<?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-7813099741675600521</id><updated>2026-10-07T09:28:13.825-03:00</updated><category term="Linux"/><category term="Política"/><category term="Física Superior"/><category term="Matemática Fundamental"/><category term="Programação em C"/><category term="Álgebra Linear"/><category term="Cálculo diferencial e integral"/><category term="Louvando ao Senhor"/><category term="O evangelho da graça"/><title type='text'>De Tudo Um Pouco</title><subtitle type='html'>Aqui no nosso blog e no nosso canal https://www.youtube.com/user/jesussroberto/videos?view_as=subscriber, você vai encontrar material sobre os mais diversos temas. Esses materiais são voltados às pessoas que gostam de física, matemática, software livre, programação e outras coisas relacionadas.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><link rel='next' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default?start-index=26&amp;max-results=25&amp;redirect=false'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>48</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-2035786136776116717</id><published>2024-01-24T17:54:00.000-03:00</published><updated>2026-05-30T18:03:53.418-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Solução. Disco NTFS sem permissão de escrita no Linux Mint</title><content type='html'>&lt;p&gt;&amp;nbsp;Olá pessoal!&amp;nbsp;&lt;/p&gt;&lt;p&gt;Como todos já sabem, eu sou um dos muitos entusiastas do sistema do pinguim.&lt;/p&gt;&lt;p&gt;Recentemente eu comprei uma mesa digitalizadora que não tem suporte no Linux. Então tive que Instalar o Windows em dual boot com o Mint. Como o sistema da Microsoft não ler partições que estão no sistema de arquivos do Linux, criei uma partição no Windows e formatei ela com NTFS, já que o Linux também pode ler e gravar nesse sistema de arquivos, com o intuito de usar a mesma nos dois sistemas operacionais.&lt;/p&gt;&lt;p&gt;Para a minha surpresa, quando fui salvar um arquivo na partição, não pude fazê-lo porque a mesma foi montada com permissão de apenas leitura.&lt;/p&gt;&lt;p&gt;Tentei usar os comandos do Linux para mudar as permissões, a propriedade da partição e não deu certo.&lt;/p&gt;&lt;p&gt;Depois de muitas pesquisas encontrei a solução, que não está no Linux e sim no Windows.&lt;/p&gt;&lt;p&gt;Segundo as minhas pesquisas, o problema se dá porque o Windows, em suas configurações, protege os discos quando montados em outros sistema com apenas permissão de leitura. Então a solução é desligar essas configurações no Windows da seguinte forma:&lt;/p&gt;&lt;p&gt;No Windows, entre no prompt de comando como administrador (digitando cmd na caixa de pesquisa, depois botão direito em cima do ícone do prompt de comando e abrir como administrador),&amp;nbsp; digite o seguinte comando: &lt;b&gt;powercfg -h off&lt;/b&gt; e pronto.&lt;br /&gt;Esse comando desabilitou o arquivo de hibernação que estava impedindo a montagem com permissão de escrita.&lt;br /&gt;Agora posso ler e gravar arquivos tanto no Windows quanto no Linux Mint.&lt;/p&gt;&lt;p&gt;Se esse artigo lhe foi útil, compartilha e comenta aí. &lt;br /&gt;&lt;/p&gt;&lt;p&gt;&lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/2035786136776116717/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2024/01/solucao-disco-ntfs-sem-permissao-de.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/2035786136776116717'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/2035786136776116717'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2024/01/solucao-disco-ntfs-sem-permissao-de.html' title='Solução. Disco NTFS sem permissão de escrita no Linux Mint'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-302617461501670497</id><published>2021-10-08T17:21:00.000-03:00</published><updated>2026-05-30T18:27:58.197-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="O evangelho da graça"/><title type='text'>O evangelho da graça</title><content type='html'>&lt;div&gt;&lt;p&gt;&amp;nbsp;


	
	
	
	


&lt;/p&gt;&lt;p class=&quot;western&quot;&gt;A palavra de Deus nos diz que Ele nos amou de tal
forma que enviou seu filho para morrer em uma cruz a fim de nos
salvar, mesmo nós não sendo merecedores de tão grande ato de amor.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Este ato de Deus para conosco, ou seja, a vinda de
Jesus, o Messias, é o selo de uma nova aliança de Deus com os
homens como parte principal de um plano de salvação que estava
arquitetado antes mesmo da criação do mundo.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Este plano de salvação foi posto em execução
mesmo antes da vinda de Jesus ao mundo em Belém da Judeia. O senhor
Deus anunciou este plano de salvação aos judeus por meios dos
patriarcas e depois pelos profetas.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;A salvação de Deus veio ao mundo por meio de
Jesus Cristo, o Messias anunciado através dos tempos, anunciou a
salvação do Pai e foi crucificado para consumar o plano de salvação
e a partir daí todo aquele que crer que Jesus cristo é o filho de
Deus, este será salvo.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Mas antes da consumação do plano de salvação,
como os antigos eram salvos, a salvação se dava por meio da lei,
por meio dos rituais de sacrifício?&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Logo mais responderemos a estas questões.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;h2 class=&quot;western&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;salvação
é pela graça&lt;/span&gt;&lt;/h2&gt;
&lt;p class=&quot;western&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Na carta de
Paulo aos Efésios, no capítulo 2, a palavra do Senhor nos diz que a
salvação se dá por meio da graça de Deus para conosco, pecadores,
miseráveis e condenados ao inferno.&lt;/span&gt;&lt;/p&gt;&lt;div style=&quot;margin-left: 40px;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;br /&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 40px; text-align: left;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;/div&gt;&lt;div style=&quot;margin-left: 80px; text-align: left;&quot;&gt;&lt;span style=&quot;font-family: inherit; font-size: small;&quot;&gt;&lt;span&gt;Porque
pela graça sois salvos, mediante a fé; e isto não vem de vós; é
dom de Deus;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-family: inherit;&quot;&gt;&lt;br /&gt;&lt;span&gt;&lt;span&gt;
(&lt;a href=&quot;https://www.bibliaonline.com.br/ara/ef/2/8+&quot;&gt;Efésios
2:8&lt;/a&gt;)&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;&lt;div&gt;&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;A &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;palavra
“graça” significa presente imerecido, &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;f&lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;avor
imerecido, dádiva &lt;/span&gt;&lt;span style=&quot;font-size: small;&quot;&gt;imerecida&lt;/span&gt;&lt;b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;,&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;
é concessão de bondade a alguém que não tinha direito. 
&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Nós não tínhamos direito a vida eterna pois
éramos pecadores, cometíamos todo tipo de desobediência a Deus, ou
seja, se fosse por merecimento estaríamos perdidos, mas Deus pela
sua imensa misericórdia e amor com que nos amou, nos enviou o seu
filho e através de seu filho Jesus nos concedeu a graça da salvação
eterna de nossas almas.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;A salvação é pela graça de Deus, “Porque
pela graça sois salvos”, e para ser salvo só é preciso crer,
pois a salvação se dá por meio da fé naquele que morreu na cruz
por todos nós, “mediante a fé”, e neste mesmo versículo da
palavra de Deus, o apostolo Paulo nos diz que nada disso é
conquistado por nossos esforços, “e isto não vem de vós; é dom
de Deus;”.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Ou seja, a salvação é um presente de Deus, logo
não conquistamos esta salvação com os nossos esforço, mas através
da fé, que também é um dom que Deus nos dá, pois a fé nasce da
pregação da palavra de Deus como nos diz a palavra em Romanos, “&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;E,
assim, a fé vem pela pregação, e a pregação, pela palavra de
Cristo.” &lt;/span&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;(&lt;/span&gt;&lt;a href=&quot;https://www.bibliaonline.com.br/ara/rm/10/17+&quot;&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;Romanos
10:17&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;) &lt;/span&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;e
como todos sabemos, a palavra é de Deus, então a fé nasce dessa
pregação que também vem de Deus e não dos nossos esforços.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;A &lt;/span&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;salvação
não se dá pelas obras que praticamos, doações, esmolas, trabalhos
voluntários e etc. Também você não se salva cultuando imagens de
“santos”, rezando terços, fazendo novenas e outras coisas que as
religiões inventam. Também não é possível se salvar guardando o
sábado ou nenhuma outra lei do antigo testamento, &lt;/span&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;seja
ela uma das leis dos dez mandamentos ou uma das seiscentas e tantas
ordenanças da Torá que também fazem parte do antigo testamento, &lt;/span&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;a
salvação se dá exclusivamente por meio da fé em Cristo Jesus,
segundo nos é dito em gálatas capítulo 2&lt;/span&gt;&lt;span style=&quot;background: rgb(255, 255, 255);&quot;&gt;.&lt;/span&gt;&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;blockquote class=&quot;western&quot; style=&quot;text-align: justify;&quot;&gt;sabendo,
contudo, que o homem não é justificado por obras da lei, e sim
mediante a fé em Cristo Jesus, também temos crido em Cristo Jesus,
para que fôssemos justificados pela fé em Cristo e não por obras
da lei, pois, por obras da lei, ninguém será justificado.&lt;br /&gt;
(&lt;a href=&quot;https://www.bibliaonline.com.br/ara/gl/2/16+&quot;&gt;Gálatas
2:16&lt;/a&gt;)&lt;/blockquote&gt;
&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;O texto é bem claro, pela lei, ninguém é
justificado, nem pela lei, nem por outro meio qualquer, mas como dito
anteriormente, exclusivamente pela fé no enviado de Deus, a saber,
Jesus Cristo.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Como também reforça o texto em Romanos 3:28.&lt;/p&gt;
&lt;blockquote class=&quot;western&quot;&gt;Concluímos, pois, que o homem é
justificado pela fé, independentemente das obras da lei.&lt;br /&gt;
&lt;a href=&quot;https://www.bibliaonline.com.br/ara/rm/3/28+&quot;&gt;Romanos
3:28&lt;/a&gt;&lt;/blockquote&gt;
&lt;p class=&quot;western&quot;&gt; 
&lt;/p&gt;
&lt;h2 class=&quot;western&quot;&gt;A salvação no antigo testamento&lt;/h2&gt;
&lt;p class=&quot;western&quot;&gt;Como discutido acima, a salvação se dá
exclusivamente por meio de Jesus Cristo. Não pelas obras, não pela
lei e também não por qualquer outra coisa que o homem invente, mas
exclusivamente através de Jesus Cristo.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Então podemos concluir que hoje temos a salvação,
pois cremos que Cristo veio ao mundo, morreu em uma cruz para
expiação de nossos pecados, ressuscitou e hoje está sentado à
destra de Deus nos Céus esperando o glorioso dia em que vai voltar
para buscar os santos para o reino da sua glória.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;A pergunta que surge é: Se Jesus Cristo é o
único meio do homem ser salvo, como era a salvação antes da vinda
de Jesus ao mundo, como os judeus eram salvos, já que eles só
tinham a lei e pela lei ninguém é salvo?  
&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;A resposta é simples. Pela graça de Deus por
meio da fé no Messias que haveria de vir.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;A diferença entre os judeus que foram salvos e o
homem contemporâneo que também é salvo, é que os Judeus salvos
creram no Messias que haveria de vir e nós hoje cremos no Messias
que já veio, morreu na cruz e ao terceiro dia ressuscitou.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Não existem dois planos de salvação, mas sim um
único plano de salvação que foi arquitetado por Deus antes da
fundação do mundo, como dito em 1 Pedro 1:18-21.&lt;/p&gt;
&lt;blockquote class=&quot;western&quot;&gt;sabendo que não foi mediante coisas
corruptíveis, como prata ou ouro, que fostes resgatados do vosso
fútil procedimento que vossos pais vos legaram,&lt;br /&gt;
mas pelo
precioso sangue, como de cordeiro sem defeito e sem mácula, o sangue
de Cristo,&lt;br /&gt;
conhecido, com efeito, antes da fundação do mundo,
porém manifestado no fim dos tempos, por amor de vós&lt;br /&gt;
que, por
meio dele, tendes fé em Deus, o qual o ressuscitou dentre os mortos
e lhe deu glória, de sorte que a vossa fé e esperança estejam em
Deus.&lt;br /&gt;
&lt;a href=&quot;https://www.bibliaonline.com.br/ara/1pe/1/18-21+&quot;&gt;1
Pedro 1:18-21&lt;/a&gt; 
&lt;/blockquote&gt;
&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;E também em Apocalipse 13:8&lt;/p&gt;
&lt;blockquote class=&quot;western&quot;&gt;[…] e adorá-la-ão todos os que
habitam sobre a terra, aqueles cujos nomes não foram escritos no
Livro da Vida do Cordeiro que foi morto desde a fundação do
mundo.&lt;br /&gt;
&lt;a href=&quot;https://www.bibliaonline.com.br/ara/ap/13/8+&quot;&gt;Apocalipse
13:8&lt;/a&gt;&lt;/blockquote&gt;
&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;“[…]  do Cordeiro que foi morto desde a
fundação do mundo.”, ou seja, Cristo estava destinado a morrer
pelos nossos pecados desde a fundação do mundo. O plano de salvação
já existia, já estava arquitetado, mas como o Apóstolo Pedro fala,
só foi posto em prática no tempo apropriado, designado por Deus.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;O Messias foi anunciado em todo o antigo
testamento, seja por meio de promessas explicitas, símbolos ou
alianças, como a feita com Abraão em Gênesis 12:2 
&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/p&gt;
&lt;blockquote class=&quot;western&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;de ti farei uma grande nação, e te
abençoarei, e te engrandecerei o nome. Sê tu uma bênção!&lt;br /&gt;&lt;/span&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;a href=&quot;https://www.bibliaonline.com.br/ara/gn/12/2+&quot;&gt;Gênesis
12:2&lt;/a&gt;&lt;/span&gt;&lt;/blockquote&gt;
&lt;blockquote class=&quot;western&quot; style=&quot;margin-right: 0cm;&quot;&gt;&lt;br /&gt;

&lt;/blockquote&gt;
&lt;p class=&quot;western&quot;&gt;ou em Gênesis 15:5-6&lt;/p&gt;
&lt;blockquote class=&quot;western&quot;&gt;Então, conduziu-o até fora e disse:
Olha para os céus e conta as estrelas, se é que o podes. E lhe
disse: Será assim a tua posteridade.&lt;br /&gt;
Ele creu no Senhor, e isso
lhe foi imputado para justiça.&lt;br /&gt;
&lt;a href=&quot;https://www.bibliaonline.com.br/ara/gn/15/5,6+&quot;&gt;Gênesis
15:5,6&lt;/a&gt;&lt;/blockquote&gt;
&lt;blockquote class=&quot;western&quot;&gt;&lt;br /&gt;

&lt;/blockquote&gt;
&lt;p class=&quot;western&quot;&gt;e a palavra diz que Abraão creu e foi
justificado.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Mesmo quando Deus pediu a Abraão que sacrificasse
o filho da promessa, o seu filho Isaque, Abraão não desobedeceu,
pois ele creu que Deus seria poderoso o bastante para ressuscitar
Isaque e ainda assim cumprir a promessa que tinha lhe feito.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;E assim foram sendo salvos os judeus, pela fé em
Deus e nas suas promessas, depois o plano de salvação, ou seja, o
Messias foi anunciado mais explicitamente pelos profetas, dentre os
quais se destaca nessa tarefa, o profeta Isaías.&lt;/p&gt;
&lt;p class=&quot;western&quot;&gt;Então sendo assim se conclui que não existem
dois planos de salvação, que a salvação é exclusivamente pela
graça de Deus através da fé em seu filho Jesus Cristo, o Messias
há muito anunciado, e que tanto os judeus do antigo testamento
quanto nós somos salvos pela graça de Deus por meio da fé, eles no
Messias que haveria de vir e nós pela fé no Messias que veio e foi
morto pelos nossos pecados.&lt;/p&gt;

&lt;p&gt;&lt;style type=&quot;text/css&quot;&gt;h2.western { font-family: &quot;Liberation Sans&quot;, sans-serif; font-size: 16pt }h2.cjk { font-family: &quot;Noto Sans CJK SC&quot;; font-size: 16pt }h2.ctl { font-family: &quot;Lohit Devanagari&quot;; font-size: 16pt }blockquote { margin-left: 4cm; margin-bottom: 0cm; page-break-before: auto }blockquote.western { font-size: 10pt }blockquote.cjk { font-size: 10pt }p { margin-bottom: 0cm; line-height: 150% }p.cjk { font-size: 10pt }a:link { so-language: zxx }&lt;/style&gt;&lt;/p&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/302617461501670497/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2021/10/o-evangelho-da-graca.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/302617461501670497'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/302617461501670497'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2021/10/o-evangelho-da-graca.html' title='O evangelho da graça'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>1</thr:total><georss:featurename>Caruaru - Picada, Caruaru - PE, Brasil</georss:featurename><georss:point>-8.2753734999999988 -35.9735057</georss:point><georss:box>-36.585607336178846 -71.1297557 20.034860336178845 -0.81725569999999692</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-858789345825866959</id><published>2021-01-02T15:52:00.002-03:00</published><updated>2021-01-02T15:53:57.097-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Abrindo qualquer arquivo pelo terminal Linux</title><content type='html'>&lt;h2 style=&quot;text-align: left;&quot;&gt;Usando &quot;xdg-open&quot; para abrir qualquer arquivo via linha de comando pelo terminal Linux &lt;br /&gt;&lt;/h2&gt;&lt;p&gt;Para quem gosta de usar o terminal do Linux e as vezes precisa abrir um arquivo qualquer e não quer usar o &quot;nano&quot; ou o &quot;cat&quot;, ou quando o arquivo é de um tipo que estes comandos não resolvem, o que fazer?&lt;br /&gt;Quando clicamos duas vezes em um arquivo, o sistema por si só já procura e chama um aplicativo que esteja configurado por padrão para abrir aquele tipo de arquivo e o abre para você.&lt;br /&gt;Por debaixo dos panos, o que acontece é que o sistema utiliza o &quot;xdg-open&quot; do pacote de ferramentas &quot;xdg-utils&quot;, que é um conjunto de ferramentas que permite que as aplicações se integrem facilmente com os ambientes gráficos dos vários sistemas Linux.&lt;br /&gt;Então podemos usar este recurso disponibilizado por todas as distros Linux via terminal. Abaixo segue as maneiras de usar este recurso.&lt;br /&gt;Não há uma maneira correta de usar, use da forma que melhor se encaixar nas suas necessidades&lt;br /&gt;&lt;br /&gt;Para abrir um arquivo via linha de comando no Linux, basta digitar:&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;xdg-open nome-do-arquivo.extensão&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;Que o sistema vai procurar o aplicativo padrão para aquele tipo de arquivo e o abre. Não importa o tipo de arquivo.&lt;br /&gt;&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;Usando o &quot;gnome-open&quot; no terminal para abrir arquivos pelo terminal&lt;br /&gt;&lt;/h3&gt;&lt;p&gt;Quando utilizamos &quot;gnome-open&quot; ou &quot;kde-open&quot; para abrir um arquivo pelo terminal, esses comandos são links simbólicos que chamam o &quot;xdg-open&quot;.&lt;br /&gt;Então você pode usar tranquilamente o comando &quot;xdg-open&quot; que é ele que realmente faz o trabalho de procurar o aplicativo padrão para abrir o arquivo, mas se quiser utilizar os comandos &quot;gnome-open&quot; ou &quot;kde-open&quot; e não está em um ambiente Gnome ou Kde, basta criar um link simbólico do &quot;xdg-open&quot; para cada um deles.&lt;br /&gt;&lt;br /&gt;Primeiro rode no seu terminal um comando para saber onde está o &quot;xdg-open&quot;:&lt;br /&gt;&lt;b&gt;whereis xdg-open&lt;/b&gt;&lt;br /&gt;A resposta será algo assim:&lt;br /&gt;xdg-open: /usr/bin/xdg-open /usr/share/man/man1/xdg-open.1.gz&lt;br /&gt;O &quot;xdg-open&quot; na minha máquina está em /usr/bin&lt;/p&gt;&lt;h3 style=&quot;text-align: left;&quot;&gt;Criando um link simbólico do xdg-open com o nome de &quot;gnome-open&quot; ou &quot;kde-open&quot; para usá-los em outros ambientes gráficos&lt;br /&gt;&lt;/h3&gt;&lt;p style=&quot;text-align: left;&quot;&gt;Vamos então criar links simbólicos do &quot;xdg-open&quot; para usarmos os comandos &quot;gnome-open&quot; e &quot;kde-open&quot; em vez do &quot;xdg-open. &lt;br /&gt;Criaremos ele na mesma pasta em que está o &quot;xdg-open&quot;.&lt;br /&gt;Para criar um link simbólico (atalho) de um arquivo ou diretório pelo terminal rode:&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b&gt;sudo ln -s &amp;lt;Endereço completo do arquivo original&amp;gt; &amp;lt;Endereço completo do link simbólico (de onde ficará o atalho)/nome do link simbólico&amp;gt; &lt;/b&gt;&lt;br /&gt;&lt;br /&gt;No nosso caso fica assim&lt;br /&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b&gt;sudo ln -s /usr/bin/xdg-open /usr/bin/gnome-open&lt;/b&gt;&lt;/p&gt;&lt;p style=&quot;text-align: left;&quot;&gt;&lt;b&gt;&lt;b&gt;sudo ln -s /usr/bin/xdg-open /usr/bin/gnome-open&lt;br /&gt;&lt;/b&gt;&lt;/b&gt;&lt;br /&gt;Espero que esta dica tenha sido útil para vocês&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/858789345825866959/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2021/01/abrindo-qualquer-arquivo-pelo-terminal.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/858789345825866959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/858789345825866959'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2021/01/abrindo-qualquer-arquivo-pelo-terminal.html' title='Abrindo qualquer arquivo pelo terminal Linux'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total><georss:featurename>Caruaru - PE, Brasil</georss:featurename><georss:point>-8.2760179999999988 -35.9819367</georss:point><georss:box>-36.586251836178846 -71.1381867 20.034215836178845 -0.82568669999999855</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-5607974368695301674</id><published>2020-11-13T16:03:00.000-03:00</published><updated>2020-11-13T16:03:17.017-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Política"/><title type='text'>Voto: O direito de todo cidadão</title><content type='html'>&lt;p&gt;Caros amigos, o voto é o instrumento que o cidadão dispõe e que é usado para escolher os agentes políticos que defenderão os seus interesses e da sua comunidade perante o poder público, e assim garantir que o mesmo cumpra seus deveres com a sociedade que o elegeu para representá-lo.&lt;br /&gt;É dever do cidadão, exercer o direito ao voto de forma livre, consciente e gratuita. Também é dever do cidadão fazer sua escolha pensando na coletividade, escolhendo candidatos capacitados, honestos e que tenham projetos que visem o bem estar da sua comunidade, do seu bairro, da sua cidade e no geral, do seu país.&lt;br /&gt;Antes de escolher quem vai representá-lo, pesquise, tente conhecer o seu futuro representante, tente saber se ele tem capacidade técnica para exercer o cargo ao qual se candidatou, se existe algum processo contra ele na justiça, lembre-se, ele vai lidar com o seu dinheiro.&lt;br /&gt;Importantíssimo! &lt;br /&gt;Não venda o seu voto!&lt;br /&gt;Candidatos que compram voto não têm nenhum compromisso com você, já que eles estão pagando a você, então o compromisso deles termina aí. Além do mais, candidatos que compram votos são corruptos. Você que vende o seu voto também é corrupto e egoísta, já que está pensando somente em você. Quando você vende seu voto, você prejudica a sua família, sua comunidade, sua cidade e seu país, porque a corrupção leva os recursos destinados à saúde da sua família, à educação dos seus filhos e à segurança da sua comunidade. Lembre-se! Candidatos que compram votos são corruptos.&lt;br /&gt;Meus amigos, votem conscientes pensando no coletivo e assim vamos banir esses sanguessugas que habitam em nossos parlamentos, palácios municipais, estaduais e federal. &lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/5607974368695301674/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2020/11/voto-o-direito-de-todo-cidadao.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5607974368695301674'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5607974368695301674'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2020/11/voto-o-direito-de-todo-cidadao.html' title='Voto: O direito de todo cidadão'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total><georss:featurename>Caruaru - Picada, Caruaru - PE, Brasil</georss:featurename><georss:point>-8.2760179999999988 -35.9819367</georss:point><georss:box>-36.586251836178846 -71.1381867 20.034215836178845 -0.82568669999999855</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-7267280781342028506</id><published>2020-09-17T17:03:00.002-03:00</published><updated>2020-09-18T10:07:35.726-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Usando o Skype pelo navegador do Linux</title><content type='html'>&lt;p&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; USAR O SKYPE PELO NAVEGADOR NO LINUX&lt;br /&gt;&lt;br /&gt;O Linux oferece suporte ao Skype, você pode instalá-lo diretamente do seu gerenciador de aplicativos e usá-lo normalmente. Caso não queira instalar o Skype na sua máquina, você pode usá-lo pelo seu navegador.&lt;br /&gt;Para usar o Skype pelo navegador é preciso instalar o Google Chrome para Linux, pois o Firefox ainda não tem suporte para o serviço. Se ainda não tiver o Google Chrome instalado, abra o seu navegador e procure por “Google Chrome”.&lt;br /&gt;


	
	
	
	


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&quot; width=&quot;200&quot; /&gt;&lt;br /&gt;Aparecerão alguns resultados…&lt;br /&gt;&lt;img height=&quot;60&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;Escolhi este…&lt;br /&gt;&lt;img height=&quot;193&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;O que me leva para esta tela.&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;250&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;Escolha a sua arquitetura, a minha é 64 bits e .deb, pois estou usando o Linux Mint que derivado do Debian.&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;243&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;Escolho, “Abrir Com” e o navegador baixa o pacote .deb para instalação.&lt;br /&gt;Basta clicar em “Instalar Pacote” para a instalação começar.&lt;br /&gt;&lt;img alt=&quot;&quot; height=&quot;120&quot; 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&quot; width=&quot;320&quot; /&gt;&lt;br /&gt;O instalador vai pedir a sua senha,você fornece e a instalação começa.&lt;br /&gt;&lt;br /&gt;&lt;br /&gt;finalizada a instalação abra o Chrome e digite na barra de endereços:&lt;br /&gt;web.skype.com&lt;br /&gt;e dê um enter.&lt;br /&gt;&lt;img alt=&quot;&quot; src=&quot;data:image/png;base64,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&quot; 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&quot; /&gt;&lt;br /&gt;&lt;br /&gt;E pronto.&lt;br /&gt;O Skype vai pedir algumas permissões, como por exemplo: usar o microfone, câmera, exibir notificações entre outras coisas, você autoriza e pode usar o Skype pelo seu navegador, no seu Linux sem precisar instalar nada.&lt;br /&gt;Abaixo a tela principal do Skype no navegador, a sua pode ser diferente, pode aparecer aí o vídeo da sua câmera. O meu não aparece porque este pc não tem uma câmera instalada.&lt;br /&gt;&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;br /&gt;&lt;br /&gt;Espero que este tutorial tenha sido útil para você, caso tenha sido, por favor compartilhe com seus amigos e parentes, isso ajuda o nosso blog a continuar compartilhando conhecimento.&amp;nbsp;&lt;/p&gt;&lt;p&gt;Este tutorial encontra-se em vídeo no nosso canal do YouTube: &lt;a href=&quot;https://youtu.be/tMrydXL5m4M&quot;&gt;https://youtu.be/tMrydXL5m4M&lt;/a&gt; &lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/7267280781342028506/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2020/09/usando-o-skype-pelo-navegador-do-linux.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/7267280781342028506'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/7267280781342028506'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2020/09/usando-o-skype-pelo-navegador-do-linux.html' title='Usando o Skype pelo navegador do Linux'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total><georss:featurename>Caruaru - Picada, Caruaru - PE, Brasil</georss:featurename><georss:point>-8.2760179999999988 -35.9819367</georss:point><georss:box>-36.586251836178846 -71.1381867 20.034215836178845 -0.82568669999999855</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-6281654349085454776</id><published>2020-08-22T11:22:00.000-03:00</published><updated>2020-08-22T11:22:04.804-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Louvando ao Senhor"/><title type='text'>Jesus é a minha paz (Letra)</title><content type='html'>&lt;p&gt;


	
	
	
	


&lt;/p&gt;&lt;h1 class=&quot;western&quot;&gt;Louvando ao Senhor&lt;/h1&gt;
&lt;p&gt;(Letras de Músicas)&lt;/p&gt;
&lt;p align=&quot;justify&quot;&gt;As músicas de Mattos Nascimento são muito
populares no meio gospel. As suas letras falam diretamente ao
coração, trazendo a palavra de Deus de uma forma muito simples e
poderosa, que alcança os corações de todos, evangélicos e não
evangélicos.&lt;/p&gt;
&lt;p align=&quot;justify&quot;&gt;A letra da música, “Jesus é a minha paz”
fala da nossa condição de perdido e mostra Cristo como o libertador
que está ao alcance de todos. Basta só crer que Jesus é o
libertador para que sejamos livres e tenhamos a tão desejada paz.&lt;/p&gt;
&lt;p align=&quot;justify&quot;&gt;&lt;br /&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;h2 class=&quot;western&quot;&gt;Jesus é a minha paz&lt;/h2&gt;
&lt;p&gt;&lt;b&gt;Mattos nascimento&lt;/b&gt;&lt;/p&gt;
&lt;p&gt;&lt;br /&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Fui perdido, mas
jesus me libertou&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Deu-me graça, me
encheu do seu amor&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Tenho agora
liberdade pra cantar&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Ao seu nome louvo,
não posso parar&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Venço tudo em seu
nome&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Venço até o
tentador&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Jesus Cristo me
garante&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Eu confio no senhor&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Não há nada nesse
mundo&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Que me possa
destruir&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Jesus Cristo é
quem me guarda&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Sim, me guarda até
o fim&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;(Coro)&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Eu agora vivo tão
feliz&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;À Jesus eu canto
mais&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Eu agora digo, sou
feliz&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Jesus é a minha
paz 
&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Quantos sofrem por
não conhecer a Deus&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Derrotados, vivem
sempre em ilusão&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Aparentemente podem
até sorrir&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Mas não sentem o
prazer que eu sinto aqui&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Não há razão
para viver, sem jesus no coração&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Não existe
alegria, só jesus nos dá perdão&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Toda a minha
iniquidade, no calvário já levou&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Ele é o filho de
Deus, só Jesus Cristo é o Senhor&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;(Coro) 2x&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Eu agora vivo tão
feliz&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;À Jesus eu canto
mais&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Eu agora digo, sou
feliz&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Jesus é a minha
paz 
&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;&lt;br /&gt;
&lt;br /&gt;

&lt;/p&gt;
&lt;p style=&quot;font-weight: normal; line-height: 100%;&quot;&gt;Agora aqueça a
voz, abra a sua boca e louve ao Senhor. 
&lt;/p&gt;

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		a:link { so-language: zxx }&lt;/style&gt; &lt;br /&gt;&lt;/p&gt;</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/6281654349085454776/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2020/08/jesus-e-minha-paz-letra.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6281654349085454776'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6281654349085454776'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2020/08/jesus-e-minha-paz-letra.html' title='Jesus é a minha paz (Letra)'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total><georss:featurename>Caruaru - PE, Brasil</georss:featurename><georss:point>-8.2760179999999988 -35.9819367</georss:point><georss:box>-41.139596116532537 -71.1381867 24.587560116532536 -0.82568669999999855</georss:box></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-5153771269311027436</id><published>2019-04-16T16:50:00.002-03:00</published><updated>2023-07-08T17:22:49.417-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Instalando a Edubar no Linux Mint 19.1</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;


 
 
 
 


