<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='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'><id>tag:blogger.com,1999:blog-5453638123616547066</id><updated>2024-09-07T17:07:35.657-07:00</updated><title type='text'>Jaime Tche</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>60</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-1060911160316528757</id><published>2018-05-14T16:41:00.003-07:00</published><updated>2018-05-14T16:41:45.220-07:00</updated><title type='text'>ENERGIA ELETRICA PELO AR - PEDRO DAUN</title><content type='html'>&lt;a href=&quot;https://www.youtube.com/watch?time_continue=20&amp;amp;v=YEjU_qwsDwE&quot;&gt;https://www.youtube.com/watch?time_continue=20&amp;amp;v=YEjU_qwsDwE&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/1060911160316528757/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2018/05/energia-eletrica-pelo-ar-pedro-daun.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1060911160316528757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1060911160316528757'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2018/05/energia-eletrica-pelo-ar-pedro-daun.html' title='ENERGIA ELETRICA PELO AR - PEDRO DAUN'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-5744982118998033067</id><published>2018-02-28T11:53:00.001-08:00</published><updated>2018-02-28T11:53:57.807-08:00</updated><title type='text'>PROCURA-SE UM AMIGO</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;br /&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;
&lt;b style=&quot;mso-bidi-font-weight: normal;&quot;&gt;&lt;u&gt;&lt;span style=&quot;font-size: 14.0pt; mso-bidi-font-size: 12.0pt;&quot;&gt;&amp;nbsp;PROCURA-SE
UM AMIGO &lt;/span&gt;&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
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Não precisa ser homem,
basta ser humano, basta ter sentimentos, basta ter coração. Precisa saber
falar, calar, sobretudo saber ouvir.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Tem que gostar de poesia,
de madrugada, de pássaros, de sol, de lua, do canto, dos ventos e das canções,
da brisa. Deve ter amor, um grande amor por alguém, ou então, sentir falta de não
ter esse amor.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Deve amar o próximo e
respeitar a dor que os passantes levam consigo.&lt;/div&gt;
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Não é preciso que seja de
primeira mão, nem é imprescindível que seja de segunda mão. Pode já ter sido
enganado, pois todos os amigos são enganados.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Não é preciso que seja
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Deve ter um ideal e medo de
perdê-lo e, no caso de assim não ser, deve sentir o grande vácuo que isso
deixa. Tem que ter ressonância humana, seu principal objetivo deve ser o de
amigo.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Deve sentir pena das pessoas
tristes e compreender o imenso valor dos solitários. Deve gostar de crianças e
lastimar as que não puderam nascer.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Procura-se um amigo para
gostar dos mesmos gostos, que se comova quando chamado de amigo.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Que saiba conversar de
coisas simples, de orvalho, de grandes chuvas e das recordações da infância.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
Precisa-se de um amigo
para não se enlouquecer, para contar o que se viu de belo e de triste durante o
dia, dos anseios e das realizações, dos sonhos e da realidade.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Deve gostar de
ruas desertas, de poças de água e de caminhos molhados, de beira de estrada, de
molhar-se depois da chuva, de se deitar no capim.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Precisa-se de um
amigo que diga que vale a pena viver, não porque a vida é bela, mas porque já se
tem um amigo. Precisa-se de um amigo para se parar de chorar, para não viver
debruçado no passado em busca de memórias perdidas.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 1.0pt 4.0pt 1.0pt 4.0pt; padding: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;arial&amp;quot; , &amp;quot;sans-serif&amp;quot;; mso-bidi-font-family: &amp;quot;Times New Roman&amp;quot;;&quot;&gt;Precisa-se de um
amigo que nos bata nos ombros sorrindo ou chorando, mas que nos chame de amigo,
para se ter a consciência de que ainda se vive. ( Pedro Block)&lt;/span&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/5744982118998033067/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2018/02/normal-0-21-false-false-false-pt-br-x.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/5744982118998033067'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/5744982118998033067'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2018/02/normal-0-21-false-false-false-pt-br-x.html' title='PROCURA-SE UM AMIGO'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-4150432795892161763</id><published>2012-08-21T16:27:00.000-07:00</published><updated>2012-08-21T16:27:49.796-07:00</updated><title type='text'>AULA INTRODUÇÃO AO DIREITO</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji2Lwvm9bfn96fURGS94yEQ5JH6Fi0PhkZFOUMusSVeK1JULEsrDap03x4Yo5QThrtCy-IkMOyihqEnycE7-IKs4805pDS_0JoArz3RW3Iv1_dD1ZoMHMK_FKQ9kHZMUU2LuXdfzoovacp/s1600/Direito.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji2Lwvm9bfn96fURGS94yEQ5JH6Fi0PhkZFOUMusSVeK1JULEsrDap03x4Yo5QThrtCy-IkMOyihqEnycE7-IKs4805pDS_0JoArz3RW3Iv1_dD1ZoMHMK_FKQ9kHZMUU2LuXdfzoovacp/s1600/Direito.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Uma manhã, quando nosso novo professor de &quot;Introdução ao Direito&quot; entrou na sala, &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;table border=&quot;0&quot; cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;MsoNormalTable&quot; style=&quot;mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 1184; width: 100%px;&quot;&gt;&lt;tbody&gt;
&lt;tr style=&quot;mso-yfti-firstrow: yes; mso-yfti-irow: 0; mso-yfti-lastrow: yes;&quot;&gt;   &lt;td style=&quot;padding: 0cm 0cm 0cm 0cm; width: 100.0%;&quot; width=&quot;100%&quot;&gt;   &lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;a   primeira coisa que fez foi perguntar o nome a um aluno que estava sentado na   primeira fila:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Como te chamas?&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Chamo-me Juan, senhor.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: red; font-size: 18.0pt;&quot;&gt;- Saia de minha aula e não quero que voltes nunca mais!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt; - gritou o desagradável professor.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Juan   estava desconcertado. &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Quando   voltou a si, levantou-se rapidamente, recolheu suas coisas e saiu da sala. &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 18.0pt;&quot;&gt;Todos estávamos assustados e indignados, porém ninguém   falou nada.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Agora sim! - e perguntou o professor - &lt;b&gt;para que servem as leis?...&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Seguíamos   assustados porém pouco a pouco começamos a responder à sua pergunta:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Para que haja uma ordem em nossa sociedade.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Não! - respondia o professor.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Para cumpri-las.&lt;br /&gt;
- Não!&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Para que as pessoas erradas paguem por seus atos.&lt;br /&gt;
- Não!!&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Será que ninguém sabe responder a esta pergunta?!&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 18.0pt;&quot;&gt;- Para que haja justiça&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt; - falou timidamente uma garota.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Até que enfim! É isso... para que haja justiça. &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;E agora, para que serve a justiça?&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Todos   começávamos a ficar incomodados pela atitude tão grosseira. &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Porém,   seguíamos respondendo:&lt;br /&gt;
- Para salvaguardar os direitos humanos...&lt;br /&gt;
- Bem, que mais? - perguntava o professor.&lt;br /&gt;
- Para diferençar o certo do errado... Para premiar a quem faz o bem...&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Ok, não está mal porém... respondam a esta pergunta: &lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: red; font-size: 18.0pt;&quot;&gt;agi corretamente ao expulsar Juan da sala de aula?...&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Todos   ficamos calados, ninguém respondia.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Quero uma resposta decidida e unânime!&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-   Não!! - respondemos todos a uma só voz.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: red; font-size: 18.0pt;&quot;&gt;- Poderia dizer-se que cometi uma injustiça?&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;- Sim!!!&lt;br /&gt;
&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 24.0pt;&quot;&gt;- E por que   ninguém fez nada a respeito? &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 24.0pt;&quot;&gt;Para que queremos leis e regras&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 18.0pt;&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 24.0pt;&quot;&gt;se não dispomos da vontade necessária para pratica-las?&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;-&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: #003366; font-size: 24.0pt;&quot;&gt;   Cada um de vocês tem a obrigação de reclamar &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: #003366; font-size: 24.0pt;&quot;&gt;quando presenciar uma injustiça Todos. &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: #003366; font-size: 24.0pt;&quot;&gt;Não voltem a ficar calados, nunca mais!&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;- Vá buscar o Juan - disse, olhando-me fixamente.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;font-size: 18.0pt;&quot;&gt;Naquele dia recebi a lição mais prática no meu curso de Direito.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: white;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: center;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: red; font-size: 36.0pt;&quot;&gt;Quando não defendemos nossos direitos&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: green; font-size: 24.0pt;&quot;&gt; &lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;background: white; text-align: center;&quot;&gt;&lt;b&gt;&lt;i&gt;&lt;span style=&quot;color: red; font-size: 36.0pt;&quot;&gt;perdemos a dignidade e a dignidade não se   negocia.&lt;/span&gt;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;&lt;div align=&quot;center&quot; class=&quot;MsoNormal&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: #888888;&quot;&gt;&amp;nbsp;Autor: Desconhecido&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: #888888;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;span style=&quot;color: #888888;&quot;&gt;&lt;span&gt;&lt;span style=&quot;background-color: #6aa84f;&quot;&gt;&lt;span style=&quot;background-color: white;&quot;&gt;&lt;span style=&quot;color: #6aa84f;&quot;&gt;Nota: Realmente, muitos hoje desconhecem a real interpretação da palavra Direito...&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot;&gt;&lt;br /&gt;
&lt;/div&gt;&lt;/td&gt;  &lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/4150432795892161763/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/08/aula-introducao-ao-direito.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4150432795892161763'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4150432795892161763'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/08/aula-introducao-ao-direito.html' title='AULA INTRODUÇÃO AO DIREITO'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEji2Lwvm9bfn96fURGS94yEQ5JH6Fi0PhkZFOUMusSVeK1JULEsrDap03x4Yo5QThrtCy-IkMOyihqEnycE7-IKs4805pDS_0JoArz3RW3Iv1_dD1ZoMHMK_FKQ9kHZMUU2LuXdfzoovacp/s72-c/Direito.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-8743610286729532551</id><published>2012-07-17T15:23:00.001-07:00</published><updated>2012-07-17T15:25:28.316-07:00</updated><title type='text'>O VALOR DE NOSSOS PAIS</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG7pBGqQwwDO2s0MF-PH4GJzLL9KoiP6mleyCjJQC9CeDQ4WywLj7DgmV_qk8G16MxL6YSq-9I7mgM1pf2Fc3EzCtimfuA8v50SIpgqyzH334MTnJn6n6oiGMKoBPKVvOhVBGN_o-eeJmS/s1600/O+Valor+de+nossos+Pais.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG7pBGqQwwDO2s0MF-PH4GJzLL9KoiP6mleyCjJQC9CeDQ4WywLj7DgmV_qk8G16MxL6YSq-9I7mgM1pf2Fc3EzCtimfuA8v50SIpgqyzH334MTnJn6n6oiGMKoBPKVvOhVBGN_o-eeJmS/s1600/O+Valor+de+nossos+Pais.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;background: none repeat scroll 0% 0% white;&quot;&gt;&lt;span style=&quot;color: #463ef0; font-size: small;&quot;&gt;Um jovem de nível acadêmico excelente, candidatou-se à posição de gerente de uma grande empresa.&lt;br /&gt;
&lt;br /&gt;
Passou a primeira entrevista e o diretor fez a última entrevista e tomou a última decisão.&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;/span&gt;&lt;/div&gt;&lt;span style=&quot;color: #463ef0; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: small;&quot;&gt;O diretor descobriu através do currículo que as suas realizações acadêmicas eram excelentes em todo o percurso, desde o secundário até à pesquisa da pós-graduação e não havia um ano em que não tivesse pontuado com nota máxima.&lt;br /&gt;
&lt;br /&gt;
O diretor perguntou, &quot;Tiveste alguma bolsa na escola?&quot; o jovem respondeu, &quot;nenhuma&quot;. O diretor perguntou, &quot;Foi o teu pai que pagou as tuas mensalidades ?&quot; o jovem respondeu, &quot;O meu pai faleceu quando tinha apenas um ano, foi a minha mãe quem pagou as minhas mensalidades.&quot;&lt;br /&gt;
&lt;br /&gt;
