mais de duzentos mil quilômetros quadrados perdeu um terço das árvores.No site State of Flux, NASA compara as transformações ocorridas em diversos locais do planeta e em diferentes períodos
São Paulo – A Nasa sempre aproveitou o seu conhecimento aeroespacial para ficar de olho, do espaço ou da Terra, em tudo o que acontece no planeta e faz questão de dividir suas descobertas com o grande público. Em mais uma ação do gênero, a agência lançou uma nova versão da sua impressionante galeria de imagens, a State of Flux.
Atualizada semanalmente, a página, parte do programa que estuda os fenômenos climáticos (Global Climate Change), reúne mais de 160 imagens. Elas comparam as mudanças que acontecem no planeta, seja por conta de transformações naturais ou humanas, ao longo dos anos ou mesmo dos séculos. A maioria delas foi capturada por satélites da agência enquanto algumas foram tiradas por cientistas e pesquisadores.
O site divide-se em sete categorias: cidades, eventos extremos, gelo, impacto humano, água, ocupação da terra e top picks (as favoritas da equipe). Em cada uma é possível observar o impacto do aquecimento global no derretimento de gelo em cadeias montanhosas, por exemplo, ou a expansão urbana causada pelo crescimento populacional.
No que diz respeito ao Brasil, as imagens da agência mostram o desmatamento no estado do Mato Grosso. A primeira delas, feita em 1992 por um satélite do Landsat Program - em atividade desde 1972 - mostra que, na época, 25% da área do estado já estava devastada. A segunda foi capturada em 2006 por outro satélite e aponta que, em menos de 15 anos, 80% da floresta local foi desmatada.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://climate.nasa.gov/state_of_flux#Salton_Sea_930x333.jpg&quot; target=&quot;_blank&quot;&gt;http://climate.nasa.gov/state_of_flux#Salton_Sea_930x333.jpg&lt;/a&gt;&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;http://www.nasa.gov/&quot; target=&quot;_blank&quot;&gt;http://www.nasa.gov/&lt;/a&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/05/site-da-nasa-mostra-terra-em_15.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-4663367989335105868</guid><pubDate>Mon, 04 Mar 2013 13:24:00 +0000</pubDate><atom:updated>2013-03-04T10:29:13.028-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Recicle</category><title>O fim do lixo</title><description>&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;i&gt;Ex-técnico em eletrônica cria cooperativa para dar destino a 
computadores e celulares velhos em São Paulo. Só que, por falta de 
informação da população, opera abaixo da capacidade&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;SÃO PAULO – O carro está com o banco de trás e o porta-malas cheios. 
Há uma torre de um computador de 15 anos, caixas cheias de CDs e DVDs 
velhos, outra caixa com pilhas usadas, extensões mortas, uma antiga 
secretária eletrônica e um roteador apagado. Resíduos tecnológicos 
acumulados nesses 15 anos. Em 20 minutos, havia me livrado de tudo.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O destino foi a Coopermiti, única cooperativa especializada em lixo 
eletrônico de São Paulo. Fica numa rua secundária da Barra Funda. 
Chegando no local, o processo de me livrar da carga foi bem rápido e 
fácil. Meus velhos objetos se juntaram a outros milhares.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://blogs.estadao.com.br/link/files/2013/03/coopermiti-alex-pereira_tiago-queiroz-estadao.jpg&quot;&gt;&lt;img alt=&quot;&quot; src=&quot;http://blogs.estadao.com.br/link/files/2013/03/coopermiti-alex-pereira_tiago-queiroz-estadao.jpg&quot; height=&quot;270&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;br /&gt;&lt;i&gt;FOTO: Tiago Queiroz/ESTADÃO&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;/span&gt;
&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Andando pelo galpão de 2 mil metros quadrados, é impossível não se 
impressionar com as enormes caixas, divididas por categoria. Uma estava 
lotada de mouses. Outra tinha placas de circuito impresso. Uma mais 
adiante cheia de teclados. E uma só com consoles Xbox. Ao fundo, um 
pequeno museu, com um telefone de discar, videogames antigos e TVs do 
tempo do Chacrinha.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;No outro lado do galpão, imensas gaiolas prendem montanhas de 
monitores e telas. Passariam por alguma instalação de arte de vanguarda,
 daquelas que querem denunciar o caráter descartável da sociedade 
tecnológica.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Pessoas sentadas em bancadas desmontam pacientemente os aparelhos. 
Bate certo desespero quando passo perto de uma torre de computador sendo
 desconstruída em dezenas de partes, algumas delas com minúsculos 
parafusos e componentes de plástico. São centenas de peças em milhões de
 máquinas ao redor do mundo. Este é o tamanho do desafio do lixo 
eletrônico.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Alex Pereira, presidente da Coopermiti, conta que a cooperativa 
existe desde 2008. O projeto original era o de um museu de tecnologia. 
Mas o plano não conseguiu arrecadar fundos. Alex pensou então em fazer 
algo com caráter educacional. A ideia teve origem em seu trabalho 
anterior, de técnico em eletrônica.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;“Aprendi muito mexendo em tecnologia antiga. Toda oficina de conserto
 tem um equipamento velho para você reaproveitar peças. Aí está a base 
da tecnologia”, diz Pereira, que viu nos objetos ferramentas de 
capacitação e ensino técnico.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;A Coopermiti opera abaixo da capacidade mensal de 100 toneladas desde
 o primeiro dia em que abriu. Seu pico, no ano passado, foi 40%. Em 
janeiro, tinha caído para 30%. Por conta disso, os cooperados recebem 
hoje em média entre R$ 700 e R$ 800 por mês.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Pereira garante que já procurou parcerias com empresas de tecnologia e
 eletrônicos, mas sempre deu com portas fechadas. “Conseguimos apoio na 
prefeitura de São Paulo, que nos cedeu o local, luz, água e caminhão com
 motorista para coleta.” Com a mudança na administração municipal, ele 
ainda não sabe se a parceria será mantida.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O curioso é que a Coopermiti não recicla o lixo eletrônico gerado 
pela prefeitura, cuja destinação Pereira não sabe dizer qual é. Do mesmo
 modo, “os eletrônicos que eles pegam na coleta seletiva não vêm pra 
gente”.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Além do recebimento de resíduos na própria sede, a cooperativa também
 faz coleta dentro do município de São Paulo. Se a quantidade na sua 
casa justificar, uma retirada pode ser agendada. Pereira sugere que 
vizinhanças se mobilizem para acumular material o suficiente. A 
cooperativa também recebe lixo coletado de postos de empresas parceiras,
 como os shoppings Santana e Continental.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Hoje, a Coopermiti só não fica no vermelho por causa do apoio de uma 
indústria de reciclagem japonesa. A empresa compra resíduos da chamada 
“linha verde” para extrair metais nobres e raros. “Poucas empresas no 
mundo têm tecnologia para isso, no Brasil nenhuma. Essa empresa nos 
apoia como projeto social. Paga à vista e compra o que coletamos”, diz 
Pereira. O material inclui placas de computador, roteador, memórias e 
componentes de telefones. No total, são quase cinco toneladas por mês.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Para Pereira, o principal entrave para que a Coopermiti consiga 
reciclar mais é a “falta de divulgação”. Ele acredita que a população 
usaria muito mais o local se soubesse de sua existência.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O pensamento coincide com o que contou ao &lt;i&gt;Link&lt;/i&gt; Carlos Silva 
Filho, diretor executivo da Associação Brasileira de Empresas de Limpeza
 Pública e Resíduos Especiais (Abrelpe). Para Silva, a grande maioria da
 população faria a destinação correta se fosse estimulada e tivesse as 
condições. A conclusão veio a partir de uma pesquisa que mostrou que 89%
 dos usuários dos postos de coleta da Abrelpe preferiam guardar velhas 
peças em casa do que jogá-los em qualquer lugar.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Não é todo mundo que entende as regras. Pereira conta que na 
Coopermiti já houve problemas com a entrega de TVs de tubo. O velho 
sistema de TV precisa passar por uma descontaminação especial. Para 
isso, a cooperativa cobra uma taxa de custo de R$ 5. “Muitos se recusam a
 pagar, dizem que por sermos ‘da prefeitura’ temos de pegar de graça. E 
saem falando que vão jogar a TV na rua mesmo.”&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;a href=&quot;http://blogs.estadao.com.br/link/files/2013/03/triagem_copermiti.png&quot;&gt;&lt;img alt=&quot;&quot; class=&quot;alignleft  wp-image-90113&quot; src=&quot;http://blogs.estadao.com.br/link/files/2013/03/triagem_copermiti.png&quot; height=&quot;245&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Relatório de 2010 da ONU aponta que Brasil é o terceiro país que mais
 joga fora televisores, perdendo apenas para México e China. O mesmo 
levantamento diz que o Brasil descarta 96,8 mil toneladas de 
computadores por ano e 17,2 mil toneladas de impressoras. Segundo o 
relatório, o Brasil é também o segundo maior gerador de lixo proveniente
 de celulares, com 2,2 mil toneladas por ano, perdendo apenas para a 
China.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;As alternativas para o descarte correto desse lixo ainda são poucas. 