&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;COMO INSTALAR A EDUBAR NO LINUX MINT&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Depois de instalar os repositórios do Linux Educacional 6.1 no meu
Linux Mint, resolver os problemas de falta de chave pública do
repositório, finalmente chegou a hora de instalar a Edubar no meu
sistema.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Afinal de contas, eu sou um professor e a Edubar é uma ferramenta
preciosa para professores. A Edubar permite ao professor buscar
conteúdo no site do MEC para ajudar a planejar as suas aulas, basta
inserir o termo para pesquisar  e escolher o conteúdo a ser usado.
Há materiais disponíveis para todas as disciplinas, em todos os
níveis de ensino, ensino Fundamental I e II, ensino médio e ensino
superior. Os materiais estão disponíveis nos mais diversos formatos
de arquivo, vídeo, texto e imagens.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Antes do tutorial, veja algumas formas de nos
ajudar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode e deve compartilhá-lo, pode usá-lo e
divulgá-lo. Se esse conteúdo é, ou de alguma forma, foi relevante
para você, você pode nos incentivar a continuar este trabalho
ajudando o nosso blog e o nosso canal do Youtube a crescer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Existem
quatro maneiras de você nos ajudar, são elas:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Você pode nos seguir por e-mail, deixando o seu e-mail no nosso
 blog para ser avisado de futuras publicações.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Pode compartilhar os nossos conteúdos, tanto do blog quanto do
 canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Pode também se inscrever no nosso canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Ou ainda, pode nos ajudar fazendo uma doação de qualquer quantia
 na conta abaixo:&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude-nos
a continuar com este trabalho! 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-indent: 0.3cm;&quot;&gt;
Desde já agradeço a sua contribuição, a sua visita, agradeço por
compartilhar o nosso conteúdo e por uma eventual doação ao nosso
blog e canal.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-indent: 0.3cm;&quot;&gt;
Fique agora com o tutorial.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-indent: 0.3cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Mas porque não usar o Linux Educacional? Não sei, questão de
gosto. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Eu prefiro usar o Linux Mint e não queria abrir mão desse recurso
no meu Mint, por este motivo  resolvi instalar o recurso no meu
sistema.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Para adicionar os repositórios do LE 6.1 no Mint, você pode usar
este tutorial que eu fiz e publiquei no nosso blog:
&lt;a href=&quot;http://robertodejesuss.blogspot.com/2019/04/criar-uma-sourcelist-e-resolver-os.html&quot;&gt;http://robertodejesuss.blogspot.com/2019/04/criar-uma-sourcelist-e-resolver-os.html&lt;/a&gt;.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Depois de tudo pronto, de todos os problemas resolvidos, você pode
instalar a Edubar direto do seu gerenciador de apicativos, ou pelo
terminal com o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;b&gt;# sudo apǵet install le-edubar&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Se você receber um erro como esse “le-edubar : Depende:
nodejs-legacy mas não é instalável”, você pode tentar instalar
com:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;b&gt;# sudo &lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: Liberation Serif, serif;&quot;&gt;apt-get
install nodejs-legacy&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: Liberation Serif, serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Você
vai obter um erro semelhante a esse:&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: Liberation Serif, serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Reading
package lists... Done &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: Liberation Serif, serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Building
dependency tree Reading state information... Done &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: Liberation Serif, serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Package
nodejs-legacy is not available, but is referred to by another
package. This may mean that the package is missing, has been
obsoleted, or is only available from another source However the
following packages replace it: nodejs:i386 nodejs&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Para resolvê-lo rode o comando abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
 &lt;b&gt;# curl -sL https://deb.nodesource.com/setup_8.x | sudo -E bash -&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Esse ‘8.x’ se refere a versão do nodejs que será instalada. Se
você quiser saber a versão que você tem em sua máquina rode:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;b&gt;# node -v&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
A saída é algo assim: “v8.15.1”. Que é a saída do meu
terminal. Depois que o instalador executar todo o processo (depois
que você fornecer a sua senha de administrador), ele vai lhe avisar
que você precisa  instalar algumas ferramentas de construção. As
ferramentas são:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
## You may also need development tools to build native addons:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
     sudo apt-get install gcc g++ make&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Instale-as.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;b&gt;# sudo apt-get install gcc g++ make&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Se desejar instalar os pacotes sugeridos pelo ‘apt’ faça-o.
Agora você deve digitar o comando abaixo para instalar as ‘nodes’
pedidas pela Edubar. Rode:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;b&gt;# sudo apt-get install -y nodejs nodejs-legacy&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Espera o processo terminar e depois instala a Edubar com o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;b&gt;# sudo apt-get install le-edubar&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
 Quando o processo terminar, o apt vai pedir para que o sistema seja
reiniciado e que a Edubar seja habilitada. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
Literalmente o que o pacote nodejs-legacy faz é criar um link
simbólico para que o comando ‘node’ execute o comando nodejs.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-indent: 0.26cm;&quot;&gt;
&lt;em&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Bem pessoal, por hoje é isso.
Em breve voltarei com &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;mais
tutoriais&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;. Se gosta
do nosso trabalho, divulgue o nosso blog e o nosso canal, nos ajude
escolhendo uma das formas descritas acima. Desde já agradeço &lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;a
visita e uma possível contribuição&lt;/span&gt;&lt;/em&gt;&lt;em&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;.&lt;/span&gt;&lt;/em&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.3cm;&quot;&gt;
&lt;br /&gt;
&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }code.cjk { font-family: &quot;WenQuanYi Micro Hei Mono&quot;, monospace; }a:link { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/5153771269311027436/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/04/instalando-edubar-no-linux-mint-191.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5153771269311027436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5153771269311027436'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/04/instalando-edubar-no-linux-mint-191.html' title='Instalando a Edubar no Linux Mint 19.1'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-4747369325281438362</id><published>2019-04-16T11:45:00.002-03:00</published><updated>2019-04-16T11:46:35.882-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Criar uma source.list e resolver os problemas de chaves gpg</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;ADICIONAR
UM REPOSITÓRIO NO SOURCE.LIST, ADICIONAR A CHAVE PÚBLICA E RESOLVER
PROBLEMA DE ERRO GPG&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
Uma das grandes dificuldades que temos no Linux é configurar a
sources.list, não é mesmo? Este arquivo está localizado na pasta
&lt;b&gt;/etc/apt&lt;/b&gt; e contém as fontes das quais os &lt;i&gt;pacotes/softwares&lt;/i&gt;
podem ser obtidos.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
Por padrão, apenas os repositórios oficiais da distribuição vem
habilitado, se quisermos instalar aplicativos de outras distros ou de
particulares, como por exemplo, de uma universidade, temos que
modificar esta lista de repositórios. E é nesta hora que muitos
procuram um sources.list &quot;completo&quot; que algum usuário
gentilmente disponibilizou na internet, porém, essa source.list
geralmente não tem os repositórios que você deseja. Então a saída
é você aprender a criar  a sua própria sources.list. E é isso que
você vai aprender nesta dica.&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Antes do artigo, veja algumas formas de nos
ajudar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode e deve compartilhá-lo, pode usá-lo e
divulgá-lo. Se esse conteúdo é, ou de alguma forma, foi relevante
para você, você pode nos incentivar a continuar este trabalho
ajudando o nosso blog e o nosso canal do Youtube a crescer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Existem
quatro maneiras de você nos ajudar, são elas:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Você pode nos seguir por e-mail, deixando o seu e-mail no nosso
 blog para ser avisado de futuras publicações.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Pode compartilhar os nossos conteúdos, tanto do blog quanto do
 canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Pode também se inscrever no nosso canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ou ainda, pode nos ajudar fazendo uma doação de qualquer quantia
 na conta abaixo:&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude-nos
a continuar com este trabalho! 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Desde
já agradeço a sua contribuição, a sua visita, agradeço por
compartilhar o nosso conteúdo e por uma eventual doação ao nosso
blog e canal.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-indent: 0.26cm;&quot;&gt;
Fique agora com o artigo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
Para criar uma source.list manualmente, a primeira coisa a fazer é
abrir um editor de texto, naturalmente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Depois você vai inserir as linhas
que dirá ao sistema onde ele irá procurar os pacotes. &lt;/span&gt;Normalmente,
o que tem que ser feito é introduzir uma linha que começa com o
prefixo &lt;i&gt;deb &lt;/i&gt;&lt;i&gt;ou deb-src&lt;/i&gt;, o que indica que se trata
de uma fonte de pacotes &lt;i&gt;DEB &lt;/i&gt;&lt;i&gt;ou código fonte“source”&lt;/i&gt;&lt;i&gt;.&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;Exemplo:&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;b&gt;deb http://host/debian distribuição seção1 seção2 seção3&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;b&gt;deb-src http://host/debian distribuição seção1 seção2
seção3&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;É lógico que essas entradas
são fictícias e não devem ser usadas. A primeira palavra das
linhas, &lt;/span&gt;&lt;/i&gt;&lt;samp class=&quot;western&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;deb&lt;/span&gt;&lt;/samp&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
e &lt;/span&gt;&lt;/i&gt;&lt;samp class=&quot;western&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;deb-src&lt;/span&gt;&lt;/samp&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
indicam o tipo de repositório: se guarda pacotes binários (&lt;/span&gt;&lt;/i&gt;&lt;samp class=&quot;western&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;deb&lt;/span&gt;&lt;/samp&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;),
ou seja, os pré-compilados que normalmente usamos ou se guarda
pacotes fonte (&lt;/span&gt;&lt;/i&gt;&lt;samp class=&quot;western&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;deb-src&lt;/span&gt;&lt;/samp&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;),
que são o fonte original do programa mais o arquivo de controle
Debian (&lt;/span&gt;&lt;/i&gt;&lt;samp class=&quot;western&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;.dsc&lt;/span&gt;&lt;/samp&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;)
e o &lt;/span&gt;&lt;/i&gt;&lt;samp class=&quot;western&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;diff.gz&lt;/span&gt;&lt;/samp&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
contendo as modificações necessárias para se debianizar o
programa. &lt;/span&gt;&lt;/i&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Nesse tutorial eu vou criar uma
source.list do repositório do Linux Educacional 6.1. A primeira
coisa a ser feita é descobrir o endereço do repositório desejado.
Para isso, vá &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;em
uma máquina que tenha o sistema que você deseja os repositórios e
rode um ‘sudo apt-get update’ e copie o link do repositório
desejado. &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Geralmente
está na forma:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;{&amp;lt;endereço do repositório&amp;gt;
&amp;lt;stable ou unstable&amp;gt; &amp;lt;InRelease ou Release&amp;gt;}&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;No meu caso, o que eu consegui
com o comando “sudo apt-get update” em uma máquina com LE6.1
foi:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt; “&lt;span style=&quot;font-style: normal;&quot;&gt;Obter:1
http://repo.c3sl.ufpr.br/le6 stable InRelease [3.990 B]”&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;“&lt;span style=&quot;font-style: normal;&quot;&gt;Obter:7
http://repo.c3sl.ufpr.br/le6 stable/main Sources [8.222 B]”        
    &lt;/span&gt;&lt;/i&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;“&lt;span style=&quot;font-style: normal;&quot;&gt;Obter:8
http://repo.c3sl.ufpr.br/le6 stable/main i386 Packages [8.026 B]”  
    &lt;/span&gt;&lt;/i&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;“&lt;span style=&quot;font-style: normal;&quot;&gt;Obter:9
http://repo.c3sl.ufpr.br/le6 stable/main amd64 Packages [8.669 B]”&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Isso significa que o endereço
do nosso repositório é:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;“ &lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;a href=&quot;http://repo.c3sl.ufpr.br/le6&quot;&gt;http://repo.c3sl.ufpr.br/le6&lt;/a&gt;”&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;E a nossa distro está em uma
versão estavel “stable” e que esse é o endereço do repositório
principal “main”. Então a linha no nosso source.list, deve ficar
assim:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;{&amp;lt;tipo de pacote&amp;gt;
&amp;lt;endereço do repositório&amp;gt; &amp;lt;distro estável ou instável&amp;gt;
&amp;lt;indicação do repositório principal ou outro tipo&amp;gt;}.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Para o nosso caso vai ficar
assim:&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;deb
http://repo.c3sl.ufpr.br/le6/ stable main &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;(só
pacotes .deb)&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;deb-&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;src&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;
http://repo.c3sl.ufpr.br/le6/ stable main &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;(que
também incluirá os códigos fontes)&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;A
linha acima, serve para informar a localização dos pacotes de
instalação do&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;s
aplicativos desenvolvidos&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
para ser&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;em&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
usado&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;s&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
no &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Linux
educacional 6.1.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Depois
é só salvar com um nome sugestivo e colocar na pasta:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;/etc/apt/sources.list.d&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Tem
que ser como administrador porque um usuário comum não tem
permissão de copiar nada para a pasta acima.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Para
atualizar o repositório, roda um :&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# sudo apt-get update&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Você
pode obter um erro como este para o repositório recentemente
adicionado.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;W: Erro GPG: &amp;lt;repositório
adicionado&amp;gt;: As assinaturas a seguir não puderam ser verificadas
devido à chave pública não estar disponível: NO_PUBKEY (NÚMERO
DA CHAVE FALTOSA).&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;No
meu caso, eu obtive este erro.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;W: Erro GPG:
http://repo.c3sl.ufpr.br/le6 stable InRelease: As assinaturas a
seguir não puderam ser verificadas devido à chave pública não
estar disponível: NO_PUBKEY BE3EB7A8D83B1761.&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Isso
se dá porque o sistema ainda não contém as chaves de autenticação
dos repositórios adicionados. Para adicionar as chaves do
repositório, a primeira coisa a fazer é conseguir as chaves.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Usando
o endereço do repositório em um navegador, entre no mesmo e
encontre a chave pública para o repositório. Geralmente está junto
dos arquivos que compõem o repositório.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;No
meu caso, eu copiei o endereço do repositório
“&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;a href=&quot;http://repo.c3sl.ufpr.br/le6&quot;&gt;http://repo.c3sl.ufpr.br/le6&lt;/a&gt;”
&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;coloquei
na barra de endereços do meu navegador e entrei no diretório
principal do repositório.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Dentro
do repositório eu encontrei o arquivo das chaves que é:
“le.c3sl.ufpr.br.key”.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora
é só copiar o endereço do arquivo no repositório e adicioná-lo
ao apt com o comando:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;sudo
wget -q -O- &amp;lt;endereço do arquivo de chaves no repositório&amp;gt; |
apt-key add&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;No
meu caso ficou:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;sudo
wget -q -O- http://repo.c3sl.ufpr.br/le6/le.c3sl.ufpr.br.key |
apt-key add&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Se
depois de colocara a senha você obter um “E: This command can only
be used by root.”, &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;mesmo
você usando o “sudo”, faça:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# sudo su&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Digite
sua senha e rode o comando novamente sem o “sudo”.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;wget
-q -O- &amp;lt;endereço do arquivo de chaves no repositório&amp;gt; |
apt-key add&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;No
meu caso ficou:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# &lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;wget
-q -O- http://repo.c3sl.ufpr.br/le6/le.c3sl.ufpr.br.key | apt-key add&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Você
obterá como resultado depois do processo terminado um “ok”.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;No
meu caso ficou assim: &lt;/span&gt;&lt;/span&gt;&lt;/i&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;color: #72bf44;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;roberto@roberto-MPxx:~$
sudo su&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;color: #72bf44;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;root@roberto-MPxx:/home/roberto#
wget -q -O- http://repo.c3sl.ufpr.br/le6/le.c3sl.ufpr.br.key |
apt-key add&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;color: #72bf44;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;OK&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Essa
é a saída no meu terminal.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora
saia do super usuário com “exit” e atualize os repositórios
com:&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;# sudo apt-get update&lt;/b&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Dessa
vez deve correr tudo bem e você poderá instalar os aplicativos que
deseja.&lt;/span&gt;&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm; text-indent: 0.26cm;&quot;&gt;
&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Bem pessoal, por hoje é isso.
Em breve voltarei com &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;mais
tutoriais&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;. Se gosta
do nosso trabalho, divulgue o nosso blog e o nosso canal, nos ajude
escolhendo uma das formas descritas acima. Desde já agradeço &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;a
visita e uma possível contribuição&lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;.&lt;/span&gt;&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.08cm; text-indent: 0.26cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }samp.cjk { font-family: &quot;WenQuanYi Micro Hei Mono&quot;, monospace; }a:link { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/4747369325281438362/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/04/criar-uma-sourcelist-e-resolver-os.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/4747369325281438362'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/4747369325281438362'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/04/criar-uma-sourcelist-e-resolver-os.html' title='Criar uma source.list e resolver os problemas de chaves gpg'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-2802720504849789145</id><published>2019-02-25T12:05:00.000-03:00</published><updated>2019-02-25T12:22:19.374-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>FORMATANDO O TCC NO LIBREOFFICE WRITER PARTE I</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
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&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;COMO FORMATAR O TCC NO LIBREOFFICE WRITER&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Este é o primeiro de uma série de tutoriais, onde iremos aprender a
formatar o nosso tcc usando o LibreOffice Writer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Devo deixar claro aqui, que este tutorial não tem a intenção de
lhe ensinar as regras da ABNT ou de lhe dizer o como você deve
construir o seu tcc. Essa é a função do seu orientador, esta série
de tutoriais se destina unicamente a lhe ajudar a formatar o seu tcc
usando o LibreOffice Writer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Neste primeiro tutorial, nós iremos falar sobre os elementos
obrigatórios e opcionais que compõem um tcc e vamos aprender a
colocá-los em suas devidas páginas utilizando a inserção de
quebras de página.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Vamos
também aprender a inserir de forma correta a numeração de páginas
do seu tcc, para que ela fique de acordo com as normas da 	ABNT
utilizando o nosso Writer.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot;&gt;
Antes do artigo, veja algumas formas de nos
ajudar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode e deve compartilhá-lo, pode usá-lo e
divulgá-lo. Se esse conteúdo é, ou de alguma forma, foi relevante
para você, você pode nos incentivar a continuar este trabalho
ajudando o nosso blog e o nosso canal do Youtube a crescer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Existem
quatro maneiras de você nos ajudar, são elas:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Você pode nos seguir por e-mail, deixando o seu e-mail no nosso
	blog para ser avisado de futuras publicações.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Pode compartilhar os nossos conteúdos, tanto do blog quanto do
	canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Pode também se inscrever no nosso canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ou ainda, pode nos ajudar fazendo uma doação de qualquer quantia
	na conta abaixo:&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude-nos
a continuar com este trabalho! 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Desde
já agradeço a sua contribuição, a sua visita, agradeço por
compartilhar o nosso conteúdo e por uma eventual doação ao nosso
blog e canal.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Fique agora com o artigo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Um tcc é composto por elementos pré-textuais, o corpo do tcc e
elementos pós-textuais. Abaixo segue uma lista dos elementos que
compõem um tcc. Deve ficar claro aqui que essa é uma regra geral,
você deve conversar com seu orientador e definir com ele o que irá
ser posto no seu tcc.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Elementos pré-textuais (em azul)&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Capa (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Folha de rosto (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Ficha catalográfica (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Folha de aprovação (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Dedicatória (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Agradecimentos (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Epígrafe (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Resumo (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Abstract (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de ilustrações (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de figuras (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de quadros (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de gráficos (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de tabelas (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de Abreviações (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Lista de Siglas (Elemento opcional)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #21409a;&quot;&gt;Sumário (Elemento obrigatório)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;O corpo do tcc. (em verde)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Introdução&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Objetivos&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Objetivo Geral &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Objetivos Específicos&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Referencial teórico &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Método &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Local de estudo e aspectos éticos &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Tipo de estudo &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Regras gerais do estudo&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Resultados &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Análise 1&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Análise 2&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;Conclusão&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #00a65d;&quot;&gt;&amp;nbsp;&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Elementos pós-textuais (em vermelho)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ed1c24;&quot;&gt;Referências &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ed1c24;&quot;&gt;Anexo a – Material usado no trabalho que foi
produzido por terceiros&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ed1c24;&quot;&gt;Anexo b – Segundo material usado no trabalho
que foi produzido por terceiros&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ed1c24;&quot;&gt;Apêndice a – Material usado no trabalho que
foi produzido pelo autor do trabalho&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ed1c24;&quot;&gt;Apêndice b – Segundo material usado no
trabalho que foi produzido pelo autor do trabalho&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Lembrando mais uma vez que, os itens
obrigatórios devem fazer parte de todos os tcc’s, já os
opcionais, você deve conversar com o seu orientador para ver com ele
quais desses que eu enumerei acima, deve entrar no seu tcc.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Cada elemento desses listados acima, pode ser entendido como uma
secção do seu trabalho, e como tal deve ser inicialmente inserido
em uma página própria. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;Para que cada item fique em sua página, devemos inserir quebras de
página em todo o documento, para inserir uma quebra de página no
LibreOffice Writer, posicione o cursor do lado esquerdo da frase que
você quer que fique na página nova e vá em: Inserir &amp;gt;&amp;gt;
Quebra de página, ou tecle “ctrl+enter”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;&lt;a href=&quot;https://www.blogger.com/blogger.g?rinli=1&amp;amp;pli=1&amp;amp;blogID=7813099741675600521&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;/a&gt;Assim que você fizer o procedimento descrito acima, surgirá entre
uma página e outra uma linha como a que é vista na figura abaixo.&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;13&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;400&quot; /&gt; &lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }a:link { }&lt;/style&gt; Caso você queira editar ou excluir essa quebra de página, você
coloca o cursor do mouse sobre a linha que indica a quebra de página
que vai aparecer uma figurinha com uma seta, daí você clica na seta
que vai aparecer as opções para que você possa editar ou excluir a
quebra de página com pode se visto nas figuras abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
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src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAE0AAABKCAIAAABxbk5fAAALPklEQVR4nO1Z23dU1Rk/+3Juc+aSyZBAkkmAhCA1EUGFl2qVWgpCa7VlYR/oW/8CeW/ffOhbfXNJl67WrvalrQ+62rq6ZFWrgpZCgyILXJAEkdyTySRz5pyzL/32PjOTRAgMjEvXms6XZDJzZp+9v993+X3f3odKKY3/A6HftAJfk7RwNpe0cDaXtHA2l7RwNpe0cDaXtHA2l7RwNpe0cDaXtHA2l7RwNpe0cDaXNIJT6t9Y0Nqv0KoxN397x2nRrd43JNT3/Xu6URiIaz2EVgUZEsc6SRR/pOpbFGltiYFWG+X2IlfdztS9BkEG1wvdu9DLly/f041abySqy2ONU0GVSChA0tS2CPXF+qNGVnHWbidIUmSwRnEuLCzc041IA5ArmqmPBMwvUSiVH6j2YaBASrvi8ztLLUCoxhmA+VDFnw09H6HJZLKugVJrqRwI6xHOCWdkfGxuZmppaXlWGqGUXPuBaH9yqcYLKZmUliE9w7CQQRHCUsJFKdRLRW8Ic6QFYwI/QrBkMkEJvn94czIV6OwQqOGHQNTzvPpwxjEZKbUMU3Dni+uFD0+NBiVvcvrGI3u+FUUFZQKFEysXSxGnamkZjY0umCTj2AnTsgAiTOaXyzACE6KMh+If/RYhgmkqbU9NXyv78sDhIQOVEApRw8+6qOM49Y0EPgAAgYpGCeomiktTJZ8NbN0myfzTzzyZyoDhlUtlnKU60kC9a2ML777zSdLt9xJ5uM4Zw1gGYWSa4GFwvdBIsXKy+hHUxLZNrlx1zpx959nn9ipHQyCoSGkMp2VZ9Y1UNCNVAMU4bfCHSR03kXQT1PXE6LXzhmKLmI3AlQqnaTpMWrYbUUu5ihDTdT1pMMsRgsfhqgZjJYhzg3OYgZsWbs91lkYCx7GRmid2d0MFhuZyWUgWgjG8YpUkWOeOugKvsXaMMS44oYobgjDkHAmWAIigoWmaYVSUaOm++3r0hE61gHBlF2mOXZ2WMrAs7Ni2upVzmBhpbFKZTWEFhCwC3ESXEwQmkBzeYMsmmpBAGWSZJqUrvC0rf0o9sBkoCN/qJFeGE5oAVlyEMS2XmfKRZLWr2sxGPCxOGqW1YBC0MA1MBdjhahDIkh/CL0Lm8nL0xcS4Xt9UOFU+KbtJYS4VWcSiiPkBKiLkQk5qp0FN4pqWdBWCkZU1VcCrVxWnVQ5XessgEGEIa8F4pS4ooiyi6U4NBCYMGUJrfY5WSJqCHoAejGFZJuciiiKwhKkFrpeDMgQMmBIR8FsYRlAnkGW5sIrvgyY2oY5ptX/wwcVUWpd1Q2uhcljpIAWdnV3yy8Fi4Yrniq5Ng4gTrQGrthDgUioFUQUTAUK4K9JMBlrxcqBeBY9gPtuC0DcibTTIY8exKDWhyQGrgaqgPEwKykO8gIcBDuQ7WFdTo0EBwD9PjsDo3t6+fD4/Pz8/OjYaBEFfX19nR2ehULh48VO4a9u2gbZs9vqN62Pj43DP4OAOL2FPTbIotAW3enuGZ6Ym5mZYNTOF1LUHPkIEYtKeSXW///F7i4Uzj3/ncD4/wCIxNzdRDgoABzIWdLbNtnRqIzCFTn6k77UYs2ZnookbX3w+fg3MOjg4mEx609NT4+PXIG+3bu3PZDJXr964fv3zdCq9ZetW27bHx8cmJiZzudzmzZtBk9HRUegO2rPZwe3baVC2Iyh+Iim5x6Kyv0zDUEiexCgDOMq+RQmJQldwj0duGFhCAAklVY8iU8BGCNmZTE8mk4PaV8mcGk6pM1xhZ2Hwj2X/83f+9efHHt2fTHSc+vDtkZHTUeRjQj2366HdTzzy0D4CRRNpugbfaqrjDOzoBgE1CTFEAqMUi4ph2STIEcwzZCoKHH/Zsih8TBmmy6NU4BfCsmuIDOQkj2b85VKU9LCRpfsPDIM2UF0AXHZDsn/bTtBLh62xobNtYHAv5CfEDKZkY0/P8K4OiEvbdkGdTV3StksEl2Znr4fRLKFxKmCVYNBOqMYNQ4zBdWpKxuaOHnn2ypUr7777xqPffqp/a/dnl61Pxy4SYu3dM7R98L50us0A/wpRTSlm2VFPn9nV3TE0nAQmskywqZHr6Lx/uF1nmQ1Elsnmdz+yCQIY4hbajI3dfULkFeuAyTDuyg+EYS8gISSkXkoRt5TLpmJ2rpoSRVng4gBT6STiXA5UcwD9myM0CYU8Mm27bNucYDY2dn7ngz0JL/Yn9AlE+5Oqlg1Zi8W5mZkbCPk9PZuOHHnqhRd+derUW489+t1DT/0glUzbtrf/ez/atHGL4HGzABEq9TuBcEhpABsN24E+AZqqUBGHFfdPgvMiITiZMjSzBlAT4J9LZMyjMdm61HBcYCz4KqIIySqnxiSmKcRYuVihcf1f5x9ApVoXLJiq7bDGE/sekkZR28tURASTKhpF1KTz83PvvTfNWSBYmE6bzz//8xd/feLc2Y92P/jkoYM/c5329va8lDZS+xIDI1nZ/siYs2PuVyxcY36tjqSQJrq2EEgMrXWtqZJxvUVGTXuw95qdBKqMu2PrETe7XBdxFv8SqrdOqvQqraRu/sAJCJUhqbABkQI10NjYmTl27OnfvvrG+fOnd+16PNeegwgCvhWoNnGlUlS7eRqX4nU0uUXzgFZdrlnmbvfZ1W2HsnYE+ybVCeoWL4rK6o2MW1Ek42aDEL80p3ctPCwHnHHHJsND/ceO/fD3r735ySfvG0Oku2s7l7ofkGsqnvYuwLMa3KlUcH65tq4j0hBxm66jABYOMQkitlQuLwlOWZiwHdh8MdXuVXwS5whsY3zFfshmQEohFDdIcuuBnduPPif++Ie3zp57202YmXSPIV2pfKo6GqDckl+E0qWtydSWRbdqDeEUos79q9DpEpMNJH+Y792Qz7d//PG/P7ty7pe/GMeKAyKEo1rs6V2LDINgYnJyanIyCHwNHenKjh/YOSDkwVde+dPvXnvR8zYKnsC6MiHD7urKQy/5zI+/D10QtAaG6tWoaLCPB46tH6eKVUNtETE2OzuzR3+6v7gYBuE+aC0wtlXcqhOAVVtqvfmCavHKqy9DnfDLC0BbUA3//re3XnrpN4uLwfRMsbAQHfnJsUOHnvW8BNRxhEkqmYKAz/d6gs9DQ6raP6DfBvfZdePkcSgCzYA3fH8J2tp0G822J4VwGRO2laqc6Kw9OohdmsslhYQeLRw5f3mpWMzlNnR05IaGu6G1su10X19/X28205aBLg/oCop52Y+ksQQsredQZzGoOtuKRusl3K0MQhcXF+vDKXRrTvT0ceFZndnI9xdilWpxu1pKfmF+bvbNN/964sTLAwP9x48fhz4O2tEdO/qz7Rts2zFwobBYiG8sKI3iQxke1wBdVI2Y29YC+hKmdU9n7ipuZbwoMAKu1LPVk94urqCRPvOfM9PT0/v27SuVSmfPnnv44Ydff/0vC/Nzvb156E30/qhyslC9qbqVVZsSqQ8o6vDnOlrQLVu21IdTVnBCf6CpD6279cU3L9bd3Q1N38GDBw8cOHDp0qXTp0+3tWWBeMDKm/v6oAXXdFjzxpfdok+V4oOlVax5i7NSVCntN+OENerGKdY/j77DxT179vT39+/du7erqwtWvHDhwsmTJ9UeisZtJo73k+uvvuLbtSrd7L5bl5+76hNu1mO9WF0zEpwACAEVEAy04L29vYcPHx4Z+a/rurt37dY46+XS+qr9LcZ8Hc9XAEkqlap9hJoxNDQE+QI6p1Ke9hD6Spqe28g38BwJaBa8Csjjs5yqh76S5yjr823jU9ytqK1tvRF4e7kLlVrPBZtLWjibS1o4m0taOJtLWjibS1o4m0taOJtLWjibS1o4m0taOJtL/gdeE57XkB5NbwAAAABJRU5ErkJggg==&quot; 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&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { &lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.32&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;margin&lt;/span&gt;-&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.33&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;bottom&lt;/span&gt;: 0.25cm; &lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.34&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;line&lt;/span&gt;-&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.35&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;height&lt;/span&gt;: 115%; }a:&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.36&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;link&lt;/span&gt; { }&lt;/style&gt; 


	
	
	
	