O diretor perguntou, &quot;Onde trabalha a tua mãe?&quot; e o jovem respondeu, &quot;A minha mãe lava roupa.&quot;&lt;br /&gt;
&lt;br /&gt;
O diretor pediu que o jovem lhe mostrasse as suas mãos. O jovem mostrou um par de mãos macias e perfeitas.&lt;br /&gt;
&lt;br /&gt;
O diretor perguntou, &quot;Alguma vez ajudaste a tua mãe a lavar as roupas?&quot;, o jovem respondeu, &quot;Nunca, a minha mãe sempre quis que eu estudasse e lesse mais livros. Além disso, a minha mãe lava a roupa mais depressa do que eu.&quot;&lt;br /&gt;
&lt;br /&gt;
O diretor disse, &quot;Eu tenho um pedido.&amp;nbsp; Hoje, quando voltares, vai e limpa as mãos da tua mãe, e depois vem ver-me amanhã de manhã.&quot;&lt;br /&gt;
&lt;br /&gt;
O jovem sentiu que a hipótese de obter o emprego era alta. Quando chegou a casa, pediu feliz à mãe que o deixasse limpar as suas mãos. A mãe achou estranho, estava feliz mas com um misto de sentimentos e mostrou as suas mãos ao filho.&lt;br /&gt;
&lt;br /&gt;
O jovem limpou lentamente as mãos da mãe. Uma lágrima escorreu-lhe enquanto o fazia. Era a primeira vez que reparava que as mãos da mãe estavam muito enrugadas, e havia demasiadas contusões nas suas mãos. Algumas eram tão dolorosas que a mãe se queixava quando limpas com água.&lt;br /&gt;
&lt;br /&gt;
Esta era a primeira vez que o jovem percebia que este par de mãos que lavavam roupa todo o dia tinham-lhe pago as mensalidades. As contusões nas mãos da mãe eram o preço a pagar pela sua graduação, excelência acadêmica e o seu futuro. Após acabar de limpar as mãos da mãe, o jovem silenciosamente lavou as restantes roupas pela sua mãe.&lt;br /&gt;
&lt;br /&gt;
Nessa noite, mãe e filho falaram por um longo tempo.&lt;br /&gt;
&lt;br /&gt;
Na manhã seguinte, o jovem foi ao gabinete do diretor. O diretor percebeu as lágrimas nos olhos do jovem e perguntou,&lt;br /&gt;
&quot;Diz-me, o que fizeste e aprendeste ontem em tua casa?&quot;&lt;br /&gt;
&lt;br /&gt;
O jovem respondeu, &quot;Eu limpei as mãos da minha mãe, e ainda acabei de lavar as roupas que sobraram.&quot;&lt;br /&gt;
&lt;br /&gt;
O diretor pediu, &quot;Por favor diz-me o que sentiste.&quot;&lt;br /&gt;
&lt;br /&gt;
O jovem disse &quot;Primeiro, agora sei o que é dar valor. Sem a minha mãe, não haveria um eu com sucesso hoje. Segundo, ao trabalhar e ajudar a minha mãe, só agora percebi a dificuldade e dureza que é ter algo pronto. Em terceiro, agora aprecio a importância e valor de uma relação familiar.&quot;&lt;br /&gt;
&lt;br /&gt;
O diretor disse, &quot;Isto é o que eu procuro para um gerente. Eu quero recrutar alguém que saiba apreciar a ajuda dos outros, uma pessoa que conheça o sofrimento dos outros para terem as coisas feitas, e uma pessoa que não coloque o dinheiro como o seu único objetivo na vida. Estás contratado.&quot;&lt;br /&gt;
&lt;br /&gt;
Mais tarde, este jovem trabalhou arduamente e recebeu o respeito dos seus subordinados. Todos os empregados trabalhavam diligentemente e como equipe. O desempenho da empresa melhorou tremendamente.&lt;br /&gt;
&lt;br /&gt;
Uma criança que foi protegida e teve habitualmente tudo o que quis, vai desenvolver- se mentalmente e vai sempre colocar-se em primeiro. Vai ignorar os esforços dos seus pais, e quando começar a trabalhar, vai assumir que toda a gente o deve ouvir e quando se tornar gerente, nunca vai saber o sofrimento dos seus empregados e vais sempre culpar os outros. Para este tipo de pessoas, que podem ser boas academicamente, podem ser bem sucedidas por um bocado, mas eventualmente não vão sentir a sensação de objetivo atingido. Vão resmungar, estar cheios de ódio e lutar por mais. Se somos esse tipo de pais, estamos realmente a mostrar amor ou estamos a destruir o nosso filho?&lt;br /&gt;
&lt;br /&gt;
Pode deixar o seu filho viver numa grande casa, comer boas refeições, aprender piano e ver televisão num grande plasma. Mas quando cortar a relva, por favor deixe-o experienciar isso. Depois da refeição, deixe-o lavar o seu prato juntamente com os seus irmãos e irmãs. Isto não é porque não tem dinheiro para contratar uma empregada, mas porque o quer amar como deve de ser. Quer que ele entenda que não interessa o quão ricos os seus pais são, um dia ele vai envelhecer, tal como a mãe daquele jovem. A coisa mais importante que os seus filhos devem entender é a apreciar o esforço e experiência da dificuldade e aprendizagem da habilidade&amp;nbsp; de trabalhar com os outros para fazer as coisas.&lt;br /&gt;
&lt;br /&gt;
Quais são as pessoas que ficaram com mãos enrugadas por mim?&lt;br /&gt;
&lt;br /&gt;
O valor de nossos pais ...&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #463ef0; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;Autor : Desconhecido&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: #463ef0; font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18pt;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;background-color: #6aa84f;&quot;&gt;Nota:&lt;/span&gt; &lt;span style=&quot;color: #6aa84f;&quot;&gt;Será que realmente sabemos a importancia de nossos pais antes de nos tornarmos Pais? Poucos realmente conseguem saber responder a essa pergunta. JH&lt;/span&gt;&lt;/span&gt; &lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/8743610286729532551/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/07/o-valor-de-nossos-pais.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8743610286729532551'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8743610286729532551'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/07/o-valor-de-nossos-pais.html' title='O VALOR DE NOSSOS PAIS'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgG7pBGqQwwDO2s0MF-PH4GJzLL9KoiP6mleyCjJQC9CeDQ4WywLj7DgmV_qk8G16MxL6YSq-9I7mgM1pf2Fc3EzCtimfuA8v50SIpgqyzH334MTnJn6n6oiGMKoBPKVvOhVBGN_o-eeJmS/s72-c/O+Valor+de+nossos+Pais.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-4367607994103960903</id><published>2012-06-23T16:30:00.002-07:00</published><updated>2012-06-23T17:02:50.228-07:00</updated><title type='text'>Experimento MINOS  desmistifica neutrinos</title><content type='html'>&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSHRIJyCLMmWZFYyPccmoR6IjApBm0F7eZkAN8ajjCqwixH5Z2UT4toNfqGSn61beLrJsLiJ6xBxTIi-bdebo475BmlC6aNU5pvqKHVqmppmAq0_fiIBLtipyd1wDXKZQ238eTzygzhpVU/s1600/Neutrinos.png&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;256&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSHRIJyCLMmWZFYyPccmoR6IjApBm0F7eZkAN8ajjCqwixH5Z2UT4toNfqGSn61beLrJsLiJ6xBxTIi-bdebo475BmlC6aNU5pvqKHVqmppmAq0_fiIBLtipyd1wDXKZQ238eTzygzhpVU/s320/Neutrinos.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;div style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em; text-align: justify;&quot;&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;Ciêntistas do experimento do Fermilab MINOS revelaram medição mais precisa do mundo de um parametro chave que regula a transformação de um tipo de Neutrino para outro, e anunciou uma nova medida de Neutrino com velocidade compativel com a da LUZ. As medições foram reveladas esta semana na conferencia de 2012 no Japão Sobre os NEUTRINOS. &lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;The results confirm that neutrinos and their antimatter counterparts, antineutrinos, have similar masses as predicted by most commonly accepted theories that explain how the subatomic world works.&quot;&gt;Os  resultados confirmam que os neutrinos e suas contrapartes de  antimatéria, antineutrinos, têm massas semelhantes, como previsto pelas  teorias mais comumente aceitas que explicam como funciona o mundo  subatômico. &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;MINOS caused a jolt in the physics world in 2010 when it announced that a measurement of this parameter, called delta m squared, showed a surprisingly large difference between the masses of neutrinos and antineutrinos.&quot;&gt;MINOS  causou um choque no mundo da física em 2010, quando anunciou que uma  medida desse parâmetro, chamado &lt;u&gt;&lt;b&gt;delta m quadrado&lt;/b&gt;&lt;/u&gt;, mostrou uma diferença  surpreendentemente grande entre as massas dos neutrinos e antineutrinos.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;MINOS caused a jolt in the physics world in 2010 when it announced that a measurement of this parameter, called delta m squared, showed a surprisingly large difference between the masses of neutrinos and antineutrinos.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;span title=&quot;A subsequent 2011 measurement with increased statistics appeared to bring the neutrino and antineutrino masses closer in sync.&quot;&gt;Uma  medição de 2011 subsequente, com estatísticas,&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;A subsequent 2011 measurement with increased statistics appeared to bring the neutrino and antineutrino masses closer in sync.&quot;&gt;traz o neutrino e antineutrino a massas com mais sincronia. &lt;/span&gt;&lt;span title=&quot;With twice as much antineutrino data collected since its 2011 result, scientists confirm that the gap has closed.&quot;&gt;Com os dados, e&amp;nbsp; duas vezes mais antineutrino recolhidos,&amp;nbsp; desde o seu resultado de 2011, os cientistas confirmam que o hiato fechou. &lt;/span&gt;&lt;span title=&quot;This upholds predictions and provides crucial information for many other neutrino experiments around the globe.&quot;&gt;Este sustenta previsões e fornece informações cruciais para muitos outros experimentos de neutrinos ao redor do globo.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;This upholds predictions and provides crucial information for many other neutrino experiments around the globe.&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;The new measurement is one of several announced this week by the MINOS experiment at the Neutrino 2012 conference in Kyoto, Japan.&quot;&gt;A nova medida é um dos vários assuntos anunciados esta semana pelo experimento MINOS na conferência de 2012 Neutrino em Kyoto, Japão. &lt;/span&gt;&lt;span title=&quot;These are the final results from the first phase of the MINOS experiment.&quot;&gt;Estes são os resultados finais da primeira fase do experimento MINOS.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;“At the end of its initial seven-year run, MINOS has proven that it has been an incredibly successful long-baseline neutrino experiment,” said Fermilab&#39;s Rob Plunkett, MINOS co-spokesperson.&quot;&gt;&quot;No  final de sua temporada inicial de sete anos, MINOS provou que tem sido  um sucesso incrivelmente longa a&amp;nbsp; linha de base de&amp;nbsp; experiência de neutrinos&quot;,  disse Rob Fermilab Plunkett, MINOS co-porta-voz. &lt;/span&gt;&lt;span title=&quot;“We look forward to the next phase, when we will search for a new type of neutrino.”&quot;&gt;&quot;Estamos ansiosos para a próxima fase, quando vamos procurar um novo tipo de neutrino.&quot;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;“We look forward to the next phase, when we will search for a new type of neutrino.”&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span title=&quot;These are the final results from the first phase of the MINOS experiment.&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;MINOS scientists also announced this week their latest measurement of the search for a rare phenomenon, the transformation of muon neutrinos into electron neutrinos.&quot;&gt;&amp;nbsp;Os cientistas &lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;MINOS scientists also announced this week their latest measurement of the search for a rare phenomenon, the transformation of muon neutrinos into electron neutrinos.&quot;&gt;MINOS&lt;/span&gt;&lt;/span&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;MINOS scientists also announced this week their latest measurement of the search for a rare phenomenon, the transformation of muon neutrinos into electron neutrinos.&quot;&gt; também anunciaram esta semana sua última medição da busca de  um fenômeno raro, a transformação &lt;u&gt;de neutrinos do múon&lt;/u&gt; em neutrinos de  elétrons. &lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;The Daya Bay experiment in China and the RENO experiment in Korea made headlines earlier this year with their measurements of this transformation, observed in neutrinos generated by nuclear reactors.&quot;&gt;A  Daya Bay experiência na China e no experimento RENO na Coréia do Sul  ganhou as manchetes no início deste ano com suas medidas dessa  transformação, observados em neutrinos gerados por reatores nucleares.&lt;br /&gt;
&lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;To measure the transformation of one type of neutrino to another, the MINOS experiment sends a beam of muon neutrinos 450 miles (735 kilometers) through the earth from the Main Injector accelerator at Fermilab to a 5,000-ton neutrino detector located half a mile underground in&quot;&gt;Para  medir a transformação de um tipo de neutrino para outro, o experimento  MINOS emite um feixe de neutrinos muons 450 milhas (735 km) através da  terra do Injetor Principal acelerador do Fermilab a um detector de  neutrinos de 5.000 ton localizado um quilômetro subterrâneo em &lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;the Soudan Underground Laboratory in northern Minnesota.&quot;&gt;Laboratório Soudan metro no norte de Minnesota. &lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;The experiment uses two almost identical detectors: the detector at Fermilab is used to check the purity of the muon neutrino beam, and the detector at Soudan looks for electron and muon neutrinos.&quot;&gt;O  experimento utiliza dois detectores quase idênticos: o detector no  Fermilab é utilizado para verificar a pureza do neutrino múon feixe, e o  detector de Soudan procura eletrons e neutrinos múon. &lt;/span&gt;&lt;span class=&quot;&quot; title=&quot;The neutrinos&#39; trip from Fermilab to Soudan takes about 2.5 milliseconds, giving the neutrinos enough time to change their identities.&quot;&gt;O  neutrinos &quot;viagem de Fermilab para Soudan leva cerca de 2,5  milissegundos, dando os neutrinos tempo suficiente para mudar suas  identidades.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;The neutrinos&#39; trip from Fermilab to Soudan takes about 2.5 milliseconds, giving the neutrinos enough time to change their identities.&quot;&gt;Maiores informações:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;The neutrinos&#39; trip from Fermilab to Soudan takes about 2.5 milliseconds, giving the neutrinos enough time to change their identities.&quot;&gt;&amp;nbsp;http://www.fnal.gov/pub/presspass/press_releases/2012/minos-antineutrinos-20120605.html&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;The neutrinos&#39; trip from Fermilab to Soudan takes about 2.5 milliseconds, giving the neutrinos enough time to change their identities.&quot;&gt;http://www.fnal.gov/pub/presspass/press_releases/2012/minos-antineutrinos-20120605-images.html&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;The neutrinos&#39; trip from Fermilab to Soudan takes about 2.5 milliseconds, giving the neutrinos enough time to change their identities.&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZmAIjvhy6KcSFuqkPED7uOTFkQqlTTi5X-SCUGnEV2cQcOsU8qL9uYkM7x8jqiopi5GdmFGlkXEvpZ0OfpI6MzIQ94RAVvJqFA3hyphenhyphenotwM46dXXdZO505bDhTLiTVMQdTtxnq1jChv3KDR/s1600/Acelerador.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgZmAIjvhy6KcSFuqkPED7uOTFkQqlTTi5X-SCUGnEV2cQcOsU8qL9uYkM7x8jqiopi5GdmFGlkXEvpZ0OfpI6MzIQ94RAVvJqFA3hyphenhyphenotwM46dXXdZO505bDhTLiTVMQdTtxnq1jChv3KDR/s1600/Acelerador.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot; title=&quot;The neutrinos&#39; trip from Fermilab to Soudan takes about 2.5 milliseconds, giving the neutrinos enough time to change their identities.&quot;&gt;&lt;span style=&quot;color: #6aa84f;&quot;&gt;Nota: Não sei porque, mas ainda vamos ouvir falar muito disso, acredito que esta nova energia será algo extremamente importante em tudo, em nosso planeta. JH&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/4367607994103960903/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/06/minos-experimento-desmistifica.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4367607994103960903'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4367607994103960903'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/06/minos-experimento-desmistifica.html' title='Experimento MINOS  desmistifica neutrinos'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSHRIJyCLMmWZFYyPccmoR6IjApBm0F7eZkAN8ajjCqwixH5Z2UT4toNfqGSn61beLrJsLiJ6xBxTIi-bdebo475BmlC6aNU5pvqKHVqmppmAq0_fiIBLtipyd1wDXKZQ238eTzygzhpVU/s72-c/Neutrinos.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-8167811874438081411</id><published>2012-06-19T14:48:00.001-07:00</published><updated>2012-06-19T14:51:45.303-07:00</updated><title type='text'>Nasa divulga imagem da Terra pelo ângulo do Oceano Ártico</title><content type='html'>&lt;table cellpadding=&quot;0&quot; cellspacing=&quot;0&quot; class=&quot;tr-caption-container&quot; style=&quot;float: right; text-align: left;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;text-align: center;&quot;&gt;&lt;img align=&quot;text-bottom&quot; alt=&quot;Foto: Divulgação&quot; height=&quot;320&quot; src=&quot;http://imgs-srzd.s3.amazonaws.com/srzd/upload/i/m/imagemnasadiv580.jpg&quot; style=&quot;margin-left: auto; margin-right: auto;&quot; width=&quot;318&quot; /&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;tr&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;Nasa 19/06/2012&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
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&lt;/td&gt;&lt;td class=&quot;tr-caption&quot; style=&quot;text-align: center;&quot;&gt;&lt;br /&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;A Terra vista pelo ângulo do Oceano Ártico. Esta foi a imagem divulgada  pela Agência Espacial Norte-americana (Nasa) nesta terça-feira. O  registro foi feito pelo satélite S-NPP, lançado ao espaço em outubro no  ano passado.&lt;br /&gt;
&lt;br /&gt;
Para colher elementos suficientes para a produção da  imagem, o S-NPP teve que dar 15 voltas completas no planeta. O ângulo  captado possibilita que sejam vistos o Reino Unido (à esquerda), a Ásia e  o deserto do Saara (parte inferior).&lt;br /&gt;
&amp;nbsp;&lt;br /&gt;
&lt;span style=&quot;color: #6aa84f;&quot;&gt;OBS: Um Planeta tão lindo e pouco conhecido pelos seus prórpios habitantes.JH&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/8167811874438081411/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/06/nasa-divulga-imagem-da-terra-pelo.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8167811874438081411'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8167811874438081411'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/06/nasa-divulga-imagem-da-terra-pelo.html' title='Nasa divulga imagem da Terra pelo ângulo do Oceano Ártico'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-423627572535987138</id><published>2012-06-16T17:07:00.000-07:00</published><updated>2012-06-16T17:07:29.982-07:00</updated><title type='text'>Lua de Saturno pode ter lagos de metano líquido</title><content type='html'>&lt;h2 id=&quot;noticia-olho&quot;&gt;Titã é o único lugar no Sistema Solar com uma  meteorologia relativamente semelhante à da Terra. Estudo envolveu  pesquisador da USP&lt;/h2&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEhI0S9rub2pIsboUSt7xn7g49aMJcbdmCidNhPxmtm-7H4d7GHyrsgFG9AIfv-GM3vb9xODZIMG1_UdWZRJPZTj2D4OW0aBK8GwFHqGIcYmLfS_sK1GopUqKVpMSbbc_IJUeZRhjUnk0/s1600/NASA+JPL+SSI.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEhI0S9rub2pIsboUSt7xn7g49aMJcbdmCidNhPxmtm-7H4d7GHyrsgFG9AIfv-GM3vb9xODZIMG1_UdWZRJPZTj2D4OW0aBK8GwFHqGIcYmLfS_sK1GopUqKVpMSbbc_IJUeZRhjUnk0/s320/NASA+JPL+SSI.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h2 id=&quot;noticia-olho&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;Imagem da sonda Cassini mostra a lua Titã&lt;/span&gt;&lt;/h2&gt;Há oito anos, a missão espacial Cassini-Huygens chegou à  órbita de Saturno e começou a desvendar os mistérios do segundo maior  planeta do sistema solar e de suas luas. Um dos grandes interesses dos  cientistas era entender se havia líquidos em Titã, uma das luas de  Saturno e o único lugar no sistema solar com uma meteorologia ativa  relativamente semelhante à da Terra – ali existe um ciclo de metano  semelhante ao da água na Terra.&lt;br /&gt;
A conclusão foi que sim, havia metano líquido em pequenas  quantidades próximo aos polos norte e sul do satélite. Agora, um estudo  publicado nesta quarta-feira (13) no periódico científico Nature mostrou  que provavelmente há metano líquido também perto dos trópicos.&lt;br /&gt;
“De imediato se notou que não há grandes regiões de  líquidos (não há oceanos ou grandes mares). Só se encontrou lagos, na  maioria próximos do pólo norte, mas também perto do pólo sul. Mas  ninguém havia encontrado lagos em baixas latitudes (próximo do equador).  Isso significa que se houvesse lagos em baixas latitudes, eles seriam  pequenos, difíceis de identificar.”, explicou ao &lt;b&gt;iG&lt;/b&gt;  Paulo Penteado, do Instituto de Astronomia, Geofísica e Ciências  Atmosféricas da Universidade de São Paulo (USP), um dos autores do  estudo. &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;/b&gt;&lt;br /&gt;
Penteado completa:&amp;nbsp;“Neste trabalho, estávamos especificamente  procurando por sinais de superfícies líquidas entre os espectros  obtidos por um instrumento da Cassini (chamado VIMS). Como havia muitas  observações a analisar, só pudemos procurar sistematicamente por lagos  usando um banco de dados de observações que desenvolvemos. Isto nos  permitiu procurar por observações através das características dos  espectros de forma mais detalhada e complexa do que o permitido  anteriormente. Encontramos uma pequena região escura, próxima do  equador, que, segundo a nossa análise, parece ser um pequeno lago. E  algumas outras, menos escuras, que poderiam ser lagos mais rasos, com  apenas alguns centímetros de profundidade”.&lt;br /&gt;
Os estudos, no entanto, continuam. Titã ainda é pouco  conhecida pelos cientistas pois seu ciclo de estações dura 30 anos  terrestres – e a Cassini está há apenas oito anos observando a lua.  “Estamos ainda descobrindo como é a meteorologia de Titã, como ela varia  ao longo das estações do ano e ao longo de toda a superfície de Titã.  Estamos ainda determinando se há desertos, lagos, ou mesmo vulcanismo.  Encontrar lagos próximo ao equador pode indicar que estes são  alimentados por fontes subterrâneas, impedindo que evaporem, uma vez que  chuvas parecem ser raras nesta região”, afirmou Penteado.&lt;br /&gt;
Entre os próximos passos da pesquisa está continuar a busca  por líquidos em regiões que haja indicativos que eles possam existir.  “Outro passo é tentar observar estes possíveis lagos com o RADAR da  Cassini, que permitiria determinar melhor as suas características. E  outro ainda é tomar novas observações, com melhor resolução e menos  ruído, para melhorar a precisão da nossa análise”, completou Penteado.&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: #6aa84f;&quot;&gt;Nota: Sempre buscamos descobrir os segredos do universo, embora estejamos muito distante disso, ja começamos e vislumbrar muitas destas maravilhas e percebemos o quanto pequenos somos diante da grandeza universal.&amp;nbsp; JH&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a data-mce-href=&quot;http://ultimosegundo.ig.com.br/ciencia/choques+planetarios+formaram+atmosfera+de+nitrogenio+da+lua+tita+em+saturno/n1596936156055.html&quot; href=&quot;http://ultimosegundo.ig.com.br/ciencia/choques+planetarios+formaram+atmosfera+de+nitrogenio+da+lua+tita+em+saturno/n1596936156055.html&quot;&gt;             &lt;b&gt;Choques planetários formaram atmosfera de nitrogênio da lua Titã, em Saturno&lt;/b&gt;           &lt;/a&gt;           &lt;br /&gt;
&lt;a data-mce-href=&quot;http://ultimosegundo.ig.com.br/ciencia/lua+de+saturno+tem+atmosfera+composta+de+oxigenio+e+gas+carbonico/n1237839125103.html&quot; href=&quot;http://ultimosegundo.ig.com.br/ciencia/lua+de+saturno+tem+atmosfera+composta+de+oxigenio+e+gas+carbonico/n1237839125103.html&quot;&gt;Lua de Saturno Reia tem atmosfera composta de oxigênio e gás carbônico&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&lt;a data-mce-href=&quot;http://ultimosegundo.ig.com.br/ciencia/sonda-espacial-acha-condicoes-favoraveis-para-a-vida-em-lua-de-s/n1597725570690.html&quot; href=&quot;http://ultimosegundo.ig.com.br/ciencia/sonda-espacial-acha-condicoes-favoraveis-para-a-vida-em-lua-de-s/n1597725570690.html&quot;&gt;Sonda espacial acha condições favoráveis para a vida em lua de Saturno&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&lt;a data-mce-href=&quot;http://ultimosegundo.ig.com.br/ciencia/sonda-cassini-registra-formacao-de-tempestade-gigante-em-saturno/n1597373193011.html&quot; href=&quot;http://ultimosegundo.ig.com.br/ciencia/sonda-cassini-registra-formacao-de-tempestade-gigante-em-saturno/n1597373193011.html&quot;&gt;Sonda Cassini registra formação de tempestade gigante em Saturno&lt;/a&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/423627572535987138/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/06/lua-de-saturno-pode-ter-lagos-de-metano.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/423627572535987138'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/423627572535987138'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/06/lua-de-saturno-pode-ter-lagos-de-metano.html' title='Lua de Saturno pode ter lagos de metano líquido'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjvEhI0S9rub2pIsboUSt7xn7g49aMJcbdmCidNhPxmtm-7H4d7GHyrsgFG9AIfv-GM3vb9xODZIMG1_UdWZRJPZTj2D4OW0aBK8GwFHqGIcYmLfS_sK1GopUqKVpMSbbc_IJUeZRhjUnk0/s72-c/NASA+JPL+SSI.png" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-4867425809522462679</id><published>2012-05-28T05:18:00.000-07:00</published><updated>2012-05-28T05:18:38.242-07:00</updated><title type='text'>Cientista brasileiro sustenta que HAARP poderia estar manipulando o tempo</title><content type='html'>&lt;h3&gt;Segundo o físico Fran de Aquino, programa teria capacidade de alterar a dimensão temporal para viajar até futuros alternativos.&lt;/h3&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrbeinZKyOO_FeLwvlusra-wgCbOJ0vO3vz-br0PoPngOtfDk86yrQQ76QDyCGqAwhxLTCbg63GzD-8S9FfeT97R8uVYoAC1QLYiY9iDlbL24DO40Twc0YFX45ScMm0BamrDvW_jX0P1VV/s1600/Espa%C3%A7o-tempo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;235&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrbeinZKyOO_FeLwvlusra-wgCbOJ0vO3vz-br0PoPngOtfDk86yrQQ76QDyCGqAwhxLTCbg63GzD-8S9FfeT97R8uVYoAC1QLYiY9iDlbL24DO40Twc0YFX45ScMm0BamrDvW_jX0P1VV/s320/Espa%C3%A7o-tempo.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;&lt;h3&gt;&amp;nbsp;&lt;span style=&quot;font-size: small;&quot;&gt;O projeto &lt;a href=&quot;http://www.haarp.alaska.edu/&quot;&gt;&lt;strong&gt;High Frequency Active Auroral Research Program&lt;/strong&gt;&lt;/a&gt; &lt;em&gt;[Programa de Investigação de Aurora Ativa de Alta Frequência, &lt;a href=&quot;http://pt.wikipedia.org/wiki/High_Frequency_Active_Auroral_Research_Program&quot;&gt;&lt;strong&gt;HAARP&lt;/strong&gt;&lt;/a&gt;]&lt;/em&gt;,  da Força Aérea e Marinha norte-americana, é sem dúvida um dos alvos  favoritos das teorias de conspiração. Com o enorme e um tanto misterioso  orçamento, e uma poderosa &lt;a href=&quot;http://pt.wikipedia.org/wiki/Pan%C3%B3plia&quot;&gt;&lt;strong&gt;panóplia&lt;/strong&gt;&lt;/a&gt;  de antenas capazes de disparar ondas eletromagnéticas de alta e baixa  frequência à ionosfera, possivelmente modificando o clima, ele tem sido  acusado de todo o tipo de atos bélicos secretos – quase anormal – como  gerar terremotos, furacões e provocar ainda mais o aquecimento global.  Necessário dizer que, além de ter a capacidade de modificar o clima, não  se têm provas contundentes de que o programa esteja sendo utilizado  como arma militar. Suas instalações na neve do Alasca constituem um novo  mito moderno, terra fértil para a especulação e ficção científica.&lt;br /&gt;
&lt;br /&gt;
O trabalho de um cientista brasileiro, &lt;a href=&quot;http://www.frandeaquino.org/&quot;&gt;&lt;strong&gt;Fran de Aquino&lt;/strong&gt;&lt;/a&gt;, em sua investigação &lt;a href=&quot;http://vixra.org/pdf/1202.0044v1.pdf&quot;&gt;&lt;strong&gt;High-power  ELF radiation generated by modulated HF heating of the ionosphere can  cause earthquakes, cyclones and localized heating&lt;/strong&gt;&lt;/a&gt;, sustenta  que o HAARP não só é capaz de provocar uma série de desastres naturais  lançando ondas eletromagnéticas de baixa frequência, como também que,  teoricamente, poderia alterar a dimensão temporária, permitindo, por  exemplo, uma nave viajar para uma linha de tempo alternativa.&lt;br /&gt;