Enquanto isso, a rotatividade de nossos aparelhos não dá sinais de 
arrefecer. Uma projeção recente feita pela Samsung mostra que, em 2013, 
50% dos celulares brasileiros serão smartphones, que ficarão mais 
acessíveis para faixas da população com renda menor.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Esse dado se relaciona com um levantamento feito pelo Clube Pitzi, 
empresa de seguro para celulares, que mostra que 50% dos usuários 
pretendem trocar de celular num período de seis meses a dois anos.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Pereira cita um estudo da USP que diz que cada residência tem cerca 
de três equipamentos eletrônicos aguardando destinação. “Se juntar tudo 
isso com a população de São Paulo, você vai ver que não estamos fazendo 
nem cosquinha. Mesmo se estivéssemos operando em capacidade máxima, a 
cidade precisaria de umas 20 Coopermitis.”&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;a href=&quot;http://www.coopermiti.com.br/&quot; target=&quot;_blank&quot;&gt;http://www.coopermiti.com.br/&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span class=&quot;endereco-footer&quot;&gt;Rua Dr. Sérgio Meira, 268 e 280 - Barra Funda - São Paulo  &lt;br /&gt;    
      CEP: 01153-010 | Telefone: +55 11 3666 - 0849 &lt;br /&gt;
     Coopermiti&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;b style=&quot;color: #990000;&quot;&gt;&lt;span class=&quot;endereco-footer&quot;&gt;Fonte:Jornal Estado de São Paulo &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/03/o-fim-do-lixo.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-2981981364766066538</guid><pubDate>Thu, 28 Feb 2013 18:52:00 +0000</pubDate><atom:updated>2013-03-04T10:31:07.765-03:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Recicle</category><title></title><description>&lt;h2&gt;
    Reciclagem de óleo (PROL)
   &lt;/h2&gt;
&lt;h3 class=&quot;boxTitulo&quot;&gt;
     
    &lt;/h3&gt;
&lt;div align=&quot;center&quot; class=&quot;boxImagem&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;img align=&quot;left&quot; alt=&quot;Mascote do Programa de Reciclabem de Óleo&quot; src=&quot;http://site.sabesp.com.br/uploads/image/noticias/prol_logo.jpg&quot; height=&quot;216&quot; hspace=&quot;10&quot; width=&quot;180&quot; /&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;&lt;b&gt;O
 despejo de óleo de fritura irregularmente no meio ambiente pode 
contaminar rios, lagos e comprometer a vida de espécies marinhas. Pela 
Internet e redes sociais circula a informação de que 1 litro de óleo 
pode prejudicar até 25 mil&amp;nbsp; de litros de água. No próprio solo, o 
lançamento indevido também é prejudicial, causando a proliferação de 
microorganismos e danos às plantas. &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Jogar óleo nos ralos também provoca entupimentos nas 
instalações internas e nas próprias redes de coleta de esgotos. Restos 
de lixo, muitas vezes jogados indevidamente pela população, aglutinam-se
 com o óleo e formam uma barreira rígida de sujeira. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;A Sabesp, como uma empresa de soluções ambientais, 
desde 2007, engajou-se em projetos alternativos para reciclagem e 
aproveitamento do óleo de cozinha. Na época foi firmada parceria com a 
Sociedade de Amigos de Bairro Cerqueira César (SAMOORC) e a ONG Trevo 
para uma campanha pioneira de coleta de óleo de fritura na região. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Os resultados foram monitorados e serviram de modelo 
para a ampliação do projeto às outras regiões. Dos 1600 condomínios, 
1500 aderiram à causa. Nesta região, há 11,5 mil ligações de água e uma 
população de 139 mil pessoas. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O óleo coletado é descartado em bombonas plásticas de 
50 litros fornecidas pela ONG Trevo, especializada nesta atividade há 
mais de 20 anos. A adesão foi alta e inspirou a apresentação na 2ª 
audiência de sustentabilidade, em dezembro de 2007. Estes eventos tem 
como finalidade apresentar e disseminar boas iniciativas relacionadas ao
 meio ambiente. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Além da proposta de coletar e reutilizar o óleo, há 
geração de renda para a comunidade carente. Diante destes resultados, o 
projeto foi estendido a outras regiões como Osasco, Registro, 
Itapetininga, Lins, Jales, Presidente Prudente e Pindamonhangaba. 
Algumas agências da Sabesp também estão preparadas para receber o óleo 
de fritura.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: blue; font-size: large;&quot;&gt;&lt;b&gt;A recepção de óleo de fritura nos&amp;nbsp;escritórios 
comerciais regionais da Sabesp também vem se ampliando gradualmente. Em 
São Paulo, o escritório do Tatuapé foi o primeiro&amp;nbsp;a receber óleo para 
reciclagem e com o sucesso&amp;nbsp;obtido o projeto se&amp;nbsp;expandiu para 
vários&amp;nbsp;locais da Região Metropolitana de São Paulo, interior e litoral&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O ideal é recorrer a ONG&#39;s especializadas na coleta. Existe ainda a 
opção de entregar em postos voluntários como a rede Pão de Açúcar, Extra
 ou outras instituições.&lt;br /&gt;
Após o recolhimento, há remoção de sólidos e água para venda a 
fabricantes de biodiesel, sabão, massa de vidraceiro, entre outros usos.