&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { &lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.37&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;margin&lt;/span&gt;-&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.38&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;bottom&lt;/span&gt;: 0.25cm; &lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.39&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;line&lt;/span&gt;-&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.40&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;height&lt;/span&gt;: 115%; }a:&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.41&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;link&lt;/span&gt;  &lt;/style&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agora é só repetir o procedimento para cada item do seu tcc. Quando
você terminar verá que o seu trabalho já tem um bom número de
páginas.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O próximo passo agora é inserir a numeração de páginas. A
numeração de páginas de um tcc deve aparecer a partir da parte
textual do trabalho, ou seja, deve começar na página de introdução
do tcc. Um outro detalhe que deve ser tratado aqui, é que a
numeração do tcc não deve contar com a capa, a contagem das
páginas começa na folha de rosto, sendo essa última contada como
se fosse a primeira página do documento.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Para inserir a numeração de páginas da forma correta, o primeiro
passo é contar quantas páginas há no documento, da capa até a
página que contém a introdução. O número de páginas que deverá
constar na página de introdução será o resultado dessa contagem
menos um, no nosso exemplo, contamos 18 paginas da capa até a
introdução, então o número que deverá constar nessa página
deverá ser 18 – 1 = 17.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Para que essa numeração fique de forma automática, devemos seguir
alguns passos básicos para inserir essa numeração no Writer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
A primeira coisa a ser feita é excluir a quebra de página anterior
à página que contém a introdução, para isso siga os passos
acima, coloque o cursor na linha da quebra, clique para ver as opções
e escolha “excluir”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Feito isso, a linha “introdução” volta para a página anterior,
você coloca o cursor do lado esquerdo dela e vai em: Inserir &amp;gt;&amp;gt;
Quera manual, para inserir uma quebra manual de página. Na janela
que abrir, já estará marcado a quebra de página, em estilo você
escolhe “índice”, marca a caixa “Alterar número de página e
insere o número de página que você quer que apareça na página de
introdução, no nosso exemplo foi 17 conforme pode ser visto na
figura abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;about:invalid#zClosurez&quot; imageanchor=&quot;1&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;&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; &lt;img alt=&quot;&quot; border=&quot;0&quot; height=&quot;200&quot; 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&quot; width=&quot;186&quot; /&gt;&lt;/a&gt; &lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Para inserir de fato a numeração, você clica no cabeçalho da
página, terá um cursor piscando do lado esquerdo, mude a orientação
do texto para o lado direito, pois essa numeração deve aparecer do
lado direito dos cabeçalhos das páginas. Depois desse procedimento,
vá em: Inserir &amp;gt;&amp;gt; Campo &amp;gt;&amp;gt; Número de páginas, então a
partir da página de introdução, todas as paginas receberão seu
devido número.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Uma observação a ser feita é que na página de introdução o
número que está lá é o número que definimos na inserção da
quebra manual de página.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agora, conforme o documento vai sendo escrito e novas páginas vão
surgindo, o próprio Writer vai numerando elas automaticamente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Bem pessoal, por hoje é isso. Em breve voltarei com a segunda parte
do nosso tutorial. Se gosta do nosso trabalho, divulgue o nosso blog
e o nosso canal, nos ajude escolhendo uma das formas descritas acima.
Desde já agradeço.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Se desejar ver esse tutorial em nosso canal do Youtube siga o link
abaixo. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=2bJTCaIeVVo&amp;amp;t=108s&quot;&gt;https://www.youtube.com/watch?v=2bJTCaIeVVo&amp;amp;t=108s&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&amp;nbsp;
&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { &lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.134&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;margin&lt;/span&gt;-&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.135&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;bottom&lt;/span&gt;: 0.25cm; &lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.136&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;line&lt;/span&gt;-&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.137&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;height&lt;/span&gt;: 115%; }a:&lt;span class=&quot;goog-spellcheck-word&quot; style=&quot;background: yellow none repeat scroll 0% 0%;&quot; id=&quot;:dj.138&quot; tabindex=&quot;-1&quot; role=&quot;menuitem&quot; aria-haspopup=&quot;true&quot;&gt;link&lt;/span&gt; { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/2802720504849789145/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/02/formatando-o-tcc-no-libreoffice-writer.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/2802720504849789145'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/2802720504849789145'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/02/formatando-o-tcc-no-libreoffice-writer.html' title='FORMATANDO O TCC NO LIBREOFFICE WRITER PARTE I'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-1101390971585925210</id><published>2019-01-31T23:42:00.000-03:00</published><updated>2019-02-21T17:33:58.200-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>COMO INSTALAR O PACAUR NO ARCH LINUX</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;br /&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;INSTALANDO
O PACAUR NO ARCH LINUX&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O Pacaur é um utilitário que auxilia a instalação de pacotes
provenientes dos repositórios da AUR (Arch User Repository), ou em
bom português (Repositório de Usuário do Arch). O pacaur foi
pensado para reduzir o trabalho de instalação de pacotes providos
pela AUR. A vantagem do pacaur sobre os outros auxiliares de
instalação da AUR, como o Yaourt por exemplo, é que ele é capaz
de instalar pacotes tanto dos repositórios da AUR quanto dos
repositórios oficiais.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O Pacaur pode ser usado como único gerenciador de pacotes do Arch,
já que o mesmo instala pacotes do dois repositórios e seus comandos
são iguais aos do pacman, ou só como um instalador dos pacotes da
AUR, ficando a critério do usuário o tipo de uso que dará ao
mesmo.&lt;br /&gt;



 
 
 
 


&lt;div align=&quot;justify&quot;&gt;
Antes do artigo, veja algumas formas de nos
ajudar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode e deve compartilhá-lo, pode usá-lo e
divulgá-lo. Se esse conteúdo é, ou de alguma forma, foi relevante
para você, você pode nos incentivar a continuar este trabalho
ajudando o nosso blog e o nosso canal do Youtube a crescer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Existem
quatro maneiras de você nos ajudar, são elas:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Você pode nos seguir por e-mail, deixando o seu e-mail no nosso
 blog para ser avisado de futuras publicações.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Pode compartilhar os nossos conteúdos, tanto do blog quanto do
 canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Pode também se inscrever no nosso canal.&lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
 Ou ainda, pode nos ajudar fazendo uma doação de qualquer quantia
 na conta abaixo:&lt;/div&gt;
&lt;/li&gt;
&lt;/ul&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude-nos
a continuar com este trabalho!&amp;nbsp;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Desde já agradeço a sua
contribuição, a sua visita, agradeço por compartilhar o nosso
conteúdo e por uma eventual doação ao nosso blog e canal.&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }a:link { }&lt;/style&gt;Fique agora com o artigo. &lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O AUR foi criado pela comunidade de usuários do Arch para organizar
e distribuir os novos pacotes construídos pelos usuários do Arch e
para acelerar a inclusão dos mais populares nos repositórios da
comunidade (community) e oficias.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O AUR contém descrições de pacotes (PKGBUILD) que permitem a você
compilar um pacote de um fonte com o makepkg e depois instalá-lo via
pacman ou manualmente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
A instalação de pacotes do AUR é de certa forma simples mas,
trabalhosa. Para instalar um pacote você tem que:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
obter os arquivos de compilação, incluindo o PKGBUILD e
possivelmente outros arquivos necessários, como unidades systemd e
patches.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Certificar-se de que o PKGBUILD e os arquivos que o acompanham não
serão nocivos ao seu sistema.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Executar o makepkg -i no diretório onde os arquivos foram salvos. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Este comando irá então baixar o código, resolver as dependências
com o pacman, compilá-lo, empacotá-lo e instalar o pacote.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O Pacaur automatiza todo esse processo para você. Com o Pacaur, a
instalação de pacotes torna-se um processo rápido e fácil,
podendo ser executado por usuários com pouco conhecimento de
processos mais complicados.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Para instalar o Pacaur no Arch Linux, o primeiro passo é ter o
sistema atualizado, para isso, rode o comando abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# sudo pacman -Syu - -noconfirm&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O comando acima vai atualizar todo o sistema, incluindo kernel e
headers.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
É preciso instalar as dependências necessárias para a instalação
do Pacaur no Arch. Isso é feito rodando o comando abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# sudo pacman -S binutils make gcc fakeroot expac yajl git
--noconfirm&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Feito isso, a próxima etapa é criar um diretório temporário como
usuário comum na sua pasta pessoal.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;mkdir ~/tmp&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Entre na pasta com:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;cd ~/tmp&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Uma outra dependência necessária à instalação do Pacaur é o
“cower”, o cower é usado para obter informação de pacotes da
AUR e baixá-los. Instale-o com os comandos abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# gpg --recv-keys --keyserver hkp://pgp.mit.edu 1EB2638FF56C0C53
&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(baixa as chaves de segurança)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;C&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;aso
o comando acima retorne um erro, rode o comando abaixo para baixar as
chaves:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
# &lt;b&gt;gpg --recv-keys 1EB2638FF56C0C53&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Caso ainda retorne erro, depois é só ignorar a checagem das chaves. Agora baixe o cower.&lt;b&gt; &lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# curl -o PKGBUILD
&lt;a href=&quot;https://aur.archlinux.org/cgit/aur.git/plain/PKGBUILD?h=cower&quot;&gt;https://aur.archlinux.org/cgit/aur.git/plain/PKGBUILD?h=cower&lt;/a&gt;
&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(baixa o cower)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# makepkg -i PKGBUILD –noconfirm &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Esse comando retornará um erro
caso não tenha resolvido o prblema das chaves. Caso isso ocorra,
rode o comando abaixo para ignorar a verificação das chaves:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# makepkg PKGBUILD –skippgpcheck&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Depois instala com o pacman, caso o comando acima não tenha instalado.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# sudo pacman -U cower*.tar.xz –noconfirm&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O passo seguinte é baixar e instalar o Pacaur com os comandos
abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
# &lt;b&gt;curl -o PKGBUILD
&lt;a href=&quot;https://aur.archlinux.org/cgit/aur.git/plain/PKGBUILD?h=pacaur&quot;&gt;https://aur.archlinux.org/cgit/aur.git/plain/PKGBUILD?h=pacaur&lt;/a&gt;
&lt;/b&gt;(baixa o pacaur)&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# makepkg -i PKGBUILD –noconfirm&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Esse comando retornará um erro
caso não tenha resolvido o prblema das chaves. Caso isso ocorra,
rode o comando abaixo para ignorar a verificação das chaves:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# makepkg PKGBUILD –skippgpcheck&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Depois instala com o pacman, caso o comando acima não tenha instalado.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# sudo pacman -U pacaur*.tar.xz –noconfirm&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Feito isso, você tem que deletar a pasta temporária que usou para
instalar o Pacaur. Faça:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# cd ~/&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Depois… 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# rm -r ~/tmp&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Se tudo correu bem, o Pacaur estará instalado no seu sistema. Para
instalar um programa pelo Pacaur, use os mesmos comandos que usa no
pacman, só que em vez de escrever “pacman -S”, você digita,
“pacaur -S”. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Um exemplo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Vamos instalar os dois programas que faltaram na instalação do LXQT
e que só são disponibilizados para o Arch pela AUR chamados de 
lxqt-connman-applet e xscreensaver-arch-logo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Podemos procurar pelos programas com o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# pacaur -Ss  lxqt-connman-applet &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;b&gt;# pacaur -Ss xscreensaver-arch-logo&lt;/b&gt;&lt;/b&gt;&lt;br /&gt;
Um comando de cada vez.&lt;b&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt; &lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Se forem encontrados os pacotes. Digite o comando conforme os
resultados que aparecer no terminal:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;# pacaur -S lxqt-connman-applet xscreensaver-arch-logo&lt;/b&gt;&lt;br /&gt;
No meu sistema, houve um conflito entre o pacote&lt;b&gt; &lt;/b&gt;xscreensaver-arch-logo e o que eu já tenho instalado no meu sistema, o xscreensaver.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Se aparecer mais algum pacote necessário aos programas, instale-os
usando a sintaxe acima.&lt;br /&gt;
&lt;br /&gt;
Esse tutorial está disponível também em nosso canal do YouTube. Para vê-lo siga o link abaixo:&lt;br /&gt;
https://www.youtube.com/watch?v=FEM5SzAkHZg&amp;amp;feature=youtu.be&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Espero que esse tutorial seja de alguma ajuda. Se gostou você pode
se inscrever no nosso blog, ou no nosso canal do Youtube, pode também
compartilhar o nosso conteúdo, dessa forma você nos ajudará a
crescer e continuar compartilhando o conhecimento com todos vocês.&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }a:link { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/1101390971585925210/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/como-instalar-o-pacaur-no-arch-linux.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/1101390971585925210'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/1101390971585925210'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/como-instalar-o-pacaur-no-arch-linux.html' title='COMO INSTALAR O PACAUR NO ARCH LINUX'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-2415006102729094480</id><published>2019-01-29T18:03:00.000-03:00</published><updated>2019-02-18T10:59:46.969-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>CONSERTANDO O ARQUIVO FSTAB DO LINUX</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;


 
 
 
 


&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;CONSERTANDO
O FSTAB&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Muitas vezes mexendo no sistema fazemos alguma coisa que modifica a
montagem do nosso sistema de partições. Isto aconteceu comigo
quando eu fiz a instalação do Arch Linux em dual boot com o Linux
Mint, cujo tutorial se encontra aqui no nosso blog no link a seguir:
&lt;a href=&quot;http://robertodejesuss.blogspot.com/2019/01/dual-boot-entre-linux-mint-191-e-arch.html&quot;&gt;http://robertodejesuss.blogspot.com/2019/01/dual-boot-entre-linux-mint-191-e-arch.html&lt;/a&gt;.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Como foi explicado no tutorial, o meu sistema de tabela de partição
é o MBR, que só aceita quatro partições primárias. No meu hd eu
já possuía a partição raiz do Mint, a partição home,  a
partição swap e uma partição de arquivos de segurança, todas
elas primárias e criadas na instalação do Mint. Por esse motivo
tive que deletar a partição swap e criar uma partição estendida e
dentro dessa partição, as duas partições necessárias à
instalação do Arch Linux.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O processo descrito acima, bagunçou a montagem do meu sistema de
partições do Mint, a partição raiz e a partição home montavam
normalmente mas, a partição do swap não montava.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Quando deletei a partição do swap criada pelo Mint, a qual eu
pretendia compartilhar com o Arch e criei uma nova partição para o
swap na instalação do Arch, descobri, quando inicializei o Mint que
a nova partição criada para ser compartilhada entre os dois
sistemas não estava sendo montada no Mint, só no Arch.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Descobri que o problema estava no arquivo fstab. Este arquivo se
encontra no diretório /etc e é o responsável por “dizer” ao
sistema quais as partições que devem ser montadas, suas
identificações e onde devem ser montadas. Qualquer alteração
nesse arquivo pode causar uma falha na montagem do sistema de
partições, internas ou externas, caso haja alguma.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
A seguir, farei uma descrição desse arquivo e logo depois, direi
como consertei o meu.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;#                            &amp;lt;file system&amp;gt;
                 &amp;lt;mount point&amp;gt;  &amp;lt;type&amp;gt; &amp;lt;options&amp;gt;
&amp;lt;dump&amp;gt; &amp;lt;pass&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;# / was on /dev/sda1 during installation&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;UUID=3fb73d72-ead7-4c29-b7e0-b1403937235e      
/        ext4  errors=remount-ro 0       1&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;# /home was on /dev/sda2 during installation&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;UUID=4d84dcf3-41cf-4bd1-b93d-f8efffc1bfde     
/home    ext4       defaults              0       2&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;# swap was on /dev/sda6 during installation&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: #00864b;&quot;&gt;UUID=644930e9-eb08-4dd4-9ab6-e0fcd60b1b78  
none    swap          sw                    0       0&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Acima está a parte que realmente é importante
neste arquivo, vou descrevê-lo cada parte, tendo como exemplo o meu
próprio fstab, ou parte dele.&lt;/span&gt; O “#” na frente de cada
linha, quer dizer que esta  linha está comentada e o sistema não a
executa, como é o caso de “# / was on /dev/sda1 during
installation”. Essa linha só informa a alguém que ler o arquivo
que o sistema raiz “/” estava em /&lt;span style=&quot;font-style: normal;&quot;&gt;dev/sda1
no momento da instalação do sistema.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O primeiro campo &amp;lt;file system&amp;gt;, descreve a partição (ou sua
identificação), dispositivo especial (ou sua identificação), ou o
sistema de arquivo remoto a ser montado.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Ex.: /dev/sda1. No caso do meu fstab, a identificação da partição,
“UUID”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
O segundo campo &amp;lt;mount point&amp;gt;, descreve o ponto de montagem
para o sistema de arquivos, (partições). Para a partição do swap,
esse campo deve ser preenchido com &quot;none&quot;. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
Ex.: /&lt;span style=&quot;font-style: normal;&quot;&gt;home/media. &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;No
caso do meu fstab, os pontos: “/”, “/home” e “none” para
o swap.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;O terceiro campo &amp;lt;type&amp;gt;,
descreve o tipo do si&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;s&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;tema
de arquivos. O Linux suporta uma infinidade sistemas de arquivos,
entre eles os mais conhecidos são: ext4, ntfs, vfat, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;entre
vários outros.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;Ex.: ext4.  &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;No
caso do meu fstab, “&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ext4”,
“ext4” e “swap”.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;O quarto campo &amp;lt;options&amp;gt;,
descreve as opções de montagem associada com o sistema de arquivos.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;Ex: defaults. &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;No
caso do meu fstab, “&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;errors=remount-ro”
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;(diz
ao sistema para tentar remontar a partição caso não monte na
primeira tentativa), “defaults”, que é a montagem padrão e “sw”
referente ao swap.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;O quinto campo
&amp;lt;dump&amp;gt;, é usado pelo comando de descarte &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;do&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
sistema para determinar cada sistema de arquivo que precisa ser
descartado. Se o quinto campo estiver &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;preenchido
com&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
um valor zero, o descarte vai assumir que o sistema de arquivos não
precisa ser descartado.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Ex: 0. &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;No
caso do meu fstab, &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;todos
os valores estão em “0”, zero.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;O sexto campo
&amp;lt;pass&amp;gt;, é usado pelo programa &quot;fsck&quot; para determinar
a ordem em que cada sistema de arquivo é checado na inicialização
do sistema. O sistema de arquivo &quot;raiz&quot; deve ser
especificado com pass=1, os outros sistemas de arquivo devem ser
especificados pass=2. (eu notei que a partição de swap pass=0)&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Ex: 2, No meu
fstab, “/ pass=1”, “/&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;home
pass=2” e “swap pass=0”.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;O &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;problema
no meu arquivo swap era que quando eu deletei a partição antiga e
criei uma nova, não houve mudança no meu arquivo fstab e o sistema
ficava buscando a partição swap pela “UUID” antiga  e não a
encontrava, já que essa identificação é única.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;Para resolver
esse problema, bastou eu substituir a UUID da partição antiga pela
nova e o problema foi resolvido. Para descobrir a identificação de
cada partição do seu sistema, rode no terminal:&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;# blkid &lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;sem
o “#”.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;O
sistema retornará as identificações de todas as suas partições,
basta copiar a identificação correta da partição &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;que
não está sendo montada &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e
colar no arquivo fstab. Se quiser modifique a linha, &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;“#
/ was on /dev/sda&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;X&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
during installation” &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;com
o número da partição /dev/sda correta, &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;substituindo
o “X” pelo número da partição&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Se quiser ver o tutorial em vídeo, siga o link do nosso canal:&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=cmoH2uNAbgE&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=cmoH2uNAbgE&amp;amp;feature=youtu.be&lt;/a&gt;&amp;nbsp; &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.37cm;&quot;&gt;
&lt;br /&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Espero
que esse tutorial seja de alguma ajuda. Se gostou você pode se
inscrever no nosso blog, ou no nosso canal do Youtube, pode também
compartilhar o nosso conteúdo, dessa forma você nos ajudará a
crescer e continuar compartilhando o conhecimento com todos vocês.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }a:link { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/2415006102729094480/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/consertando-o-arquivo-fstab-do-linux.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/2415006102729094480'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/2415006102729094480'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/consertando-o-arquivo-fstab-do-linux.html' title='CONSERTANDO O ARQUIVO FSTAB DO LINUX'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-6891202357408462622</id><published>2019-01-25T18:22:00.002-03:00</published><updated>2023-07-08T17:23:16.738-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>INSTALANDO O AMBIENTE DESKTOP LXQT NO ARCH LINUX</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;


 
 
 
 


&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;INSTALANDO
O LXQT NO ARCH LINUX&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora que já instalamos o pacote básico do Arch Linux chegou a hora
de instalarmos um ambiente de desktop para facilitar a nossa
interação com o sistema, existem várias interfaces gráficas que
você pode instalar no seu Arch Linux, há uma lista completa dessas
GUI’s (ou ambientes de desktop) que pode ser consultada nesse
endereço abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://wiki.archlinux.org/index.php/Desktop_environment#List_of_desktop_environments&quot;&gt;https://wiki.archlinux.org/index.php/Desktop_environment#List_of_desktop_environments&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Você pode escolher a interface que mais lhe agradar e instalar em
seu computador, nesse tutorial,  como o próprio título diz, eu vou
instalar o ambiente de desktop LXQT no meu Arch Linux. O LXQT é uma
atualização do ambiente LXDE construída em Qt, segundo a Arch
Wiki, “um desktop construído em Qt que usa parcialmente os
componentes Razor-qt e LXDE”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
É um ambiente (interface gráfica), tão leve quanto seu antecessor
LXDE ou o conhecido ambiente do Xubuntu, o XFCE4, que consomem poucos
recursos de hardware. Seja qual for a interface gráfica que você
escolha, você terá que instalar o servidor X na sua máquina antes
de instalar a interface escolhida.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O servidor X ou X11, é um protocolo de rede e vídeo que proporciona
a capacidade de se trabalhar com o sistema de janelas em um
computador com os vários sistemas Linux, além disso, o servidor X
também permite a interação de mouse e teclado com o sistema, sendo
imprescindível para o desenvolvimento de interfaces gráficas para
usuários, as famosas GUI’s.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O conceito básico de servidor X, como o próprio nome diz, é que
ele é realmente um servidor que serve ao sistema de janelas do
Linux, é a fundação que sustenta todo o sistema de janelas do
Linux, portanto antes de instalarmos qualquer interface temos que
instalar o servidor X.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para instalarmos o servidor X temos que instalar alguns pacotes
básicos digitando no nosso “terminal”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;# &lt;/b&gt;&lt;b&gt;sudo pacman -S xorg-server xorg-xinit xorg-apps mesa
ttf-dejavu ttf-freefont networkmanager  network-manager-applet  &lt;/b&gt; 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Lembrando que cada espaço depois de um pacote digitado estamos
instalando outro pacote, no comando acima estamos instalando oito
pacotes, onde os três primeiros são os pacotes do servidor X e o
restante são pacotes de fontes, recursos de vídeo e gerenciador de
redes, digitado o comando teclamos enter e esperamos o sistema
instalar os pacotes, teclando enter quando for preciso.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Quando a instalação estiver terminada, devemos habilitar o serviço
de rede para iniciar com o sistema digitando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo systemctl enable NetworkManager.service&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Teclamos enter e está pronto.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora devemos copiar o arquivo xinitrc para a nossa pasta pessoal,
vamos editar esse arquivo para iniciar a nossa interface assim que
ela estiver instalada, para copiar o arquivo digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
cp /etc/X11/xinit/xinitrc ~/.xinitrc&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Você pode ver se o arquivo foi copiado com o comando &lt;b&gt;ls &lt;/b&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;&lt;b&gt;a.
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;text-decoration: none;&quot;&gt;O parâmetro “-a”
lista os arquivos ocultos.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora devemos instalar o driver de nossa placa de vídeo para que o
sistema de janelas seja visto no nosso monitor, você pode instalar o
driver de vídeo genérico digitando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
pacman -S xf86-video-vesa&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Caso você queira instalar o driver de vídeo de sua placa, você
deve primeiro saber qual é a sua placa, para saber qual a sua placa
de vídeo você pode digitar o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;# &lt;/b&gt;&lt;b&gt;lspci | grep -e VGA -e 3D  &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Feito isso você terá o nome de sua placa de video, bastando agora
encontrar o driver de vídeo para instalar, para ver uma lista de
drivers de vídeo disponíveis para instalação no Arch Linux
digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo pacman -Ss xf86-video&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Com a lista disponível no seu monitor procure o driver de vídeo
correspondente à sua placa e instale com o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo pacman -S xf86-video-(nome do driver de sua placa)&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para que o seu sistema funcione corretamente com a sua nova
interface, é necessário instalar alguns pacotes de headers para o
kernel do Arch Linux, dgite.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo pacman -S linux-headers linux-lts-headers linux-lts&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora chegou a hora de instalar o nosso ambiente de desktop ou como
preferirem, a nossa interface gráfica, como eu disse no título, vou
instalar o ambiente LXQT e alguns pacotes necessários. Para isso
digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo pacman -S lxqt  breeze-icons oxygen-icons lxqt-panel
lxqt-connman-applet sddm  xscreensaver  xscreensaver-arch-logo&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Descrevendo os comandos acima. “lxqt” obviamente instala os
pacotes do ambiente, “breeze-icons” e “oxygen-icons” instalam
pacotes de temas de ícones para o nosso desktop, “lxqt-panel”
instala alguns pacotes extras de plugins para o painel do LXQT,
“lxqt-connman-applet (aur)” são pacotes que adicionam algumas
funcionalidades ao sistema, “sddm” é o gerenciador de login
recomendado pela Arch Wiki para o LXQT e por fim, os dois últimos
comandos “xscreensaver” e “xscreensaver-arch-logo (aur)”
instalam o protetor de tela e os temas de proteção de tela do Arch.
Uma observação, os pacotes com “(aur)” na frente, são pacotes
construídos pela comunidade de usuários do Arch e não serão
instaladas pelo “pacman”, esses pacotes podem ser instalados
posteriormente pelo “yaourt” que é o gerenciador de pacotes da
comunidade “aur”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Esperamos a instalação terminar e agora chegou o memento de editar
o arquivo que copiamos para nossa pasta pessoal, para isso digitamos
como administrador…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo nano .xinitrc&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Depois que digitarmos a nossa senha o nano abrirá o arquivo para que
possamos editá-lo, comentamos a última linha com um “#” e
adicionamos a seguinte linha abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
exec startlxqt&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para habilitar o gerenciador de login gráfico para que inicie com o
sistema você deve escolher um da lista de gerenciadores de login que
está disponível na Wiki do Arch, o gerenciador de login recomendado
par o LXQT é o sddm e eu habilitei ele para ser o meu gerenciador de
login, mas caso você queira instalar outro segue o link para a lista
do Arch Wiki e lá você também encontrará instruções para
instalar e iniciar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://wiki.archlinux.org/index.php/Display_manager#List_of_display_managers&quot;&gt;https://wiki.archlinux.org/index.php/Display_manager#List_of_display_managers&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para habilitar o sddm digite…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
sudo systemctl enable sddm.service&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos testar se a interface está funcionando digitando…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;#
startx&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se tudo correu bem você verá a sua interface funcionando, caso isso
não ocorra, verifique se você executou os passos anteriores da
forma correta.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Reinicie a sua máquina e verifique se sua instalação foi bem
sucedida, logue-se e seja feliz com o seu Arch Linux.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Caso
surja alguma dúvida, veja o vídeo que eu fiz durante a instalação
do LXDE &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;que
você pode encontrar no link abaixo:&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;a href=&quot;https://www.youtube.com/watch?v=QwPAhdH167s&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=QwPAhdH167s&amp;amp;feature=youtu.be&lt;/a&gt; &amp;nbsp;&lt;/span&gt;&lt;b&gt; &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para outras configurações e instalações de outros pacotes, em
breve retornarei com outros tutorias. Caso tenham gostado do conteúdo
de nosso blog se inscrevam no blog e no nosso canal do YouTube e
compartilhem os nossos conteúdos, agindo assim vocês auxiliam a
continuidade de nossas atividades.   
&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/6891202357408462622/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/instalando-o-ambiente-desktop-lxqt-no.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6891202357408462622'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6891202357408462622'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/instalando-o-ambiente-desktop-lxqt-no.html' title='INSTALANDO O AMBIENTE DESKTOP LXQT NO ARCH LINUX'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-8895581677741137213</id><published>2019-01-22T20:27:00.000-03:00</published><updated>2019-02-18T10:59:13.739-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Dual boot entre Linux Mint 19.1 e Arch Linux com compartilhamento de /home e swap.</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;


 
 
 
 