&lt;br /&gt;
De Aquino, da Universidade Estadual do Maranhão (&lt;a href=&quot;http://www.uema.br/&quot;&gt;&lt;strong&gt;UEMA&lt;/strong&gt;&lt;/a&gt;), tem &lt;a href=&quot;http://users.elo.com.br/%7Edeaquino/&quot;&gt;&lt;strong&gt;vários trabalhos publicados&lt;/strong&gt;&lt;/a&gt;, entre eles um na Universidade de Cornell intitulado &lt;a href=&quot;http://arxiv.org/abs/physics/9904018&quot;&gt;&lt;strong&gt;The Gravitational Spacecraft&lt;/strong&gt;&lt;/a&gt;,  onde demonstra um novo tipo de nave espacial (nave gravitacional), que  poderia viajar pelos recôncavos do tempo canalizando a correlação entre a  massa gravitacional, a massa inercial e um fator eletromagnético. Esta  mesma correlação, a afetação de um campo eletromagnético uniforme de  alta frequência sobre a gravidade – por sua vez vinculada com a  estrutura do tempo-espaço segundo a relatividade de Einstein – é o que,  segundo De Aquino, poderia propiciar que uma aeronave voando pela  ionosfera atravessasse o espelho dimensional do céu para outra sequência  temporária, uma espécie de universo paralelo dobrado no espaço.&lt;br /&gt;
&lt;br /&gt;
É  importante notar que o campo eletromagnético, além de ser uniforme,  deve permanecer com a nave durante o tempo de transição. Se não for  uniforme por cada parte da nave, realizará transições para diferentes  tempos do futuro… Pessoas dentro da nave realizariam transições à  diversos tempos no futuro porque sua condutividade e densidade seriam  diferentes.&lt;/span&gt;&lt;/h3&gt;&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBFiFcuJ0tCVOcNZO8mhwBeKAKVuLAfBHkM1OWKd6XZf-T8yXgD7QUoFQqT8sDdr_YHC4kcGD5w4xgPODRlHZ1gWVZp8JGF7abjhyphenhyphenfVmOPoHG3qLTFVzCJiFLzlrgPgn5_2zgDOk88z7Jg/s1600/Antenas+do+HAARP.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;210&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhBFiFcuJ0tCVOcNZO8mhwBeKAKVuLAfBHkM1OWKd6XZf-T8yXgD7QUoFQqT8sDdr_YHC4kcGD5w4xgPODRlHZ1gWVZp8JGF7abjhyphenhyphenfVmOPoHG3qLTFVzCJiFLzlrgPgn5_2zgDOk88z7Jg/s320/Antenas+do+HAARP.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/span&gt;&lt;/div&gt;&lt;h3&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;De Aquino considera que o HAARP poderia disparar uma onda  eletromagnética uniforme de alta frequência capaz de fazer com que um  avião cruzasse o tempo. Devemos levar a sério esta teoria? Primeiro  seria importante compreendê-la cabalmente, algo que supera pessoalmente a  capacidade do autor deste &lt;em&gt;post&lt;/em&gt; – elucidar uma suposta conciliação da relatividade com a teoria quântica no meio de uma linguagem que evoca a ficção de &lt;a href=&quot;http://pt.wikipedia.org/wiki/Thomas_Pynchon&quot;&gt;&lt;strong&gt;Thomas Pynchon&lt;/strong&gt;&lt;/a&gt;.  Mostrando este periódico a um assessor com estudos em física, sua  resposta foi que tal teoria careceria de sustento sólido para proposição  tão extraordinária e que seria necessário pesquisar os trabalhos aos  quais faz referência este físico especializado no estudo da gravidade  quântica.&lt;br /&gt;
&lt;br /&gt;
Mais apropriado parece ser tomá-la como um cativante  ensaio ficção científica – e não por isso menos ou mais real. Sejamos ou  não já capazes de fazer o proposto, uma civilização suficientemente  avançada seguramente desenvolveria tecnologia para manipular o tempo  (não só o clima). Nossa imaginação começa a se desbaratar como um bólido  que aproxima-se à velocidade da luz só de pensar nas possibilidades de  manipular o espaço-tempo, de habitar todos os jardins dos caminhos que  se bifurcam. Tempos que se entrelaçam, se sobrepõem e se desnudam. As  &quot;cláusulas do infinito&quot;. &lt;br /&gt;
&lt;br /&gt;
Antes que a popular série &lt;a href=&quot;http://en.wikipedia.org/wiki/Fringe_%28TV_series%29&quot;&gt;&lt;strong&gt;Fringe&lt;/strong&gt;&lt;/a&gt; &lt;em&gt;[&lt;a href=&quot;http://pt.wikipedia.org/wiki/Fringe_%28s%C3%A9rie%29&quot;&gt;&lt;strong&gt;Fronteiras&lt;/strong&gt;&lt;/a&gt;]&lt;/em&gt; começasse a fazer excursões imaginárias a outros universos, &lt;a href=&quot;http://pt.wikipedia.org/wiki/Philip_K._Dick&quot;&gt;&lt;strong&gt;Philip K. Dick&lt;/strong&gt;&lt;/a&gt;, em sua novela &lt;a href=&quot;http://www.amazon.com/Wait-Last-Year-Philip-Dick/dp/0679742204&quot;&gt;&lt;strong&gt;Wait for Last Year&lt;/strong&gt;&lt;/a&gt;, especulou uma droga (&lt;a href=&quot;http://en.wikipedia.org/wiki/Now_Wait_for_Last_Year&quot;&gt;&lt;strong&gt;JJ-180&lt;/strong&gt;&lt;/a&gt;)  desenvolvida por uma civilização extraterrestre que permitia de maneira  aditiva e sinistra a um usuário viajar a universos alternados. O  ditador planetário Molinari inclusive utilizava esta droga para obter  informação sobre futuros possíveis em outras linhas de tempo, para  manipular assim o conjunto dos tempos e salvar a humanidade da mais  abjeta escravização. A tecnologia para manipular o tempo evidentemente  tem o potencial de criar uma vertiginosa concatenação de alucinações e  simulacros, até o ponto que nenhuma realidade primária seria  distinguível ou afirmável.&lt;br /&gt;
&lt;br /&gt;
Seria fascinante falar com Dick sobre o  HAARP, um aparelho tramado pela imaginação (ou a alucinação) humana  para englobar muitas de suas mais temíveis e formosas paranoias. Há  certa poesia em disparar um raio de luz invisível à abóbada celeste e  alterar o fluxo do tempo, descobrindo, como numa nuvem quântica, um novo  universo no qual somos outros, sendo os mesmos. Ainda que isto  igualmente poderia ser a substância de um cruel pesadelo - com répteis  interdimensionais, sociedades secretas, vampiros energéticos e  tecnologia da Atlântida. De qualquer forma, é estimulante meditar sobre a  possibilidade de encontrar, parafraseando &lt;a href=&quot;http://pt.wikipedia.org/wiki/Paul_%C3%89luard&quot;&gt;&lt;strong&gt;Paul Éluard&lt;/strong&gt;&lt;/a&gt;, outros mundos dentro deste.&lt;/span&gt;&lt;/h3&gt;&lt;h3&gt;&amp;nbsp;&lt;/h3&gt;&lt;h3&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;color: #6aa84f;&quot;&gt;Nota:&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: #6aa84f; font-size: small;&quot;&gt;Muita especulação, muita ficção, mas na realidade até prova em contrario nada se sabe, embora como diz um amigo meu, tudo&amp;nbsp; que o cerebro visualiza ou imagina é possivel de criar ou fazer...portanto vamos aguardar. JH&lt;/span&gt;&lt;/h3&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/4867425809522462679/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/cientista-brasileiro-sustenta-que-haarp.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4867425809522462679'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4867425809522462679'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/cientista-brasileiro-sustenta-que-haarp.html' title='Cientista brasileiro sustenta que HAARP poderia estar manipulando o tempo'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgrbeinZKyOO_FeLwvlusra-wgCbOJ0vO3vz-br0PoPngOtfDk86yrQQ76QDyCGqAwhxLTCbg63GzD-8S9FfeT97R8uVYoAC1QLYiY9iDlbL24DO40Twc0YFX45ScMm0BamrDvW_jX0P1VV/s72-c/Espa%C3%A7o-tempo.jpg" height="72" width="72"/><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-4359959603580802586</id><published>2012-05-20T08:32:00.000-07:00</published><updated>2012-05-20T08:32:32.682-07:00</updated><title type='text'>Maior telescópio solar europeu já está a trabalhar</title><content type='html'>&lt;img alt=&quot;Telescópio Gregor é o maior da Europa (foto D.R.)&quot; height=&quot;265&quot; id=&quot;ctl00_ContentPlaceHolder1_ver1_rpNoticia_ctl00_foto&quot; src=&quot;http://www.abola.pt/img/fotos/mundos/dr/ciencia/telescopioGregor.jpg&quot; style=&quot;border-width: 0px;&quot; title=&quot;Telescópio Gregor é o maior da Europa (foto D.R.)&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&amp;nbsp;&lt;span id=&quot;noticiatext&quot; style=&quot;line-height: 140%;&quot;&gt;O Gregor, o maior telescópio solar europeu, que será inaugurado no próximo dia 21 deste mês, já trabalha.&lt;br /&gt;&lt;br /&gt;O aparelho funciona a partir do Observatório de Teide, em Tenerife. O objetivo é observar as camadas do Sol e a magnetosfera.&lt;br /&gt;&lt;br /&gt;O
 equipamento, que pode captar a atividade solar com uma definição de 70 
quilómetros, tem 1,5 metros de abertura e é aberto, ou seja, não está no
 interior de uma cúpula.&lt;br /&gt;&lt;br /&gt;Um consórcio desenvolveu o telescópio 
durante dez anos, num projeto liderado pelo Instituto para a Física 
Solar de Kiepenheuer, em Friburgo.&lt;br /&gt;&lt;br /&gt;Entre as funções do Gregor está a criação de um mapa detalhado do Sol.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&lt;span&gt;&lt;/span&gt; &lt;span style=&quot;color: cyan;&quot;&gt;18-05-2012&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span id=&quot;noticiatext&quot; style=&quot;line-height: 140%;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: #6aa84f;&quot;&gt; Ótima infomação, olhar e cuidar do que temos ao nosso redor, é sempre importante, ja que dependemos de nosso sol para a sobrevivencia de tudo o que existe neste lindo planeta Terra. (JH.)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span id=&quot;noticiatext&quot; style=&quot;line-height: 140%;&quot;&gt;&lt;span style=&quot;color: #6aa84f;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/4359959603580802586/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/maior-telescopio-solar-europeu-ja-esta.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4359959603580802586'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4359959603580802586'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/maior-telescopio-solar-europeu-ja-esta.html' title='Maior telescópio solar europeu já está a trabalhar'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-1906366688331737192</id><published>2012-05-19T12:58:00.001-07:00</published><updated>2012-05-19T13:05:33.269-07:00</updated><title type='text'>Relativistic Effects on Muons OU EFEITOS RELATIVISTICOS E MUONS</title><content type='html'>&lt;br /&gt;
&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;282&quot; 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&quot; width=&quot;400&quot; /&gt;&amp;nbsp;&amp;nbsp;&lt;br /&gt;
&lt;br /&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;hps&quot;&gt;&amp;nbsp;Os múons&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;tem&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;uma&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;meia&lt;/span&gt;-vida de 2,2 &lt;span class=&quot;hps&quot;&gt;microsegundos.&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;À velocidade&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;da luz&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;isso daria&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;um&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;intervalo de apenas&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;660&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;m&lt;/span&gt;. &lt;span class=&quot;hps&quot;&gt;No entanto,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a velocidades&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;relativísticas,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;a vida do&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;múon&lt;/span&gt;, &lt;span class=&quot;hps&quot;&gt;como&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;nós a percebemos,&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;é muito maior.&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;Dado um&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;mínimo de 2&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;GeV&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;muon&lt;/span&gt; &lt;span class=&quot;hps atn&quot;&gt;(&lt;/span&gt;massa de repouso &lt;span class=&quot;hps&quot;&gt;= 0,1&lt;/span&gt; &lt;span class=&quot;hps&quot;&gt;GeV)&lt;/span&gt;&lt;span class=&quot;&quot;&gt;:&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
http://www.youtube.com/watch?v=tcZAqZkb_7w&amp;amp;feature=plcp&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;color: #6aa84f;&quot;&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot;&gt;Não sei muito sobre estas fórmulas, mas se alguem se interessar, pode compartilhar e dar sua opinião.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;span class=&quot;&quot; id=&quot;result_box&quot; lang=&quot;pt&quot;&gt;&lt;span class=&quot;&quot;&gt;&lt;span style=&quot;color: #6aa84f;&quot;&gt;Jaime Hemming &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/1906366688331737192/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/relativistic-effects-on-muons-ou.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1906366688331737192'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1906366688331737192'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/relativistic-effects-on-muons-ou.html' title='Relativistic Effects on Muons OU EFEITOS RELATIVISTICOS E MUONS'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-8244076583839628644</id><published>2012-05-19T11:38:00.000-07:00</published><updated>2012-05-19T14:09:08.445-07:00</updated><title type='text'>MUON, UMA NOVA ENERGIA</title><content type='html'>&lt;img height=&quot;223&quot; src=&quot;http://www.symmetrymagazine.org/images/201205/60_header.jpg&quot; width=&quot;400&quot; /&gt;&lt;br /&gt;
&amp;nbsp;

&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Os múons
são os primos pesados ​​dos elétrons. Eles têm a mesma carga eléctrica e
interagem com a matéria de uma maneira semelhante Múons e elétrons pertencem
à mesma família de partículas conhecidas como léptons. Ao contrário dos
prótons, que compreendem partículas subatômicas chamadas quarks, múons e
elétrons vêm em uma única peça são partículas elementares. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Os múons
poderia eliminar um grande problema que os cientistas enfrentam ao acelerar