 Também é possível fabricar sabão de pedra caseiro com a vantagem 
ecológica de ser mais biodegradável que sabões em pó.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;b style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A Sabesp também recebe óleo em garrafas PET em alguns escritórios regionais e agências comerciais:&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;zebrada&quot; style=&quot;height: 548px; width: 562px;&quot;&gt;
    &lt;tbody&gt;
&lt;tr class=&quot;head&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Município&lt;/b&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;b class=&quot;fckInline&quot;&gt;&amp;nbsp;Endereço&lt;/b&gt;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Arujá&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua José Basílio de Alvarenga, 78&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Barueri&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Henriqueta Mendes de Guerra, 644 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Bertioga&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Manoel Gajo, 1155&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Biritiba Mirim&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Reinaldo Benedito de Melo, 157&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Bragança Paulista&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Dr. Fernando Costa - Vl. Municipal&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Cabreúva&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Maranhão, 256 - Jacaré&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Cajamar&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Pedro Celestino L. Penteado, 78 - Jd. Jordanésia&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Canas&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Homero Ortiz Marcondes, 470 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Benedito José da Silva - São João&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Nossa Sra. Auxiliadora, 500 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. 22 de Março, 369 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Carapicuíba&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Celeste, 180 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Laerte Cearense, 290 - Vila Caldas&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Cotia&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Benedito Lemos Leite, 146 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Nossa Sra. de Fátima, 845 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Cubatão&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Bernardo Pinto, 395&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Embu&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Luiz Almeida Carvalho, 132 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Ferraz de Vasconcelos&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Jácomo Zancheta, 285&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. XV de Novembro, 107&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Guarujá&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Leomil, 1055&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Tiago Ferreira, 435 - Vicente de Carvalho&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Itanhaém&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Urcezino Ferreira, 280 - Baixo&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Itapevi&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Leopoldina de Camargo, 180 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Itaquaquecetuba&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua João Vagnotti, 289&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Jales&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Francisco Jalles, 3109 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Jandira&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Carmine Gragnano, 33 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Jundiaí &lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Marilia, 60&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Marginal da Via Anhanguera, 50&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. dos Imigrantes Italianos, 1973&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Frederico Ozanan, 6000&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Lagoinha&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp Posto de Operações - Rua do Cruzeiro, 220&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Estadual Padre Chico - Av. Cel. Manoel Antonio Domingues de Casto, 83&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;EMEF Prof. Alceu Coelho - Rua Agostinho Ribeiro dos Santos, 270 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Lanchonete Cachoeira Grande - Bairro do Faxinal, s/nº&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;EMEIEF Arco Íris - Rua Padre João Paulo, 371 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Lavrinhas&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Manoel Machado, 323 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua João Vieira Soares, 139 - Jardim Mavisou&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Darcy Sodero Horta, 71 - Village Campestre&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Honório Fidelis s/nº - Pinheiros&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Geraldo Nogueira de Sá, 747 - Capela do Jacú&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Lorena&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Lorena, 20 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp - Rua Coronel Horta, 238 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp (Sede do Setor Lorena) - Rua Paraná, 209 - Cid. Industrial&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp (CCO - Centro de Controle Operacional) - Rua Sete de Setembro, 84 - Vila Zélia&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Capitão Messias Ribeiro, 315 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Comendador Custódio&amp;nbsp;Vieira, 333 - Centro (Edifício Guaypacaré)&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Sergipe, 754 - Cid. Industrial&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua João Augusto de Lima, s/nº - Parque das Rodovias&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Targino Viela Nunes, 1472 - Vila Nunes&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Prof. Luiz Chagas - CECAP&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Sete de Setembro - Cruz&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua João de Aquino s/nº - Ipê&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Paraná, 170 - Cid. Industrial&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Targino Viela Nunes, 1462 - Vila Nunes&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Praça Dalle Coutinho, 22 - Santo Antonio&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Mario Prudente de Aquino, 395 - Cruz&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Prof. Francisco Prudente de Aquino, 150, Cabelinha&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Hermegenildo Antonio de Aquino, s/nº - Ibama&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Fatea - Fac. Integ. Teresa d&#39; Ávila - Av. Peixoto de Castro, 539 - V. Celeste&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Mogi das Cruzes&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Cel. Cardoso Siqueira, 211&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Ipiranga, 747&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Julio Aragão, 107&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Dolores de Aquino, 1925&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Monte Alto&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Mal. Deodoro, 631 – Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Mongaguá&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Marina, 133 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Praça Jacoub Koudjian, 167 - 3º andar(Mongaguá Praia Shopping)&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Osasco&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;R. Antonio Agu, 566 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Minas Gerais, 123 - Rochdale&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Peruíbe&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Santos Dumont, 16&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Pindamonhangaba&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Capitão Alfredo César, 200 – Vila Nair&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua José Teberga, 1151 – Vale das Acácias&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Poá&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Dep. Porfírio da Paz, 8&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua 26 de Março, 187&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Praia Grande&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua João Sampaio, 126 – V. Guilhermina&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Presidente Prudente&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Cel Albino, 3099 - Jd.Eldorado&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Cel José Soares Marcondes, 3623 - Jd. Bongiovani&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Casemiro Dias, 355 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Cristo Redentor, 20 - Jd. Caiçara&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Queluz&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp(PO Queluz) - Ladeira Antonio Carlos, 33&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Carolina de Melo e Souza, 547 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Praça Padre Francisco das Chagas Lima, 168 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Joaquim Carlos Garcez Guimarães, 3 - Figueira&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Corifeu de Azevedo Marques, 756 - Palha&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Dr. Antonio Carlos Brandão, 190 - CDH&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Ladeira Manoel Rodrigues, 176 - Alto do Ginásio&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Redenção da Serra&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Escola Estadual Cel. Queiroz - Av. 7 de setembro, 251 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Posto de Operações Sabesp - Rua 2 de novembro, 89 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Registro&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av.Pref. Jonas Banks Leite, 400, Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Ribeirão Pires&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Fortuna, 135 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Salesópolis&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Alferes J.L. de Carvalho, 501&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Santos&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. São&amp;nbsp;Francisco, 128&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;São Bernardo do Campo&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Paulo di Faveri - Jardim Mussolini&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Reciclart - Rua Carandá, 371 - Jd Campanário&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Santana do Parnaíba&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Alberto Frediani, 27 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;São Luiz do Piratininga&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp - Posto de Operações: Rua Pe. Rodolfo Komorek, 53 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Casa da Agricultura - Rua Cel. Domingues de Castro, 3050 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Municipal Prof. Waldemar Rodrigues - Rua Sen. Antonio Cunha Bueno, s/nº - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Municipal Cel. Domingues de Castro - Av. Celestino Campos Coelho, s/nº - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Municipal Prof.ª Maria Vitória Campos Azevedo, s/nº - Distrito de Catuçaba&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;São Vicente&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Av. Antonio Emerich, 528&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Suzano&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Benjamim Constant, 1980&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Ant. Marques Figueira, 1820&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Benjamim Constant, 894&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Taubaté&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Vicente Testa, 1 - Jabuticabeiras&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Contazul - Rua Monsenhor Siqueira, 82 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Estadual Monteiro Lobato - Rua Prof. Clóvis Winther, 625 - Jd. Maria Augusta&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Estadual Amácio Mazzaropi - Rua Paulo Setúbal, 502 - Vila São José&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Estadual Dep. César Costa - Rua Granadeiro Guimarães, 500 - Quiririm&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Escola Estadual Jacques Félix - Rua Domingues Ribas, 1072 - Vila Albina&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;ETEC Dr. Geraldo José Rodrigues Alckmin - Av. Tomé Portes Del Rei, 507 - Jd.&amp;nbsp;Ana Rosa&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Colégio Unitau - Escola Balbi - Rua dos Operários, 153&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;UNITAU - Depto. de Medicina - Av. Tiradentes, 500&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;UNITAU - Depto. de Ciências Jurídicas - Parque Dr. Barbosa de Oliveira&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;UNITAU - Depto. de Informática - Av. Marechal Deodoro, 605&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;UNITAU - Depto. de Pedagogia - Rua Conselheiro Moreira de Barros, 203&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Tremembé&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Sabesp - Rua 7 de setembro, 368 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;EMEF Prof. Ernani Gianico - Rua Antonio Lourenço Xavier, 84 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;EMEF Prof.ª Maria Dulce de Paiva - Rua Iraí, 100 - Pq. das Fontes&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;EMEF Prof.ª Amália G.R. Patto - Av. 7 de janeiro, s/nº - Jd. Santana&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;EMEI Pequeno Príncipe - Rua Pio XII, 149 - Centro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;b class=&quot;fckInline&quot;&gt;Vargem Grande Paulista&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;Rua Mario Scarvance, 94 - Jardim Floresta &lt;/td&gt;