&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt;&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;INSTALANDO
O ARCH LINUX EM UMA MÁQUINA REAL EM DUAL BOOT COM O LINUX MINT 19.1
TESSA E COMPARTILHANDO A HOME E O SWAP NOS DOIS SISTEMAS&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Neste tutorial, vamos aprender a instalar o Arch Linux em dual boot
com o Linux Mint 19.1 de codnome Tessa. O objetivo desse tutorial não
é ensinar passo a passo a instalação do Arch, esse passo a passo
você encontra aqui no blog em um tutorial que eu publiquei antes
neste link:
&lt;a href=&quot;http://robertodejesuss.blogspot.com/2017/05/arch-linux-em-uma-maquina-real.html&quot;&gt;http://robertodejesuss.blogspot.com/2017/05/arch-linux-em-uma-maquina-real.html&lt;/a&gt;.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Ou também pode ver os vídeos no nosso canal do YouTube pelos links
abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=cjKGneksYq4&amp;amp;list=PLBscvfk1zB3GbAwHFgGp40iuWFJond2aw&amp;amp;index=9&quot;&gt;https://www.youtube.com/watch?v=cjKGneksYq4&amp;amp;list=PLBscvfk1zB3GbAwHFgGp40iuWFJond2aw&amp;amp;index=9&lt;/a&gt;
Parte 1.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=sQiwItM7cVU&amp;amp;list=PLBscvfk1zB3GbAwHFgGp40iuWFJond2aw&amp;amp;index=10&quot;&gt;https://www.youtube.com/watch?v=sQiwItM7cVU&amp;amp;list=PLBscvfk1zB3GbAwHFgGp40iuWFJond2aw&amp;amp;index=10&lt;/a&gt;
Parte 2.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=SeY-AP1FVqg&amp;amp;list=PLBscvfk1zB3GbAwHFgGp40iuWFJond2aw&amp;amp;index=11&quot;&gt;https://www.youtube.com/watch?v=SeY-AP1FVqg&amp;amp;list=PLBscvfk1zB3GbAwHFgGp40iuWFJond2aw&amp;amp;index=11&lt;/a&gt;
Parte 3.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Neste tutorial vamos aprender basicamente a instalar o Arch Linux de
forma bastante resumida,  compartilhando a mesma /home e mesma swap
do Linux mint, tendo esse último a função de gerenciar o boot do
sistema, para isso, teremos que aprender o básico da instalação do
Arch Linux.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Bom, antes de começar é importante dizer que neste procedimento eu
já tenho instalado o Linux Mint em minha máquina, na instalação
do mesmo eu criei uma partição de 15 gigas para a raiz “/”, uma
partição swap e uma partição “/home” para o Linux Mint e que
também será compartilhada com o Arch Linux.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Instalando o Arch&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Estou supondo que você já tenha a mídia de instalação do Arch,
um DVD ou um Pendrive bootável, caso não tenha o tutorial no link
acima ensina como obter a .iso do site do Arch Linux e também contém
um link para um tutorial ensinando a criar um pendrive bootável.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Para começar a instalação siga as instruções abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Coloque o cd na unidade ou espete o pendrive na sua máquina e
reinicie a máquina, pressione a tecla correspondente no seu
computador para abrir o menu de boot (F7, F8, F2, etc.), escolha o
dispositivo de boot correspondente (cd/dvd ou pendrive) e tecle
enter.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Depois que a máquina der o boot, você escolhe a instalação do
sistema segundo a sua arquitetura, x86_64 ou i686.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Depois do boot da imagem…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Configure o teclado em português para facilitar a digitação dos
comandos, digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# loadkeys br-abnt2 &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(o “#”
é só para indicar que a linha é um comando que deve ser digitado).&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
É preciso uma conexão com a internet para instalar o sistema.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Conexão&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Se for conexão via cabo, o Arch irá reconhecer automaticamente se
não reconhecer digite.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# systemctl start dhcpcd &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Se a internet for Wifi:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Nesse caso utilizaremos o wifi-menu para conectarmos a rede Wireless,
logo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# wifi-menu&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Na tela azul, escolha a segunda opção: “&lt;b&gt;Activate a
connection&lt;/b&gt;”. (se aparecer)&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Selecione sua rede e conecte-se! 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Para ter certeza que esteja conectado execute um ping:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# ping -c 3 www.google.com&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Caso não consiga conectar a internet com esses procedimentos, estude
o tutorial no link acima.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Criando a partição onde será instalado o Arch Linux&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Como eu disse antes, eu já tenho o Mint instalado e o objetivo desse
tutorial é instalar o Arch em dual boot com o Mint compartilhando o
swap e a /home. Como o sistema de partições do meu HD  é MBR, ele
só aceita 4 partições primárias. E como eu tenho uma partição
com meus arquivos de segurança mais as partições do Mint, tive que
deletar a partição swap do Mint e criar uma partição estendida e
dentro dela criar as duas partições necessárias à instalação do
Arch. Levando-se em conta que você não tenha esse problema, é só
seguir os passos abaixo e criar só a partição raiz “/”, caso
contrário crie a partição estendida e dentro dela as duas
partições necessárias, a raiz “/” e a partição swap. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Vamos criar a partição  para a raiz “/” do Arch (e a partição
swap que será compartilhada com o Mnt, caso você tenha os problemas
citados acima), para isso, vamos entrar no particionador digitando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# cfdisk&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Use as setas Direita , Esquerda , Cima e Baixo para navegar pelo
cfdisk e siga os passos abaixo para criar a partição.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Partição raiz:&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Selecione o espaço vazio, selecione&lt;b&gt; &lt;/b&gt;&lt;b&gt;Nova&lt;/b&gt; e tecle
enter, digite o tamanho que desejar (vamos usar 15 Gigas), e em tipo
coloque&lt;b&gt; Linux si&lt;/b&gt;&lt;b&gt;s&lt;/b&gt;&lt;b&gt;tema de arquivos &lt;/b&gt;&lt;b&gt;(Linux file
system &lt;/b&gt;&lt;b&gt;ou “83 linux”&lt;/b&gt;&lt;b&gt;) &lt;/b&gt;e depois tecle enter.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Partição da home: &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Como disse, vamos usar a home do Mint, não criaremos essa partição.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Partição do swap:&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Como disse, vamos usar o swap do Mint, não criaremos essa partição.
(Caso se enquadre no problema citado acima, crie também a partição
para o swap).&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Formatando as partições&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Primeiro, vamos formatar as partições, nesse caso, vamos formatar a
única partição que criamos, pois o swap e a home que usaremos será
a do Mint que já estão prontas, bastando apenas ativar o swap e
montar a home do Mint como veremos a seguir. (Caso se enquadre no
problema citado acima, formate também a partição para o swap com o
comando &lt;b&gt;# mkswap /dev/sda&lt;/b&gt;&lt;b&gt;X&lt;/b&gt;)&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;ATENÇÃO!&lt;/b&gt; É importante que você saiba as identificações
das partições do seu HD para não formatar e nem montar as
partições erradas, muita atenção nessa hora.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# swapon /dev/sdaX&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; Ativa o
swap &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(compartilha o swap do
Mint)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# mkfs.ext4 /dev/sdaY &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;formata
a partição com o sistema de arquivo ext4 &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(partição
raiz que será montada em /mnt) &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(substitua
“X” e “Y” &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e “Z”
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;pelos números corretos das
suas partições)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# mount /dev/sdaY /mnt &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;monta
a partição &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;na &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;raiz
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;do sistema.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;D&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;epois
disso criamos a pasta /home &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;na
raiz do sistema &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;onde será
montada a partição que contém a /home do Mint &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e
que conterá também a /home do Arch. Digite…&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# mkdir /&lt;span style=&quot;font-style: normal;&quot;&gt;mnt/home&lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Depois monta a partição.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# mount /dev/sdaZ /mnt/home&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;monta a partição da home
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(compartilha a home do Mint)&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Instalação: sistema base e ferramentas&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Instalando o sistema base e ferramentas:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt; &lt;b&gt;pacstrap -i /mnt base base-devel &lt;/b&gt;instala o pacote
básico do sistema&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Criando o fstab:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# genfstab -U -p /mnt &amp;gt;&amp;gt; /mnt/etc/fstab &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;cria
o arquivo fstab em /mnt/etc&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Podemos dar uma olhada em como ficou, digitando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# cat /mnt/etc/fstab&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Até o momento estávamos utilizando o Live do Arch, agora vamos
configurar o nosso novo sistema, para isso vamos utilizar o Chroot 
com o comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt; &lt;b&gt;arch-chroot  /mnt  /bin/bash&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;span style=&quot;font-size: small;&quot;&gt;Configurar teclado em
português definitivamente, edite ou crie o arquivo vconsole.conf com
o comando&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# nano /etc/vconsole.conf&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
quando o arquivo abrir adicione a linha&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;#
&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;KEYMAP=&quot;br-abnt2.map.gz&quot;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Salve
com &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;Ctrl
+ o &lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Tecle
enter para salvar o arquivo e saia com &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;Ctrl
+x&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Idioma do sistema:&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Digite o comando abaixo para gerar o idioma:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# locale-gen&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Agora, execute:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# echo LANG=pt_BR.UTF-8 &amp;gt; /etc/locale.conf&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# export LANG=pt_BR.UTF-8 &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;configura
o idioma &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;como português do
Brasil &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;para todo o sistema&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Fuso horário&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Criamos um link simbólico para o fuso horário com o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt; &lt;b&gt;ln -s /usr/share/zoneinfo/America/&lt;/b&gt;&lt;b&gt;Recife&lt;/b&gt;&lt;b&gt;
/etc/localtime&lt;/b&gt;   troque &quot;Recife&quot; pela&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
cidade que quiser.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Para ver as opções:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt; &lt;b&gt;ls /usr/share/zoneinfo&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Horário do sistema:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# hwclock --systohc --utc&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Nome do sistema:&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt;&lt;b&gt; echo &lt;/b&gt;&lt;b&gt;Fulano de Tal&lt;/b&gt;&lt;b&gt; &amp;gt; /etc/hostname&lt;/b&gt;  
troque &quot;Fulano de Tal&quot; pelo nome que pretende usar&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Instalação: wireless – root – usuário&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Vamos começar instalando as ferramentas Wireless caso esteja usando
um notebook:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt; &lt;b&gt;pacman -S wireless_tools wpa_supplicant wpa_actiond
dialog&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Senha do root:&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# passwd&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Digite a senha, aperte Enter e digite novamente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;Criando usuário&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# useradd -m -g users -G wheel -s /bin/bash Beltrano &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;substitua
“Beltrano” pelo nome de usuário da sua preferência&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
E, por fim:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;#&lt;/b&gt; &lt;b&gt;passwd &lt;/b&gt;&lt;b&gt;Beltrano&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Não instalaremos o grub, o boot será gerenciado pelo grub do Mint e
nem faremos as demais configuração neste tutorial, para fazer essas
configurações siga o tutorial do link acima.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Terminamos a instalação, agora vamos reiniciar e retirar a mídia:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# exit&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;b&gt;# umount -R /mnt &amp;amp;&amp;amp; reboot&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Quando a máquina reiniciar você verá que o grub do Mint não
apresenta a opção de iniciar o Arch Linux, para resolver isso, abra
o terminal do Mint e digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;__DdeLink__473_404886075&quot;&gt;&lt;/a&gt;
&lt;b&gt;# sudo update-grub&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Espere o processo terminar, reinicie sua máquina e veja que agora
aparece a opção de iniciar o Arch pelo grub (ou gerenciador de
boot), do Mint.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Se gostou desse tutorial, compartilhe-o com seus amigos, se inscreva
no nosso blog e no nosso canal, agindo assim você nos ajuda a
continuar a compartilhar um pouco de nosso conhecimento com todos
vocês.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
Link para o vídeo no nosso canal do YouTube:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=-XuPxqhJAkQ&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=-XuPxqhJAkQ&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }a:link { }&lt;/style&gt; &lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.15cm; text-indent: 0.46cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }code.cjk { font-family: &quot;NSimSun&quot;, monospace; }a:link { }&lt;/style&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/8895581677741137213/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/dual-boot-entre-linux-mint-191-e-arch.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/8895581677741137213'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/8895581677741137213'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2019/01/dual-boot-entre-linux-mint-191-e-arch.html' title='Dual boot entre Linux Mint 19.1 e Arch Linux com compartilhamento de /home e swap.'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-6891327404895941730</id><published>2017-11-20T12:37:00.000-03:00</published><updated>2019-02-18T10:58:55.792-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Programação em C"/><title type='text'>Variáveis e tipos na linguagem C</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }&lt;/style&gt;


&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;TIPOS,
VARIÁVEIS E CONSTANTES EM C&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Para aprendermos qualquer linguagem, devemos aprender as suas
particularidades, com a linguagem de programação em C não é
diferente, nessa aula vamos falar de algumas dessas particularidades
da linguagem C, vamos conhecer algumas palavras reservadas do C,
vamos aprender o que são variáveis, constantes, tipos e
identificadores.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Palavras reservadas&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Vamos começar falando das palavras reservadas do C, as palavras
reservadas não podem ser usadas fora dos seus propósitos, as
palavras reservadas do C são palavras com funções específicas
dentro de um programa em C, nós já fizemos uso de uma dessas
palavras na nossa primeira aula. Naquela aula nós usamos a palavra
reservada &lt;b&gt;printf &lt;/b&gt;para imprimir algo na tela, essa palavra na
linguagem C é reservada exclusivamente para essa função não sendo
permitido o uso dela para qualquer outra função dentro do programa
que não seja imprimir algo na tela do seu monitor.  
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Existem muitas palavras reservadas na linguagem C, a seguir podemos
ver uma tabela com algumas dessas palavras, deixando claro que são
apenas algumas, no decorrer de nosso curso vamos usar e explicar a
função de algumas delas.&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;182&quot; name=&quot;Figura6&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;494&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Tabela 1: Palavras reservadas do C&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Tipos&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Uma das unidades básicas de um computador é a memória, a memória
tem como finalidade básica armazenar dados que serão manipulados
pelo processador, programas têm a função básica de manipular
dados, os programas para serem executados devem primeiro ser
carregados na memória do computador para que o processador possa
então manipulá-los, esses programas na memória já vêm com dados
e eles próprios geram dados que devem ser armazenados na memória,
então quando o sistema operacional carrega um programa na memória
ele divide uma região da memória em partes e reserva essas partes
para serem usadas pelo programa, esses pequenos pedaços de memória
são chamados de &lt;b&gt;posições&lt;/b&gt;&lt;i&gt;&lt;b&gt; de memória&lt;/b&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
que o sistema pode acessar para armazenar ou excluir dados, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;cada
um desses pedaços de memória tem um endereço que é um número
inteiro escrito no sistema binário que é a linguagem da máquina,
assim o sistema acessa cada um deles devido ao seu endereço, a
quantidade de dados que cada um desses endereços “pedaços” de
memória pode armazenar depende do seu tipo&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;O &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;C
tem cinco &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;tipos básicos de
dados, são eles, &lt;/span&gt;&lt;i&gt;&lt;b&gt;int, float, char, void e double&lt;/b&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;,
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;o void estudaremos quando
estudarmos funções em C, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;o
float é o tipo usado para armazenar &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;valores&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
de ponto flutuante &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ou seja,
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;um número onde uma parte é
inteira e a outra fracionária, por exemplo o número 5,123458 é um
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;valor&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
de ponto flutuante, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;o double
pode ser visto como um float maior, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ou
seja, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;um número com mais
precisão, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;aliás, podemos
usar os modificadores de tipos para alterar os tipos de dados (os
tamanhos dos dados que podem ser armazenados), podendo assim o
sistema reservar um “&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;esp&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;aço”
maior de memória para armazenar esse tipo de dado. Os modificadores
em C são quatro, &lt;/span&gt;&lt;i&gt;&lt;b&gt;unsigned, signed, short e long.&lt;/b&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt; &lt;/span&gt;&lt;i&gt;&lt;b&gt; &lt;/b&gt;&lt;/i&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;P&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ara
armazenar um &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;char&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;por exemplo, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;o
sistema reserva um “pedaço” de memória que é capaz de
armazenar &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;oito bits, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;um
caractere &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;no código ASCII é
armazenado no espaço de memória reservado para o tipo char e é
codificado com um número decimal que está em um intervalo que vai
de -128 a 127, na realidade, tudo em um computador é codificado em
n&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ú&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;meros
binários de base dois, por isso a un&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;i&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;dade
básica de medida é o &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;bit
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;(binary digit),&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ou seja, 0 ou 1, ligado ou
desligado etc. O bit (com ‘b’ minúsculo) é a menor unidade
manipulável por uma máquina digital, tudo em um computador é
representado por sequências de “zeros” e “uns”, por meio de
código binário, por exemplo, se tivermos um bit, esse bit pode
assumir dois valores (0 e 1) e assim podemos representar dois valores
numéricos &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;em binário &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;e
ou decimal &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;0 e 1 &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;conforme
a tabela abaixo&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; height=&quot;80&quot; name=&quot;Objeto2&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAABQCAIAAAB56TxyAAAQk0lEQVR4nO2dCThU6x/H31ns+zKyNFRacElpkWQnFClbV/uCilYquml16d4W1f+mRcsNRclWiaLCLXQVcdMtLrkhyb6OGDPzP4euFMXEmDPN+3nqmTnnfd9z3u+Z93vOe973/A4igEC4GCLyn8FgsLsabAOHw0H57K4F20DkE9ldBwiEnUADQLgaaAAIVwMNMGhopef0lFwyGLyzI9/ctpPG/be+Pt525NyYFqB9piTNlUzosyzlT3flGScriOZx1bfnig1blYcSDpcPDTBoCPIWzjq4jPT2tLDHDXaW4h9WNz0NT2lBPmestpTv++f/PuBw+dAAg4cgZ+6si09/2JIcntNsaSjcuZKSF5FUBwBOZ7UFphvA4OFs+dAAQ0BnEyA8fFCXdO05xVBbEFn1Pj8m/l13A6A3Pr3g5fFLWEpRI8BJqM11++XUbuuRvL02RG94Grx7x6HL917UdAA+2cnWa/cd9rZW4kOSWv5YTjYIqVNwj/21bYfzuRKzhPIbFqLDLrUvOFo+NMBQgJed7TKL8CC14lZ0wRHtSfygvTjuegnSAGautpAj0MrDF+u7xDXjxs5bt4SYEhQd5zevVPhFprfKp22AknvAZJpPFg1IaFn9qEzJjL4fuXdeyovIZ5ftZAk4HgEeJM+7uG3uNVSNWbrjRLBzYuVk+dAAQwJ+hJmLHjE15fX1uGLfSar40juRBcha3dXmsgR67eNbxVKKYzSXXrny8xR8rpjqpAPFuWG3y7aqjOmxCXpF7Nb9yM/Pb/p7bsIKMpHR+HDTD3q/lV31Ctxp5asB8AQ8kqujRHzPy4dbxvc+fbITDpYPDTA04GVMXfV5Uu7nRyaWeY/nTb7yF9oAnJEGAPAkm0t5NmgmOrXtPVV0tBQAxaC5qpn2yRZankVltCNnzemr545EfxWcqNaPc2R+C6osSsio3Ksh9SGblrO9MrZaPwrnyocGGCLwJGMXA577d3OvJJc7CIZlIV1jXWczWfRCTatOPeS2+diNnHdtXy7PaKutREdNBKSk+D8MJRJERogAUAmaKppo4EMLIEjKi2Kn7/MRjpU/1Ab4+sguBsZ9WQbaBIx47yZmR9y9L5jZAQj6LmayyGWbUXPL1WpHTDMYtzrwkJOGZHOCy/wD+b2K4/gkZZDbR0prTe17BhBBGwGt8W0jmiQmL9b9o+PwuF5FMQGnyh/eKwBBXN3U1PCNoLYMekdD/eeQ1vjt4Ehhtocyz7DWgyXgSUYuRnyJd1J/PcjXAoiGLqYj0G5rW8nD7Gbkc8JyT2cbVWL1zRPv0Nx0Ku3Th9CE1G11eKLvUR9fTHprv0iewGh8EhZfhSSoztclEUDH8AtiDg6VP7wG4JuwLjRp3YcF6quoi3kAqA9rDVgJTtrQ1Zj/TkLBszakATh3NQDAO0J9FBG87sgPcFtfM+FtQuwrNVmQXvH60u69Pxz2UukujZebf/Anzan7cm8vnqIXaarUmBF5rxwAsuvRNROQXi/mDcCh8lllAHpjzqllHnvCsqsYMtOdD4ceXzqev0cXKDZdz2u6T+eVMM9zLK+n9sW36U7UeP8te87GZ5e3AiAyWs/R4+BBtxmSeBbVkAXgpPRdTAQSbrUCop6LiUxXzfHyjmfP/+HkeSEr5eyFygVeV+8trfEycAh5FRee4umh0qO4kNbulD/lvLcfvpIacykDCI/SXbbe9+AmIykOOQQcKZ9FBujI3m2fIzh1lrFKQtLLzKBl1tLqOX6TBbrT8eLTl66YefBieiMQnLpw0UxtNUKev5H1vpeAbLR4jSp/ZfqVmPMbDIsFCu6sVuScG3Wc9II4Sq/H6/nHLTv3ZNm5HmuCi2jBH74avmUEdq/Hi09bczp5zek+Ni2oHdgzJybhRPmsalxNIw8UJDkrEZsfbVHTOVZacD4od+epGd3JeBkzb9/imIvpWWCMk99JD2V8WdC6l8gF0/K3qEs2EgC0rD/tH1EtJwvoLKogBILCKgNMXWVNRrctrLHASPJYSO27rOd19BkSX8xPEBunJgmyahNsNXVt5802NjYz9/Idg8kRP8j3BIsMwC9FEujquhGESUIA1AJKHYUGvmwAIKIfEO1bu2LvrX/TIwORf3sBkLcKiAvbPFkEowN/kO8BFhngfV3dewYQRZourbkKHQUDwtLCXz+dE6QNfOKKvWryH6UkJ9+NvRh0pzjOY+VZ68ceY7+DMVIIRmFVF+jJxcRyxyUKhOZnMcl1yPJIHXVxPPj0BgnXeWpvracg/fzWwpjTwamlMst9N+jZTdCzW7mA9MNE36K3BVVUgEEDDPl8H606cbOO+YlChYWhaaFLlLCn+D9aH28cO/23crzJjdq71t84lznk86GD2OCQG4De0Xnbis9ZP21WjJH0P7FxpciippvrRAGkoj0yEoRGkHgBaC866GT3et5KV5mIA8cf0c4lpywxUCQ25CddLgJA2sJWRaDv/WCZT+f7+ofRmOk3x+pEvcUvaZe3zpT87m98mD0+rGSoDcBob6UiHxLzT4VphGz2u55P4SMbuh8P9lTt9QiTuLHvvtk5OxLfPo9PHLVgX9TNZLrH9uMx0WdykEReGQ2rbTsP7zWT4MA7gE/m+wbA+6pKBefQR7Z22tKcM+Q7CJg9PqxkqA+4kEFILSOk67vtS+/PUj8dzRWe4n2nvEeWUR4hGR5DXB8W0898H3JFNsztjOSQX38vWiPU3Sc0q4pBmuYcEHZ8yVh+dAu02vQTntsCItJLKGuIJM35mwMCvYxlCF8IARH+csgI6zTWpgWsWfNz5PMGPrLBOj/3zx5pay+9dcBjX/C9p8V1DCkNmy0BJ71MR3Q1q47K1ONbd/wvKqOEAgQUdZ22Hzm8TlsC3+fxcb8TQg5cu/9GIUVUfenRqBNmf+9Z5Bb48C1dztArJGK/KYkABhxYwwxcccZhGf3N9yHgeATQX6ji+nr7pFEWDo4gODzrcdBSJzWd9E3KPNRXZ+Ybbn5A5VF3cNel3DpzK3KnRaX0P/dclYh9hIB8NWSERRJpbyOWm2+LawE8KlY/Tqfd3rCqrOFjKqP+/saZVmfKAMlglYd6dWxgtI9ZEeOvRz4a/IymjB16hocLAHGsqcPEtozoBxfW6z6jPHuwTbWv4xO7wVlW3WSOeklkXl6o85xStbZmNcu5E4Jj81P8nbzNi8/rC5RfHVBgDXNAAwyKfub7UPAEtBNHr1TwK7q5TAFfO6d9lFVU05NrGbUblaUqHiRVySmOHb8xItRTtcOJNnrWuao/Qh7UOCuN6BUCQq8IM/9KyAhrrgIdpdGHkNYPRO2jHkZYS4GmhxtU9QKbP6TSSq/+hLR+IOMcefOsvght00S9UWsyDvqmbogwbY7yPlqAdHQXxv4ZPleSURE+d/yi24+PHX3iFjS5j+PTqH4s55qN+GvNwjEbcxhFz7QSC4PNBPOVNVV3vqxOvvOqbZbcgAJrmAUaYFAMfL5Pa7l5Z3S4iMpMJRCVB+ormjrACPLymBfL0WQ0WIQuNloagCrQWN3SY/67OwSkn5CRL7x5ZJC0FqYUoJ+a9jqSaEMVmexoKhkYXNuV2vJ3XA5ak3HaknWlpfWgffR0MsgoSYsvaJ1Zd+MJDWnekx1moAVxsk4JjU4fNkrpY0cT7WdK4QGO9MMEEZDTRJi0YKo4Ukx+MqL9ZXvTu6YO/MQBBdYwCzTAYBj4fB9RVKIr0APPK9jZnBl0dEyYWp7gu3bryYS/a770uGN3CEh/ISOAJQagtdSgO+UTE+Pt2ilBWFoYFdpZpfb6OvSOgJHmoqHUo9C7FxVtbS2VaDvnlxAdUAeFKCzauQMcDz/a8eMTFe5smbjOo9XeebAGFFjDNNAAg+Eb5vt6QnsTttjGN4VKnLTxnK/NeOHKsOVOp0s+zdMdAjLAkJEhhiAoiey0pQ1p6UgbRHbaUf+mvrtuvOKSyJ38e5yWz6VdUwS7CxFlpgrx5nYmtdbUt3cVpLVUVzVSAa8YSaqvHfXHAANrmAYaYFAMZL7vy7x/lfIMHTTWXLd1hRUZlF/yrURX9woW6aKfkBHWIKCsNxZE5YKcqw+qF9qSQHXq+cTG7lRB1TkTwc1MRl2Hivl8LQHQXnbv2v1KIUWSMEFIzWoS7uYjxtMrD2vsbKRB9c2lYxbENAnbJpRF6X9DRQYaWMMs0ADfxoDn+74Gr7wmGYAakLXPdcML+cIbt95NlAKZNc9P7/Qf/esm8me5+wkZYQ1ERduNRttXJzdfd9CxcNRqz7idh96b07teqk4kO+xftd/iQvEvxnqFDlqE59FXM2qA+u7s2YYEsqP/Wj/jUyXRdjqWjlPpmdfuNiEHaNsuA7EBnyB6MtDAGqYFfnNJroaJ+b6vwDPGJTgwc8nO8Ge3z4RO+nHPzctz89borYp5df3ao23unxuAPSEjRPKysNjCpWsD7hYl3aCZrP/9qpCP6Z6XjDYKFWnHeCnzk+mxsht9guIjz2UBPrmpiw4dObZlMtodEjc6lhYvt2Vn4I3E8EIgQJ65wvPg4fWTmDhB9GTggTVM6vvmklwNE/N9n0VyEMhrsxhr/1vimegW9pdb2MfkadFvVnZ/7x0C8pWQEZZBlLX0T3rt/3GFHWN3j2S+UTZ+N2z8+irJO9Jy1zXLXb3Wf+X4COldrGFc7F4UMYlo6r5eDDiwhhmgASBcDTQAhKuBBoBwNdAAEK6mc04dx4GPHA8dUD67q8BO4J9J5fa/E8rl8mEXCMLVQANAuBr2GaC99OZP9guPZCp/Ly/HZQJazYOj7psORT2t7OBT0Fm651SAsyYXvf0FS/LZY4D2sjgfe6eAYllhtuyezVCLTtmYbiuy9As/YiBRHv/zOleDWsn8CLsR3300fCfYks8WA1D/DdsbSdqfETFu7zjrkv7zf19Qnhz2S5NwTQ39SV8EWdTR4M0Z5bjr98J53hO44TqIMflsMQBBYXH0U09FsZYEduydzbS9un23QtzMSUukaxlP0l80BbckJq1q+wR5DnkP9CDAmny2GAAvpKDIjv1igray7FIg76LQHcOLExmtKg3inpa1AXkOfAkSk2BNPhwFGm6oTQ1tQFBS8GOPFy8oIQgotS2DC27lELAmHxoAwtVAAww3PKIS/KC6Bj3hfejy0pqrW4AwiYlgYg4Ga/KhAYYbfsWpiiA5u+Q9GN816kFv+Od5NW70NEWWvt8NK2BNPjTAcMM7es7ckbtDL2c2mJiIoW9LKL8TnI2bckyXU/4U2ODAmnx2GIDRWvrkUX4DDVCyK6mgIT/t/t1iAkF0vPY0RUEumA7l19y01+S0s9Ni5UBPQ7F/o3a5pUqtTHRS4pJzEcbks2O3HWXhK4y9/v5vMWi5RRDyoeL/MncH615vgCGISiuv3W9yd/N3Mt5FE1AycLmc+qspJ74F+9vAlnx2GIBn3PbnjO1s2DFmwEvM2ByWvTms/5zfJViSzyXXXQikb6ABIFwNNACEq4ExwVA+V8uHMcHcHhTL5fJhFwjC1cCQSDYB5WNDPgyJZANQPnbkw5DI4QfKx5B8GBI5/ED5GJIPQyKHHygfQ/LhKBCEq4EGgHA10AAQrgYaAMLVQANAuBoYEjnsQPlYkg9DIocdKB9L8mFI5LAD5WNJPrwHgHA10AAQrgYaAMLVQANAuBoYEwzlc7X8/wMAq95YdcqGTgAAAABJRU5ErkJggg==&quot; width=&quot;256&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;T&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;abela
2: Representação de valores com um bit&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Se pudermos usar dois bits para representar valores, iremos poder
representar quatro valores.&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; height=&quot;120&quot; name=&quot;Objeto3&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;256&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;T&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;abela
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;3&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;:
Representação de valores com &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;dois&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
bit&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;s&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
E ainda, se pudéssemos usar 3 bits, quantos valores poderíamos
representar?&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; height=&quot;200&quot; name=&quot;Objeto4&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;256&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;T&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;abela
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;4&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;:
Representação de valores com &lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;três&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;
bit&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;s&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;S&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;eguindo
esse raciocínio, se dispusermos de “n” bits poderemos
representar 2&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;n&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;valores&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;,
para o caso de querermos representar caracteres (char) que são
codificados em números pela tabela ASCII e que ocupam oito bits na
memória, podemos representar 2&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;8&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
caracteres, ou seja, podemos representar 256 caracteres, por exemplo,
o número decimal “65” corresponde ao caractere “A” na tabela
ASCII e  é codificado no computador pelo número binário de oito
bits “&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;01000000”, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;como
na representação de &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;valores&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
devemos considerar também os &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;valores&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
negativos, podemos afirmar que com oito bits podemos representar os
256 caracteres da tabela ASCII estendida ou &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;caracteres
codificados em um intervalo que vai de -128 a +127 incluindo o
“zero”, o mesmo raciocínio vale para representar o tipo “int”,
o tipo “int” ocupa dezesseis bits em um “pedaço” de memória,
com dezesseis bits podemos representar 2&lt;/span&gt;&lt;sup&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;16&lt;/span&gt;&lt;/sup&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
= 65536 valores, mas como também temos que representar os valores
negativos desses números e só dispomos de dezesseis bits para isso,
dividimos 65536 por 2, assim 65536 / 2 = 32768  valores negativos e
3276&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
valores positivos incluindo também o zero, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;por
isso dizemos que o tipo “int” pode representar valores numa faixa
que vai de -32768 a +32767, abaixo deixo uma tabela com alguns tipos
do C e suas respectivas faixas de representação de valores.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; height=&quot;237&quot; name=&quot;Objeto5&quot; 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&quot; width=&quot;598&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;T&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;abela
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;5&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;:
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;Tipos em C&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
As faixas de valores que podemos representar com pontos flutuantes
parecem mais longas devido ao fato de que os números de ponto
flutuantes são representados um pouco diferente dos demais números
no sistema binário. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Uma observação importante a fazer a respeito do tamanho dos espaços
de memória reservados para os tipos de dados é que esses tamanhos
vão depender da arquitetura do seu computador, ou mais
especificamente, da arquitetura do seu processador, o compilador vai
escolher o tamanho desses espaços dependendo se o seu processador é
de 32 ou 64 bits, esses valores da tabela 5, são os valores
considerados mínimos.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Variáveis em C&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;Uma &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;variável
é uma posição nomeada de memoria &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;usada
para guardar dados, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;cujo
valor contido nela pode ser modificado durante a execução do
programa a que elas pertencem, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;uma
variável para ser usada tem que primeiro ser declarada, as variáveis
podem ser locais ou globais, uma variável local só pode ser
acessada dentro do bloco onde ela foi declarada, já a variável
global pode ser acessada em qualquer lugar do programa, voltaremos a
falar desse assunto no momento oportuno.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Constantes em C&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;Uma constante em C é também uma
posição nomeada de memória que também é usada para armazenar
dados, mas ao contrário das variáveis, uma constante não pode ter
o seu conteúdo modificado durante a execução do programa, ou seja,
o valor contido nela é constante (fixo), durante a execução do
programa, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;como uma variável,
uma constante precisa primeiro ser declarada antes de poder ser
usada&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Identificadores&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-style: normal;&quot;&gt;Os nomes das variáveis, das
funções, das estruturas de registro e de vários outros objetos
criados pelo programador, são chamados de identificadores na
linguagem C, quando nomeamos um espaço de memória, seja ela uma
constante ou uma variável, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;ou
ainda, quando nomeamos uma função criada por nós, estamos
identificando estes itens fazendo uso de identificadores, as regras
para criar identificadores são simples, &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;deve
começar com uma letra, não ser igual a uma palavra reservada do C,
deve-se levar em consideração que o C difere maiúsculas e
minúsculas portando &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;Idade
&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;e &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;idade&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
são identificadores diferentes, uma boa dica para usar na criação
de identificadores é relacionar o identificador com o que se deseja
representar, por exemplo, se uma variável vai armazenar a primeira
nota da prova de um aluno, um identificador natural para essa
variável seria &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;nota1,&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;
pois não podemos começar o identificador por um número, por isso
seria errado usar &lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;1&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;ª&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;&lt;b&gt;nota.&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Declaração de variáveis e constantes&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Declarando variáveis&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Declarar uma variável basicamente é nomear um espaço de memória
com um identificador, essa variável deve ser declarada antes do seu
uso, ela pode ser inicializada ou não, inicializar uma variável é
lhe atribuir um valor inicial, uma variável pode ser global ou local
(falaremos disso mais a frente em nosso curso), para declarar uma
variável fazemos segundo o exemplo abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;i&gt;Declarando uma variável.&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Tipo_de_dado identificador;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Vamos declarar como exemplo a variável idade do tipo inteiro.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;int idade;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Podemos declarar quantas variáveis forem necessárias em nossos
programas, se elas forem do mesmo tipo, podemos separá-las com
vírgula, se forem de tipos diferentes, declaramos cada tipo
individualmente e separamos as variáveis com vírgulas, conforme o
exemplo abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;i&gt;Declarando mais de uma variável, vamos declarar as variáveis que
descrevam por exemplo, algumas pessoas.&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;char &lt;/b&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;pessoa1=’Z’,
pessoa2=’M’, pessoa3=’P’, sexo_pessoa1=’m’,
sexo_pessoa2=’f’, &lt;/span&gt;&lt;/i&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;sexo_pessoa3=’m’&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;int &lt;/b&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;idade_pessoa1=15,
idade_pessoa2=40, idade_pessoa3=8&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;float&lt;i&gt; &lt;/i&gt;&lt;/b&gt;&lt;i&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;altura_pessoa1=1,52,
altura_pessoa2=1,69, altura_pessoa3=1,04&lt;/span&gt;&lt;/i&gt;&lt;b&gt;&lt;i&gt;;&lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Declaramos e inicializamos três tipos de variáveis para armazenar
três tipos e tamanhos de dados, no primeiro caso, criamos variáveis
do tipo &lt;b&gt;char&lt;/b&gt; para armazenar os nomes das pessoas e seus
respectivos sexos, no segundo criamos variáveis do tipo &lt;b&gt;int &lt;/b&gt;para
armazenar as idades das pessoas e por fim, criamos variáveis do tipo
&lt;b&gt;float &lt;/b&gt;para armazenar as alturas das pessoas.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;Declarando constantes&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Existem duas maneiras de se declarar uma constante, o primeiro método
é colocar antes do tipo de dado a palavra reservada do C &lt;b&gt;const&lt;/b&gt;,
o segundo método é definir um determinado identificador como sendo
uma constante com a diretiva &lt;b&gt;#define&lt;/b&gt;, nesse curso usaremos o
segundo método, em seguida utilizaremos os dois métodos para
definir a mesma constante para que fique evidenciada a diferença
entre os dois métodos.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;i&gt;Vamos declarar a constante de Boltzmann pelos dois métodos.&lt;/i&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
O valor da constante de Boltzmann é K&lt;sub&gt;B &lt;/sub&gt; = 1,380650 x
10&lt;sup&gt;-23 &lt;/sup&gt; J/K, portanto é um float, para declarar essa
constante pelo primeiro método faremos.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;b&gt;const float boltzmann = 1,380650e-23;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
pelo segundo…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;i&gt;&lt;b&gt;#define BOLTZMANN 1,380650e-23 (&lt;/b&gt;&lt;/i&gt;&lt;i&gt;o identificador em
maiúsculas&lt;/i&gt;&lt;i&gt;&lt;b&gt;)&lt;/b&gt;&lt;/i&gt;&lt;i&gt; &lt;/i&gt; 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Vamos agora construir um programinha para ilustrar o que aprendemos
hoje, primeiro vamos construir a estrutura básica de nosso programa,
como eu falei na aula anterior, é importante que você digite o
código, pois com a prática você ganha fluência no código.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;#include &amp;lt;stdlib.h&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;#include &amp;lt;sdtio.h&amp;gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt; main&lt;span style=&quot;color: red;&quot;&gt;()&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;{&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;return&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;)&lt;/span&gt;;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;}&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Vamos agora declarar as nossas variáveis,
lembrando que para declarar uma variável primeiro definimos o tipo
de dado que essa variável vai guardar e por fim identificamos ela,
se for mais de uma variável do mesmo tipo, definimos o tipo e
separamos as varáveis com vírgula e terminamos a declaração com
ponto e vírgula como no exemplo abaixo.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Tipo_de_dado Identificador;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Tipo_de_dado Identificador_1,Identificador_1, …
, Identificador_n;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;usaremos as variáveis que declaramos acima,
dentro do nosso código ficará assim:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;#include
&amp;lt;stdlib.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#include
&amp;lt;sdtio.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
main&lt;span style=&quot;color: red;&quot;&gt;()&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;{&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;char&lt;/span&gt;
pessoa1&lt;span style=&quot;color: red;&quot;&gt;= &lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;&#39;Z’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;’M&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’P’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’f’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;sexo_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
idade_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;15&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;40&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;float&lt;/span&gt;
altura_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.52&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;altura_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.69&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
altura_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.04&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;return&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;)&lt;/span&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;}&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Podemos agora imprimir em nossa tela os nomes
das pessoas e suas características com a função printf. Dentro do
nosso código escrevamos.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;#include
&amp;lt;stdlib.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#include
&amp;lt;sdtio.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
main&lt;span style=&quot;color: red;&quot;&gt;()&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;{&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;char&lt;/span&gt;
pessoa1&lt;span style=&quot;color: red;&quot;&gt;= &lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;&#39;Z’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;’M&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’P’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’f’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;sexo_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
idade_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;15&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;40&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;float&lt;/span&gt;
altura_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.52&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;altura_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.69&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
altura_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.04&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 1 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 2 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 3 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;return&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;)&lt;/span&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;}&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;Quando compilarmos o nosso código receberemos
uma saída como a da imagem abaixo.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: black;&quot;&gt;&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;87&quot; name=&quot;Figura1&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;643&quot; /&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Os códigos usados dentro do printf serão explicados em breve, vamos
agora declarar uma constante usando os dois métodos descritos acima,
usaremos também a constante de Boltzman. Sempre digitando, vamos
escrever dentro do nosso código.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
float cont Boltzmann = 1,380650e-23;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
E em seguida a função printf para imprimir na tela, ficará assim
no nosso código.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;#include
&amp;lt;stdlib.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#include
&amp;lt;sdtio.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
main&lt;span style=&quot;color: red;&quot;&gt;()&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;{&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;char&lt;/span&gt;
pessoa1&lt;span style=&quot;color: red;&quot;&gt;= &lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;&#39;Z’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;’M&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’P’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’f’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;sexo_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
idade_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;15&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;40&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;float&lt;/span&gt;
altura_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.52&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;altura_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.69&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
altura_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.04&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;float
const &lt;span style=&quot;color: black;&quot;&gt;Boltzman&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;n&lt;/span&gt;
= &lt;span style=&quot;color: magenta;&quot;&gt;1.380650e-23&lt;/span&gt;&lt;span style=&quot;color: #ff3300;&quot;&gt;;&lt;/span&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;//&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;Dentro do
código usamos pontos para separar as casas decimais&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 1 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 2 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 3 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;&quot;A
constante de boltzmann = %g\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;Boltzmann&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;return&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;)&lt;/span&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;}&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Quando executarmos no código obtemos&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;116&quot; name=&quot;Figura2&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;643&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;i&gt;A outra maneira é definir a constante com a palavra reservada
&lt;b&gt;define&lt;/b&gt;&lt;/i&gt;&lt;span style=&quot;font-style: normal;&quot;&gt;, fazemos isso com
letras maiúsculas no começo do código.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;#include
&amp;lt;stdlib.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#include
&amp;lt;sdtio.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#define
BOLTZMANNN  &lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.380650e-23&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
main&lt;span style=&quot;color: red;&quot;&gt;()&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;{&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;char&lt;/span&gt;
pessoa1&lt;span style=&quot;color: red;&quot;&gt;= &lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;&#39;Z’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;’M&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’P’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’f’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;sexo_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
idade_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;15&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;40&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;float&lt;/span&gt;
altura_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.52&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;altura_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.69&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
altura_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.04&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;float
const &lt;span style=&quot;color: black;&quot;&gt;Boltzman&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;n&lt;/span&gt;
= &lt;span style=&quot;color: magenta;&quot;&gt;1.380650e-23&lt;/span&gt;&lt;span style=&quot;color: #ff3300;&quot;&gt;;&lt;/span&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;//&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;Dentro do
código usamos pontos para separar as casas decimais&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 1 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 2 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 3 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;&quot;A
constante de boltzmann = %g\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;Boltzmann&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;&quot;A
constante de boltzmann = %g\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;BOLTZMANN&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;return&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;)&lt;/span&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;}&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Ao compilar e executar o código obtemos…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;140&quot; name=&quot;Figura3&quot; 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&quot; width=&quot;643&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Como podemos ver,foram impressas as duas constantes definidas das
duas formas, nesse curso usaremos a forma &lt;b&gt;#define&lt;/b&gt;, vamos agora
dentro do nosso código mudar os valores anteriormente atribuídos às
constantes e variáveis para ver o que acontece onde mudar colocarei
em negrito.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #00cc00;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;#include
&amp;lt;stdlib.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#include
&amp;lt;sdtio.h&amp;gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;#define
BOLTZMANNN  &lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.38&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;650e-23&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
main&lt;span style=&quot;color: red;&quot;&gt;()&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;{&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;char&lt;/span&gt;
pessoa1&lt;span style=&quot;color: red;&quot;&gt;= &lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;&#39;Z’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc99;&quot;&gt;’M&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’P’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
sexo_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’f’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;sexo_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #ffcc00;&quot;&gt;’m’&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;int&lt;/span&gt;
idade_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;&lt;b&gt;1&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;&lt;b&gt;8&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;&lt;b&gt;52&lt;/b&gt;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
idade_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;float&lt;/span&gt;
altura_pessoa1&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.52&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,
&lt;/span&gt;altura_pessoa2&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.69&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;
altura_pessoa3&lt;span style=&quot;color: red;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;1.04&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;float
const &lt;span style=&quot;color: black;&quot;&gt;Boltzman&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;n&lt;/span&gt;
= &lt;span style=&quot;color: magenta;&quot;&gt;1.3&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;8&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0650e-23&lt;/span&gt;&lt;span style=&quot;color: #ff3300;&quot;&gt;;&lt;/span&gt;&lt;span style=&quot;color: #00cc00;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;//&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;Dentro do
código usamos pontos para separar as casas decimais&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;BOLTZMANN&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;3.654&lt;/span&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;&lt;span style=&quot;color: black;&quot;&gt;Boltzmann&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;=&lt;/span&gt;&lt;span style=&quot;color: #9999ff;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;3,654&lt;/span&gt;&lt;span style=&quot;color: #cc0000;&quot;&gt;;&lt;/span&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 1 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa1&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 2 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #000099;&quot;&gt;&quot;A
pessoa 3 se chama %c, é do sexo %c, tem %d anos de idade e %.2f
metros de
altura\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;sexo_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;idade_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;altura_pessoa3&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;&quot;A
constante de boltzmann = %g\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;Boltzmann&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: black;&quot;&gt;printf&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;&quot;A
constante de boltzmann = %g\n&quot;&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;,&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;BOLTZMANN&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;);&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;return&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;(&lt;/span&gt;&lt;span style=&quot;color: magenta;&quot;&gt;0&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;)&lt;/span&gt;;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-family: monospace;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;}&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
Quando tentarmos compilar o nosso código receberemos como resposta
do compilador uma mensagem de erro conforme nos mostra a figura.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;97&quot; name=&quot;Figura4&quot; 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width=&quot;643&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
O compilador nos avisa do erro e não compila o nosso código até
que tenhamos consertado o erro, ou seja, deixamos as constantes do
jeito que definimos elas, quanto as variáveis podemos mudá-las
quantas vezes quisermos, vejam na figura a saída depois que
consertei as constantes e compilei o código outra vez.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-style: normal; font-weight: normal; line-height: 100%; margin-bottom: 0.28cm; text-indent: 0.5cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;132&quot; name=&quot;Figura5&quot; 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&quot; width=&quot;638&quot; /&gt;
&lt;/div&gt;
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Espero que tenham gostado da nossa segunda aula de programação em
C, se gostaram, inscrevam-se em nosso blog e no nosso canal do
youtube e também compartilhem os nossos conteúdos, até a nossa
próxima aula.&lt;br /&gt;
&lt;br /&gt;
Caso queira ver um exemplo em vídeo, eu fiz uma vídeo aula que se encontra no nosso canal no link: &lt;a href=&quot;https://www.youtube.com/watch?v=6O16VrspaC8&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=6O16VrspaC8&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
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&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
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&lt;/div&gt;
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&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/6891327404895941730/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/11/variaveis-e-tipos-na-linguagem-c.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6891327404895941730'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6891327404895941730'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/11/variaveis-e-tipos-na-linguagem-c.html' title='Variáveis e tipos na linguagem C'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-3621338965620409537</id><published>2017-11-02T22:26:00.002-03:00</published><updated>2019-02-18T10:58:37.281-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Instalando o Physion no Linux Mint 18.1</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;td p { margin-bottom: 0cm; }p { margin-bottom: 0.25cm; line-height: 120%; }a:link {  }&lt;/style&gt;