elétrons, em um acelerador circular, os elétrons emitem luz e perdem energia à
medida que avançam em torno do anel. Isto coloca um limite para o máximo de
energia que os eletrons podem atingir em tal máquina. A solução pode ser um
acelerador em linha reta, no qual os elétrons não emitem luz. Mas os cientistas
teriam de construir um acelerador de muito tempo (e portanto caro) linear para impulsionar
elétrons para gravar energias. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Porque
múons são 200 vezes mais pesado do que os elétrons, eles emitem menos luz e
perder menos energia quando viajam em um círculo do que os elétrons fazem. Por
isso os cientistas estão desenvolvendo o conceito de um acelerador circular de
múons. Enviando os múons através do loop mesma e as cavidades com mesmas aceleração
repetidamente reduz o número de cavidades necessários e da pegada necessário
para acomodar uma colisor. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Experimentos
feitos usando um colisor Múon complementaria experiências no Large Hadron
Collider no laboratório europeu CERN. O LHC acelera os prótons e os faz colidir
em energias recordes. Os cientistas esperam que as colisões revelem a natureza
da matéria escura, as dimensões extras do espaço e a origem da massa. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Uma vez
que os experimentos do LHC revelem novos fenômenos físicos, os físicos poderiam
usar um colisor muon para fazer estudos mais precisos sobre essas descobertas.
As descobertas no LHC irá determinar a energia necessária para um colisor muon
para explorar esses novos fenômenos.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp; &amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: #6aa84f;&quot;&gt;A cada dia vemos novas tecnologias e descobertas de grande valor para a Humanidade, resta saber quando irão colocar isso em pratica em beneficio dos seres humanos e não para poucos escolhidos.&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&lt;span style=&quot;color: #6aa84f;&quot;&gt;Jaime Hemming &lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/8244076583839628644/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/muon-uma-nova-energia.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8244076583839628644'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8244076583839628644'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/muon-uma-nova-energia.html' title='MUON, UMA NOVA ENERGIA'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-6536191934700743972</id><published>2012-05-19T11:18:00.000-07:00</published><updated>2012-05-19T11:18:18.236-07:00</updated><title type='text'>A DANÇA DOS ELÉTRONS</title><content type='html'>&lt;a href=&quot;data:image/png;base64,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&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;o:OfficeDocumentSettings&gt;
  &lt;o:RelyOnVML/&gt;
  &lt;o:AllowPNG/&gt;
 &lt;/o:OfficeDocumentSettings&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:WordDocument&gt;
  &lt;w:View&gt;Normal&lt;/w:View&gt;
  &lt;w:Zoom&gt;0&lt;/w:Zoom&gt;
  &lt;w:TrackMoves/&gt;
  &lt;w:TrackFormatting/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;64&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1 Accent 6&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;70&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;71&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Shading Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;72&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;73&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful Grid Accent 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;19&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Emphasis&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Intense Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;31&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Subtle Reference&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;33&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Book Title&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;37&quot; Name=&quot;Bibliography&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; QFormat=&quot;true&quot; Name=&quot;TOC Heading&quot;/&gt;
 &lt;/w:LatentStyles&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 10]&gt;
&lt;style&gt;
 /* Style Definitions */
 table.MsoNormalTable
 {mso-style-name:&quot;Tabela normal&quot;;
 mso-tstyle-rowband-size:0;
 mso-tstyle-colband-size:0;
 mso-style-noshow:yes;
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 mso-para-margin-left:0cm;
 line-height:115%;
 mso-pagination:widow-orphan;
 font-size:11.0pt;
 font-family:&quot;Calibri&quot;,&quot;sans-serif&quot;;
 mso-ascii-font-family:Calibri;
 mso-ascii-theme-font:minor-latin;
 mso-fareast-font-family:&quot;Times New Roman&quot;;
 mso-fareast-theme-font:minor-fareast;
 mso-hansi-font-family:Calibri;
 mso-hansi-theme-font:minor-latin;
 mso-bidi-font-family:&quot;Times New Roman&quot;;
 mso-bidi-theme-font:minor-bidi;}
&lt;/style&gt;
&lt;![endif]--&gt;&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 18.0pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Trocadéro
de Paris, exposição de ciência permite que os entusiastas da ciência para ver e
até mesmo controlar, um acelerador de elétrons real.&amp;nbsp;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; text-align: left;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;&amp;nbsp;Por Jack Jeanjean, Brunet Paulo e Nicolas Delerue &lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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   &lt;w:SplitPgBreakAndParaMark/&gt;
   &lt;w:DontVertAlignCellWithSp/&gt;
   &lt;w:DontBreakConstrainedForcedTables/&gt;
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   &lt;w:Word11KerningPairs/&gt;
   &lt;w:CachedColBalance/&gt;
  &lt;/w:Compatibility&gt;
  &lt;m:mathPr&gt;
   &lt;m:mathFont m:val=&quot;Cambria Math&quot;/&gt;
   &lt;m:brkBin m:val=&quot;before&quot;/&gt;
   &lt;m:brkBinSub m:val=&quot;&amp;#45;-&quot;/&gt;
   &lt;m:smallFrac m:val=&quot;off&quot;/&gt;
   &lt;m:dispDef/&gt;
   &lt;m:lMargin m:val=&quot;0&quot;/&gt;
   &lt;m:rMargin m:val=&quot;0&quot;/&gt;
   &lt;m:defJc m:val=&quot;centerGroup&quot;/&gt;
   &lt;m:wrapIndent m:val=&quot;1440&quot;/&gt;
   &lt;m:intLim m:val=&quot;subSup&quot;/&gt;
   &lt;m:naryLim m:val=&quot;undOvr&quot;/&gt;
  &lt;/m:mathPr&gt;&lt;/w:WordDocument&gt;
&lt;/xml&gt;&lt;![endif]--&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
 &lt;w:LatentStyles DefLockedState=&quot;false&quot; DefUnhideWhenUsed=&quot;true&quot;
  DefSemiHidden=&quot;true&quot; DefQFormat=&quot;false&quot; DefPriority=&quot;99&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 4&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;9&quot; QFormat=&quot;true&quot; Name=&quot;heading 6&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 3&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 4&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 5&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 6&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 7&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 8&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;39&quot; Name=&quot;toc 9&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;35&quot; QFormat=&quot;true&quot; Name=&quot;caption&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; Name=&quot;Default Paragraph Font&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Emphasis&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;59&quot; SemiHidden=&quot;false&quot;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;1&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;No Spacing&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;61&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;65&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 1&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;69&quot; SemiHidden=&quot;false&quot;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;62&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Grid Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;63&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Shading 1 Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; QFormat=&quot;true&quot; Name=&quot;Quote&quot;/&gt;
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  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;66&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium List 2 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;67&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 1 Accent 1&quot;/&gt;
  &lt;w:LsdException Locked=&quot;false&quot; Priority=&quot;68&quot; SemiHidden=&quot;false&quot;
   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 2 Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 1&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Medium Grid 3 Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Dark List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Colorful List Accent 2&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light Shading Accent 3&quot;/&gt;
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   UnhideWhenUsed=&quot;false&quot; Name=&quot;Light List Accent 3&quot;/&gt;
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&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Um dos
aceleradores mais pequeno do mundo funcionamento de elétrons, em exposição no
Trocadéro Paris &quot;ciência &lt;i&gt;Crédito exposição:. Sciences-ACO&lt;/i&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Quando as
pessoas pensam sobre a França e física de partículas, eles pensam do Large
Hadron Collider, smasher o maior do mundo átomo, abrangendo várias cidades e
dois países. Mas em torno de Paris, é um acelerador de mesa que tem moradores
amped up. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Perto do
palácio Trocadéro, os entusiastas da ciência pode perscrutar as entranhas de um
dos aceleradores do mundo menores de elétrons funcionamento. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Um design
de vidro permite que os visitantes para testemunhar o nascimento de um feixe de
partículas a partir de um pedaço de metal aquecido chamado de cátodo. Átomos de
hélio, excitados pelos elétrons acelerados no tubo acelerador linear, emitem
luz azul e amarelo. Estas explosões de luz se fundem em um feixe verde
constante, mostrando trajetórias de elétrons linear ou circular. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Um
conjunto de controles permite aos visitantes aprender sobre as forças
eletromagnéticas como eles veem a viagem do feixe e ver como campos magnéticos,
de ambos os ímãs e da Terra impulso e puxe o feixe ao longo de sua trajetória
circular. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;A luz
colorida que desliza através do acelerador de mesa ganhou o apelido de
&quot;dança do elétron.&quot; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12.0pt; mso-fareast-font-family: &amp;quot;Times New Roman&amp;quot;; mso-fareast-language: PT-BR;&quot;&gt;Este
hands-on acelerador mini, revelado em outubro de 2011, é uma réplica pequena do
anel colisor Orsay &quot;ACO&quot;, que operava 1965-1988. O anel de tamanho no
Laboratoire de l&#39;Accélérateur Linéaire, um antecessor do Large Hadron Collider,
agora serve como um museu e um marco histórico francês.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp;http://www.symmetrymagazine.org/cms/?pid=1000954&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: normal;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp; &amp;nbsp; &lt;span style=&quot;color: #6aa84f;&quot;&gt;E quem pensava que isso não seria possivel de redução de tamanho, agora visualiza uma gama enorme de utilização a nível mundial deste colisor, até uma nova energia resultante da colisão destes atomos surgio e aproveitavel, o&amp;nbsp; MUON.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/6536191934700743972/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/danca-dos-eletrons.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/6536191934700743972'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/6536191934700743972'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/danca-dos-eletrons.html' title='A DANÇA DOS ELÉTRONS'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-8237895425419427497</id><published>2012-05-08T17:16:00.001-07:00</published><updated>2012-05-08T17:18:03.783-07:00</updated><title type='text'>Buraco Negro Devora Estrela</title><content type='html'>&lt;br /&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Foto:
NASA, S. Gezari&lt;/span&gt;&lt;/i&gt;&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;
Ilustração mostra labareda após buraco negro devorar estrela &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Astrônomos
americanos observaram em &quot;tempo real&quot; o momento em que um buraco
negro supermaciço engolia uma estrela do qual se aproximou demais, um fenômeno
excepcional que só ocorre uma vez a cada 10 mil anos, em média, em uma galáxia.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&quot;Os buracos
negros são um pouco como os tubarões. Consideramos, sem razão, que são máquinas
perpétuas de matar. Na verdade, são tranquilos na maior parte da vida. Mas
ocasionalmente, uma estrela se aventura perto demais e o frenesi carnívoro se
desencadeia&quot;, explicou Ryan Chornock, do Centro de Astrofísica
Harvard-Smithsonian, co-autor do estudo publicado nesta quarta-feira na revista
científica britânica Nature.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Acredita-se que
a maioria das galáxias do universo abrigue um destes buracos negros
supermaciços, com massa entre um milhão e um bilhão de vezes superior à do
nosso sol. Alguns são detectados graças à intensa radição que emitem quando
aspiram gás.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Mas se o entorno
dos buracos for pobre em gás, as fagulhas ficam fracas e por isso fica difícil
estudá-los, ao menos surpreendê-los em pleno almoço, como fizeram Chornock e
Suvi Gezari, da universidade americana Johns Hopkins.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&amp;nbsp;&lt;/span&gt;