        &lt;/tr&gt;
&lt;/tbody&gt;
&lt;/table&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b class=&quot;fckInline&quot;&gt;Em São Paulo&lt;br /&gt;
&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;zebrada&quot; style=&quot;height: 442px; width: 550px;&quot;&gt;&lt;tbody&gt;
&lt;tr class=&quot;head&quot;&gt;
            &lt;td style=&quot;text-align: right;&quot;&gt;&lt;b class=&quot;fckInline&quot;&gt;Região&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;/b&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;b class=&quot;fckInline&quot;&gt;Endereço&lt;/b&gt;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Centro&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Sumidouro, 448 – Pinheiros&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Cel. Diogo, 275 - Aclimação&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Paramu, 716 - Vila Prudente&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Av. do Estado, 681&amp;nbsp;- Ponte Pequena&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Av. dos Imares, 623 – Moema&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Major Paladino, 300 – Vila Leopoldina&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Aurélia 1125 – Vila Romana&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Sebastião Preto, 122 - Mooca&amp;nbsp;&amp;nbsp;&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Nelson de Oliveira, 50 - Jardim Sapopemba&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td&gt;Rua Antonio de Barros, 2688 - Tatuapé&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Angélica c/ Praça Buenos Aires&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Quarto Centenário, 1268&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Parque do Ibirapuera (Portão 5)&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Antonio Marcondes, 81 - Ipiranga&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Antonio Pereira de Souza - Vila Santana&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. do Anastácio - Pq. maria Domitila&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Miguel Conejo - Freguesia do Ó&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. das Cerejeiras - Jardim Japão&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Dep. Emilio Carlos - Vila Nova Cachoeirinha&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Dr. Plínio Salgado&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Paulo Lincoln do Vale Pontin - Jardim&amp;nbsp;Guapira&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Alvarenga - Butantã&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Celeste&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Benedito Lemos Leite - Mont Serrat&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Anália Andrade Miranda - Jardim&amp;nbsp;Bom Retiro&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Estrada do Campo Limpo - Campo Limpo&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Ibitirama, 1409a Prudente&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Leão Machado, 100 - Pq. Continental&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Conselheiro Moreira de Barros, 2780 - Lauzane Paulista&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Teixeira Leite, 140, Cambuci (Cooperglicerio)&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Norte&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Conselheiro Saraiva, 519 - Santana&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Antonio Pereira de Souza, 110 - Santana&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Av. do Anastácio, 2445 – Pirituba&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Av. Liberdade, 500 – Mairiporã&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Traway, 1289 – Tucuruvi&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Parada Pinto, 2262 - V. Amália&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Dr. Francisco Raniere, 834 - Lauzane Paulista&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td&gt;Av. Pery Ronchetti, 870 - Jd. Pery&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Nova Cantareira - Barro Branco&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Alcindo Bueno de Assís, 500 - Palmas do Tremembé&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Sobral Junior, 234 - Vila Sabrina&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua São&amp;nbsp;Quirino, 905 - Vila Guilherme&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Viri, 425 - Jardim&amp;nbsp;São&amp;nbsp;Paulo&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Tucuruvi, 470 - Tucuruvi&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Tucuruvi, 808 - Tucuruvi&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Cruzeiro do Sul, 1100 - Santana&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Deputado Emílio Carlos, 318 - Bairro do Limão&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Deputado Emílio Carlos, 3900 - Vila Nova Cachoeirinha&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Miguel Conejo, 1115 - Freguesia do Ó&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. das Cerejeiras, 1444 - Vila Maria&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Paulo Lincoln Vale Pontin, 333 - Jaçanã&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Dr. Fernando Costa, 730 - Bragança Paulista&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Dr. Plínio Salgado, 109 - Centro - Bragança Paulista&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&amp;nbsp;&amp;nbsp;&lt;b class=&quot;fckInline&quot;&gt;Leste&lt;/b&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Najatu, 72 – Penha&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Diego Calado, 149 – São Miguel&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua João Lopes Maciel, 465 – ETE São Miguel&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Campo Santo, 22 – Poá&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Chamaná, 90 &lt;b&gt;- &lt;/b&gt;Penha&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Tibúrcio de Souza, 1085 - Itaim Paulista&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;div style=&quot;line-height: normal;&quot;&gt;
Rua Major Rudge, 37 - Cobrança Penha&lt;/div&gt;
&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Canuto de Abreu&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&amp;nbsp;&amp;nbsp;&lt;/td&gt;
            &lt;td&gt;Av. Oratório, 172 (Praça de Atendimento)&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua José Zappi, 120 - Vila Prudente&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Ibitirama, 1409 - Vila Prudente&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Zelina, 709 - Vila Zelina&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Celso Garcia, 2725&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td&gt;Rua Dr. João Inácio Teixeira, 91&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Cácio de Moura, 180&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Alicante, 522&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Osvaldo Pucci, 154&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Cangaíba, 4200&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Nordestina, 475&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Cachoeira Alta, 1001&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Igarapé da Missão, 20&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Arquiteto Vilanova Artigas, 1901&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av. Luiz Mateus, 5500&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua João Lopes de Lima, 1151&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Sargento Edgard Lourenço Pinto, 116&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Av.&amp;nbsp;Arquiteto Vilanova Artigas, 1071&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Poema das Américas, 12&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Batista Fergúsio, 1116&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Iaçapé, 302 - Parque Santa&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Dr. Edgard Magalhães&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Rua Miguel Bastos Soares, 365&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;Estrada do Lageado, 118&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&amp;nbsp;Av. do Contorno, 60 – Itaquera (Poupatempo)&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td&gt;&lt;/td&gt;
            &lt;td&gt;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;b class=&quot;fckInline&quot;&gt;Sul&lt;/b&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Estrada do Itaim, 3213&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Américo Brasiliense, 721&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Av. Cupecê, 2278 – Américanólis&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Antonio Carlos Tocconi, 147 - Interalagos&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Estrada M’ Boi Mirim, 4059 – Campo Limpo&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Estrada M´Boi Mirim, 380 – Jardim São Luis&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;b class=&quot;fckInline&quot;&gt;Oeste&lt;/b&gt;&amp;nbsp;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Carlos A. Vanzolinni, 403 - Vila dos Remédios&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Barão da Passagem - Alto da Lapa&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Simão Alvares, 517&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Pedro Picini, 88 - Vila Picinin&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Luís Carneiro, 193&amp;nbsp;- Pirituba&amp;nbsp;&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Cardeal Motta, 84 - Vila Fiat Lux&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Est. do Campo Limpo, 2783/2787 – Jardim Pirajussara&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Alvarenga, 1169 - Butantã&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Major Paladino, 300 - Leopoldina&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Alvarenga, 2147- Butantã&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Marginal Esquerda do Rio Tietê, 3901- Industrial Altino&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Av. Nossa Senhora de Fátima, 845&lt;/td&gt;
        &lt;/tr&gt;
&lt;tr class=&quot;alt&quot;&gt;
            &lt;td style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;
            &lt;td style=&quot;text-align: left;&quot;&gt;Rua Baltazar Rabelo, 167 - Butantã&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/02/reciclagem-de-oleo-prol-o-despejo-de.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-7395984123086480120</guid><pubDate>Wed, 30 Jan 2013 14:13:00 +0000</pubDate><atom:updated>2013-01-30T12:17:05.816-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Aquecimento Global</category><title>Qual a taxa atual do derretimento glacial?</title><description>&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Estudos
recentes demonstram que o derretimento das geleiras tem se
intensificado nos últimos 350 anos, levando ao aumento rápido do
nível do mar em algumas regiões do globo terrestre.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Levando
em consideração as 270 maiores geleiras entre o Chile e a Argentina
e as geleiras do sul e do norte da Patagônia, houve uma perda de
volume de 10 a 100 vezes mais rápida nos últimos 30 anos.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Toda
geleira é um sistema que está sujeito à evaporação ou fusão.