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&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
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Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;RESOLVENDO
PROBLEMA NA INSTALAÇÃO DO PHYSION NO LINUX MINT&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
O physion é um software de simulação de fenômenos físicos em
duas dimensões, o programa pode ser usado por professores de física
em sala de aula para simular fenômenos físicos

 
 
 
 &lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link { &lt;/style&gt;e assim permitir uma melhor compreensão desses fenômenos físicos
por parte dos alunos.&lt;/div&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
O programa está disponível de forma gratuita no site do projeto,
&lt;a href=&quot;http://physion.net/&quot;&gt;http://physion.net/&lt;/a&gt;, apesar de não
ser um programa de código aberto, o seu desenvolvedor o
disponibilizou como foi dito anteriormente, de forma totalmente
gratuita para as plataformas Windows e Linux, o mesmo pode ser
baixado em: &lt;a href=&quot;http://physion.net/en/downloads&quot;&gt;http://physion.net/en/downloads&lt;/a&gt;.
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
O programa está atualmente na versão 1.2.0, para a plataforma
Windows basta baixar a arquivo do site e clicar duas vezes sobre o
mesmo que o sistema o instala para você. Como eu sou um entusiasta e
defensor dos programas e sistemas de código aberto e também
professor de física querendo usar o programa como um laboratório de
física virtual, é claro que eu optei por instalar a versão
disponível para o meu Linux Mint 18.1 de 64 bits.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Baixei o arquivo &lt;b&gt;Physion-Linux-x86_64.run&lt;/b&gt; disponível para
Linux do site &lt;a href=&quot;http://physion.net/en/downloads/2-linux&quot;&gt;http://physion.net/en/downloads/2-linux&lt;/a&gt;,
instalei o programa facilmente (o arquivo é executável, basta dar
permissão para executar e clicar duas vezes sobre o arquivo), quando
cliquei no atalho para executar o programa nada aconteceu, fui na
pasta do programa e executei pelo terminal, recebi a seguinte
mensagem no terminal.&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;line-height: 100%; margin-bottom: 0.27cm;&quot;&gt;
&lt;b&gt;roberto@roberto-MPxx
~/Physion $  ./Run.sh&lt;br /&gt;
./Physion: error while loading shared
libraries: libicui18n.so.54: cannot open shared object file: No such
file or directory &lt;/b&gt;
&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link {  }&lt;/style&gt;


&lt;br /&gt;
&lt;div align=&quot;left&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Para resolver esse problema você terá que baixar a suite de
desenvolvimento Qt Creator na sua versão 5.5.1 no endereço
&lt;a href=&quot;https://download.qt.io/archive/qt/5.5/5.5.1/&quot;&gt;https://download.qt.io/archive/qt/5.5/5.5.1/&lt;/a&gt;
, você escolhe a sua arquitetura 32 0u 64 bits e baixa o instalador
e o salva em uma pasta qualquer do seu sistema.&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Para instalar o Qt basta dar permissão de execução e dar dois
cliques que o sistema ins talará o programa para você, instale
dentro da pasta do Physion, uma vez instalado o programa vá na pasta
lib do Qt &amp;lt;&lt;b&gt;/home/”seu
usuário”/Physion/Qt5.5.1/5.5/gcc_64/lib&lt;/b&gt;&amp;gt; e copie a
biblioteca &lt;b&gt;libicui18n.so.54.1&lt;/b&gt; para a pasta lib do Physion em
&amp;lt;&lt;b&gt;/home/”seu usuário”/Physion/lib&lt;/b&gt;&amp;gt;.&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Rodando mais uma vez o arquivo &lt;b&gt;Run.sh&lt;/b&gt; pelo terminal você vai
receber esse erro descrito abaixo.&lt;/div&gt;
&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;~/Physion$
   ./Run.sh &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;table cellpadding=&quot;2&quot; cellspacing=&quot;0&quot; style=&quot;width: 643px;&quot;&gt;&lt;tbody&gt;
&lt;tr&gt;&lt;td style=&quot;border: none; padding: 0cm;&quot; width=&quot;639&quot;&gt;&lt;span style=&quot;color: #0000cc;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;
qt.network.ssl: QSslSocket: cannot resolve
   SSLv2_client_method&lt;br /&gt;
qt.network.ssl: QSslSocket: cannot
   resolve SSLv2_server_method&lt;br /&gt;
QObject::connect: Cannot connect
   (null)::stateChanged(QNetworkSession::State) to
   QNetworkReplyHttpImpl::_q_networkSessionStateChanged(QNetworkSession::State)&lt;br /&gt;
QXcbIntegration:
   Cannot create platform OpenGL context, neither GLX nor EGL are
   enabled&lt;br /&gt;
libpng warning: iCCP: known incorrect sRGB
   profile&lt;br /&gt;
libpng warning: iCCP: known incorrect sRGB
   profile&lt;br /&gt;
libpng warning: iCCP: known incorrect sRGB
   profile&lt;br /&gt;
libpng warning: iCCP: known incorrect sRGB
   profile&lt;br /&gt;
./Run.sh: line 3: 564 Segmentation fault (core
   dumped) LD_LIBRARY_PATH=&quot;./lib:${LD_LIBRARY_PATH}&quot;
   ./Physion $@ &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
   &lt;/td&gt;
 &lt;/tr&gt;
&lt;tr&gt;
  &lt;td style=&quot;border: none; padding: 0cm;&quot; width=&quot;639&quot;&gt;&lt;br /&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link {  }&lt;/style&gt;


&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Esse erro se deve ao fato de o programa buscar as bibliotecas em uma
determinada pasta e não as encontrando no endereço indicado nos
retorna esse erro de caminho, para resolver esse problema entre na
pasta &amp;lt;&lt;b&gt;/home/”seu usuário”/Physion/&lt;/b&gt;&lt;b&gt;lib&amp;gt;&lt;/b&gt;,
Clique com o botão direito do mouse em um espaço vazio, escolha a
opção “&lt;b&gt;Abrir como root&lt;/b&gt;” no menu suspenso, digite sua
senha e espere abrir a mesma janela com uma tarja vermelha na parte
superior, assim que abrir essa janela selecione todas os arquivos
dessa pasta e mova-os para a pasta lib do sistema &lt;b&gt;/lib&lt;/b&gt;, se
pedir para substituir algum arquivo não permita, feito isso
inicialize o Physion mais uma vez, só que desta vez deve funcionar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Qualquer dúvida eu fiz um vídeo passo a passo que você pode ver
em: &lt;a href=&quot;https://www.youtube.com/watch?v=Qgd3Ij13fSo&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=Qgd3Ij13fSo&amp;amp;feature=youtu.be&lt;/a&gt;
&lt;/div&gt;
&lt;/td&gt;&lt;/tr&gt;
&lt;/tbody&gt;&lt;/table&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
Se você gostou desse tutorial compartilha e se inscreva em nosso blog e no nosso canal do youtube. &lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.27cm; text-indent: 0.8cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/3621338965620409537/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/11/instalando-o-physion-no-linux-mint-181.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/3621338965620409537'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/3621338965620409537'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/11/instalando-o-physion-no-linux-mint-181.html' title='Instalando o Physion no Linux Mint 18.1'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-1699234470447861447</id><published>2017-09-07T20:30:00.001-03:00</published><updated>2019-02-18T10:58:17.353-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Usando o VLC como um player de stream para ver IPTV no computador</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link {  }&lt;/style&gt;


&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;IPTV
NO COMPUTADOR COM O VLC&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Apesar do kodi ser um excelente media center para pc, ele é muito
pesado, trava a toda hora e deixa seu computador muito lento, mas
para você que não abre mão de ver o seu canal favorito de TV ou um
bom filme usando as tantas listas de IPTV que povoam a internet no
seu computador, existe uma opção muito melhor que o kodi e que já
vem nativamente em seu Linux, estamos falando do VLC Media Player.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Para ver IPTV no seu Linux com VLC você vai precisar de uma lista
que você encontra na internet fazendo uma busca pelo google, nesse
tutorial eu usarei a seguinte lista &lt;a href=&quot;http://tvfo.co/tvfoco&quot;&gt;http://tvfo.co/tvfoco&lt;/a&gt;.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Abra o seu VLC vá em &lt;b&gt;Midia &lt;/b&gt;&amp;gt; &lt;b&gt;Abrir Fluxo de Rede &lt;/b&gt; e
na janela que abrir digite a url acima: &lt;a href=&quot;http://tvfo.co/tvfoco&quot;&gt;http://tvfo.co/tvfoco&lt;/a&gt;
e clique em reproduzir.&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;img align=&quot;middle&quot; border=&quot;0&quot; height=&quot;175&quot; name=&quot;Figura1&quot; 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&quot; width=&quot;325&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Espere os canais carregarem e em seguida é só escolher o canal
desejado, clicar nele e assistir a sua programação, para ver a
lista e poder escolher outro canal tecle simultaneamente &lt;b&gt;ctrl+L&lt;/b&gt;,
que a lista aparece e você pode escolher outro canal.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Você ainda pode salvar a lista que está em execução e voltar a
carregá-la numa próxima vez, para isso vá em M&lt;b&gt;idia &lt;/b&gt;&amp;gt;
&lt;b&gt;Salvar Lista de Reprodução&lt;/b&gt;, escolha o local onde você quer
salvar a lista e digite um nome para ela com a extensão .xspf, por
exemplo: &lt;b&gt;&amp;lt;minha lista&amp;gt;.xspf,&lt;/b&gt; da próxima vez que você
quiser ver seus canais basta abrir o VLC ir em &lt;b&gt;Midia &lt;/b&gt; &amp;gt;
&lt;b&gt;Abrir Arquivo&lt;/b&gt; e vai até o local onde você salvou sua lista,
seleciona ela e clica em Abrir.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;O
VLC oferece ainda a possibilidade de você assistir a filmes ou
séries no seu PC com o recurso de exibir legendas, com isso você
pode ver um filme com o idioma original e colocar a legenda, nesse
tuto vou utilizar a lista de filmes do Sandro
&lt;a href=&quot;http://bit.ly/SANDROFILMES&quot;&gt;http://bit.ly/SANDROFILMES&lt;/a&gt;,
mas você usa a que lhe agradar, basta para isso colocar no google
“Lista de filmes atualizadas” e procura a que melhor se ajusta
aos seus gostos.  &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;P&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;ara
que o VLC possa baixar e exibir as legendas do seu filme, você terá
que instalar uma extensão para o VLC chamada VLSub, para isso vá em
&lt;/span&gt;&lt;b&gt;Ferramentas &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;gt;
&lt;/span&gt;&lt;b&gt;Complementos e Extensões&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
e na janelinha que abrir você digita na caixa de pesquisa VLSub &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e
tecla &lt;/span&gt;&lt;b&gt;Enter&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;, vai
aparecer a extensão VLSub, você clica em cima dela e vai aparecer a
opção de instalar, clica mais uma vez e espera o sistema terminar o
processo. &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;148&quot; name=&quot;Figura2&quot; 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&quot; width=&quot;345&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;P&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;ara
ver o filme a&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;bra o seu VLC
vá em &lt;/span&gt;&lt;b&gt;Midia &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;gt;
&lt;/span&gt;&lt;b&gt;Abrir Fluxo de Rede &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
e na janela que abrir digite a url: &lt;/span&gt;&lt;a href=&quot;http://bit.ly/SANDROFILMES&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;http://bit.ly/SANDROFILMES&lt;/span&gt;&lt;/a&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;ou uma outra url qualquer &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e
clique em reproduzir, &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;quando
a lista carregar e você escolher o filme para assistir e o filme
começar a ser exibido,vá em &lt;/span&gt;&lt;b&gt;Exibir&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
&amp;gt; &lt;/span&gt;&lt;b&gt;Download Subtitles&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
ou se o seu VLC estiver em português, &lt;/span&gt;&lt;b&gt; Baixar Legenda&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;,
na janela que abrir clique em &lt;/span&gt;&lt;b&gt;Search by hash,&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
se não funcionar é porque geralmente o nome do filme está
diferente, então a solução é fazer uma busca por nome, para isso
você digita o nome do seu filme na segunda caixa de pesquisa e
pressiona o botão &lt;/span&gt;&lt;b&gt;Search by name &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;espera
os resultados da busca, escolhe o que você acha que corresponde ao
seu filme e clica em &lt;/span&gt;&lt;b&gt;Download Selection, &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;veja
esse exemplo para o filme do Batman.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;320&quot; name=&quot;Figura3&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;353&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Depois
é só fechar a janela que a legenda é carregada automaticamente,
caso não queira mais a legenda, basta desativá-la em &lt;/span&gt;&lt;b&gt;Legenda
&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;gt; &lt;/span&gt;&lt;b&gt;Trilha de
Legenda &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;gt; &lt;/span&gt;&lt;b&gt;Desabilitar.&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;O
meu VLC já veio com o VLSub instalado por padrão &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;mas
dava erro de codificação, quando as legendas eram carregadas
aparecia uma interrogação no lugar de caracteres acentuados, para
resolver o problema eu instalei a última versão do VLSub e
resolveu, &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;fiz da seguinte
forma.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Para
resolver o problema da codificação de legendas no &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;VLC&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
eu substitui a versão do &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;VLS&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;ub
existente:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;1-
Abri o vlc escolhi um filme&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;2-
Fui em &lt;/span&gt;&lt;b&gt;Exibir&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; &amp;gt;
&lt;/span&gt;&lt;b&gt;Download Subtitles&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt; &amp;gt;
&lt;/span&gt;&lt;b&gt;Research&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;3-
Na caixa que se abre cliquei em &lt;/span&gt;&lt;b&gt;mostrar ajuda&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
ou &lt;/span&gt;&lt;b&gt;show help&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;4-
Rola até o fim e procura por &lt;/span&gt;&lt;b&gt;addons.videolan.org&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;5-
Vai até a página e baixa a última versão do &lt;/span&gt;&lt;b&gt;VlSub&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
e salva em uma pasta qualquer&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;6-
Abre essa pasta como &lt;/span&gt;&lt;b&gt;root&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
e movi o arquivo baixado para &lt;/span&gt;&lt;b&gt;/usr/lib/vlc/lua/extensions/vlsub.lua&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;7-
fecha tudo e abre o VLC de novo, escolhe um filme, baixa a legenda e
ver se funcionou &lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Comigo
funcionou perfeitamente, &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;apesar
desse tutorial ter sido escrito para Linux ele funciona também no
VLC instalado no Windows&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Se
inscrevam em nosso blog e visitem o nosso canal no youtube:
&lt;a href=&quot;https://www.youtube.com/user/jesussroberto/playlists&quot;&gt;https://www.youtube.com/user/jesussroberto/playlists&lt;/a&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Esse tutorial pode ser encontrado em vídeo no nosso canal pelo link: &lt;a href=&quot;https://www.youtube.com/watch?v=eVH5CfJiU4I&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=eVH5CfJiU4I&amp;amp;feature=youtu.be&lt;/a&gt; &amp;nbsp;
&lt;/span&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/1699234470447861447/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/09/usando-o-vlc-como-um-playar-de-stream.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/1699234470447861447'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/1699234470447861447'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/09/usando-o-vlc-como-um-playar-de-stream.html' title='Usando o VLC como um player de stream para ver IPTV no computador'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-3382820312814926858</id><published>2017-05-27T16:34:00.000-03:00</published><updated>2019-02-18T10:57:51.978-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Instalando a interface do Arch Linux</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link {  }&lt;/style&gt;