&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;Em 31 de maio de
2010, por meio do telescópio Pan-STARRS 1, no Havaí, foi descoberta uma luz
inesperada procedente de uma galáxia situada a 2,7 bilhões de anos-luz.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;A luz foi se
intensificando até alcançar seu ponto culminante em 12 de julho, antes de
desaparecer gradativamente.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;&quot;Observamos
a morte de uma estrela e sua digestão por parte do buraco negro em tempo
real&quot;, explicou Edo Berger, que participou do estudo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;A luz emanada de
um buraco negro supermaciço que estava até agora adormecido, com massa
equivalente a três milhões de massas solares, equivale à do buraco negro
situado no centro da nossa galáxia.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;A estrela estava
tão próxima que as &quot;forças de maré&quot; geradas pelo campo de gravidade
do buraco negro a desmembraram. Os gases que a formavam foram aspirados pelo
ogro cósmico, fazendo aumentar tanto a temperatura que produziram a luz
detectada pelos astrônomos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;O &quot;Sgr
A*&quot; (Sagittarius A estrela), buraco negro supermaciço da nossa galáxia,
está prestes a engolir uma grande nuvem de gás, que se aproxima dele.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Times New Roman&amp;quot;,&amp;quot;serif&amp;quot;; font-size: 12pt;&quot;&gt;No verão de
2013, a nuvem se aproximará a 40 bilhões de quilômetros do &quot;horizonte dos
acontecimentos&quot; do buraco negro, limite a partir do qual o que acontece é
impossível de ser detectado.&lt;/span&gt;&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj08G3gzlDR9OTOhDmt178u8ApL6opY7SVZmFHuAkV6RRBJ5JB9nuuiCZo-FF6GlaMaxIIB5yuiDDLx90-z6uvESjrLfSytodLHbDFQ-1iNUbjtefDN9yqPpL8HWgiRV0aIx6xXSW4EQvsK/s1600/Buraco+Negro.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;201&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj08G3gzlDR9OTOhDmt178u8ApL6opY7SVZmFHuAkV6RRBJ5JB9nuuiCZo-FF6GlaMaxIIB5yuiDDLx90-z6uvESjrLfSytodLHbDFQ-1iNUbjtefDN9yqPpL8HWgiRV0aIx6xXSW4EQvsK/s320/Buraco+Negro.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/8237895425419427497/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/normal-0-21-false-false-false-pt-br-x.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8237895425419427497'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/8237895425419427497'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/normal-0-21-false-false-false-pt-br-x.html' title='Buraco Negro Devora Estrela'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj08G3gzlDR9OTOhDmt178u8ApL6opY7SVZmFHuAkV6RRBJ5JB9nuuiCZo-FF6GlaMaxIIB5yuiDDLx90-z6uvESjrLfSytodLHbDFQ-1iNUbjtefDN9yqPpL8HWgiRV0aIx6xXSW4EQvsK/s72-c/Buraco+Negro.png" height="72" width="72"/><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-943979785903303542</id><published>2012-05-04T18:07:00.003-07:00</published><updated>2012-05-06T08:23:47.190-07:00</updated><title type='text'>Visitas</title><content type='html'>Um bom dia a todos, sejam bem vindos ao meu espaço. comentem se apresentem, divirtam-se.&lt;br /&gt;
Jaimetche&lt;br /&gt;
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&lt;tr&gt;&lt;td valign=&quot;top&quot;&gt;&lt;/td&gt;&lt;td width=&quot;15&quot;&gt;&lt;/td&gt;&lt;td valign=&quot;top&quot;&gt;&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/943979785903303542/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/visitas.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/943979785903303542'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/943979785903303542'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/visitas.html' title='Visitas'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-4807681296345077198</id><published>2012-05-04T18:07:00.000-07:00</published><updated>2012-05-06T18:50:20.118-07:00</updated><title type='text'>A Taça da Virtude</title><content type='html'>&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&lt;span style=&quot;background-color: white;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;span style=&quot;color: blue;&quot;&gt;Certa vez, um casal de camponeses muito humildes, tinham um filho  adolescente e problemático, este filho era&amp;nbsp; a riqueza do casal, mas por  mais que os pais gostassem dele e lhe dessem tudo o que sua situação  financeira podia dar, este filho jamais estava contente, sempre se  encontrava mal humorado, zangado, xingava os pais por qualquer coisa e  situação. Os pais evitavam bater no filho ou deixar de castigo, sempre  tentavam o dialogo e a compreensão do filho, mas nada adiantava. Até que  um dia os pais já sem saber o que fazer e desesperados, diante de tanta  brutalidade por parte deste menino, que resolveram consultar um sábio  da floresta perto de onde habitavam. Após chegarem até o local onde se  encontrava este sábio e relatarem o que estava acontecendo, o mesmo lhes  falou: &quot;Vocês são pessoas boas de coração puro, vou lhes dizer o que  fazer&quot;, e levantando-se de onde estava apanhou uma taça de vidro não  muito bonita e entregou aos camponeses dizendo: &quot; esta é a taça das  virtudes, ela é considerada magica, porem quem a estiver usando deve  saber que ela jamais poderá ser destruida, poderá se modificar  dependendo de quem a usar, e neste caso ela deverá ser dada ao seu filho  como presente, ele deve saber que ela sempre deverá conter a agua da  virtude que já se encontra neste copo, este copo já esta cheio, mas  poderá esvaziar-se dependendo das atitudes de seu filho, quanto mais  boas ações ele fizer, mais ela enchera e se transformará, mas quanto  mais ela se esvaziar mais castigo ele terá por suas proprias ações sem  que voces possam interferir em seu castigo, e devem concordar com isso  para leva-la&quot; Os pais pacientemente aceitaram a oferta do sábio e  levaram a taça de vidro de presente ao filho. Este quando a recebeu já  fez cara de nojo, mas os velhos lhe informaram que agora a taça  pertencia ao filho e a ninguém mais e colocaram as condições que vinha  junto com a taça, enfatizando que as boas ações encheriam a taça de  virtudes, porém as mal-criações lhe trariam um castigo doloroso que não  poderia ser impedido por eles, seus pais.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; O  Garoto fez cara de desdem, mas como copo de vidro no lugar onde estavam  era coisa de luxo aceitou, porem não deu ouvidos a seus pais e pouco  tempo depois ja fazia das suas.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Seus pais sairam e  pediram ao filho que cuidase da casa, limpando seu quarto e dando  comida aos animais. Este, quando seus pais sairam, imediatamente saiu a  jogar bola como fazia todos os dias, porém quando voltou para casa  encontrou seus pais arrumando o seu quarto e dando de comer aos animais,  pensou ele que aquilo não era mais do que obrigação dos velhos, e neste  momento a taça de vidro perdeu parte de seu brilho e imediatamente um  chicote que sempre se encontrava atrás da porta se deslocou de seu lugar  e açoitou o garoto algumas vezes, sem que seus pais pudessem impedir.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;  O garoto ao notar o que sofrera, colocou a culpa nos pais e num impeto  de raiva jogou a taça ao chão espatifando-a, porém em poucos momentos a  taça estava novamente inteira, como se encontrava antes para surpresa do  filho. Este saiu apressado para seu quarto trancando-se por lá.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;No  dia seguinte, novamente seus pais sairam e pediram ao filho que tomasse  conta da casa e dos animais, que precisavam de agua e comida; Este de  momento concordou mas logo após os pais saírem já estava brincando e num  impeto de desconsideração jogou a taça atras da porta, esta no mesmo  momento transformou-se em madeira e novamente o castigo sobreveio ao  garoto, de forma dobrada do que da outra vez.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Os  pais quando chegaram em casa encontraram o filho limpando a casa, porem  chorava bastante pois havia levado uma nova surra pela sua malcriação;  Sem nada poderem fazer os pais apenas aconselharam ao filho que tomasse  cuidado com suas ações a fim de ter boas virtudes e não receber os  castigos.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Passou-se mais uns dias sem nada  acontecesse de errado, e os velhos resolveram fazer compras e deixaram  seu filho a cuidar dos deveres da casa novamente, alertando-o sobre seu  comportamento. Porém, assim que os pais saíram, o filho pegou a taça e  enterrou no quintal da casa, pensando que se&amp;nbsp;ela não o visse nada  poderia fazer com ele. Ledo engano, ao se ver enterrada a taça  transformou-se novamente, desta vez em pedra, saindo de onde estava e  aplicando por meio do chicote o castigo merecido ao garoto, desta vez o  triplo do castigo; O filho chorava muito quando os velhos chegaram, mas  estava fazendo os deveres da casa.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Passado isso,  os velhos resolveram ter mais uma conversa com o filho para ver se desta  vez ele saberia se comportar e ser um filho obediente.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;  Filho querido - disse o pai - nada podemos fazer pelas suas atitudes,  somente você pode mudá-las e ao fazer isso, seu castigo desaparecerá e  você se tornará&amp;nbsp; uma pessoa melhor. Não lhe demos esse castigo, você  mesmo o quis. Já está na hora de reconhecer seus atos e mudá-los ou  muito mais sofrerá com estas atitudes.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; O filho  ficou em silêncio, mas dentro de seu coração ecoava a mensagem de seus  pais, e talvez fosse realmente ele o culpado pelo seu castigo. Pensando  assim, resolveu começar a ajudar nas tarefas da casa, sempre que pensava  em algo que lhe desagradasse fazer olhava a taça e lembrava das  palavras de seu pai, começos com ajudas pequenas como cuidar de seu  proprio espaço dentro de sua casa, mais tarde já ajudava seu pai com os  cuidados na alimentação dos animais, percebeu que isto lhe trazia  alegria pois era serviço familiar onde todos faziam juntos as coisas da  casa para seu próprio sustento, começou então a dar valor ao trabalho em  família, e num belo dia notou que a taça estava mais brilhante do que  de costume, antes ela era de pedra, agora era de um metal prateado muito  polido. Perguntou aos seus pais se eles haviam trocado a taça original,  mas nem mesmo eles sabiam o que tinha acontecido e, com o passar dos  dias e das boas ações do filho perante a família e aos amigos, notaram  que a taça mais uma vez havia mudado, agora para uma cor dourada, muito  bonita.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Nesta mesma semana, tiveram uma surpresa  ao receberem em sua casa o velho sabio da montanha, e contaram a ele o  que acontecera, mas que não sabiam o porque da mudança desta taça  maravilhosa.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Então o sábio resolveu contar-lhes o  Segredo da Taça das Virtudes:&amp;nbsp; Esta taça disse o velho, pertenceu a  muitas pessoas, porem apenas na mão de uma delas esta taça se  transformou em um DIAMANTE de rara beleza, pois a pessoa que a usava era  de uma virtude e bondade a toda prova e seu amor pela humanidade não  tinha tamanho, tanto é que morreu por pecadores e pessoas que lhe  queriam mau, poucos amigos estavam presentes neste momento, mas a taça  jamais havia se transformado novamente neste diamante e dificilmente  ocorrera novamente pois seu dono foi único. Outras pessoas também  conseguiram transformar esta maravilhosa taça, em uma pedra preciosa de  estremo valor, na forma de um Rubi Inteiro, na Forma de Esmeralda, até  de um cristal, na forma de taça de ouro, de Prata, até de pedra e  bronze, cada dono tinha suas virtudes e esta taça representava o dono e  seus castigos. Com você, meu jovem, foi a mesma coisa, seu caráter mudou  para melhor transformando esta taça das virtudes em uma taça especial  de raro valor, você cresceu como ser humano e cresceu ajudando o  próximo, cresceu por anos e pela dor, aprendeu que a família é tudo e  que a própria família não se restringe somente a quem esta em sua casa.  Fico feliz que tenha aprendido o segredo desta maravilhosa taça, pois  ela espelha o que voce é hoje por dentro, em seu coração.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;  Agora que aprendeste estas virtudes, deves passar essa taça a outro  dono, que a própria taça irá escolher por meio de você, viva feliz a sua  vida nunca esquecendo do que aprendeste nestes dias, pois você somente  levará para onde quer que vá, suas virtudes e ensinamentos, seu corpo  nada mais é do que um involucro para as ações deste mundo, mas suas  virtudes transcendem o espaço e o tempo e volta a origem do criador,&amp;nbsp; e  renasce novamente para aprender mais sobre as virtudes e bondades.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;  Dito isso, o sábio foi embora, e o rapaz ficou a olhar a taça brilhante  de cor de ouro. E agora? Pra quem ela irá? Será que você a esta  merecendo? Não esqueça, aprende-se por amor ou pela dor.&lt;/div&gt;
&lt;div style=&quot;background-color: white; color: blue; text-align: justify;&quot;&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Felicidades a todas as crianças que existem em seus corações que entenderam a mensagem.&lt;/div&gt;
&lt;div style=&quot;color: blue;&quot;&gt;
&lt;/div&gt;