Nos últimos anos, o Ártico bateu recorde de encolhimento de
geleiras.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;As
geleiras da Groenlândia e da Antártica também estão derretendo
rapidamente. Segundo a revista científica Science, entre 1992 e 2011
as geleiras da Groenlândia perderam 152 bilhões de toneladas de
gelo por ano. Já na Antártica, as geleiras derreteram 71 bilhões
de toneladas de gelo por ano.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Apenas
esse derretimento levou ao aumento 11,1 milímetros no nível do mar
desde 1992. Atualmente, as geleiras dos polos Norte e Sul estão
perdendo três vezes mais gelo do que na década de 1990.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Na
Groenlândia, cerca de 97% da superfície de gelo já passou por
algum derretimento. O problema é causado, principalmente, pelo
aumento dos gases de efeito estufa emitidos para a atmosfera.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Até
2100, o nível dos oceanos deve aumentar mais de um metro. Hoje, o
mar está subindo cerca de 3,2 milímetros por ano.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/qual-taxa-atual-do-derretimento-glacial.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-1606592352030804078</guid><pubDate>Wed, 30 Jan 2013 14:00:00 +0000</pubDate><atom:updated>2013-01-30T12:00:58.971-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Poluição</category><title>Poluição em Pequim </title><description>


 
 
 
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&lt;br /&gt;
&lt;div class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Poluição em Pequim
ultrapassa 25 vezes o limite considerado seguro&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;br /&gt;&lt;/span&gt;&lt;/b&gt;
&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Com tanta poluição, é
difícil respirar ou enxergar em Pequim. Estradas ficaram
intransitáveis. Voos foram cancelados na capital.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A poluição do ar na
capital da China ultrapassou 25 vezes o limite considerado seguro
pela Organização Mundial da Saúde.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Com tanta
poluição, é difícil respirar ou enxergar em Pequim. Estradas
ficaram intransitáveis. Voos foram cancelados na capital. O governo
suspendeu o funcionamento de 103 fábricas poluentes e tirou quase um
terço dos carros oficiais de circulação. Os moradores de Pequim
foram aconselhados a ficar em casa. Os hospitais estão lotados de
crianças com problemas respiratórios.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Por causa
da poluição, uma empresa está vendendo latas como uma de
refrigerante, só que não há líquido no interior, somente ar. Cada
uma custa o equivalente a R$ 1,50. Claro que esse produto não ajuda
ninguém a respirar melhor. É um protesto bem humorado. Uma forma de
dizer que o ar puro está se tornando tão raro na China que poderá
caber em uma latinha.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/poluicao-em-pequim.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-7693362548621118752</guid><pubDate>Wed, 23 Jan 2013 16:39:00 +0000</pubDate><atom:updated>2013-01-23T15:09:28.085-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Sustentabilidade</category><title>Ideias que iluminam</title><description>&lt;h2 style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O governo pretende eliminar as lâmpadas incandescentes do mercado 
até 2016 e substituí-las por outras mais eficientes, como as 
fluorescentes compactas e as LEDs. A estimativa é que a economia de 
energia em iluminação chegue a 80%, não só no País, mas também na sua 
casa.&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #990000; font-size: large;&quot;&gt;&lt;b&gt;&lt;b&gt;Fluorescentes ou LEDs? &lt;/b&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;As lâmpadas mais eficientes 
são mais caras, mas duram muito mais. As fluorescentes compactas ficam 
cinco vezes mais baratas que as incandescentes. Pagam o investimento em 
menos de três meses na conta de luz, pois economizam 70% em energia. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Já
 as LEDs, bem mais caras, compensam em longo prazo - a partir de cinco 
anos -, em função do tempo de vida útil e maior economia (até 85%). No 
mercado já há modelos em formato de bulbo com o mesmo soquete de uma 
incandescente. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;E
 eis algumas dicas muito fáceis de seguir para você garantir uma boa 
iluminação em sua casa, com beleza e economia, e o uso mais inteligente 
de todos os eletrodomésticos, o que ainda facilitará suas compras: &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;- Um &lt;b&gt;bom projeto de iluminação&lt;/b&gt;
 ajuda a economizar energia, com o uso de controles como dimmer 
(controle da intensidade da luz), timer, sensor de presença, ou 
simplesmente com a luz natural. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;- Na hora de construir, pense na &lt;b&gt;economia de energia&lt;/b&gt;: painéis duplos nas esquadrias estabilizam a temperatura, e a ventilação natural reduz o uso de ar-condicionado. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;- Para usar bem a &lt;b&gt;máquina de lavar roupa&lt;/b&gt;: &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;1. Junte uma quantidade razoável de roupas para só depois lavá-las (isso também vale na hora de passá-las a ferro). &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;2. Lave com água fria. Assim economiza até 90% de energia. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;3.
 Evite a função de pré-lavagem porque desperdiça energia. Deixe as 
roupas mais sujas de molho no sabão antes de ligar a máquina.&amp;nbsp; &lt;a href=&quot;http://planetasustentavel.abril.com.br/noticia/desenvolvimento/como-funciona-maquina-lavar-agua-549947.shtml&quot; style=&quot;color: #990000;&quot;&gt;&lt;b&gt;Como funciona a máquina de lavar sem água?&lt;/b&gt;&lt;/a&gt;&lt;span style=&quot;color: #990000;&quot;&gt;&amp;nbsp;e &lt;/span&gt;&lt;a href=&quot;http://planetasustentavel.abril.com.br/noticia/ambiente/conteudo_235823.shtml&quot; style=&quot;color: #990000;&quot;&gt;&lt;b&gt;De gota em gota&lt;/b&gt;&lt;/a&gt;&lt;span style=&quot;color: #990000;&quot;&gt;.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Mas a máquina não funciona totalmente a seco, já que o líquido é 
indispensável para dissolver as manchas e viabilizar a limpeza. A 
diferença é que a máquina da Xeros usa apenas 10% da água utilizada por 
uma lavadora convencionaldo mesmo tamanho.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Ou seja, gastando 
menos água, ela promete ser mais econômica e ecologicamente correta. 
Outro detalhe do bem: as pastilhas são reutilizáveis e têm vida útil de 
até 500 ciclos.&lt;/span&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Trabalho limpo – A lavadora usa 20 quilos de pastilhas para limpar 5 quilos .&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A lavadora da empresa britânica Xeros, que ainda está em fase 
de testes, utiliza dezenas de quilos de pastilhas de náilon para remover
 a sujeira das roupas.&lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;- Não use o micro-ondas como relógio nem deixe os aparelhos em stand by. Desligue-os da tomada quando não estiver usando esses aparelhos ou adote tomadas com interruptor. &lt;/span&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;- Ao comprar eletrodomésticos escolha os mais eficientes. O selo Procel ajuda nessa hora.&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;h1&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;Quais são os principais selos ecológicos no mercado?&lt;/span&gt;&lt;/h1&gt;
&lt;h2&gt;
Existem mais de 30 certificadoras verdes no país, mas essa diversidade de selos pode confundir.&lt;/h2&gt;
&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;FSC (Forest Stewardship Council) &lt;br /&gt;O que certifica:&lt;/b&gt;
 áreas e produtos florestais, como toras de madeira, móveis, lenha, 
papel, nozes e sementes. Como é: atesta que o produto vem de um processo
 produtivo ecologicamente adequado, socialmente justo e economicamente 
viável. Dez princípios devem ser atendidos, entre eles a obediência às 
leis ambientais, o respeito aos direitos dos povos indígenas e a 
regularização fundiária. www.fsc.org.br.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Outro selo dessa categoria:&lt;/b&gt; Ceflor&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;div class=&quot;img_thumb&quot;&gt;
&lt;div style=&quot;width: 150px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;{txtalt}&quot; border=&quot;0&quot; src=&quot;http://planetasustentavel.abril.com.br/imagem/principais-selos-meio2-150x150.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;ISO 14001 &lt;br /&gt;O que certifica:&lt;/b&gt; sistema de gestão ambiental de empresas e empreendimentos de qualquer setor.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Como é:&lt;/b&gt;
 em sua operação, a empresa deve levar em conta o uso racional de 
recursos naturais, a proteção de florestas e a preservação da 
biodiversidade, entre outros quesitos. No Brasil, quem confere essa 
certificação é a Associação Brasileira de Normas Técnicas (ABNT). Ao 
contrário das demais certificações, não há um selo visível em produtos. 