&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;INSTALANDO
UMA INTERFACE GRÁFICA NO ARCH LINUX&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora que já instalamos o pacote básico do Arch Linux chegou a hora
de instalarmos uma interface gráfica para facilitar a nossa
interação com o sistema, existem várias interfaces gráficas que
você pode instalar no seu Arch Linux, uma lista completa dessas
GUI’s pode ser consultada nesse endereço abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://wiki.archlinux.org/index.php/Desktop_environment#List_of_desktop_environments&quot;&gt;https://wiki.archlinux.org/index.php/Desktop_environment#List_of_desktop_environments&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Você pode escolher a interface que mais lhe agradar e instalar em
seu computador, nesse tutorial eu  instalarei o LXDE gtk+ 3 por ser
uma interface que não requer muitos recursos de hardware já que
estou instalando o Arch Linux em uma máquina bem antiga. Seja qual
for a interface gráfica que você escolha, você terá que instalar
o servidor X na sua máquina antes de instalar a interface escolhida.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O servidor X ou X11, é um protocolo de rede e vídeo que proporciona
a capacidade de se trabalhar com o sistema de janelas em um
computador com o sistema Linux, além disso, o servidor X também
permite a interação de mouse e teclado com o sistema, sendo
imprescindível para o desenvolvimento de interfaces gráficas para
usuários, as famosas GUI’s.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O conceito básico de servidor X, como o próprio nome diz, é que
ele é realmente um servidor que serve ao sistema de janelas do
Linux, é a fundação que sustenta todo o sistema de janelas do
Linux, portanto antes de instalarmos qualquer interface temos que
instalar o servidor X.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para instalarmos o servidor X temos que instalar alguns pacotes
básicos digitando no nosso “terminal”.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo pacman -S xorg-server xorg-xinit xorg-apps mesa ttf-dejavu
ttf-freefont networkmanager  network-manager-applet rp-pppoe &lt;/b&gt; 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Lembrando que cada espaço depois de um pacote digitado estamos
instalando outro pacote, no comando acima estamos instalando nove
pacotes, onde os três primeiros são os pacotes do servidor X e o
restante são pacotes de fontes, vídeo e gerenciador de redes,
digitado o comando teclamos enter e esperamos o sistema instalar os
pacotes, teclando enter quando for preciso.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Quando a instalação estiver terminada, devemos habilitar o serviço
de rede para iniciar com o sistema digitando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
systemctl enable NetworkManager.service&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Teclamos enter e está pronto.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora devemos copiar o arquivo xinitrc para a nossa pasta pessoal,
vamos editar esse arquivo para iniciar a nossa interface assim que
ela estiver instalada, para copiar o arquivo digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;cp
/etc/X11/xinit/xinitrc ~/.xinitrc&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Você pode ver se o arquivo foi copiado com o comando &lt;b&gt;ls -a.&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora devemos instalar o driver de nossa placa de vídeo para que o
sistema de janelas seja visto no nosso monitor, você pode instalar o
driver de vídeo genérico digitando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
pacman -S xf86-video-vesa&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Caso você queira instalar o driver de vídeo de sua placa, você
deve primeiro saber qual é a sua placa, para saber qual a sua placa
de vídeo você pode digitar um dos seguintes comandos:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;lspci | grep -e VGA -e 3D    &lt;/b&gt;ou&lt;b&gt; lswh       &lt;/b&gt;ou&lt;b&gt; lswh
-c video&lt;/b&gt; 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
No meu computador funcionou o primeiro dos comandos&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;lspci
| grep -e VGA -e 3D&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Feito isso você terá o nome de sua placa de video, bastando agora
encontrar o driver de vídeo para instalar, para ver uma lista de
drivers de vídeo disponíveis para instalação no Arch Linux
digite:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
pacman -Ss xf86-video&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Com a lista disponível no seu monitor procure o driver de vídeo
correspondente à sua placa e instale com o comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
pacman -S xf86-video-(nome do driver de sua placa)&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para que o seu sistema funcione corretamente com a sua nova
interface, é necessário instalar alguns pacotes de headers para o
kernel do Arch Linux, dgite.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
pacman -S linux-headers linux-lts-headers linux-lts&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora chegou a hora de instalar a nossa interface gráfica, como eu
disse antes, vou instalar o LXDE gtk+ 3, para isso vamos digitar…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
pacman -S lxde-gtk3&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Esperamos a instalação terminar e agora chegou o memento de editar
o arquivo que copiamos para nossa pasta pessoal, para isso digitamos
como administrador…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
nano .xinitrc&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Depois que digitarmos a nossa senha o nano abrirá o arquivo para que
possamos editá-lo, comentamos a última linha com um “#” e
adicionamos a seguinte linha abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;exec
startlxde&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos testar se a interface está funcionando digitando…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;startx&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se tudo correu bem você verá a sua interface funcionando, caso isso
não ocorra, verifique se você executou os passos anteriores da
forma correta.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para habilitar o gerenciador de login gráfico para que inicie com o
sistema você deve escolher um da lista de gerenciadores de login que
está disponível na wiki do Arch, por padrão o gerenciador de login
do LXDE é o lxdm e eu habilitei ele para ser o meu gerenciador de
login, mas caso você queira instalar outro segue o link para a lista
do archwiki e lá você também encontrará instruções para
instalar e iniciar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://wiki.archlinux.org/index.php/Display_manager#List_of_display_managers&quot;&gt;https://wiki.archlinux.org/index.php/Display_manager#List_of_display_managers&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para habilitar o lxdm digite…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
systemctl enable lxdm.service&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Reinicie a sua máquina e verifique se sua instalação foi bem
sucedida, logue-se e seja feliz com o seu Arch Linux.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Caso
surja alguma dúvida veja o vídeo que eu fiz durante a instalação
do LXDE que você pode encontrar no link abaixo:&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=jLInG4KNchQ&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=jLInG4KNchQ&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Espero que esse tutorial lhes seja útil, caso seja, por favor compartilhe com seus amigos, inscreva-se em nosso blog e no nosso canal para que possamos continuar compartilhando conhecimentos. &amp;nbsp;&lt;/span&gt;&lt;b&gt; &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/3382820312814926858/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/instalando-interface-do-arch-linux.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/3382820312814926858'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/3382820312814926858'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/instalando-interface-do-arch-linux.html' title='Instalando a interface do Arch Linux'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-5021857109504069724</id><published>2017-05-13T21:48:00.000-03:00</published><updated>2019-02-18T10:57:28.509-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Arch Linux em uma máquina real</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;INSTALANDO O ARCH LINUX EM UMA MÁQUINA REAL&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Esse guia de instalação do Arch Linux é o resultado de pesquisa em vários tutoriais que povoam a internet, eu fiz um resumo do que funcionou comigo, nesse tutorial tem um pouco de todos os tutoriais aos quais eu tive contato.&lt;br /&gt;
&lt;br /&gt;
O primeiro passo é baixar a imagem .iso do site do Arch Linux&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.archlinux.org/download/&quot;&gt;https://www.archlinux.org/download/&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Após o download, gravem a imagem em um CD ou DVD pelo seu programa de gravação preferido ou para quem quiser gravar a mídia de instalação em um pendrive e não sabe como fazê-lo, eu fiz um tutorial ensinando como fazer que&lt;br /&gt;
você pode encontrar nos links abaixo.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;http://robertodejesuss.blogspot.com.br/2017/05/pre.html&quot;&gt;http://robertodejesuss.blogspot.com.br/2017/05/pre.html&lt;/a&gt; (Forma escrita).&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=cLeOBqyg7qo&quot;&gt;https://www.youtube.com/watch?v=cLeOBqyg7qo&lt;/a&gt; (Vídeo).&lt;br /&gt;
&lt;br /&gt;
Para começar a instalação siga as instruções abaixo.&lt;br /&gt;
Coloque o cd na unidade ou espete o pendrive na sua máquina e reinicie a máquina, pressione a tecla correspondente no seu computador para abrir o menu de boot (F7, F8, F2, etc.), escolha o dispositivo de boot correspondente (cd/dvd ou pendrive) e tecle enter.&lt;br /&gt;
Depois que a máquina der o boot, você escolhe a instalação do sistema segundo a sua arquitetura, x86_64 ou i686.&lt;br /&gt;
Depois do boot da imagem…&lt;br /&gt;
&lt;br /&gt;
Configurar teclado em português&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;loadkeys br-abnt2&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Instalação em português&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;nano /etc/locale.gen&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Com Page Down ou a seta para baixo, vá até:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;#pt_BR.UTF-8 UTF-8&lt;br /&gt;#pt_BR ISO-8859-1&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Remova o # das duas linhas onde tem pt_BR .&lt;br /&gt;
Após isso, digite &lt;b&gt;Ctrl+o&lt;/b&gt; e confirme com enter e depois &lt;b&gt;Ctrl+o&lt;/b&gt; para sair .&lt;br /&gt;
&lt;br /&gt;
Idioma em português.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;locale-gen &amp;amp;&amp;amp; export LANG=pt_BR.UTF-8&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Conexão.&lt;br /&gt;
Se a sua conexão for via cabo, o Arch irá reconhecê-la automaticamente se não&lt;br /&gt;
reconhecer digite.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;systemctl start dhcpcd &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Caso sua Net seja Wifi:&lt;br /&gt;
Nesse caso utilizaremos o wifi-menu para conectarmos a rede Wireless, logo:&amp;nbsp;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;wifi-menu&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Na tela azul, escolha a segunda opção: “Activate a connection” ou algo parecido (se aparecer).&lt;br /&gt;
Selecione sua rede e conecte-se! &lt;br /&gt;
Para ter certeza que esteja conectado execute um ping:&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;b&gt;ping -c 3 google.com&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Se pingar tem conexão, caso não pingue vamos proceder desta forma.&lt;br /&gt;
Caso não pingue deveremos conectar manualmente. Para isso utilize o&lt;br /&gt;
comando ‘ip’ para identificar a interface de rede e o comando ‘dhcpcd’ para conectar.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;ip addr&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Você terá uma saída assim&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;1: lo: &amp;lt;LOOPBACK,UP,LOWER_UP&amp;gt; mtu 65536 qdisc noqueue state UNKNOWN group default qlen 1&lt;br /&gt;link/loopback 00:00:00:00:00:00 brd 00:00:00:00:00:00&lt;br /&gt;inet 127.0.0.1/8 scope host lo&lt;br /&gt;valid_lft forever preferred_lft forever&lt;br /&gt;inet6 ::1/128 scope host&lt;br /&gt;valid_lft forever preferred_lft forever&lt;br /&gt;2: enp2s0: &amp;lt;BROADCAST,MULTICAST&amp;gt; mtu 1500 qdisc noop state DOWN group default qlen 1000&lt;br /&gt;link/ether 00:09:00:00:00:00 brd ff:ff:ff:ff:ff:ff&lt;br /&gt;3: wlp8s0: &amp;lt;BROADCAST,MULTICAST&amp;gt; mtu 1500 qdisc noop state DOWN group default qlen 1000&lt;br /&gt;link/ether 00:09:00:00:00:00 brd ff:ff:ff:ff:ff:ff&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
Para conectar a placa de rede rode esse comando.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;dhcpcd enp2s0&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
No meu caso, enp7s0 é o nome da minha interface de rede cabeada. Se eu fosse efetuar conexão em rede sem fio seria:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;ip link set wlp8s0 up&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Depois…&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt; wifi-menu wlp9s0&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Caso o primeiro comando (ip link set wlp8s0 up) retorne algo como:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;ip link set wlp8s0 up SIOCSIFFLAGS: No such file or directory&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Você terá que instalar o driver de sua placa de rede sem fio.&lt;br /&gt;
&lt;br /&gt;
Particionando o hd:&lt;br /&gt;
Na minha instalação só funcionou com o disco em &lt;b&gt;gpt&lt;/b&gt;, na minha máquina eu tinha um disco já com algumas partições e quando tentei instalar o Arch Linux não deu certo, então eu formatei todo o disco com o comando &lt;b&gt;mkfs.ext4 /dev/sda&lt;/b&gt; e o disco ficou como se fosse novo, então fiz os procedimentos abaixo.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;cfdisk&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Abriu uma tela onde mandou pressionar qualquer tecla para continuar, fiz isso e apareceu algumas opções para escolher.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;gpt&lt;br /&gt;dos&lt;br /&gt;sgi&lt;br /&gt;sun&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Escolhi&lt;b&gt; gpt&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Use as setas Direita , Esquerda , Cima e Baixo para navegar pelo cfdisk&lt;br /&gt;
&lt;br /&gt;
Partição Boot, crie uma partições de no mínimo 200 Megabytes, para fazer isso selecione&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Nova&lt;/b&gt; e tecle enter, digite 200M e em tipo coloque &lt;b&gt;BIOS inicialização&lt;/b&gt; e depois tecle enter.&lt;br /&gt;
&lt;br /&gt;
Partição da swap: &lt;br /&gt;
&lt;b&gt;Nova&lt;/b&gt; e tecle enter, digite (o tamanho que seja o dobro do tamanho da sua &lt;b&gt;RAM&lt;/b&gt;) e em tipo coloque &lt;b&gt;Linux swap&lt;/b&gt; e depois tecle enter.&lt;br /&gt;
&lt;br /&gt;
Partição da raíz: &lt;br /&gt;
&lt;b&gt;Nova&lt;/b&gt; e tecle enter, digite (o tamanho que desejar) e em tipo coloque &lt;b&gt;Linux sistema de arquivos (Linux file system)&lt;/b&gt;e depois tecle enter.&lt;br /&gt;
&lt;br /&gt;
Partição da home: &lt;br /&gt;
&lt;b&gt;Nova&lt;/b&gt; e tecle enter, digite (o tamanho que desejar) e em tipo coloque &lt;b&gt;Linux sistema de arquivos (Linux file system)&lt;/b&gt;e depois tecle enter.&lt;br /&gt;
&lt;br /&gt;
Obs.: é recomendado que a partição SWAP tenha o dobro da memória RAM, se você tem 4G de memória RAM, terá que colocar 8G para SWAP.&lt;br /&gt;
&lt;br /&gt;
Formatando as partições&lt;br /&gt;
&lt;br /&gt;
Primeiro, vamos formatar as partições digite:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;mkfs.vfat /dev/sda1&lt;/b&gt; formata a partição com o sistema de arquivo FAT32 (partição reservada para o sistema) não montaremos essa partição.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;mkswap /dev/sda2&lt;/b&gt; Configura a partição como área de troca swap (partição swap)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;swapon /dev/sda2&lt;/b&gt; Ativa o swap&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;mkfs.ext4 /dev/sda3&lt;/b&gt; formata a partição com o sistema de arquivo ext4 (partição raiz que será montada em /mnt)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;mkfs.ext4 /dev/sda4&lt;/b&gt; formata a partição com o sistema de arquivo ext4 (partição home que será montada em /mnt/home)&lt;br /&gt;
&lt;br /&gt;
Não montaremos as partições &lt;b&gt;/dev/sda1&lt;/b&gt; e &lt;b&gt;/dev/sda2&lt;/b&gt; porque &lt;b&gt;/dev/sda1&lt;/b&gt; é para o sistema instalar o dispositivo de inicialização, ou seja, o dispositivo de boot e a segunda partição &lt;b&gt;/dev/sda2&lt;/b&gt; é a nossa swap que já ativamos com o comando &lt;b&gt;swapon&lt;/b&gt;, montaremos só as partições &lt;b&gt;/dev/sda3&lt;/b&gt; como a raiz e &lt;b&gt;/dev/sda4&lt;/b&gt; como a nossa home.&lt;br /&gt;
&lt;br /&gt;
&amp;nbsp;&lt;b&gt;mount /dev/sda4 /mnt&lt;/b&gt; monta a partição raiz&lt;br /&gt;
&amp;nbsp;&lt;b&gt;mkdir /mnt/home&lt;/b&gt;&amp;nbsp; para criar a home&lt;br /&gt;
&amp;nbsp;&lt;b&gt;mount /dev/sda5 /mnt/home&lt;/b&gt; monta a partição da home&lt;br /&gt;
&lt;br /&gt;
Instalando o sistema base e ferramentas:&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pacstrap -i /mnt base base-devel&lt;/b&gt; instala o pacote básico do sistema&lt;br /&gt;
&lt;br /&gt;
Criando o fstab:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;genfstab -U -p /mnt &amp;gt;&amp;gt; /mnt/etc/fstab&lt;/b&gt; cria o arquivo fstab em /mnt/etc&lt;br /&gt;
&lt;br /&gt;
Podemos dar uma olhada em como ficou, digitando:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;cat /mnt/etc/fstab&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Até o momento estávamos utilizando o Live do Arch, agora vamos configurar o nosso novo sistema, para isso vamos utilizar o Chroot&amp;nbsp; com o comando:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;arch-chroot&amp;nbsp; /mnt&amp;nbsp; /bin/bash&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Configurar teclado em português definitivamente, edite ou crie o arquivo vconsole.conf com o comando&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;nano /etc/vconsole.conf&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
quando o arquivo abrir adicione a linha&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;KEYMAP=&quot;br-abnt2.map.gz&quot;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Salve com &lt;b&gt;Ctrl + o&lt;/b&gt; Tecle enter para salvar o arquivo e saia com &lt;b&gt;Ctrl +x&lt;/b&gt;&lt;br /&gt;
I&lt;br /&gt;
dioma do sistema:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;nano /etc/locale.gen&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Remova o # novamente das duas linhas onde tem pt_BR. Após isso: &lt;b&gt;Ctrl+o&lt;/b&gt; e confirme com enter.&lt;br /&gt;
&lt;br /&gt;
Aplicando as alterações de idioma:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;locale-gen&lt;/b&gt;&lt;br /&gt;
Agora, execute:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;echo LANG=pt_BR.UTF-8 &amp;gt; /etc/locale.conf&lt;br /&gt;export LANG=pt_BR.UTF-8&lt;/b&gt; configura o idioma para todo o sistema&lt;br /&gt;
&lt;br /&gt;
Fuso horário&lt;br /&gt;
&lt;b&gt;ln -s /usr/share/zoneinfo/America/Recife /etc/localtime&lt;/b&gt;&amp;nbsp;&amp;nbsp; troque &quot;Recife&quot; pela cidade que quiser.&lt;br /&gt;
&lt;br /&gt;
Para ver as opções:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;ls /usr/share/zoneinfo&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Horário do sistema:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;hwclock --systohc --utc&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Nome do sistema:&lt;br /&gt;
&lt;b&gt;echo Fulano de Tal &amp;gt; /etc/hostname&lt;/b&gt;&amp;nbsp;&amp;nbsp; troque &quot;Fulano de Tal&quot; pelo nome que pretende usar&lt;br /&gt;
Instalação: wireless - grub - root - pacman.conf - usuário. Vamos começar instalando as ferramentas Wireless caso esteja usando um notebook:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pacman -S wireless_tools wpa_supplicant wpa_actiond dialog&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Senha do root:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;passwd&lt;/b&gt;&lt;br /&gt;
Digite a senha, aperte Enter e digite novamente.&lt;br /&gt;
&lt;br /&gt;
Habilitando o multilib e o yaourt para usar os pacotes do AUR (Arch User Repository): Digite&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;nano /etc/pacman.conf&lt;/b&gt; &lt;br /&gt;
&lt;br /&gt;
Desça até onde está o multilib e remova os # de: (repositórios)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;#[multilib]&lt;br /&gt;#Include = /etc/pacman.d/mirrorlist&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Desça até o final do arquivo e adicione:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;[archlinuxfr]&lt;br /&gt;SigLevel = Never&lt;br /&gt;Server = http://repo.archlinux.fr/$arch&lt;/b&gt;&lt;br /&gt;
Agora salve com &lt;b&gt;Ctrl+o&lt;/b&gt; tecle enter para confirmar e saia com &lt;b&gt;Ctrl+X&lt;/b&gt; . &lt;br /&gt;
&lt;br /&gt;
Atualize o sistema digitando:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pacman -Syu&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
e o yaourt digitando&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pacman -Sy yaourt&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Baixando e instalando o grub&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pacman -S grub&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
E instale:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;grub-install --recheck /dev/sda&lt;/b&gt;&amp;nbsp; sem números, é só &quot;/dev/sda&quot; mesmo &lt;br /&gt;
Agora, vamos criar um ambiente inicial (“Levantar o sistema”):&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;mkinitcpio -p linux&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
E finalize com:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;grub-mkconfig -o /boot/grub/grub.cfg&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Criando usuário&lt;br /&gt;
&lt;b&gt;useradd -m -g users -G wheel -s /bin/bash Beltrano&lt;/b&gt; substitua “Beltrano” pelo nome de usuário da sua preferência. E, por fim:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;passwd Beltrano&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Vamos adicionar seu usuário para ter as permissões necessárias:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&amp;nbsp;gpasswd -a Beltrano locate&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano users&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano audio&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano video&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano daemon&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano dbus&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano disk&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano games&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano rfkill&lt;/b&gt;&amp;nbsp; Onde tiver “Beltrano” substitua pelo seu nome de usuário&lt;br /&gt;
&amp;nbsp;&lt;b&gt;gpasswd -a Beltrano lp&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano network&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano optical&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano power&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano scanner&lt;br /&gt;&amp;nbsp;gpasswd -a Beltrano storage&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;Pronto, você tem as permissões de que precisa. &lt;br /&gt;
&lt;br /&gt;
Ao invés de ter que logar como root para executar um único comando, você pode usar comandos de superusuário com o seu usuário padrão se ele tiver as permissões. Para isso é necessário usar o sudo. &lt;br /&gt;
&lt;br /&gt;
Edite o arquivo sudoers&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;nano /etc/sudoers&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
E vá até onde esta escrito root ALL=(ALL) ALL e coloque na linha de baixo:&amp;nbsp;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Beltrano ALL=(ALL) ALL&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Salve com Ctrl+o tecle enter para confirmar e saia com Ctrl+X.&lt;br /&gt;
Adicione o seu usuário ao grupo wheel: &lt;br /&gt;
&lt;b&gt;gpasswd -a Beltrano wheel&lt;/b&gt; substitua “Beltrano” pelo seu usuário&lt;br /&gt;
&lt;br /&gt;
Instalando o drive de som:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;pacman -S alsa-utils&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
depois&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;alsamixer&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Ajuste os canais e depois digite para salvar e criar o arquivo alsa.state&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;alsactl store&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Terminamos a instalação, agora vamos reiniciar e retirar a mídia:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;exit&lt;br /&gt;umount -R /mnt &amp;amp;&amp;amp; reboot&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
O primeiro login. Entre com seu usuário e senha, você agora pode usar o super usuário sudo para terminar de configurar o seu sistema.&lt;br /&gt;
&lt;br /&gt;
Caso a internet não funcione. Será Preciso habilitar o dhcp.&lt;br /&gt;
&lt;br /&gt;
Para habilitar DHCP na inicialização digite:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;sudo systemctl enable dhcpcd.service&lt;br /&gt;sudo systemctl start dhcpcd.service&lt;/b&gt;&lt;br /&gt;
Lembrando que a senha é a senha de root que você criou na instalação&lt;br /&gt;
Caso você tenha internet wireless, para deixá-la automática toda vez que você reiniciar o sistema faça:&lt;br /&gt;
&lt;br /&gt;
Primeiro entre na pasta onde estão os perfis de internet digitando:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;cd /etc/netctl&lt;/b&gt; &lt;br /&gt;
&lt;br /&gt;
Dê um &lt;b&gt;ls&lt;/b&gt;, para ver o conteúdo da pasta. &lt;br /&gt;
&lt;br /&gt;
Dentro do diretório, vai ter um arquivo de perfil, algo como: &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;wlp1s0-MeuWifi &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Esse arquivo é gerado quando você conecta-se em uma rede com o wifi-menu, onde ficam as informações do roteador que o wifi-menu vai se conectar. &lt;br /&gt;
&lt;br /&gt;
Para habilitar o wifi-menu, para que conecte-se automaticamente toda vez que o sistema iniciar, dê o comando: &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;sudo netctl enable wlp1s0-MeuWifi &lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
Se quiser dasabilitar digite:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;sudo netctl disable wlp1s0-MeuWifi&lt;/b&gt; &lt;br /&gt;
&lt;br /&gt;
Ping para testar:&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;ping -c 3 google.com&lt;/b&gt;&lt;br /&gt;
Agora divirta-se.&lt;br /&gt;
&lt;br /&gt;
Se você quiser ver esse tutorial em vídeo siga os links abaixo:&lt;br /&gt;
Primeira parte: &lt;a href=&quot;https://www.youtube.com/watch?v=cjKGneksYq4&quot;&gt;https://www.youtube.com/watch?v=cjKGneksYq4&lt;/a&gt;&lt;br /&gt;
Segunda parte: &lt;a href=&quot;https://www.youtube.com/watch?v=sQiwItM7cVU&quot;&gt;https://www.youtube.com/watch?v=sQiwItM7cVU&lt;/a&gt;&lt;br /&gt;
Terceira parte: &lt;a href=&quot;https://www.youtube.com/watch?v=SeY-AP1FVqg&quot;&gt;https://www.youtube.com/watch?v=SeY-AP1FVqg&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Espero que seja útil para você, se for, compartilhe os nossos conteúdos, inscreva-se no nosso canal e no nosso blog para nos incentivar a continuar a compartilhar conhecimentos por meio desses canais. &lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/5021857109504069724/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/arch-linux-em-uma-maquina-real.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5021857109504069724'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5021857109504069724'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/arch-linux-em-uma-maquina-real.html' title='Arch Linux em uma máquina real'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-7097861851028022675</id><published>2017-05-06T17:08:00.002-03:00</published><updated>2019-02-18T10:57:06.435-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Samba nos Mints Sarah e Serena 18 e 18.1</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }a:link {  }&lt;/style&gt;


&lt;br /&gt;
&lt;div align=&quot;center&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;INSTALANDO
O SAMBA NO LINUX MINT 18 E 18.1 &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;left&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
O servidor samba permite que você configure uma rede doméstica
mista em seu computador, uma rede domestica mista é uma rede
configurada em um servidor cujo sistema operacional é o Linux onde
você compartilha pastas e impressoras e essa rede pode ser acessada
por dispositivos que usam os mais diversos sistemas, como por
exemplo: computadores com Windows, celulares e tablets com Android e
etc.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
O samba vinha por padrão no Ubuntu e em algumas distribuições do
Linux Mint, quando eu instalei o Mint 18 e depois o 18.1 o samba já
não fazia mais parte da instalação padrão, nós podemos instalar
o samba digitando o comando no nosso terminal.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;b&gt;sudo
apt-get install samba&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
digite sua senha e depois tecle enter, quando o sistema terminar de
instalar o samba é hora de instalar a interface gráfica para o
samba com o comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;b&gt;sudo
apt-get install system-config-samba&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Espere o sistema terminar de instalar a interface do samba, tudo
instalado, quando você executa o samba pela interface no Linux Mint
18 e 18.1 nada acontece, nem aparece mensagem de erro, a solução
que eu encontrei foi o que eu vou passar aqui agora.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&amp;nbsp;Abra seu terminal e digite.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;b&gt;sudo system-config-samba&lt;/b&gt; e tecle enter&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&amp;nbsp;O sistema não vai abrir o samba, mas desta vez ele nos dá uma
mensagem de erro, nessa mensagem, já próxima da última linha, uma
pista do que está acontecendo, o sistema diz que não encontrou o
arquivo &lt;b&gt;/etc/libuser.conf&lt;/b&gt;, ou seja, o samba não está abrindo
por falta desse arquivo, então vamos criá-lo digitando no terminal
o seguinte comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;b&gt;sudo
nano /etc/libuser.conf&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Esse comando chama o editor de texto em modo terminal “nano” e
cria o arquivo libuser.conf na pasta /etc, esse comando tem que ser
dado como super usuário porque o sistema não permite que um usuário
comum crie nada na pasta raiz.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Com o editor nano aberto você não escreve nada no arquivo,
simplesmente o salva teclando simultaneamente &lt;b&gt;Ctrl + o &lt;/b&gt;(letra
“o” não é zero), depois tecla &lt;b&gt;enter&lt;/b&gt; para confirmar que o
nome do arquivo é esse mesmo e por fim sai do nano teclando &lt;b&gt;Ctrl
+ x.&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Agora vamos chamar novamente o samba digitando no terminal 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;b&gt;sudo system-config-samba&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Agora a janelinha do samba aparece.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Para quem tiver alguma dúvida e ainda não sabe configurar a rede no
samba, eu fiz um tutorial bem detalhado que você pode ver visitando
o link abaixo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=KxrkcRvEHSI&quot;&gt;https://www.youtube.com/watch?v=KxrkcRvEHSI&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Espero que seja útil para você, se for inscreva-se no nosso blog e
no nosso canal, compartilhe as nossas publicações que isso nos
incentiva a continuar o nosso trabalho de compartilhar o nosso
conhecimento.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/7097861851028022675/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/samba-nos-mints-sarah-e-serena-18-e-181.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/7097861851028022675'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/7097861851028022675'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/samba-nos-mints-sarah-e-serena-18-e-181.html' title='Samba nos Mints Sarah e Serena 18 e 18.1'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-6706820916122847250</id><published>2017-05-06T15:30:00.001-03:00</published><updated>2019-02-18T10:56:29.055-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Criar um pendrive bootável no terminal (Linux)</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;pre.cjk { font-family: &quot;NSimSun&quot;,monospace; }p { margin-bottom: 0.25cm; line-height: 120%; }code.cjk { font-family: &quot;NSimSun&quot;,monospace; }&lt;/style&gt;


&lt;br /&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;CRIANDO UM PENDRIVE BOOTÁVEL NO TERMINAL DO LINUX&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
As vezes precisamos formatar um computador de um amigo, de um cliente
ou mesmo o nosso computador, agora imagine que esse computador não
tem uma unidade de cd/dvd, o que fazer, a resposta que nos viria
imediatamente na cabeça seria, levar a mídia em um pendrive.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Se você não sabe como criar um pendrive bootável hoje nós vamos
aprender como fazê-lo, existem alguns softwares que fazem esse
trabalho para você, mas você que usa Linux não precisa usar
programa algum, nós vamos aprender a criar um pendrive bootável
usando o nosso bom e velho terminal do Linux com o comando &lt;b&gt;dd&lt;/b&gt;.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Bem chega de encher linguiça e vamos ao que interessa, você vai
precisar de um pendrive (é claro), que tenha capacidade para receber
o tamanho da sua imagem, eu usarei um pendrive de oito gigas, você
vai precisar também da imagem do sistema que você quer colocar no
pendrive, você deve baixar a imagem do sistema que você vai usar,
nesse tutorial eu usarei a imagem do Arch Linux, essa imagem deve ser
uma imagem .iso.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
Bem vamos lá, vamos gravar a mídia de instalação num pendrive,
devemos gravar a imagem com o seguinte comando:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;dd
if=”caminho da imagem” of=”identificação do seu pendrive”
&amp;amp;&amp;amp; &lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;sync&lt;/span&gt;&lt;/span&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;E&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;sse
simples comando irá criar o seu pendrive bootável, uma coisa
importante a ressaltar é que você tem que identificar o seu
pendrive muito bem, pois caso isso não aconteça você corre o risco
de apagar &lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;completamente
&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;o
seu hd, mãos à obra.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Com
o pendrive espetado na máquina, primeiro abra o seu terminal, você
pode usar simultaneamente “&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;C&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;trl
+ &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Alt&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;
+ T”.&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O próximo passo é identificar o seu pendrive, para saber o nome do
seu pendrive rode o comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo fdisk -l&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt; 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Você terá uma saída como essa.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ff3333;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Disk
/dev/sda: 298,1 GiB, 320072933376 bytes, 625142448 sectors&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Units:
sectors of 1 * 512 = 512 bytes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Sector
size (logical/physical): 512 bytes / 4096 bytes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;I/O
size (minimum/optimal): 4096 bytes / 4096 bytes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Disklabel
type: dos&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Disk
identifier: 0x000198ca&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Dispositivo
Inicializar     Start       Fim   Setores   Size Id Tipo&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ff3333;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;/dev/sda1
  *                2048 185546751 185544704  88,5G 83 Linux&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ff3333;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;/dev/sda2
              185546752 201172991  15626240   7,5G 82 Linux swap /
Sol&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #ff3333;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;/dev/sda3
              201172992 625142447 423969456 202,2G 83 Linux&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #009933;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Disk
/dev/sdb: 7,6 GiB, 8166703104 bytes, 15950592 sectors&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Units:
sectors of 1 * 512 = 512 bytes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Sector
size (logical/physical): 512 bytes / 512 bytes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;I/O
size (minimum/optimal): 512 bytes / 512 bytes&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Disklabel
type: dos&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Disk
identifier: 0x79ef3b99&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;Dispositivo
Inicializar Start     Fim Setores  Size Id Tipo&lt;/b&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #009933;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;/dev/sdb1
  *               0 1781759 1781760  870M  0 Vazia&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;span style=&quot;color: #009933;&quot;&gt;&lt;span style=&quot;font-size: x-small;&quot;&gt;&lt;b&gt;/dev/sdb2
                172  131243  131072   64M ef EFI (FAT-12/16/32)&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;O que está em vermelho se
refere ao meu hd, o que está em verde é o meu pendrive, a primeira
linha em verde identifica o pendrive, &lt;b&gt;/dev/sdb&lt;/b&gt;, é essa
identificação que iremos colocar no comando, você tem que prestar
bastante atenção na hora de identificar o seu pendrive, uma dica é
que junto da identificação do pendrive também tem o tamanho dele
que naturalmente é muito menor que o tamanho do seu hd, como você
sabe os tamanhos dos dois , fica fácil identificar o seu pendrive,
no meu caso é &lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;Disk
/dev/sdb: 7,6 GiB, &lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;color: black;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;as
duas linhas de baixo se referem as partições que atualmente estão
no meu pendrive, no seu pode haver somente uma ou mais que duas.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;Para que tudo dê certo o
pendrive deve estar desmontado, desmonte o pendrive com o comando&lt;/span&gt;&lt;/div&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;sudo umount /dev/sdX* &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Onde “X” é a letra que identifica seu pendrive&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;No meu caso ficaria.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;sudo umount /dev/sd&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;b&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;* &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;O asteriscos “*” se refere a todas as partições do pendrive&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Caso você queira formatar o seu pendrive antes da instalação rode o comando &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;(você deve formatar).&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;sudo mkfs.vfat -I /dev/sdX&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;*&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;  &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;(Formata a&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt; &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;partição do seu pendrive com FAT32) &lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Caso você tenha uma partição no seu pendrive, você deve digitar o comando identificando a sua partição. &lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Exemplo para a partição 1 do pendrive /dev/sdb.&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;code class=&quot;western&quot;&gt;&amp;nbsp;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;code class=&quot;western&quot;&gt;&amp;nbsp;&lt;/code&gt;&lt;b&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;sudo mkfs.vfat -I /dev/sd&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;b1&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/b&gt;
&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;code class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora rode o comando&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/code&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;sudo dd if=/caminho/da/iso/aqui of=/caminho/da/midia &amp;amp;&amp;amp; sync&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;Exemplo para uma iso que está no meu hd na minha pasta pessoal com o nome “archlinux-2017.02.01-dual.iso”&lt;b&gt; &lt;/b&gt;e no meu computador o pendrive com o nome “/dev/sdb”, o comando ficaria assim&lt;/span&gt;&lt;/span&gt;
&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm; text-align: justify;&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;sudo dd if=//home/roberto/archlinux-2017.02.01-dual.iso of=/dev/sdb &amp;amp;&amp;amp; sync&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/pre&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Onde tem seu dispositivo você coloca o nome do seu pendrive exemplo:
no meu caso &lt;b&gt;/dev/sdb&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Onde:&lt;/div&gt;
&lt;ul&gt;
&lt;li&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;if&lt;/b&gt; = Refere-se ao arquivo
 de entrada (&lt;b&gt;input file&lt;/b&gt;), que no caso, é a sua imagem .ISO ou
 .IMG; 
 &lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;div style=&quot;margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;of&lt;/b&gt; = É o arquivo de
 saída (&lt;b&gt;output file&lt;/b&gt;), que neste caso é o seu pen drive; 
 &lt;/div&gt;
&lt;/li&gt;
&lt;li&gt;
&lt;b&gt;sync&lt;/b&gt; = Esta opção garante que todos os dados sejam
 copiados para o pendrive. 
 &lt;br /&gt;