&lt;div&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;Jaime Hemming &lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/4807681296345077198/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/taca-da-virtude.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4807681296345077198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4807681296345077198'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/taca-da-virtude.html' title='A Taça da Virtude'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-6574334737014286734</id><published>2012-05-04T18:06:00.002-07:00</published><updated>2012-05-04T18:06:21.261-07:00</updated><title type='text'>Falando sobre Matematicando</title><content type='html'>&lt;a data-mce-href=&quot;http://jaimetche.spaces.live.com/blog/cns!5B6DF85D5F3DEB93!584.entry&quot; href=&quot;http://jaimetche.spaces.live.com/blog/cns%215B6DF85D5F3DEB93%21584.entry&quot;&gt;Matematicando&lt;/a&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;In the meeting and reunion&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Lets to add embraces and kisses&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Sincerity and love&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;In the calculations and recalculation&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Steal, so&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;The sorrows&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;The injustices&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;And the ache&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;And the time to take responsibility&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Of the increase&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Of the sincere friendhips&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Of the patiences&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Of the pardons&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Soon, we learned&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;About the duty of division&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Distributing&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Affection&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Fondness&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;And understandling&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;&lt;br /&gt;
&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;My Friends&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;sds&lt;/span&gt;&lt;br /&gt;
&lt;span data-mce-style=&quot;font-size: 10pt; font-family: Arial&amp;quot;;&quot; style=&quot;font-family: Arial&amp;quot;; font-size: 10pt;&quot;&gt;Jaime Hemming&lt;/span&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/6574334737014286734/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/falando-sobre-matematicando.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/6574334737014286734'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/6574334737014286734'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/falando-sobre-matematicando.html' title='Falando sobre Matematicando'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-1345359486893619882</id><published>2012-05-04T18:05:00.002-07:00</published><updated>2012-05-06T18:56:12.785-07:00</updated><title type='text'>O Peregrino</title><content type='html'>&lt;div class=&quot;bvMsg&quot; id=&quot;msgcns!5B6DF85D5F3DEB93!589&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;“O PEREGRINO”&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Após alguns fatos recentes ocorridos, vim a indagar-me sobre o porquê de nossa existência na vida de nossos amigos e acabei lembrando-me de um livro que ganhei de meu tio&amp;nbsp; Arlindo do Paraná chamado de &quot;O Peregrino&quot;, não sei se este livro ainda existe, acredito que sim, mas ele conta pelo que me lembro, a história de um jovem chamado &quot;Cristão&quot;, que devia percorrer um caminho em busca de sua salvação individual, e este caminho tem muitos atalhos, armadilhas, perigos e uma série de contratempos, tornando esta jornada difícil, porém com um final compensador, tem ao longo do caminho, amigos, ajudantes e toda espécie de personagens que encontramos em nosso próprio caminho pessoal.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Lembro-me das gravuras neste livro, onde o personagem &quot;Cristão&quot;&amp;nbsp; apresentava-se carregando um enorme fardo nas costas, que na verdade eram suas obrigações e pecados na vida terrena que ele teria que paga-las, este fardo sempre se apresentava aos meus olhos de criança como um enorme peso e até achava desproporcional ao tamanho do personagem &quot;Cristão&quot;, mas...&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Recordando nesta época de minha vida, quase trinta anos após, vejo que este livro foi de uma importância extremamente grande, pois me dá mais uma vez&amp;nbsp; uma lição de vida, que já&amp;nbsp; havia esquecido; Assim como &quot;Cristão&quot;, nós também temos nossos fardos a carregar durante nossa existência e por muitas vezes tentamos carregar o farto do &quot;próximo&quot;, na ilusão de que poderemos minimizar esta difícil tarefa, fazemos isso por gostarmos destes amigos, ou por acharmos que é nosso destino... Sei lá... Até o momento não consigo achar termo melhor ou mais significativo. O caso é que: Este &quot;Fardo&quot;, é PARTICULAR, não podendo ser levado por ninguém a não ser você mesmo, se ajudar alguém a carregar, fatalmente este &quot;alguém&quot;, vai voltar ao caminho e fazer o percurso novamente, pois é a sua expiação e de mais ninguém.&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Podemos sim nos ajudar&amp;nbsp; mutuamente , a mostrar o caminho ou servir de apoio, mas JAMAIS&amp;nbsp; carregar o fardo que não nos pertence, sob pena de atrapalhar ainda mais o crescimento&amp;nbsp; individual de quem gostamos.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Descobri também que ao tentarmos fazer isso, deixamos de lado vários outros amigos que precisam de alguém para lhes indicar o caminho, ou mesmo para apoiá-los em desníveis deste terreno, como mencionei antes, este caminho é difícil, pedregoso, mas muitas vezes também encontramos descanso e segurança, pois nele tem &quot;Anjos&quot; também, que cuidam de todos nós individualmente; Se afastam&amp;nbsp; ou aproximam-se de nós conforme nossos atos, portanto aprendi nestes dias a lição&amp;nbsp; que havia esquecido. A mais de vinte anos não lembrava sonho algum, que eu&amp;nbsp; tivesse durante a noite, e que é gratificante ou mesmo importante em nossas vidas&amp;nbsp; que isso aconteça, é uma forma de nosso anjo nos dizer “Ei meu amigo, eu estou aqui,&amp;nbsp; você quer que eu fique ao seu lado? ou quer que eu vá embora?” &lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Todos nós temos esta escolha, queira Deus que saibamos escolher a resposta correta.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Um grande abraço a todos os nossos anjos e amigos que se fazem presentes em nossas vidas&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;diariamente.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;color: #990000;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&lt;/span&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Jaime Hemming &lt;/div&gt;
&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/1345359486893619882/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/o-peregrino.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1345359486893619882'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1345359486893619882'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/o-peregrino.html' title='O Peregrino'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-3649440093020392425</id><published>2012-05-04T17:58:00.002-07:00</published><updated>2012-05-04T17:58:32.498-07:00</updated><title type='text'>ESTOU  CANSADO  DE  ...</title><content type='html'>&lt;strong&gt;ESTOU CANSADO DE....&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt; reprovar aluno e ser taxado de incompetente, pela incapacidade dos pais de verem a dificuldade do filho;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt; ouvir o governo dizer que professor muda o mundo, mas não consegue&amp;nbsp; mudar a realidade dele;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt;  ver propagandas na televisão dizendo que o professor de outros países  são exemplos pela mudança intelectual de seus povos,&amp;nbsp; mas não menciona  que lá eles ganham 10 vezes mais do que aqui;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt; ver alunos em final de ano&amp;nbsp; dizendo &quot; O professor me reprovou&quot;, sabendo que somente o aluno tem essa capacidade de reprovação;&lt;br /&gt;
&lt;strong&gt;De &lt;/strong&gt;  ver pais em porta de colégio discutindo com professores, dizendo que  seus filhos NÃO vão entrar no colégio de uniforme, pois isso não tem  necessidade, e vendo que o mesmo pai esta de uniforme para trabalhar,  caso contrário não pode entrar em seu serviço;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt; ouvir o governo dizer que os professores só trabalham 20 ou 40 horas semanais, e não mencionam que levam tarefa para casa;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt;  ver o governo dizer que o IDEB precisa aumentar de 4,6 para 6,0 até  2022, mas distribui um professor de 40 horas aulas em 4 ou 5 escolas  para ter aula de qualidade;&lt;br /&gt;
&lt;strong&gt;De &lt;/strong&gt; saber que sou contratado a mais de 15 anos, sabendo que não existe contrato indeterminado;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt;  ouvir que o governo disponibiliza cursos de atualização para  professores, sabendo que estes mesmos cursos devem ser feitos em horas  de folga do profissional e que as despesas gastas com transporte,  alimentação e o próprio cansaço do profissional não são reconhecidos e  nem valorizados;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt; ouvir o governo dizer que precisamos ter aula de qualidade sendo que somente&amp;nbsp; valoriza quantidade;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt;  tentar educar 30 a 40 alunos numa sala de aula e saber que este aluno  ao chegar em sua casa verá seus pais anularem este trabalho;&lt;br /&gt;
&lt;strong&gt;De&lt;/strong&gt;  cuidar de 240 alunos diariamente e muitas vezes não ter tempo para  cuidar de&amp;nbsp; seus filhos, pois esta cansado demais pelo esforço em  controlar alunos mal educados em sala de aula;&lt;br /&gt;
&lt;strong&gt;De &lt;/strong&gt;  ver pais dando desculpas a professores por trabalhos não feitos pelos  seus filhos, exigindo que o professor aceite em outra data;&lt;br /&gt;
&lt;strong&gt;De &lt;/strong&gt;  receber trabalhos super bem feitos e ter a certeza de que não foram os  alunos que fizeram, mas os pais&amp;nbsp; estão ali para confirmar a  autenticidade;&lt;br /&gt;
&lt;strong&gt;De &lt;/strong&gt; ver pais que não são pais, &lt;strong&gt;&lt;span data-mce-style=&quot;text-decoration: underline;&quot; style=&quot;text-decoration: underline;&quot;&gt;são escravos de seus próprios filhos&lt;/span&gt;&lt;/strong&gt;, por não darem a eles a responsabilidade devida.</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/3649440093020392425/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/estou-cansado-de.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/3649440093020392425'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/3649440093020392425'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/estou-cansado-de.html' title='ESTOU  CANSADO  DE  ...'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-7109824155407520198</id><published>2012-05-04T17:57:00.003-07:00</published><updated>2012-05-04T17:57:23.954-07:00</updated><title type='text'>BEIJO</title><content type='html'>&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;&lt;b&gt;Beijo!!!&lt;/b&gt;&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;O brilho do luar não é tão lindo quanto seu olhar.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Toda vez que eu te vejo me da vontade de te dar um beijo.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Um beijo doce como o mel.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Um beijo que te leve ao céu.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Olho para o sol, vejo ele com um brilho constante, olho para você e vejo um brilho radiante.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Uma coisa vou te perguntar.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Um beijo eu posso te dar?&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Se disseres que sim, fico alegre assim.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Se disseres que não, fico triste então.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Se disseres talvez.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Pergunto outra vez.&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Então o que me dizes ...&lt;/div&gt;&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;Thais Mariane&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/7109824155407520198/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/beijo.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/7109824155407520198'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/7109824155407520198'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/beijo.html' title='BEIJO'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-5574215876202787276</id><published>2012-05-04T17:56:00.002-07:00</published><updated>2012-05-04T17:56:29.447-07:00</updated><title type='text'>Sou Um Professor Que...</title><content type='html'>&lt;strong&gt;SOU UM PROFESSOR QUE PENSA...&lt;/strong&gt;&lt;br /&gt;
Pensa em sair  correndo toda vez que é convocado para uma reunião, que certamente o  responsabilizará mais uma vez, pelo insucesso do aluno.&lt;br /&gt;
&lt;strong&gt;SOU UM PROFESSOR QUE LUTA...&lt;/strong&gt;&lt;br /&gt;
Luta dentro da sala de aula, com os alunos, para que eles não matem uns aos outros.&lt;br /&gt;
Que luta contra seus próprios princípios de educação, ética e moral.&lt;br /&gt;
&lt;strong&gt;SOU UM PROFESSOR QUE COMPREENDE....&lt;/strong&gt;&lt;br /&gt;
Compreende que não vale a pena lutar contra as regras do sistema, ele é sempre o lado mais forte.&lt;br /&gt;
&lt;strong&gt;SOU UM PROFESSOR QUE CRITICA...&lt;/strong&gt;&lt;br /&gt;
Critica  a si mesmo por estar fazendo o papel de vários outros profissionais  como: psicólogo, médico, assistente social, mas não consegue fazer o  próprio papel que é o de ensinar.&lt;br /&gt;
&lt;strong&gt;SOU UM PROFESSOR QUE TEM ESPERANÇA,&lt;/strong&gt;&lt;br /&gt;
E espera que a qualquer momento chegue um &quot;estranho&quot; que nunca entrou em uma sala de aula, impondo o modo de ensinar e avaliar.&lt;br /&gt;