Para saber se uma empresa tem o ISO 14001, deve-se consultar seu site ou
 centro de atendimento ao cliente.&amp;nbsp;&lt;a href=&quot;http://www.abnt.org/&quot; target=&quot;_blank&quot;&gt;www.abnt.org&lt;/a&gt;&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;div class=&quot;img_thumb&quot;&gt;
&lt;div style=&quot;width: 150px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;{txtalt}&quot; border=&quot;0&quot; src=&quot;http://planetasustentavel.abril.com.br/imagem/principais-selos-meio3-150x150.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;LEED (Liderança em Energia e Design Ambiental) &lt;br /&gt;O que certifica:&lt;/b&gt; prédios e outras edificações.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Como é:&lt;/b&gt;
 concedido a edificações que minimizam impactos ambientais, tanto na 
fase de construção quanto na de uso. Materiais renováveis, implantação 
de sistemas que economizem energia elétrica, água e gás e controle da 
poluição durante a construção são alguns dos critérios.&amp;nbsp;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://www.usgbc.org/leed&quot; target=&quot;_blank&quot;&gt;www.usgbc.org/leed&lt;/a&gt;.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;div class=&quot;img_thumb&quot;&gt;
&lt;div style=&quot;width: 150px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;{txtalt}&quot; border=&quot;0&quot; src=&quot;http://planetasustentavel.abril.com.br/imagem/principais-selos-meio4-150x150.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Rainforest Alliance Certified&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O que certifica:&lt;/b&gt;
 produtos agrícolas, como frutas, café, cacau e chás. Como é: trata-se 
de uma certificação socioambiental. Comprova que os produtores respeitam
 a biodiversidade e os trabalhadores rurais envolvidos no processo. Com 
grande aceitação na Europa e nos EUA, é auditado no Brasil pelo 
Instituto de Manejo e Certificação Florestal e Agrícola (Imaflora).&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://www.imaflora.org/&quot; target=&quot;_blank&quot;&gt;www.imaflora.org&lt;/a&gt;.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Outros selos dessa categoria:&lt;/b&gt; UTZ Kapeh e Max Havelaar.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;div class=&quot;img_thumb&quot;&gt;
&lt;div style=&quot;width: 150px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;{txtalt}&quot; border=&quot;0&quot; src=&quot;http://planetasustentavel.abril.com.br/imagem/principais-selos-meio5-150x150.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;ECOCERT &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O que certifica:&lt;/b&gt; alimentos orgânicos e cosméticos naturais ou orgânicos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Como:&lt;/b&gt;
 os alimentos processados devem conter um mínimo de 95% de ingredientes 
orgânicos para serem certificados. Para ganhar um selo de cosmético 
orgânico, um produto deve ter ao menos 95% de ingredientes vegetais e 
95% destes ingredientes devem ser orgânicos certificados – no caso de 
cosméticos naturais, 50% dos insumos vegetais devem ser orgânicos. O 
selo Ecocert é um só (este ao lado). Mas, por contrato com a 
certificadora, o fabricante é obrigado a identificar no rótulo se o 
produto é orgânico ou natural.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://www.ecocert.com.br/&quot; target=&quot;_blank&quot;&gt;www.ecocert.com.br&lt;/a&gt;.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;div class=&quot;img_thumb&quot;&gt;
&lt;div style=&quot;width: 150px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;{txtalt}&quot; border=&quot;0&quot; src=&quot;http://planetasustentavel.abril.com.br/imagem/principais-selos-meio6-150x150.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;IBD (Instituto Biodinâmico)&lt;/b&gt;&lt;/span&gt; &lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O que certifica:&lt;/b&gt; alimentos, cosméticos e algodão orgânicos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Como é:&lt;/b&gt;
 além de cumprir os requisitos básicos para a produção orgânica (como 
fazer rotação de culturas e não usar agrotóxicos), garante que a 
fabricação daquele produto obedece ao Código Florestal Brasileiro e às 
leis trabalhistas. Os produtos industrializados devem ter ao menos 95% 
de ingredientes orgânicos certificados – a água e o sal são 
desconsiderados nesse cálculo tanto para cosméticos quanto para 
alimentos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://www.ibd.com.br/&quot; target=&quot;_blank&quot;&gt;www.ibd.com.br&lt;/a&gt;.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Outros selos dessa categoria:&lt;/b&gt; Ecocert (leia acima), Demeter, CMO (Certificadora Mokiti Okada) e IMO (Institute for Marketecology).&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td&gt;&lt;div class=&quot;img_thumb&quot;&gt;
&lt;div style=&quot;width: 150px;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;img alt=&quot;{txtalt}&quot; border=&quot;0&quot; src=&quot;http://planetasustentavel.abril.com.br/imagem/principais-selos-meio7-150x150.jpg&quot; /&gt;&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;td&gt;&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Procel &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;O que certifica:&lt;/b&gt; equipamentos eletrônicos e eletrodomésticos.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Como é:&lt;/b&gt;
 o selo do Programa Nacional de Conservação de Energia Elétrica indica 
os produtos que apresentam os melhores níveis de eficiência energética 
dentro de cada categoria. Os equipamentos passam por rigorosos testes 
feitos em laboratórios credenciados no programa.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;a href=&quot;http://www.eletrobras.gov.br/procel&quot; target=&quot;_blank&quot;&gt;www.eletrobras.gov.br/procel&lt;/a&gt;.&lt;/span&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;- A diferença de custo energético da &lt;b&gt;água encanada&lt;/b&gt;
 para a água em garrafa, considerando manipulação, transporte e 
disponibilidade é de 1 para 1000. Prefira sempre a primeira e tenha um 
bom filtro. &lt;/b&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;- O telhado das casas pode ser aproveitado tanto para gerar energia, colocando &lt;b&gt;placas solares&lt;/b&gt;, como para economizá-la: instalar um jardim na cobertura ameniza o calor e a conta do ar-condicionado.&amp;nbsp;&lt;a href=&quot;http://planetasustentavel.abril.com.br/blog/redacao/berlim-google-earth-incentiva-uso-energia-solar-291903_post.shtml&quot; style=&quot;color: #990000;&quot;&gt;&lt;b&gt;&lt;/b&gt;&lt;/a&gt;&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/ideias-que-iluminam.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-1422764480007286667</guid><pubDate>Wed, 23 Jan 2013 16:28:00 +0000</pubDate><atom:updated>2013-01-23T14:28:50.536-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Recicle</category><title>Destino certo para o lixo</title><description>&lt;h2 style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Quem costuma separar os materiais para a reciclagem está habituado a
 seguir as quatro cores - amarelo (metal), azul (papel), verde (vidro) e
 vermelho (plástico) -, além de reservar o conteúdo orgânico. Mas o que 
fazer com lâmpadas e remédios, por exemplo? Todos os resíduos precisam 
ser encaminhados corretamente para os locais de descarte: ensinamos 
quais eles são neste guia.&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;h2 style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;Dados divulgados em setembro deste ano pelo Compromisso Empresarialpara 
Reciclagem (Cempre) apontam que 27 milhões de brasileiros, em 766 
municípios, contam com a coleta seletiva. Se sua cidade ainda não tem 
oserviço, separe o lixo mesmo assim - catadores de rua, cooperativas, 
associações de moradores e ONGs podem cuidar para que os resíduos sejam 
eliminados da forma certa. Uma prática que vigora desde agosto de 2010, 
com a aprovação da Política Nacional de Resíduos Sólidos (PNRS), é a 
logística reversa: ela define que as empresas são responsáveis por 
recolher seus produtos após o descarte pelo consumidor. Isso significa 
que a mesma marca que vende um eletrônico deve recebê-lo de volta ou 
indicar o que fazer com ele. A regra vale para fabricantes de pilhas, 
baterias, pneus, lâmpadas fluorescentes, eletrônicos e seus componentes.
 Abaixo, damos todos os detalhes para você fazer sua parte com 
consciência. &lt;br /&gt;&lt;br style=&quot;color: black;&quot; /&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;RECICLÁVEL X NÃO RECICLÁVEL&lt;/span&gt; &lt;/strong&gt;Para
 o processo de reciclagem acontecer, não é necessário lavar nada antes. 