 &lt;/li&gt;
&lt;li&gt;
&lt;b&gt;&amp;amp;&amp;amp; &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;É como
 se eu dissesse ao terminal para ele executar o primeiro comando e
 quando terminar executar o &lt;/span&gt;&lt;b&gt;sync&lt;/b&gt;&lt;br /&gt;

&lt;/li&gt;
&lt;/ul&gt;
Espera o processo terminar e pronto, um pendrive bootável saído
do forno.&lt;br /&gt;
Caso você ainda tenha alguma dúvida, eu fiz um vídeo que se
encontra no link abaixo:&lt;br /&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=cLeOBqyg7qo&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=cLeOBqyg7qo&amp;amp;feature=youtu.be&lt;/a&gt;&lt;br /&gt;
&lt;br /&gt;
Espero que seja útil para você, caso goste, você pode se inscrever no nosso blog e também no nosso canal do you tube que mais conteúdos virão.&amp;nbsp; &lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.2cm;&quot;&gt;
&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/6706820916122847250/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/pre.html#comment-form' title='3 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6706820916122847250'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6706820916122847250'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/05/pre.html' title='Criar um pendrive bootável no terminal (Linux)'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>3</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-8705703586402521636</id><published>2017-03-13T12:25:00.001-03:00</published><updated>2023-07-08T17:24:01.037-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Instalando a última versão do Virtualbox no Linux Mint 18.1</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;pre.cjk { font-family: &quot;NSimSun&quot;,monospace; }p { margin-bottom: 0.25cm; line-height: 120%; }tt.cjk { font-family: &quot;NSimSun&quot;,monospace; }a:link {  }&lt;/style&gt;


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&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;INSTALANDO A
ÚLTIMA VERSÃO DO VIRTUALBOX NO LINUX MINT SERENA E RECEBENDO
ATUALIZAÇÕES&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
Anteriormente eu fiz um tutorial ensinando como instalar o Virtualbox
que está disponível nos repositórios do nosso Linux Mint Serena,
hoje vou ensinar como instalar a última versão que está disponível
na página oficial do Virtualbox na internet.&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
Para instalar a última versão do Virtualbox na sua máquina a
primeira coisa que você tem que fazer é achar a última versão do
Virtualbox obviamente, para isso vamos recorrer ao bom e velho
google, digitando em sua caixa de pesquisa “Virtualbox”, quando
aparecer os resultados você vai clicar em “&lt;b&gt;Oracle VM
VirtuaBox&lt;/b&gt;”, esse link o levará à página oficial do
Virtualbox no endereço &lt;b&gt;&lt;a href=&quot;https://www.virtualbox.org/&quot;&gt;https://www.virtualbox.org/&lt;/a&gt;.&lt;/b&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;264&quot; name=&quot;Figura1&quot; 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&quot; width=&quot;369&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
Para baixar a última versão você clica no botão que o levará à
página de downloads propriamente dita, atualmente a última versão
disponível é a versão 5.1.&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
Na página de downloads você poderá baixar o pacote disponível
para o sistema operacional que você usa, no nosso caso o Linux.&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;85&quot; name=&quot;Figura2&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;298&quot; /&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;a href=&quot;https://www.blogger.com/null&quot; name=&quot;Debian-basedLinuxdistributions&quot;&gt;&lt;/a&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;Clicando no link referente ao Linux
ele o levará até a pagina de downloads exclusiva para as
distribuições &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;L&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;inux,
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;você poderia baixar
qualquer um dos pacotes de instalação &lt;/span&gt;&lt;b&gt;.deb &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;disponível&lt;/span&gt;&lt;b&gt;
&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;para o seu sistema e instalar,
mas nós vamos aprender a instalar a última versão e ficar recebendo
atualizações, para isso vamos seguir as instruções do site para
“&lt;/span&gt;&lt;b&gt;Debian-based Linux distributions&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;”
&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;realizar
o passo a passo. Para isso devemos adicionar o repositório da Oracle
na lista de repositórios do &lt;/span&gt;&lt;b&gt;apt&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
assim como também devemos adicionar as chaves de autenticação
desses pacotes, isso tudo deve ser feito pelo terminal do seu Linux,
então mãos à obra.&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
Para adicionar o repositório na lista do &lt;b&gt;apt &lt;/b&gt;&lt;span style=&quot;font-size: small;&quot;&gt;nós vamo&lt;/span&gt;s
utilizar um editor de texto no terminal chamado &lt;b&gt;nano&lt;/b&gt;, para
isso abra seu terminal e digite.&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }tt.cjk { font-family: &quot;NSimSun&quot;,monospace; }a:link {  }&lt;/style&gt;


&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }tt.cjk { font-family: &quot;NSimSun&quot;,monospace; }a:link {  }&lt;/style&gt;


&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }tt.cjk { font-family: &quot;NSimSun&quot;,monospace; }a:link {  }&lt;/style&gt;


&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }tt.cjk { font-family: &quot;NSimSun&quot;,monospace; }a:link {  }&lt;/style&gt;


&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }tt.cjk { font-family: &quot;NSimSun&quot;,monospace; }a:link {  }&lt;/style&gt;


&lt;/div&gt;
&lt;b&gt;sudo nano /etc/apt/sources.list&lt;/b&gt;&lt;br /&gt;
O comando acima vai chamar o editor &lt;b&gt;nano&lt;/b&gt; como administrador com o comando &lt;b&gt;sudo&lt;/b&gt; (por isso você vai ter que fornecer sua senha), o editor abrirá o arquivo &lt;b&gt;sources.list&lt;/b&gt; em modo de edição, esse arquivo se encontra na pasta &lt;b&gt;/etc/apt.&lt;/b&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;
&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: large;&quot;&gt;&lt;tt class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Uma
vez aberto o arquivo, você v&lt;/span&gt;&lt;/span&gt;&lt;/tt&gt;&lt;tt class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;olta
ao&lt;/span&gt;&lt;/span&gt;&lt;/tt&gt;&lt;tt class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
site e copia a linha que contém o endereço do repositório da
Oracle…&lt;/span&gt;&lt;/span&gt;&lt;/tt&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;&lt;tt class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;deb http://download.virtualbox.org/virtualbox/debian xenial contrib&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/tt&gt;&amp;nbsp;&lt;/pre&gt;
Cola essa linha de comando logo abaixo da linha que já está no arquivo, se for necessário substitua a palavra “&lt;b&gt;xenial&lt;/b&gt;” pela referente ao seu sistema, para saber qual palavra usar, uma dica é observar a palavra já existente na linha que já está no arquivo, mas a maneira correta de saber disso é rodar o seguinte comando.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;cat /etc/*-release&lt;/b&gt;&amp;nbsp;&lt;/div&gt;
Esse comando dará entre outros resultados este “&lt;b&gt;UBUNTU_CODENAME=xenial&lt;/b&gt;” isso significa que a minha release é “&lt;b&gt;xenial&lt;/b&gt;”, então no meu caso eu não precisei mudar nada, mas você muda conforme o resultado do comando acima. Com a linha já inserida no arquivo você pode salvá-lo pressionado simultaneamente as teclas “&lt;b&gt;ctrl + o&lt;/b&gt;”, (essa é a letra “o” não é o zero), depois pressiona “&lt;b&gt;enter&lt;/b&gt;” e em seguida “&lt;b&gt;ctrl +x&lt;/b&gt;” para fechar o &lt;b&gt;nano&lt;/b&gt;.
Agora é a hora de baixar e instalar as chaves de autenticação, para isso volte à página do Virtualbox e copie a seguinte linha e cole no terminal (Para colar no terminal use (&lt;b&gt;ctrl +shift+v&lt;/b&gt;), teclando “&lt;b&gt;enter&lt;/b&gt;” em seguida.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;&lt;/pre&gt;
&lt;b&gt;wget -q https://www.virtualbox.org/download/oracle_vbox_2016.asc -O- | sudo apt-key add -&lt;/b&gt;
&lt;br /&gt;
&lt;pre class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;&lt;tt class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&amp;nbsp;&lt;/span&gt;&lt;/span&gt;&lt;/span&gt;&lt;/tt&gt;&lt;/pre&gt;
&lt;div class=&quot;western&quot; style=&quot;margin-bottom: 0.3cm;&quot;&gt;
Em seguida copie a outra linha e cole novamente no terminal e tecle “&lt;b&gt;enter&lt;/b&gt;”. &lt;tt class=&quot;western&quot;&gt;&lt;span style=&quot;font-family: &amp;quot;liberation&amp;quot; serif , serif;&quot;&gt;&lt;span style=&quot;font-size: small;&quot;&gt;&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/span&gt;&lt;/span&gt;&lt;/tt&gt;&lt;/div&gt;
&lt;b&gt;wget -q https://www.virtualbox.org/download/oracle_vbox.asc -O- | sudo apt-key add -&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Depois disso é só atualizar a lista do apt com o comando.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;sudo apt-get update&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Quando o processo terminar podemos instalar o Virtualbox com o comando…&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;sudo apt-get install virtualbox-5.1&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Pronto, o Virtualbox está instalado e receberá as atualizações pelo seu gerenciador de atualizações.
Para que o seu Virtualbox funcione legal você terá que baixar e instalar o pacote de extensões referentes a sua versão, para isso, volte à página do Virtualbox, vá no link “&lt;b&gt;Donwloads&lt;/b&gt;” do lado esquerdo, e procure por essa linha que fica logo abaixo dos links que leva você às diversas opções de downloads.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
“&lt;b&gt;VirtualBox 5.1.16 Oracle VM VirtualBox Extension Pack &lt;a href=&quot;http://download.virtualbox.org/virtualbox/5.1.16/Oracle_VM_VirtualBox_Extension_Pack-5.1.16-113841.vbox-extpack&quot;&gt; All supported platforms&lt;/a&gt;&lt;/b&gt;”&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Clique em “&lt;b&gt;&lt;a href=&quot;http://download.virtualbox.org/virtualbox/5.1.16/Oracle_VM_VirtualBox_Extension_Pack-5.1.16-113841.vbox-extpack&quot;&gt;All supported platforms&lt;/a&gt;&lt;/b&gt;” e salve o arquivo na pasta que você quiser, depois abra o seu Virtualbox e vá em &lt;b&gt;Arquivo&lt;/b&gt; &amp;gt;&amp;gt; &lt;b&gt;Preferências&lt;/b&gt; e na janela que abrir vá em &lt;b&gt;Extensões&lt;/b&gt;, clique no botão para acrescentar o pacote, na janelinha que abrir, procure ele na pasta que você o salvou e clique em &lt;b&gt;abrir&lt;/b&gt;, ele vai dar um aviso, clique em &lt;b&gt;ok&lt;/b&gt;, depois vai aparecer uma janela com um termo de licença, você lê e concorda e logo depois a instalação está completa, agora é só aproveitar o seu Virtualbox.&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;br /&gt;
Qualquer dúvida eu fiz um tutorial em vídeo que você pode ver seguindo o link abaixo.&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&amp;nbsp;&lt;a href=&quot;https://www.youtube.com/watch?v=wQn10Gqjflc&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=wQn10Gqjflc&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Para aprender como configurar uma máquina virtual você pode ver o outro tutorial no link:&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=fE30bl9ulyY&amp;amp;t=1559s&quot;&gt;https://www.youtube.com/watch?v=fE30bl9ulyY&amp;amp;t=1559s&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;text-align: justify;&quot;&gt;
Se você gostou desse tutorial por favor compartilhe com seus amigos e familiares, deixe um comentário, uma crítica ou um elogio que ninguém é de ferro.&lt;/div&gt;
&lt;div style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/8705703586402521636/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/03/instalando-ultima-versao-do-virtualbox.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/8705703586402521636'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/8705703586402521636'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/03/instalando-ultima-versao-do-virtualbox.html' title='Instalando a última versão do Virtualbox no Linux Mint 18.1'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-5612617280875014533</id><published>2017-03-04T11:09:00.000-03:00</published><updated>2019-02-18T10:55:59.278-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Instalando o Virtualbox no Lunix Mint</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
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Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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Banco:
Caixa Econômica Federal&lt;/div&gt;
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Agência:
0051 – Caruaru-PE&lt;/div&gt;
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Operação:
013 – Conta poupança 
&lt;/div&gt;
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Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;  &lt;b&gt;INSTALANDO O VIRTUALBOX NO LINUX MINT SERENA&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O Virtualbox é um programa que lhe oferece a oportunidade de rodar
um outro sistema operacional dentro do seu sistema, o virtualbox está
disponível tanto para Windows quanto para Linux, nesse tutorial nós
iremos aprender a instalar o Virtualbox no Linux Mint Serena.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Com o Virtualbox você pode rodar o Windows dentro do seu Linux Mint
ou Ubuntu, pode rodar uma distribuição Linux qualquer dentro do seu
Windows, o Virtualbox é uma ferramenta importante para testar
sistemas operacionais, oferecer suporte a equipamentos que não têm
suporte no seu sistema e etc.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Nesse tutorial vamos aprender a instalar o Virtualbox pelo modo
gráfico do Linux Mint e também pelo terminal, eu vou dar
preferência ao terminal, mas como tem gente que não se entende bem
com o terminal eu ensinarei as duas maneiras.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para instalar pelo modo gráfico no Mint vá em Menu &amp;gt;&amp;gt;
Gerenciador de aplicativos, você vai precisar fornecer sua senha,
quando o gerenciador abrir digite na caixa de pesquisa “&lt;b&gt;virtualbox&lt;/b&gt;”,
espere o resultado da pesquisa e quando aparecer dê dois cliques em
“&lt;b&gt;Virtualbox&lt;/b&gt;” que vai abrir uma janelinha com as
informações de pacotes, clique no botão “&lt;b&gt;Instalar&lt;/b&gt;” que
o sistema instalará o programa e todas os pacotes dos quais depende
o funcionamento do Virtualbox.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para instalar pelo terminal, primeiro atualize a lista de
repositórios com o comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo apt-get update&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Depois que o terminar o processo de atualização você já pode
instalar o Virtualbox digitando o comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo apt-get install virtualbox&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O sistema vai lhe informar os pacotes que serão instalados, vai
sugerir alguns pacotes e vai recomendar que você instale um pacote
chamado “&lt;b&gt;virtualbox-qt&lt;/b&gt;”, por fim lhe perguntará se você
deseja continuar a instalação, você tecla &lt;b&gt;enter&lt;/b&gt; e a
instalação prossegue. Agora você vai instalar o pacote
recomendado, esse pacote instala a interface gráfica do virtual box,
portanto é recomendado que você o instale digitando o comando.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo apt-get install virtualbox-qt&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Nem é preciso lembrar que depois que você digitar cada comando tem
que teclar &lt;b&gt;enter&lt;/b&gt; para o comando funcionar.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se você quiser instalar os pacotes sugeridos, você vai na linha que
foi sugerido, seleciona a mesma e a copia, no terminal você digita.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;sudo
apt-get install “pacote1;pacote2;pacote3;…;pacoten”&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Onde “&lt;b&gt;pacote&lt;/b&gt;” você substitui pelo nome do pacote, sempre
separando com ponto e vírgula e sem espaços.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Quanto a criação da máquina virtual e suas configurações você
pode ver o vídeo que eu fiz a respeito seguindo o link abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=fE30bl9ulyY&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=fE30bl9ulyY&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Esse tutorial ensina a instalar a versão disponível nos
repositórios do Linux Mint que é sempre a versão mais estável e
por isso é diferente da última versão disponível no site oficial
do Virtualbox, para instalar a versão do site eu farei depois um
tutorial que ensinará a fazer isso.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Espero que seja útil.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Deixe um comentário, uma crítica ou um elogio, você também pode compartilhar com seus amigos.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Obrigado pela visita ao blog e volte sempre. &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/5612617280875014533/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/03/p-margin-bottom-0.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5612617280875014533'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/5612617280875014533'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/03/p-margin-bottom-0.html' title='Instalando o Virtualbox no Lunix Mint'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-4741967331661091515</id><published>2017-03-01T18:46:00.001-03:00</published><updated>2019-02-18T10:53:59.141-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Matemática Fundamental"/><title type='text'>Adição e subtração de frações com denominadores diferentes</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
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&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;br /&gt;
&amp;nbsp;&amp;nbsp;  &lt;b&gt;OPERAÇÕES COM
FRAÇÕES – ADIÇÃO E SUBTRAÇÃO&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&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;                    
                     &lt;b&gt;Frações com denominadores diferentes&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Dando continuidade as nossas aulas sobre operações com frações,
vamos falar sobre adição de frações com denominadores diferentes,
para isso vamos imaginar a seguinte situação.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Digamos que uma dona de casa resolva fazer um bolo, ela utiliza para
isso uma receita de bolo que diz que ela deve utilizar 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto1&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
de
um pote de margarina para preparar a massa do bolo e 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto2&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
desse
mesmo pote de margarina para preparar a cobertura do bolo. Qual a
quantidade total de margarina necessária para a dona de casa fazer o
bolo?&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
A quantidade total de margarina necessária para a dona de casa
preparar o bolo será a soma das frações que representam as partes
de margarina que será usada na massa mais a margarina que será
usada na cobertura, montamos a soma das frações…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto3&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;116&quot; /&gt;
,
essas frações representam partes de tamanhos diferentes, pois seus
denominadores são diferentes, 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto4&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
representa
uma parte de um inteiro que foi dividido em três partes iguais,
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto5&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
representa
uma parte de um inteiro que foi dividido apenas em duas partes,
portanto as duas frações representam partes de tamanhos diferentes
conforme mostra a figura abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img align=&quot;middle&quot; src=&quot;data:image/png;base64,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&quot; /&gt;

  - 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto6&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img align=&quot;middle&quot; src=&quot;data:image/png;base64,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&quot; /&gt;

 -  
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto7&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Por esse motivo não podemos expressar o resultado da soma em nenhum
desses denominadores.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Então a pergunta é, como somar frações que têm os denominadores
diferentes?&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Aprendemos anteriormente a somar frações que tinham todos os
denominadores iguais, mas o que fazer para somar frações com
denominadores diferentes? Devemos deixar as frações com todos os
denominadores iguais!&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
A única maneira de somar ou subtrair frações é quando elas têm
todos os denominadores iguais, por isso temos que deixar as frações
da nossa soma com os denominadores iguais, como fazemos isso?&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
A única maneira de deixar as frações com os denominadores iguais é
achar frações equivalentes às da nossa adição que tenham os seus
denominadores iguais, vou falar aqui de duas maneiras de fazer isso,
a primeira maneira é a manual, ou seja, temos que achar as frações
equivalentes uma a uma, esse método serve quando temos poucas
frações envolvidas na adição ou na subtração, duas ou três no
máximo, a segunda é o método do m.m.c. (Mínimo Múltiplo Comum),
o qual ensinaremos logo após o primeiro.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para reduzir as frações da nossa adição a um denominador comum,
devemos achar as frações equivalentes às frações da adição do
nosso exemplo 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto8&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;116&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para achar uma fração equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto9&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
devemos
multiplicá-la ou dividi-la por um número inteiro qualquer maior que
1, ou melhor dizendo, devemos multiplicar ou dividir simultaneamente
o seu numerador e o seu denominador por um número inteiro qualquer
maior que 1, para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto10&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
,
vamos multiplicar simultaneamente seu denominador e seu numerador por
2 para assim achar uma fração equivalente a ela.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto11&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;96&quot; /&gt;

&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto12&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;173&quot; /&gt;

&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto13&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;58&quot; /&gt;
,
ou seja, 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto14&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;

é equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto15&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora temos que achar uma fração equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto21&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAAmCAIAAACphTeFAAABg0lEQVR4nGP5//8/A1mAhTxttND5+9WR6cU50zkmn5lty02szn/vT86s695+/9GBi6+CSLOTQzm8Z3XKk36jra2kuZaJU0QI6Fx8mnDZSSQY1Um6zt+PN0+YsvPa9QO3GN69q0/LNFCzTC6J08ZISZg6WWV9Szt9gYz59HPtUNLJyMiIXwO89KGencQXaFQMoR+XOoKjZt9jkxDl+vHmPY9N/oSeFEM+JiJ0/n5940/itovF6mzAEmlflrazy1e5O0s8BDECDkMnh1pcmaoiG4jJJGgW7sA3c8/6G989LLkI6mSVdXJG8P79/c/AxsWKLabwhtDvF+evfhZx9VfnJFHnl7NTpz1366y34cUmi1Pn31fbStMOB6zckSCPXQ120b+vdpaH9gr07WhxEcESIbh0/n68Nj9hhXr/hjwjXjyJGF3n70dLYp1aWXKblZ4d3PoMLMQsoGVnrcSNbgi6zu/XVm64e+NnQehShJhG242LlepsBHTyeWz+QVyaHwxlAvEAALn1hFv2Xb84AAAAAElFTkSuQmCC&quot; width=&quot;19&quot; /&gt;

que tenha o denominador igual a 6, podemos multiplicar
simultaneamente o numerador e o denominador de 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto22&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;

por 3 para acharmos uma fração equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto23&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;

que tenha denominador igual a 6.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto16&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;96&quot; /&gt;

&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto17&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;174&quot; /&gt;

&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto18&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;58&quot; /&gt;
,
ou seja, 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto19&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;

é equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto20&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos agora montar a nossa adição de frações com as frações
equivalentes de denominadores iguais.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto24&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;173&quot; /&gt;
,
essas adições são equivalentes, o simbolo &lt;b&gt;
&lt;img height=&quot;10&quot; hspace=&quot;8&quot; name=&quot;Objeto25&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;26&quot; /&gt;
&lt;/b&gt;quer
dizer equivalente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora podemos efetuar a soma das frações, pois elas agora têm os
denominadores iguais, para somar essas frações, somamos os seus
numeradores e repetimos o denominador.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;49&quot; hspace=&quot;8&quot; name=&quot;Objeto26&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;209&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Respondendo a pergunta inicial, a dona de casa terá que usar um
total de 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto27&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABMAAAAmCAIAAACphTeFAAACSklEQVR4nGP5//8/A1mAhTxt1NX57/l8S6mkUwgBvoh9T5c78hBjJyOfTf2aagtuKI9DxoCTKDuBgFXMxMXDg59U1xINsOn8cqI+3Hf6/y8f3v8WMgrKr81xkWYjQieTRMyuO9HsnKyMDP+/3V6eautqeefglal2fIwE7WRk4YCGCCOXanBFat2yiVNPd9k5o4cuAX+yCEjzM3x+9ubHfwYeNEvRdf5/s6tljUxZhhY7mPvnw9OPDILaEpzobsViJ+OH46vuPE/RUgDK/Ht7aPqihyopy024sTgHXSOngsH/OhfDpQqSHD/fvvqpmLTpQJUpFo2YdnKZte2/0YZFJUGdRIOhrZORETPmUAC89KGencQXaFQOod9Pt7XmtWx9ycb178Ozt2Kp6zaXabMT1vn/w4Eih/ibRUcOZ6pzMPy+MzFsyse/xNj5++68gpm/E08mArUBAatK/rp+Bmzhja7z77OdSy5yWvSpcsCFcMQTus4fD04+YGCV2tkU33fm9pPHrxjUg6onNoUqcxDU+ffb+28MrKKmKRPbuviYvt+Y5mkY5st9+Xy9DnoQoetkYudmZ+CQUJXjYwbyONUjcq3yQ1Zte1Slo8qKXyebpI4Ew7b7b/9A/cguKMrFcOfVZ2DoEtIp7+oqWbvr8MNfTtqgQvbPl/ffGcRURdG0YdHJwGVUWGWzoL1/f84sd2GGt0dXnGN37PCUZCask4FVOXP91i9ZFZ7OE4X/v3rNl71uebwclqSGLfUxi9hXrDpegUWGkE7iwEDoBABxGsAJOAM0eQAAAABJRU5ErkJggg==&quot; width=&quot;19&quot; /&gt;

de um pote de margarina para preparar o seu bolo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;Para
somar frações que têm os denominadores diferentes, a primeira
coisa a fazer é igualar esses denominadores, (reduzir as frações a
um mesmo denominador), feito isso, basta somar os numeradores das
frações e repetir o denominador.&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para subtrair frações de denominadores diferentes o procedimento é
o mesmo, vejamos…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Seja a subtração de frações 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto28&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;120&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos ver que as frações têm denominadores diferentes, para
efetuar a subtração, devemos achar frações equivalentes a elas
que tenham o mesmo denominador, ou seja, devemos reduzir as frações
a um denominador comum.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para achar uma fração equivalente a primeira fração basta
multiplicar simultaneamente seu numerador e seu denominador por 3.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto29&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;96&quot; /&gt;
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto30&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;185&quot; /&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto31&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;69&quot; /&gt;
,
ou seja,&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto32&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
é
equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto33&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Devemos achar uma fração equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto34&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
que
tenha um denominador igual a 24, para isso, multiplicamos
simultaneamente o numerador e o denominador de 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto35&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
por
8.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto36&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;96&quot; /&gt;
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto37&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;185&quot; /&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto38&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;68&quot; /&gt;
,
ou seja,&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto39&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
é
equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto40&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora basta montar a subtração com as frações equivalentes que
têm o mesmo denominador.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto41&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;200&quot; /&gt;
,
essas subtrações são equivalentes, o simbolo &lt;b&gt;
&lt;img height=&quot;10&quot; hspace=&quot;8&quot; name=&quot;Objeto42&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABoAAAAKCAIAAAAl/tkCAAABSElEQVR4nGP5//8/A/UACy6Jfx/PL+pax5tRFyzLiiT8686i+iVsMSXh2jyMxBr379O5qfG+RUf0unYLoilgEVXn2eeqv2DD1E2z0/R40Y3ENO7nvRVZHtHzbv9jYHhWZMhbBBNnZGQEYRDFwMiwMsP48sVVOyYEyrLhMe7nremBlqUv4jc97fSWYmXADX7cWZrlFWUWM/fUsihZhCFoxv35+PD+N1E7F1NxfGYBAYeCg6epwIqbj778RTYEzThu08bNky6bhXgJLZ8aIoMznhh+3l2QErvbet6ZYk12ZHEMHewqKSv3vPOwCrDoEFLWkuTAjL9/355cv/+Ry7HvxKIoOTRPYHEAI49R6daDf7zdJ4qUbV0TL4+q5OftqT5mNfKdezcW6HJh2IXdP0z85lW7Tuksvf7/H4bb/goHLzob76PEiS3dAQDX6XCWT83ZLgAAAABJRU5ErkJggg==&quot; width=&quot;26&quot; /&gt;
&lt;/b&gt;quer
dizer equivalente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora podemos efetuar a operação já que as frações têm os
denominadores iguais, para efetuar essa subtração basta subtrair os
numeradores e repetir o denominador.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;49&quot; hspace=&quot;8&quot; name=&quot;Objeto43&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;236&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;Para
subtrair frações de denominadores diferentes, primeiro reduzimos as
frações a um denominador comum e quando as frações estiverem com
o mesmo denominador, subtraímos os numeradores e repetimos o
denominador.&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Achar frações equivalentes dessa forma é viável quando temos
poucas frações envolvidas na adição ou na subtração, quando
temos muitas frações envolvidas na operações fica difícil achar
frações equivalentes uma a uma. 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Quando temos por exemplo uma adição de frações como esta.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto44&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;213&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos ver que todas as frações têm denominadores diferentes,
sabemos que para realizar essa adição temos que reduzir todas as
frações a um mesmo denominador achando frações equivalentes a
cada uma delas que tenham os denominadores iguais, fazer isso uma a
uma daria muito trabalho e talvez não conseguíssemos, então qual a
saída?&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Um fato que vai nos auxiliar na tarefa de reduzir todas as frações
a um denominador comum, é saber que o denominador comum a duas ou
mais frações pode ser dado pelo menor múltiplo comum a todos os
denominadores, ou seja, o m.m.c. (Mínimo Múltiplo Comum) a todos os
denominadores das frações envolvidas na adição ou na subtração.
Para achar esse m.m.c. decompomos todos os denominadores
simultaneamente em fatores primos, esse m.m.c. será o nosso
denominador comum.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Achando o m.m.c. dos denominadores &lt;b&gt;4, 6, 3, e 8.&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;4,
6, 3, 8&lt;/b&gt;&amp;nbsp;   &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;2&lt;/span&gt;  -&lt;span style=&quot;color: red;&quot;&gt; &lt;/span&gt;&lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;Começamos dividindo por dois, quem não
for divisível por dois é &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;2,
3, 3, 4&lt;/span&gt;&amp;nbsp;   &lt;span style=&quot;color: red;&quot;&gt;2&lt;/span&gt;  - &lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;repetido e quem 
&lt;span style=&quot;font-weight: normal;&quot;&gt;obtiver
quociente igual a um, não divide mais.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1,
3, 3, 2&lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&amp;nbsp;   2&lt;/span&gt; &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1,
3, 3, 1&lt;/span&gt;&amp;nbsp; &lt;span style=&quot;color: red;&quot;&gt;  3&lt;/span&gt;        &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;- &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora
dividimos por três seguindo as regras anteriores&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1, 1, 1, 1&lt;/span&gt;&amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: cyan;&quot;&gt; &lt;span style=&quot;color: blue;&quot;&gt;24&lt;/span&gt;&lt;/span&gt;&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;-&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;color: orange;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;/span&gt;&lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;color: orange;&quot;&gt;Quando
tivermos uma linha de números “1” acabou a multiplicação&lt;/span&gt;.&lt;/span&gt;&lt;/div&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora&lt;/span&gt; multiplicamos&amp;nbsp; os fatores em vermelho (&lt;span style=&quot;color: red;&quot;&gt;2, 2, 2, 3&lt;/span&gt;) para achar o m.m.c. que será o nosso denominador comum que é 24.&lt;/span&gt;&lt;br /&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&amp;nbsp;&lt;/span&gt;O nosso denominador comum é 24, para acharmos frações equivalentes
de denominador igual a 24 temos que fazer o seguinte, dividimos 24
por cada denominador das frações, o quociente que acharmos
multiplicamos por cada numerador da fração correspondente, para a
fração 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto45&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAABQAAAAmCAIAAABLWSz8AAABXElEQVR4nGP5//8/A7mAhWydtNP8+9WR6cU50zkmn5lty02C5n/vT86s695+/9GBi6+CSLaZQzm8Z3XKk36jra149GLXzMQpIgR0Nz59eGwmEoxqpobm3483T5iy89r1A7cY3r2rT8s0ULNMLonTxkhnWDWzyvqWdvoCGfPJsJlYMEw0MzIyEtQDL7moajNJ5SEtA+zfm23JusGPZr7Y68dPoua/T1dnJS548dOJdJt/35uXv0Au1ZihDZcKnJp/XJucv81x4jSxlF6cxmPX/P/rmY7C06GzF6uxb8DtNKya/384WFf+OHNZrRwLwzs8erFo/vd6a3nzn8rVfuLM+DRi1/z+QNesfYdnCU9CEvMXYDSY8uB0tjyqckzNAq7zzp/5+BfK+7gn2bmCpffAHG9tSQy1mJqZBVQMjOG8d/f5GBhZVQwM1ElNJIQAIc1CIYf+/yNXM0U2004zAHmJdKVU3ytaAAAAAElFTkSuQmCC&quot; width=&quot;20&quot; /&gt;
fazemos.
&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto46&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;56&quot; /&gt;
que
é o denominador de 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto47&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;20&quot; /&gt;
,
o quociente dessa divisão é 6, agora multiplicamos esse quociente
pelo numerador de 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto48&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;20&quot; /&gt;