&lt;strong&gt;SOU UM PROFESSOR QUE SONHA...&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;SONHA COM UM ALUNO INTERESSADO,&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;SONHA COM PAIS RESPONSÁVEIS,&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;SONHA COM UM SALÁRIO MELHOR, UM MUNDO MELHOR.&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
ENFIM, &lt;strong&gt;SOU UM PROFESSOR QUE REPRESENTA... &lt;/strong&gt;&lt;br /&gt;
Representa a classe mais desprestigiada e discriminada, e que é incentivada a trabalhar só pelo amor à profissão.&lt;br /&gt;
Representa um palhaço para os alunos.&lt;br /&gt;
Representa o fantoche nas mãos do sistema concordando com as falsas metodologias de ensino.&lt;br /&gt;
E esse professor, que não sou eu mesmo, mas é uma outra pessoa, representa tão bem, que só &lt;strong&gt;não trabalha como ator&lt;/strong&gt;, porque já é &lt;strong&gt;PROFESSOR&lt;/strong&gt; e não dá para conciliar as duas coisas.&lt;br /&gt;
Professores de Niterói/São Gonçalo</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/5574215876202787276/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/sou-um-professor-que.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/5574215876202787276'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/5574215876202787276'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/sou-um-professor-que.html' title='Sou Um Professor Que...'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-1285283888109946000</id><published>2012-05-04T17:44:00.002-07:00</published><updated>2012-05-04T17:44:13.970-07:00</updated><title type='text'>Ensine-o,  Professor...</title><content type='html'>&quot;Caro professor, ele terá de aprender que nem todos os homens são 
justos, nem todos são verdadeiros, mas por favor diga-lhe que, para cada
 vilão há um herói, que para cada egoísta, há também um líder dedicado, 
ensine-lhe por favor que para cada inimigo haverá também um amigo, 
ensine-lhe que mais vale uma moeda ganha que uma moeda encontrada, 
ensine-o a perder, mas também a saber gozar da vitória, afaste-o da 
inveja e dê-lhe a conhecer a alegria profunda do sorriso silencioso, 
faça-o maravilhar-se com os livros, mas deixe-o também perder-se com os 
pássaros no céu, as flores no campo, os montes e os vales.&lt;br /&gt; Nas 
brincadeiras com os amigos, explique-lhe que a derrota honrosa vale mais
 que a vitória vergonhosa, ensine-o a acreditar em si, mesmo se sozinho 
contra todos.&lt;br /&gt; Ensine-o a ser gentil com os gentis e duro com os 
duros, ensine-o a nunca entrar no comboio simplesmente porque os outros 
também entraram.&lt;br /&gt; Ensine-o a ouvir todos, mas, na hora da verdade, a 
decidir sozinho, ensine-o a rir quando estiver triste e explique-lhe que
 por vezes os homens também choram.&lt;br /&gt; Ensine-o a ignorar as multidões que reclamam sangue e a lutar só contra todos, se ele achar que tem razão.&lt;br /&gt;
 Trate-o bem, mas não o mime, pois só o teste do fogo faz o verdadeiro 
aço, deixe-o ter a coragem de ser impaciente e a paciência de ser 
corajoso.&lt;br /&gt; Transmita-lhe uma fé sublime no Criador e fé também em si, pois só assim poderá ter fé nos homens.&lt;br /&gt; Eu sei que estou pedindo muito, mas veja o que pode fazer, caro professor.&quot;&lt;br /&gt; &lt;strong&gt;&lt;em&gt;Abraham Lincoln, 1830&lt;/em&gt;&lt;/strong&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/1285283888109946000/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/ensine-o-professor.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1285283888109946000'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/1285283888109946000'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/ensine-o-professor.html' title='Ensine-o,  Professor...'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-616682275127856336</id><published>2012-05-04T17:43:00.003-07:00</published><updated>2012-05-04T17:43:38.760-07:00</updated><title type='text'>Pérolas de Aula</title><content type='html'>&lt;em&gt;Um
 professor está explicando biologia para o quarto ano na escola. &quot;Os 
seres humanos são os únicos animais que gaguejam&quot;, diz ele; &lt;/em&gt;&lt;em&gt;&lt;/em&gt;&lt;br /&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; Uma menininha levanta a mão.&lt;/em&gt;&lt;br /&gt; &lt;em&gt;&quot;Eu tinha um gato que gaguejava.&quot;&lt;/em&gt;&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;O professor, sabendo como são preciosas algumas dessas histórias , pediu a garotinha para relatar o incidente. &lt;/em&gt;&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&quot;Bem&quot;, começou ela, &quot;Eu estava no quintal com meu gatinho&lt;br /&gt; e o Rottweiler, que mora na casa ao lado veio correndo, pulando a cerca para o nosso jardim! &quot;&lt;/em&gt;&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&quot;Então foi muito assustador&quot;, disse o professor.&lt;/em&gt;&lt;em&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&lt;br /&gt; &quot;Com certeza foi&quot;, disse a menina.&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&quot;Meu gatinho ergueu-se e começou falar, &lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&quot; FFFFFF!, FFFFFF!, FFFFFF! &lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;&quot;mas antes que ele pudesse dizer &quot;Fudeu!&quot;, &lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;o rottweiler o comeu!&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;O professor teve que sair da sala.&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Autor Desconhecido&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/616682275127856336/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/perolas-de-aula.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/616682275127856336'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/616682275127856336'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/perolas-de-aula.html' title='Pérolas de Aula'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-4928398433954905473</id><published>2012-05-04T17:43:00.000-07:00</published><updated>2012-05-04T17:43:05.186-07:00</updated><title type='text'>RECOMEÇAR</title><content type='html'>ão importa onde você parou, em que momento da vida você se cansou...&lt;br /&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
O que importa é, que sempre, é possivel e necessário &lt;em&gt;Recomeçar&lt;/em&gt;...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Recomeçar é dar uma nova chance a &lt;em&gt;si mesmo&lt;/em&gt;...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
É renovar as esperanças &lt;em&gt;na vida&lt;/em&gt; e&amp;nbsp; o mais importante...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Acreditar &lt;em&gt;em você&lt;/em&gt; de novo.&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Sofreu muito neste &lt;em&gt;periodo&lt;/em&gt;?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Foi &lt;em&gt;aprendizado&lt;/em&gt;...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;Chorou&lt;/em&gt; muito?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Foi limpeza &lt;em&gt;da alma&lt;/em&gt;...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Ficou com &lt;em&gt;raiva&lt;/em&gt; das pessoas?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Foi para &lt;em&gt;perdoa-las&lt;/em&gt; um dia...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Sintiu-se &lt;em&gt;só&lt;/em&gt; por diversas vezes?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
É porque fechaste a porta até para &lt;em&gt;os anjos&lt;/em&gt;...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Acreditou que tudo &lt;em&gt;estava perdido&lt;/em&gt;?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Era o inicio de &lt;em&gt;tua melhora&lt;/em&gt;...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Onde voce &lt;em&gt;quer chegar&lt;/em&gt;?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Pense &lt;em&gt;alto..&lt;/em&gt;.&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Queria o melhor &lt;em&gt;do melhor&lt;/em&gt;?&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Se &lt;em&gt;pensar&lt;/em&gt; pequeno...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Teras coisas &lt;em&gt;pequenas..&lt;/em&gt;.&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Mas se &lt;em&gt;desejarmos&lt;/em&gt; fortemente o melhor, principalmente &lt;em&gt;lutarmos&lt;/em&gt; pelo melhor...&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
&lt;em&gt;O Melhor teremos.&lt;/em&gt;&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: right;&quot; style=&quot;text-align: right;&quot;&gt;
Autor Desconhecido&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/4928398433954905473/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/recomecar.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4928398433954905473'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/4928398433954905473'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/recomecar.html' title='RECOMEÇAR'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-654915793534290704</id><published>2012-05-04T17:42:00.002-07:00</published><updated>2012-05-04T17:42:30.542-07:00</updated><title type='text'>A REALIDADE</title><content type='html'>&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Que o sol ao nascer te faça sorrir, te mostrando que mais um dia se inicia.&lt;/div&gt;
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Que o vento leve seus sonhos até Deus e que tudo se realize.&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Mas quando entardecer e tudo se escurecer, não desanime, as estrelas vão brilhar e logo mais a lua aparecerá.&lt;/div&gt;
&lt;div data-mce-style=&quot;text-align: center;&quot; style=&quot;text-align: center;&quot;&gt;
Mas
 se as nuvens cobrirem o céu, feche os olhos e perceba que nem todos os 
dias terminam como a gente quer, mas pode começar como a gente sonha.&lt;/div&gt;
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Thais&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/654915793534290704/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/realidade.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/654915793534290704'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/654915793534290704'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/realidade.html' title='A REALIDADE'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-5453638123616547066.post-938420317638732954</id><published>2012-05-04T17:41:00.005-07:00</published><updated>2012-05-04T17:41:58.539-07:00</updated><title type='text'>Livros pra inguinorantes</title><content type='html'>&lt;em&gt;&lt;a data-mce-href=&quot;http://www.jb.com.br/&quot; href=&quot;http://www.jb.com.br/&quot; target=&quot;_blank&quot;&gt;Jornal do Brasil&lt;/a&gt;&lt;br /&gt; Carlos Eduardo Novaes&lt;/em&gt;&lt;br /&gt;
&lt;em&gt;( Texto na Íntegra :&amp;nbsp;&amp;nbsp; &lt;/em&gt;http://www.jb.com.br/sociedade-aberta/noticias/2011/05/16/livros-pra-inguinorantes-por-carlos-eduardo-novaes/&amp;nbsp; )&lt;br /&gt;
Confeço qui to morrendo de enveja da fessora Heloisa Ramos que escrevinhou um livro cheio de erros de Português e &lt;a data-mce-href=&quot;http://www.jb.com.br/sociedade-aberta/noticias/2011/05/16/livros-pra-inguinorantes-por-carlos-eduardo-novaes/&quot; href=&quot;http://www.jb.com.br/sociedade-aberta/noticias/2011/05/16/livros-pra-inguinorantes-por-carlos-eduardo-novaes/&quot; target=&quot;_blank&quot;&gt;vendeu&lt;/a&gt;
 485 mil ezemplares para o Minestério da Educassão. Eu dou um duro 
danado para não tropesssar na Gramática e nunca tive nenhum dos meus 42 
livros comprados pelo Pograma Naçional do Livro Didáctico. Vai ver que é
 por isso: escrevo para quem sabe Portugues!&lt;br /&gt;
A fessora se ex-plica
 dizendo que previlegiou a linguagem horal sobre a escrevida. Só qui no 
meu modexto entender a linguajem horal é para sair pela boca e não para 
ser botada no papel. A palavra impreça deve obedecer o que manda a 
Gramática. Ou então a nossa língua vai virar um vale-tudo sem normas nem
 regras e agente nem precisamos ir a escola para aprender Português.&lt;br /&gt;
 A fessora dice também que escreveu desse jeito para subestituir a 
nossão de “certo e errado” pela de “adequado e inadequado”. Vai ver que 
quis livrar a cara do Lula que agora vive dando palestas e fala muita 
coisa inadequada. Só que a Gramatica eziste para encinar agente como 
falar e escrever corretamente no idioma portugues. A Gramática é uma 
espéce de Constituissão do edioma pátrio e para ela não existe essa 
coisa de adequado e inadequado. Ou você segue direitinho a Constituição 
ou você está fora da lei - como se diz? - magna.&lt;br /&gt; Diante do pobrema 
um acessor do Minestério declarou que “o ministro Fernando Adade não faz
 análise dos livros didáticos”. E quem pediu a ele pra fazer?&amp;nbsp; Ele é um 
homem muito ocupado, mas deve ter alguém que fassa por ele e esse alguém
 com certesa só conhece a linguajem horal. O asceçor afirmou ainda que o
 Minestério não é dono da Verdade e o ministro seria um tirano se 
disseçe o que está certo e o que está errado. Que arjumento absurdo! Ele
 não tem que dizer nada. Tem é que ficar caladinho por causa que quem 
dis o que está certo é a Gramática. Até segunda ordem a Gramática é que é
 a dona da verdade e o Minestério que é da Educassão deve ser o primeiro
 a respeitar.</content><link rel='replies' type='application/atom+xml' href='http://jaimetche.blogspot.com/feeds/938420317638732954/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://jaimetche.blogspot.com/2012/05/livros-pra-inguinorantes.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/938420317638732954'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/5453638123616547066/posts/default/938420317638732954'/><link rel='alternate' type='text/html' href='http://jaimetche.blogspot.com/2012/05/livros-pra-inguinorantes.html' title='Livros pra inguinorantes'/><author><name>Jaime</name><uri>http://www.blogger.com/profile/07384092048955400721</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='32' height='30' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEitj6AfZ2khvEWj05oSpwAYe7SEOnC2jPxzZO0BekJkB-H-SBEK4yg_wj-ZGYrqujKKzwze-OxeuhiQqCPuzuZQGTymlRNPUKcKq1bPn_iNxOyTGxmPI9L_O9OYERgsjA/s220/furao1.jpg'/></author><thr:total>0</thr:total></entry></feed>