No entanto, é higiênico retirar o excesso de resíduos do recipiente, 
principalmente se ele ficar armazenado por algum tempo. &quot;Embalagens 
sujas de leite, açúcar ou doces podem atrair ratos e baratas. Por isso, 
sugerimos que as peças fiquem na pia durante a lavagem da louça&quot;, indica
 Ana Maria Domingues Luz, presidente do Instituto Gea. &quot;Mas nada de usar
 água limpa exclusivamente para isso!&quot;, ela completa. Tem material que é
 fácil separar, mas há outros nada óbvios. Na dúvida, consulte esta 
lista. &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;METAL &lt;/span&gt;&lt;br /&gt;Recicláveis:&lt;/strong&gt; folha de flandres
 (é o aço revestido de estanho das latas de óleo, sardinha, creme de 
leite etc.), latas de aerossol (verifique, antes, se estão vazias), 
latas de bebidas, papel-alumínio limpo, tampas de garrafa. &lt;br /&gt;&lt;strong&gt;Lixo comum:&lt;/strong&gt; clipes, esponjas de aço, grampos, tachinhas. &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;PAPEL &lt;/span&gt;&lt;br /&gt;Recicláveis:&lt;/strong&gt;
 caixas de papelão, cartazes, cartolinas, embalagens longa vida, 
envelopes, jornais, papéis de escritório. Antes de dispensar livros e 
revistas, procure doá-los a bibliotecas ou escolas, ou leve-os a sebos. &lt;br /&gt;&lt;strong&gt;Lixo comum:&lt;/strong&gt;
 caixa de pizza com resíduos, celofane, extrato de banco, etiquetas 
adesivas, fotografias, guardanapo, notas fiscais, papel-carbono, papel 
de fax, papel higiênico, papéis plastificados, papel vegetal.&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;PLÁSTICO &lt;/span&gt;&lt;br /&gt;Recicláveis:&lt;/strong&gt; canos, copos, embalagens, frascos de produtos de limpeza e higiene pessoal, garrafas PET, potes, sacos, sacolas, tubos. &lt;br /&gt;&lt;strong&gt;Lixo comum:&lt;/strong&gt; cabos de panela, embalagens metalizadas de alimentos (como as de salgadinho), espuma sintética, fraldas descartáveis. &lt;br /&gt;&lt;br /&gt;&lt;strong style=&quot;color: black;&quot;&gt;VIDRO&lt;/strong&gt; &lt;br /&gt;Inteiro ou em cacos, os produtos - recicláveis ou não - devem ser enrolados em jornal ou papelão para evitar acidentes. &lt;br /&gt;&lt;strong&gt;Recicláveis:&lt;/strong&gt; copos, garrafas, frascos em geral, potes alimentícios. &lt;br /&gt;&lt;strong&gt;Lixo comum:&lt;/strong&gt;
 boxe de banheiro, cerâmicas, cristais, espelhos, lâmpadas 
incandescentes, lentes de óculos, louças refratárias, porcelanas, vidros
 de janela. &lt;br /&gt;&lt;br /&gt;&lt;strong&gt;&lt;span style=&quot;color: black;&quot;&gt;E O QUE FAZER COM ESTES ITENS?&lt;/span&gt; &lt;br /&gt;&lt;span style=&quot;color: black;&quot;&gt;Celulares&lt;/span&gt;&lt;/strong&gt; &lt;br /&gt;Antes
 de se desfazer do aparelho antigo, veja se há possibilidade de conserto
 ou, se ele estiver em boas condições de uso, guarde-o paraemergências, 
como roubos e quebras de outros celulares. Mas, se doar o eletrônico 
para alguém ou tiver de jogar fora mesmo, tenha em mente duas questões: 
apagar as informações pessoais antes de passá-lo para a frente e fazer o
 descarte da maneira certa, já que esses equipamentos levam metais 
pesados em sua composição, especialmente na bateria. &lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;h2 style=&quot;color: blue; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/h2&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/destino-certo-para-o-lixo.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-1451329462730071760</guid><pubDate>Wed, 23 Jan 2013 15:58:00 +0000</pubDate><atom:updated>2013-01-23T14:05:13.223-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Extinção</category><title>Toninha corre risco de extinção no Brasil</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
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&lt;br /&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Estudo
revela que prática pesqueira de emalhe elevou a mortalidade das
toninhas – pequenos golfinhos – no sul do país, colocando a
espécie em risco de extinção.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;A
toninha*, menor &lt;b&gt;espécie&lt;/b&gt; de &lt;b&gt;golfinhos&lt;/b&gt;
do mundo, endêmica da região sul do Brasil e das costas do Uruguai
e da Argentina, está cada vez mais&lt;b&gt; ameaçada de extinção&lt;/b&gt;
devido à &lt;b&gt;pesca de emalhe&lt;/b&gt; - realizada com rede, mas
de forma aleatória, pesca espécies diversas sem distinção.&lt;br /&gt;Estudos
realizados pelo &lt;b&gt;Laboratório de Mamíferos Marinhos da FURG*&lt;/b&gt;
- com o apoio da &lt;b&gt;Fundação Grupo Boticário de Proteção à
Natureza*&lt;/b&gt; - indicaram que, desde 2011, quantidades elevadas
de toninhas têm sido &lt;b&gt;capturadas&lt;/b&gt; acidentalmente por
essa prática &lt;b&gt;pesqueira&lt;/b&gt;. &quot;Como a toninha é
pequena e tem hábito costeiro, é muito vulnerável a esse tipo de
pesca&quot;, ressalta &lt;b&gt;Emanuel Carvalho Ferreira&lt;/b&gt;,
pesquisador-chefe do projeto que investiga a mortalidade das toninhas
na costa sul do Rio Grande do Sul.&lt;br /&gt;A fim de compreender melhor a
espécie, a FURG promove pesquisas com as toninhas desde 1990. Em
2011, foram iniciadas as pesquisas focadas na mortalidade desses
animais envolvendo o emalhe, o que as colocou na lista das espécies
&lt;b&gt;ameaçadas de extinção&lt;/b&gt;.&lt;br /&gt;Durante a coleta dos
dados, os pesquisadores descobriram que, como o tempo de espera da
prática do emalhe é longo (de 12 a 14 horas) e as redes são
extensas (podem chegar a 30km de comprimento), outras espécies que
não são o foco da pescaria, como é o caso das toninhas, são
capturadas. &lt;br /&gt;Por conta dessa prática abusiva - e que deveria ser
proibida! -, foram adotadas algumas medidas de prevenção e
proteção, principalmente na região do Brasil. Entre elas, a
criação do &lt;b&gt;PAN Toninha - Plano de Ação Nacional para a
Conservação do Pequeno Cetáceo Toninha*&lt;/b&gt;. Para os
&lt;b&gt;cientistas&lt;/b&gt;, a primeira medida importante para que se
comece a obter resultados positivos, é a redução do tamanho da
rede de emalhe para sete quilômetros. &quot;Essa medida precisa ser
tomada imediatamente! 30 km de rede torna a situação insustentável,
tanto para a toninha quanto para qualquer outra espécie capturada
nas pescarias&quot;, explica Ferreira. Outro passo importante foi o
trabalho de conscientização realizado com os pescadores locais,
para que compreendam a importância de adotar práticas menos
predatórias e prejudiciais ao &lt;b&gt;meio ambiente&lt;/b&gt;.&lt;br /&gt;Apesar
dessas ações de caráter imediato, para os cientistas, a principal
medida para proteger a toninha está na própria pesquisa. Nela,
foram descritos cenários com simulação de exclusão de pesca em
áreas de 5m, 10m, 15m e 20m de profundidade, o que possibilita a
criação de uma área importante para a &lt;b&gt;proteção
ambiental&lt;/b&gt;. &quot;Se essa área - com até 20 metros de
profundidade - for criada, com certeza haverá redução de 72% na
mortalidade das toninhas na costa do Rio Grande do Sul&quot;, aponta
o pesquisador. Este seria um grande avanço não apenas para conter a
extinção do menor golfinho do mundo, mas para que outras espécies
&lt;b&gt;marinhas&lt;/b&gt; não fossem mais prejudicadas pela pesca de
emalhe, como a tartaruga e os tubarões.&lt;br /&gt;&lt;br /&gt;*&lt;i&gt;A toninha é um
pequeno cetáceo endêmico do Atlântico Sul-Ocidental que vive em
águas costeiras do Espírito Santo à Argentina. Mede até 1,70m e é
considerada uma das menores espécies de golfinhos do mundo. Sua
&lt;/i&gt;&lt;i&gt;coloração é parda-marrom, o que possibilita sua
camuflagem nas águas turvas da região. Possui bico comprido e
dentes pequenos. Com hábito costeiro, a toninha é bastante arredia.
Por ser predador do topo da cadeia alimentar, a preservação dessa
espécie é muito importante para o equilíbrio da biodiversidade da
região.&lt;/i&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/toninha-corre-risco-de-extincao-no.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-5580468278741528425</guid><pubDate>Wed, 23 Jan 2013 15:57:00 +0000</pubDate><atom:updated>2013-01-23T14:04:47.061-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Mares</category><title>O mar não está para peixe</title><description>&lt;div style=&quot;color: blue; text-align: justify;&quot;&gt;
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&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Todos
os anos, 78 milhões de toneladas de peixes e frutos do mar são
capturados nos mares do mundo – quantidade insustentável que
ameaça a vida marinha. Para ajudar a evitar o colapso, varie o
cardápio: além de diminuir a pressão sobre as espécies, você
ainda descobrirá novos sabores.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Você
sabia que há peixes proibidos para consumo e que ainda são
vendidos? Outros, ainda, podem ser comidos, mas com moderação. Mas
claro que também há espécies em abundância no Brasil! Está tudo
super bem explicado no infográfico O mar não está para peixe que
destaca os peixes mais consumidos nas regiões sul e sudeste.
Consulte! (Leia também: O que fazer para recuperar e preservar a
vida marinha?&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Eis
algumas outras dicas bacanas para você comer com consciência:&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;-
Certificações para produtos marinhos, como o Dolphin Safe e o
Friends of the Sea, ajudam a comprar com critério. Eles atestam que
a pesca é feita de forma sustentável, que não há captura de
espécies ameaçadas durante a atividade e que a empresa tem projetos
de responsabilidade social.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;-
Comprar carne com origem certificada ou perguntar no açougue quem
são os fornecedores evita o consumo de produtos que venham de áreas
desmatadas ilegalmente na Amazônia. O frigorífico JBS-Friboi e a
marca Taeq, por exemplo, fornecem código de rastreamento que mostra,
pela internet, informações e fotos da origem do alimento. Dá até
para consultar na hora da compra, pelo celular.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;-
Prefira frutas, legumes e verduras locais, pois eles emitem menos
gases de efeito estufa no transporte. E opte por produtos da época,
que consomem menos água.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;-
Evite o desperdício. Congele a sobra de vinho em formas de gelo e
use-a para cozinhar. O Sesc São Paulo tem receitas para aproveitar
bem os alimentos,&lt;a href=&quot;http://www.sescsp.org.br/sesc/mesabrasilsp/receitas/index.cfm&quot; target=&quot;_blank&quot;&gt;http://www.sescsp.org.br/sesc/mesabrasilsp/receitas/index.cfm&lt;/a&gt;.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;-
Produtos embalados em papel e vidro tem menos impacto no ambiente do
que aqueles em plástico e isopor. Prefira embalar alimentos com
papel manteiga, no lugar do filme plástico.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Na
hora de comprar orgânicos, oriente-se pelos selos de certificação.
Em janeiro de 2011 entrou em vigor uma lei que permite ao Ministério
da Agricultura certificar os produtores com o selo do Sistema
Brasileiro de Avaliação de Conformidade Orgânica.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/o-mar-nao-esta-para-peixe.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item><item><guid isPermaLink="false">tag:blogger.com,1999:blog-2205309243377155937.post-6890374994896207220</guid><pubDate>Wed, 23 Jan 2013 15:54:00 +0000</pubDate><atom:updated>2013-01-23T14:11:02.850-02:00</atom:updated><category domain="http://www.blogger.com/atom/ns#">Sustentabilidade</category><title>Limpeza verde</title><description>&lt;div style=&quot;color: blue;&quot;&gt;
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&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Dá
para limpar a casa toda com soluções naturais, que substituem de
forma eficiente produtos como detergente, multiúso, antimofo... Você
vai economizar muito, evitar alergias e outros problemas de saúde, e
ainda ajudar a preservar o meio ambiente.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Vinagre,
suco de limão e bicarbonato de sódio: com esse trio nas mãos, você
ataca de mofo, limo e manchas a gordura, entupimento e odores fortes.
Ele tem propriedades bactericidas, abrasivas e ácidas tão
eficientes quanto os produtos industrializados, mas com a vantagem de
não agredir a nossa saúde nem o meio ambiente. &quot;O multiúso e
o detergente contêm fosfato na fórmula, um elemento que facilita a
remoção da gordura. Em excesso, porém, ele causa a eutrofização
da água - processo que leva ao crescimento exagerado de algas e
micro-organismos e, consequentemente, ao desequilíbrio ecológico&quot;,
explica Márcio Augusto Araújo, consultor de ecoprodutos do
Instituto para o Desenvolvimento da Habitação Ecológica (SP).&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Embora
no Brasil a quantidade de fosfato seja controlada, imagine o efeito
provocado quando milhões de pessoas usam os produtos
indiscriminadamente. &quot;Os itens industrializados podem ser
rastrea­dos, mas pior mesmo são os fabricados em `fundo de
quintal’, que muita gente compra sem conhecer a fórmula e os
efeitos colaterais&quot;, diz o pesquisador Maurício Waldman (SP),
autor do Guia Ecológico Doméstico (Ed. Contexto). Além das
alergias na pele, podem ocorrer intoxicações causadas pelo forte
odor e até envenenamento de animais domésticos. Abra mão também
de detergentes, solventes e ceras que contenham compostos voláteis,
cloro ou formaldeído, pois poluem o ar e provocam problemas
respiratórios.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;CONSUMO
CONSCIENTE&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Nas
prateleiras dos supermercados já existem vários materiais de
limpeza ecológicos, isentos de agentes químicos agressivos ou com o
seu teor reduzido. Portanto, ao optar pelos industrializados, prefira
os de baixo impacto ambiental. Maurício ressalta que é fundamental
mudarmos os nossos hábitos de consumo. &quot;As pessoas acham que
basta limpar bem. Mas a ideia é sujar menos para dispor de uma
quantidade menor de produtos químicos em casa, pois eles poluem os
rios e matam os peixes. A água da máquina de lavar roupas que já
tem sabão, por exemplo, é perfeita para higienizar o vaso sanitário
ou tirar a sujeira do quintal&quot;, ensina.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;PRODUTOS
SEM QUÍMICA&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Na
hora de limpar a casa, use estas receitas que garantem um ótimo
resultado a baixo custo, não fazem mal à saúde nem poluem o
ambiente.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Vinagre&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Com
alta concentração de ácido acético, o líquido funciona como um
potente desinfetante e desengordurante. Os melhores para a limpeza
são o branco (de álcool) e o de maçã.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Antimofo&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Remova
esse odor desagradável do armário limpando-o com um pano mbebido na
mistura de 3 litros de água quente com 1 ou 2 colheres (sopa) de
vinagre branco.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Fim
da gordura&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Ponha
um pouco de vinagre puro sobre a gordura do fogão, deixe agir por um
minuto e limpe.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Rejunte
branquinho&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Aplique
vinagre puro com uma escovinha de dentes no rejunte do azulejo.
Aguarde pelo menos duas horas para enxaguar com água. A dica também
vale para limpar aquela parede com marcas de móveis ou de sapatos.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Brilho
em vidros e espelhos&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Dissolva
1 parte de vinagre em 4 de água quente e limpe essas superfícies.
Os vidros ficam ainda mais transparentes!&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Tapetes
e carpetes novinhos&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Para
limpar essas peças, aplique uma mistura com a mesma quantidade de
vinagre branco e água.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Amaciante&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Substitua
o produto convencional por 1/2 copo de vinagre no último enxágue da
roupa. Ela fica supermacia...&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Bicarbonato
de sódio&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;À
base de dióxido de carbono e hidróxido de sódio, o bicarbonato é
bactericida e uma excelente alternativa para os produtos de limpeza
abrasivos. Use-o, sempre com luvas, na limpeza da cozinha e para
afastar odores desagradáveis.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Forno
brilhante&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Molhe
um pano macio numa mistura de 1/2 litro de água quente e 3 colheres
(sopa) de bicarbonato. Aplique em todo o forno e, após uma hora,
retire-o com um pano úmido.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Ralos
desentupidos&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Misture
bem 1 xícara (chá) de sal, 1 de bicarbonato e 1 litro de água
quente. Jogue no ralo.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Carpete
cheiroso&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Para
eliminar o odor forte, provocado por animais de estimação ou pela
falta de ventilação no ambiente, pulverize bicarbonato de sódio
sobre o carpete usando uma peneira grande. Deixe agir por dez minutos
e aspire. Não passe vassoura para evitar que o tapete fique branco.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Geladeira
limpinha&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Sempre
depois de finalizar a limpeza da geladeira e do freezer, passe um
pano úmido com bicarbonato na parte interna para desinfetar o local.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Suco
de limão&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;O
ácido cítrico do fruto ajuda a dissolver o limo e até manchas de
ferrugem.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Louça
sem gordura&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Dilua
1/4 de xícara (chá) de suco de limão em água e aplique na peça
com um pano macio.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Antiferrugem&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Retire
esse tipo de mancha de talheres, grelhas e fogão esfregando a
superfície com suco de limão e uma esponja.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;MULTIÚSO
CASEIRO&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Num
frasco de vinagre de maçã, junte 3 colheres (sopa) de bicarbonato
de sódio e 1 copo de extrato de raspa de juá (árvore típica do
Nordeste, também conhecida como juazeiro), à venda em lojas de
produtos naturais. A solução tem validade de até seis meses se for
guardada bem fechada e à sombra.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: black; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Importante&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: large;&quot;&gt;Mesmo
os produtos sendo naturais, nunca deixe-os ao alcance de crianças e
animais.&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;JUSTIFY&quot; class=&quot;western&quot; style=&quot;color: blue; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;
&lt;/div&gt;
</description><link>http://oclimamundialmente.blogspot.com/2013/01/limpeza-verde.html</link><author>noreply@blogger.com (blogger cristina)</author><thr:total>0</thr:total></item></channel></rss>