que é 1 assim 
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto49&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;187&quot; /&gt;
dessa
forma achamos uma fração equivalente a 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto50&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;20&quot; /&gt;
que
tem o denominador igual a 24, essa fração é 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto51&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
,
fazemos isso para cada uma das frações.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto52&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;20&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto53&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;187&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto54&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto55&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto56&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;189&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto57&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto58&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto59&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;196&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto60&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto61&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto62&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;196&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto63&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Veja que reduzindo as frações a um denominador comum pelo m.m.c.
achamos frações equivalentes às que tínhamos com o mesmo
denominador de uma forma fácil.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos agora montar a nossa adição com as frações equivalentes e
realizar a soma já que elas têm os denominadores iguais.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;49&quot; hspace=&quot;8&quot; name=&quot;Objeto64&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;425&quot; /&gt;
,
essa fração não pode ser simplificada pois não temos um número
inteiro que possamos dividir por 41 e por 24 simultaneamente.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para a subtração o procedimento é o mesmo, vejamos o exemplo:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto65&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;231&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
1º – Reduzimos as frações a um denominador comum.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;
&lt;b&gt;2&lt;/b&gt;&lt;b&gt;,
&lt;/b&gt;&lt;b&gt;4&lt;/b&gt;&lt;b&gt;, &lt;/b&gt;&lt;b&gt;9&lt;/b&gt;&lt;b&gt;, &lt;/b&gt;&lt;b&gt;1&lt;/b&gt;&lt;b&gt;8&lt;/b&gt;&amp;nbsp; &lt;b&gt;&lt;span style=&quot;color: red;&quot;&gt;2&lt;/span&gt;  -
&lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;Começamos dividindo por dois, quem não for divisível por dois
é &lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1,
2, 9, 9&amp;nbsp;&lt;/span&gt;&amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;   2&lt;/span&gt;  - &lt;/b&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;repetido e quem 

obtiver
quociente igual a um, não divide mais.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1,
1, 9, 9&lt;/span&gt; &amp;nbsp;&lt;span style=&quot;color: red;&quot;&gt;  3&lt;/span&gt; &lt;/b&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1,
1, 3, 3&lt;/span&gt; &amp;nbsp;  &lt;span style=&quot;color: red;&quot;&gt;3&lt;/span&gt;        &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;- &lt;/span&gt;&lt;span style=&quot;color: red;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora
dividimos por três seguindo as regras anteriores&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&lt;span style=&quot;color: orange;&quot;&gt;1,
1, 1, 1&lt;/span&gt; &amp;nbsp;&amp;nbsp;&lt;span style=&quot;color: blue;&quot;&gt;   36&lt;/span&gt;&amp;nbsp; &lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;- &lt;/span&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;&lt;span style=&quot;color: orange;&quot;&gt;Quando
tivermos uma linha de números “1” acabou a multiplicação.&lt;/span&gt;&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;color: blue;&quot;&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;Agora&lt;/span&gt; multiplicamos&amp;nbsp; os fatores em vermelho (&lt;span style=&quot;color: red;&quot;&gt;2, 2, 3, 3&lt;/span&gt;) para achar o m.m.c. que será o nosso denominador comum que é 36.
&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
2º – Dividimos o denominador comum 36 pelo denominador de cada
fração e multiplicamos o quociente pelo numerador da respectiva
fração achando as frações equivalentes de denominador comum.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto69&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto70&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;215&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto71&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto72&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;20&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto73&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;196&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto74&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto75&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;19&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto76&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;197&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto77&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto66&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
fazemos
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto67&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAM0AAAAWCAIAAADsJ4/SAAALN0lEQVR4nO1ZeyCUWR9+Z4Yxg0Hu1p2NtiKSa8mlLZFBSyKqlVLZbLW1QlIzhlyq7YtiI9ks0T2y+kruRKXURkLERikqjDHGzLzfO4gZzYyZofaPz/MPc35nznnOOc/5neecEQJBEJjBDL4whP5tAjP4v8CMzmbwNTCjsxl8DUzQGflJrLdvQmFt+yBKQoQ2KKRsstofR9i+WBYxVgUk1mXi9x1Or3xDBSgkqpia+Y6MK8ELUFNhQe+rzTyw9dcSx4LKIF3keDnY/yzz0K+HM6q6ECLUviE5M6+QY+HrvhODCdZN/33C+h2pJU87hlBiCCoNo2O7Pigy5AcdUQHbmwZMNyWw+8JS2bVlbCKGp1rvb1dDsInwBk5rxNJ7b9lOPcsMm5LWVEsxlsgEnVFeFZXB/W60/GKmgITRussJdlYBS8rePbqPM0APN0R8EG5rGSMclFN92UYRSe+vT3Kyv/NuCAAE1RlEPyts+84Tpe/owJxVLCFa55WNFuuuzY6sag4ywoAfyg9aLfG2eCX6PHO1PFyArkByS34pwu/Gy91mcsLgYFv2LhsXN6NHqXXXN6r+S3n9S1CCiSktc1quLDzeCakx+yrRw1ZJUJFxWSNmgMR74T/GtQHSbGKfDQY918NtESQy6F+EzOKdeMeYVdeTU54GnTBGM9JdtNfBGpOkpv02ioxvwsV03KOiVOREBBwAMPTyYkTSS9PY8lunLb5PYY3R3uTGXv4It967ZSEGogObZREQbBmx7mLMjd+cNykLIjTG6DzdF8kxlgAmoobFEayT1v1FSK73wM0XeAhTxeSUaF13r9dpOi1VZK88csvt20RTRz2J0RSInvfTf1L3zxlLObT2c/ZFpJ83zBZm+/VJwW2NmEF6FLXl9FsOwQnUJRwuFTgwfRaRVZUCgL7OXhrjU2/F0VMNwlYE5/G9Bp9lvJazwoEP1x00XW5Lbi6sS1oixiYurLE26jj0t7886bMYtfvFOwAQU5BFjU4gTFReSRwA3r7oHgKUBdAFTNr5fDYgOc5dXENXBihqf9JBAf4lnfFCCSS9zI9dfS4vpSTBWWmi1MiNKV62YWB46Uo9iWGtYhbj45ZqM51r5NrE6Cb7REdFwXYm9zUax8CTo34XjWJ20beFv2YT5p6cQVJ7UxcAzF+ixTgWSbVZ/30PaNvoSfJsHsAhYg9ABUhUAR7phBXmqQsBLR2dJBAQZ/RIJ3a09wFCi+YrjO5MkDo4OEnLcCQKOTbBMBEpSeYgfbBvEADE5cQFdy0joDSn49OEvPa4fyfOp6/igRIMs2h/Xg5tJdbKP6X4FLPUyA3JnraHgEMF53/U/JSskMqmJkztge8LIs8i/fJNxZkL+Zy3yTH4LG5r2rxjxbaNduwrcNEZrbfhWti+W3DjsJMbNaB69J7nNVBalOnOw3ttyfqroukjHSFn4Lrnt/i91nIcVkrarUTgd2C4vFN0sIFFBOHI7aXhy7+ht+YQ8OWw+cGHHUfdGbkmWHfhkTaujZikdNz1UWI/Y9Sup3U9ANrRQRctIMVPEJLRRhfaG6TdSMhO9Jkr6DWFMyW4lEXYzRxgJdb6p7NFJ52GpUZ+nuRhewiGKzy/WYejOaa2pOOL5gce12E27lOdt89AaUzcelojusJejtjIoQo7ndFenbHU3HyXCjk0TUd87ulAs+Gjn9b7uhf60/OatmD76W1x6rKIV3mh2B+Clr0Uflb6iw6HK8gUABM3Dr106oGhn51K7EgJxi7x4UFTzOg6iugGXKtwIdG5NIGQ1JHlNFnUtuzUGkDjlwPLZXgSBvlxqKFRRD2NS5U/fQ2ePL6Ue8RJRTAvxIUSi9Til/ee9bDBwfFcRQYddQ+OH+tw+mPCmTnFeZuIoZYz2+LkIkqd5OEgkVMldjpDqPhWDPmClA+t1VcjfFaopvleKjjp8g0AgzMG/63rpjWWI1cKHRdcLPaMc86J5Fr/GMMpvWywHUBbmqf51seOyQ/jNhhK016Vxvs5bzP3FH2QtV592IuIqhmaqwnYOK3zRgi+Zk5gyUFjdsaRDVALCM+oBK5VKP9kB7qsN10XV56xQYNvqU1GaVRq9k5mVmoDreqRk4gMoL/JwZ3HbCs1w7CWT2neJoLaluZ/FB1W5Mq4zVI5VuN8bsKQszTMN8VfbCnUJ/jsdbXJWCY6SxQqJ30YgHbCiNhhGF1zdSCn/m4DETQctuvkmhB9w8OcsudIl+bJLaW+KpN5IvDjncCAK12L/zjqYygDdSessnT379EX1bYGBBVgM+ykpvTmNVAb7+lbYZdeTrCQmMbHM6TiAiNNVMqb9xT+zQJPlOBShu5r50bvLpXwDl2lxX1nU+qTCfcWhqR8gZNmDLT2rIBI2r78dSqTvMJM9kgjomFlKE64VJ7fTF4xW1sbA1R3tzBd9+AoSYaRoJCGoIllzA7KILIBjJyGEQCDL26V9wAKejqSYwkcIaO/UAG4V37rxaCdEUpgPws5G0+Hk6onS5PWqvKRdOjE5nv3molcjhvKy4yfAx6tvnw3gN+15ZHSQH2i+7IY6eNVBa93rrHeIVwcj+Xw2AFt0+Kokx9WZ2LZmKzpugfQ3lzdue+Fc5IFpbmhgVFAbeskQ+dQT1tjQ5PcN1rK4mNNsLIkN9+pRC61ZnEXdCo0szCGhtBzVurDLlRW1veC+nIjW45O7hmAxKWoKCborZkjQCoFskJwITjT5oZBH6HRUGjDkySInwX7/45f65z6bULJEQdOS8QB1M7CU4TUliH2UXrv84on7xTc/6w64SDP1/2VV0oMkdngEfiizC06KPrNG3B7R+sdkFdjKzVq2wXcdRn/SnPM57FpuweQnmbebK/td5h/jLX8mrfhNWBJVleJ+5jNZKVIehgbWKdUFjZ3bDtS2iqekgCMsY0mCkAorvRfgSovTi186+auMMyhv/nBPwDcyEmPg8f5kI2d7ZYvsSn/78TFPNqgTxBRXaQJAPefvyKBJugRumBfc+1bAGa2SGU4nfLtZ8He+1GrPW/bZtwJNpPie2MgtX3PFfiyj5HrYmzMW9ekFp/zUucrlfFKaURk8BGRQZ/hkmaheblwB0hqKWykNlATd/hvk/CLbPPqtN0D0Pp7/zzvOjCeGSGHGbg74/3iA4k/6WtYYJgyBCs/ITSs6UJ68YbgZRpQygPJbbcIvoeb0DZxEbZSjN6VXI9H/W64a1fgVfMkV1XhvuqEg9n9Gv4RbsocdjBI6ekeIlP7hvj3K3BFbOhGBYdzuN/KrHGW0giA0p6L219IU/Q5gB25P/HpZ2kdGR7WIQ/1XJUTdvokjJcj5Jfvj/DWnpKLgYsZ7Pmr2mWxAn8pkkdKoyLDFWZtYTL+cEnT/Xm5sFWQ1M6wSo3+Li88hex2xYn9L03Tdg8Qkjdz8TBjKqA2d8bszhj8dvkaT66/byI1HeylEjcZxRPhaCRIHgBk9VceuJ6xB6s1OmSROT/nPpAJ23PATGuPMDhAU7AMy7saZMXx4Xay9zNKc3pIaFZNa1tjdRcAdEU7mudpq2mZb48JXSGPkLFPrMzWCMSv/y4FFBOhE4lCWt/jc6IC7aQFOqRpfW0tJOBj1eW0KtaAnMhm3BR1hlRf4ab+hSiBPVWJ50Vxhal+uhONP0zCJCQ3F+EVdq5hReDcTz9pDDWdxd1S9K+2kOCfERtwXSNeG2HVGWpuQHpZANcvwMTneR+76X2MayWegdTyOpLhxTGM0sAeuoA9NE196QY/A4Onp61pAk+UYJLWx4utOUYljINy8liKhHUCHw8ETp3dKCZZI2YIae16Au5iG5k2OjOYAWfM6GwGXwMzOpvB18D/ALa6+0gW2ZTjAAAAAElFTkSuQmCC&quot; width=&quot;205&quot; /&gt;
e
achamos 
&lt;img height=&quot;38&quot; hspace=&quot;8&quot; name=&quot;Objeto68&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;27&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
3º – Montamos a subtração com as frações equivalentes e
efetuamos a operação porque elas já estão com os denominadores
iguais, subtraindo os numeradores e repetindo o denominador.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;49&quot; hspace=&quot;8&quot; name=&quot;Objeto78&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAcwAAAAxCAIAAADYwg6iAAAR3ElEQVR4nO2dd1wT9//HP9kJQ2YAGbIsIAqKiAKWKi5EBaxYEEetWheVisUiOEAQKqCoP0cdKA9blS+4UHG0WrcgDlpKRRFZIqAgWlkhZN0vAUXQENYnl7t6zz/E3F3yed0773t/Xnf3uU+oCIIAAoJPC4TH4dOU6CRF6yB4DyJo5JFZDLKidcCHqmgBBAQoI/o3Y9e+6i+DPA2J7McS9X/v213htXJaP5qilUCGSDOCTwtB2fGIVLPVsUSFxRgkdcf5E2JX7Mz5vxW2LEWLgQqRaQSfEqJXF6OSzYJSdP6DZ6X4R9lu/uSfA46UHP7W5L9UmP5L+0JA0AmCkqStzzwPmrU/IeU/v7ItJGzP+ceNDJpAqG4/M2zbBl9LpXdXbBFu4YmwgPCknFqEz+8z9OuonZHTzJm9vZ4rqstNXrf4xxtTrmSGWNLfL0caHiWv/3Fj0p1qCkNQx2c7zlq9ZcPMAcq9aU96Ww33ouYsO3jjQQWfqUwRCFUtxswJ+Wn1NAslee1aW5DaW8ttXJJcbzw96KLcupTMHjtHbfLu7Fmxw/5DZpYosgSfDvzCo4e5k4/qUdosE3vb7xzcEmiLz2Rf8TCgNT5OnDHCz7GElHvUV1+ynbDy9AInn/Tp57LOuOsICg/PGT7dueJUzi9eupSOmukMcRFKCVu6fPvNlyJgNbndKmHlybnOM0999tOdohB7VeTf9PBRn892LlN6nPxlz8x3x20h3OI/blIWnS1Z4cimIU2lZwJdp063/+vgw9NzjXpcFmTsWru26+9u+GZHKdD8aI3KUG/DH3/J5gxzUuqpBszRQTQV0rfDAk2PAAuUvQYseu5ZFIHw+ZW0eoftOm2ro6D40KqEcvr4oxumGEh2gGX59eY12yyCf4zP9oy3ZwFuzpYVSa9dfl3npis+VqjmfnHrt5p9H7g1yC3GjtkjFfySY9EJJSM2pV/c5zwu8QOFL85tOvGGPHrlwqGq4u+YpOEcEOoSPfNY3NmtXvMNul9lZbUl2VlrP59hbImtJzH6eUREjU6YeT5qf96MiEEM6LvWFs5fMQv3VUlfpzJorNLKU/lcpyE9C69ckJrDSP3D5MhVG49kvhAAHkeg3M9pWdLJ0MEfy5ZWZBXQt8MCTY8AC5S9Bix67VnQh5N3+Snb24jZftnFXABMRlqrveu4aEZj3fqB+JPH83+yH4zkJaeUAMuljtpvc4Sq7+rRH0QmJz9ab9ezKksz8Y3ZJv7bkJ7w0TrBq8KXACjrar9zLCQlnb4qAFQVvuIDg+5XPlltkTS9/ncGqLUmElnFxFILXCvPqeCBHhZZWc29pzEnftEx+7hA0ZINzz9eS1a3smzYf/elcIiRwsvJW6TlMFJ/f8MYlzhaSFrWCVc9uqghL8HT/fJLPgBdKrLo9+2wQNMjwAJlrwELGJ4FbfiV/xRSTA3bn7mIBE1CACi0Ngc0w2CwPgB3Mh7XITb8v68/BZRxVuzWq7gMfVsDErh+I+eNyE4Pdt7QdAcaU0FxRSUHASoSnaL6ivI6QB02SBf+uCYSQ12t7WtRU12T2EmyVeRa3Joe7Vh8aOCW62OeuEnfgK5nrV6eWcJdZKTY855WpOUwNyd2Vnj28ISCNa56khpKVrbwiYkxZEs9KqUUWfT7dlig6RFggbLXgAUMz4I2/OqCN0oGau1TnmXqaAyulN59Uo9YabakBomlpUkHSFVBNZ/XlFcpzhptlTZvoqvrivPmRV4lD+jBTneyjmds6BDn6KjNl77YMF5f9DQtKjKdNCh04xT5n20Jqh88rAGsKZMs5XjPifdkz+J9JrEZ7uz6Jx1sQlUzUKlNfcEVx11+OrqO1ByuzYj/OZ82Ksrr/RklWcPBt4MTOilFFlt9OyxQ9QiwUIzXgEWnngVlhPXVHLoZq32GMqwXrR63deHpgKBDRrFfDVTlVhX/fel8EU9sVmq5IlHjm0Zx7jBpbdwvia4kzpjGNxyRHDSSVBzWHv/5vt0iN8NNLUtU3fb8GT5CVe5X4QWlZw5mA5Mf1o3Xkltb/OIDS3awo2966pCR+g63oqmokOsq6wRAS+HXxDrIYU5uyu+vgbmrjVqXQiVlN7DVt8NCkR4BFqh4DVh0wbOgDMLnCMhM6gfHBdV4/vF0JHh59FI73bmArms73meGteQyGYlMIoHmjT948Lz5QXQS6e3nCJsaGvkyH00nUVnKzC52i/zSQ35Oi/+esv/PHV/baQrLbu5c5LXEyU/pfsocYxr85loRVp5dHZltFXwj3KGdf4TZnKD0kH88K+yad1/x5gJZn8ikCDiyW0WHDnJYVPM4uwoArVcXImctTDmfUfBGRGEP8Q7aunPlaLaUUEgpshjr22GhOI8ACzS8Biy65lnQhUSmkRHBxzlKVrNbuPfGwr3vXosqEh1Xi9NDrw+FAjSUAKhuV2dEvAbxsaCmodR8ODVkLrcZl1gmlNGs1rSz+cnjVbugEHlzOTjgZPXIX+Ln2WmJ+36a4Rcr9sYe67c4IOSKR5KbOgluc6005u70W5DhdiQ9yrlPu9SC2JywPCXgJ+GqP2Z2/qidSIiQ6RSF53iHOSysfV4r/lPzXDh46b4lO4y1KWUX1npMCxlbQnt08weLj0bZSNvh3vbt2KRTj4BxOvIaWKSrngVdyExVutghdeoEmp5lPQOgz4CB2lSa0gA9AJ6+rOW3rkWaXleKDzkbq5bLTMoj9xQ17oGksKnwYnoN0LWxUGs9u6Jo2Q7VBXfTLxY2udkz4TbXAvdxgt+kXUa7bib4Gn14IEBrTvgidfmqQq8EZ15Rfr5kgaC0kis+KGtKn+QXsPXNDFTen0+KeBwBXVXRM8XIymFxIRT/2997/lcuLSMOLKZGbPI44JW2fX+uf9xHN6ak9yq96tsxSeceAdt06DUwSDc8C6pQNY3VuFV1MmxZM/xn1669AAw3b1tlQKbbjjIBt8tzK3lTNVocCq88uwwA09G26vCrACLgidWRqeS2p4nil+KjnCeUx+kz0vDPTl+vg/1339g8SU+e3xbnQfJv5bkNkwZtab/81Gy7U+DzlOobPq1nZ6KGl7VUHX1VhRZZmTlMVpLUQMD5t1HcYbfIJKlaOhmDtLzb+fWI3YdPDHQtsN3q2zFJ5x4Bw8jyGpijO54FXeg6A9icY6/Fidv2knbTw/iFx1z3hg99u5CTvW/3Q6CzYNUEyfAZhqWvr2lM3Pn0qhArQ4mH4JdeSisGpqt8LOUwvINhNMwUgHuPyzjIcFbLkYrUFeVWAZLjMEPo7SG192K+9Ls0JulyqKMceox2sGxXHv6fd+P7jkJ8Yha8Iun1yHV7vrM1cW57zY7/uqRea4BeB4+2oEJnOaxubq4Ksl4VtxmYRGaqSRKI13wtuSdFVoF9OyxQ9wiwQM1rwKIbngVlSGrWjhoVj6oFbn3aBBJpenHv+Im/AgY7a1JE9Y+OfOcd/9Tc//eYUS13jpk2K+JnHJgWvv7C5D1TdPlPDq+MeqDtl7rCRh7dMlnPY+1c3Um/Rmy9NTrCRZMiPrTORay5KtSbt84D9rgdYUXSjNGr/7TxNti9fN7u98spOuPXRM82h1zjqDqOU2c4tlkgKKqMW5HU1H/8V34fPAfYVPZPrelcY0Xans5y+OrIibako5mZebWILbslm0XcmkZxtujpKX/8PUk7bLHUt8MCXY8ACzS9Biy64VnQhvmZu0PDrscNgWZtBsZR1Afa09e5G2yjqCqTRTQDZ78D99bMHabxLtwU3amJGclr/IOGmnxHFfFVhiw6lhk5tRcPN/KKjqxem5L9tPRJVjUA1bFTnC6Y9zNzWhq3doIORct9T+YZk+DIOQMSEWWGqL6eajYuMi0m2E2zR1+/jLbU60qLOeDNnROH7rR/D5vxbUQPi6zMXeviZzQ9TS8x9rRT63xL+dFZDlP1JvpPYKZfP3i1arqPbvM301B0/xkg23vaSLlhIq3IYqlvhwWaHgEW6HoNWHTDs6COytDZI8rOPOK4O76ffYRm+s3hrG9kvYvE+sx3yyXfLbK26QZ0s1mbk2Z1uJpp4rH+qMd6+bdlGfoICYXTTFea+wCqWWAOEvjxcsGLW+nqPvsNFHp7p/Mc7uu9LWavXWBgcKpTgrcRrS5rd/iZBhP/6OnShEsrsqj37bBA0yOgoFkeXgMWMDyLAugzctm4+MPZDY7OmB+h8WkiKD17Vsc/EfvTyTKsvj93XyssaJ2jWRANaRTquoRdSA0ZJfXpBGk7g3rfDgs0PQIsUPYasIDgWRQCa8j3y34NO1cxwkcfw33BpwpSdy8xY2xYoi7Wzi2l5TBJZeDsLb/N7kIRxHyPQfDpggiamgSy70qS6Ux6t45IMtt97fSYXecr1njoE8mPKZCauwmp5uEbrHtwj0QeqQINIs8IsAo3O9Ry6OZSmdsMT6y4Pa9v98qs9tiV829mPOfpG2H0svanifB1Yd2EtXMtenIbWk6pAgmiyBJgFYZlwKmMqTKf1aaoWWj34LChG7mM7qkqAjlB0Ro6TquH75VfqsBAUUVWTvNcyBtCNoqQlPrZOfVTtAoCHIDtVPmwyEKZgABBOhveD3WeC5Q0A0J286aQpqjoknJ4YHxmDQIZ4DRVWmUryMnKYZ4LNCBkowqm72YQYAlMp8qHRRblTgMKeNQMCNmdAvVuBk6jTdAlsJ0qxI0vAqyC7bsZBBgC26lCFFkCrILtuxkEGALbqUIUWQICAgI5IrXIcnM2zV6w+2pueROzD0PYRDUY/qV/RNTSkdrvx/gg9Q+TI1dtPJL5QgB4HIFyP6dlSSdDByt0jhg8ysajZoBb2fiFCDjKwAy41CLLK7t2i7zobPEPjrp0kvBVepTbqIDPb738617EEFbLp9/fMMYljhaSlnXCVY8uashL8HS//JIPgEK/UTzKxqNm/MrGL0TAUQZmwDu4XMCynjF9mPjTgeRBjJHLI6fETT69P/FByHYHlqTIx84Kzx6eULDGtXkaabKyhU9MjCFb8dOy4lE2HjUD3MrGL0TAUQZewKUW2T6Tjl+Z1OY1Q9tIHYC6ytrm4ey1GfE/59NGRXkZtb6ZrOHgOxne7vUQPMrGo2aAW9n4hQg4ysAMeFdufCGc8oJqAAZ9biZxwpzclN9fA3NXG6lTJ2IIPMrGo2aAW9n4hQg4yvQq4J0WWWFt/qmwVRfJDmG75kqm0hXVPM6uAkDr1YXIWQtTzmcUvBFR2EO8g7buXDmajZ2H3/EoG4+aAW5l4xci4CjT24B3XGSFZQdcTL+9LQCAYjol8ty+YMfm36IW1j6vFf+peS4cvHTfkh3G2pSyC2s9poWMLaE9uvmDhcInj8OjbDxqxq9s/EIEHGUgBbzjIksxXJDBX4Dw/n2alRo9b4LRoQXHr+yaqg9IzT/42t97/lcums0bWkyN2ORxwCtt+/5c/zg7Rd/MxKNsPGoGuJWNX4iAowykgHd2uYBE1zBxmr/zWPFV26h5K71dk8YqaUh+hI7zb6MIgJbH1Eiqlk7GIC3vdn49YsfExGUhPMrGo2aAW9n4hQg4yvQ64F174othMspOJep4+h9F3AmfmZurgqxXxa/4wODtgAUyU00ydozHkcxZiqFvFI+y8agZ4FY2fiECjjK9CLi0IsstupxJ/2K0Ia3NMpFAJJloUfw/ltVEW9LRzMy8WsSW3fJpIm5NIwBMPT1lRU7WgUfZeNQMcCsbvxABRxmoAZdWZDl/bgp+2PdWmHXrFVxeacYDDlB1cDVlAoreRP8JzPTrB69WTfdp+VnJhqL7zwDZ3tNGob+zjEfZeNQMcCsbvxABRxmoAZdWZKksUsHRI9e/Dh1rokIGCLf0YtSCjQUs1x3RY9TFqyl9vbfF7LULDAxOdUrwNqLVZe0OP9Ng4h893UCh40XwKBuPmvErG78QAUcZqAGXVmTpppPc1ffMt99ZT2bREW4j0LaduO50UpCH2duyzrD6/tx9rbCgdY5mQTSkUajrEnYhNWSUgodC41E2HjXjVzZ+IQKOMlADLq3IMq0DjtwKkKmBpDJw9pbfZm/p9c5ABI+y8agZ4FY2fiECjjJQA07MJ0tAQEAgR4giS0BAQCBHiCJLQEBAIEf+Hz07SEVGyb46AAAAAElFTkSuQmCC&quot; width=&quot;460&quot; /&gt;

Que podemos simplificar dividindo numerador e denominador
simultaneamente por 2.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto79&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;87&quot; /&gt;

&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto80&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;214&quot; /&gt;

&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto81&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;79&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Então podemos dizer que a diferença da subtração de frações que
realizamos é 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto82&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;32&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se quiser ver essa aula em vídeo basta seguir o link abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=6EpEgVWx_UI&amp;amp;feature=youtu.be&quot;&gt;https://www.youtube.com/watch?v=6EpEgVWx_UI&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se gostou compartilha, da um like ou deixa um comentário.&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/4741967331661091515/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/03/adicap-e-subtracao-de-fracoes-com.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/4741967331661091515'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/4741967331661091515'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/03/adicap-e-subtracao-de-fracoes-com.html' title='Adição e subtração de frações com denominadores diferentes'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-4337688599551977520</id><published>2017-02-17T18:25:00.002-03:00</published><updated>2019-02-18T10:53:34.385-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Linux"/><title type='text'>Colocar as fonte do Windows no Linux</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }&lt;/style&gt;


&lt;br /&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;COMO COLOCAR AS FONTES DO WINDOWS NO LINUX MINT&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O intuito desse tutorial é ensinar como colocar as fontes que
geralmente são usadas pelo word no Linux para serem usadas pelo
LibreOffice writer.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Por quê colocar as fontes do Windows no Linux Mint? Uma das razões
para se colocar as fontes do Windows no Mint é que naturalmente elas
não estão disponíveis para serem usadas pelo LibreOffice Writer,
Para quem cursa uma faculdade qualquer sabe que os professores exigem
que os trabalhos e artigos sejam realizados obedecendo as normas da
ABNT, essas normas geralmente pedem que seja usada a fonte arial
tamanho 12 ou a fonte Times New Roman também do mesmo tamanho, um
outro motivo é que quando criamos um documento no Writer e salvamos
ele com uma das extensões do Word, quando alguém abre esse arquivo
no próprio Word ele não tem as fontes do Linux e substitui por uma
fonte qualquer, para evitar isso criamos esse mesmo arquivo com as
fontes do Windows, que é a razão desse tutorial.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Existem várias maneiras de instalar as fontes do Windows no Linux,
mas a que eu aprendi lá no meu inicio como usuário do Linux é essa
que eu passarei para vocês aqui.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Nós precisaremos da pasta &lt;b&gt;fonts &lt;/b&gt;do Windows, você pode pegar
essa pasta no próprio Windows do computador de um amigo seu, da sua
mãe, do seu irmão, enfim, do computador de alguém que usa Windows
e deixe você pegar essa pasta, você pega essa pasta em um pendrive
e a salva em seu computador.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para colocar essas fontes disponíveis para todos os usuários do seu
computador você tem que copiá-las para uma pasta na raiz do seu
sistema, só que o seu sistema não deixa você copiar nada na raiz
dele, para que você possa fazer isso, você tem que ter a permissão
necessária. Para conseguir essa permissão você vai na raiz (&lt;b&gt;/&lt;/b&gt;)
do seu sistema e lhe fornece essa permissão, abaixo seguem os passos
para realizar a tarefa.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Vá em &lt;b&gt;/ &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;usr &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;share &lt;/b&gt;&amp;gt;&amp;gt;
&lt;b&gt;fonts&lt;/b&gt;, dentro da pasta &lt;b&gt;fonts &lt;/b&gt;você clica com o botão
direito do mouse em um espaço vazio e escolhe &lt;b&gt;abrir como root,&lt;/b&gt;
digita sua senha e espera a janela de administrador abrir, essa
janela tem uma tarja vermelha com a frase “privilégios elevados”,
dentro da janela de administrador que está aberta dentro da pasta
&lt;b&gt;fonts&lt;/b&gt;, clique com o botão direito do mouse sobre a pasta
&lt;b&gt;truetype&lt;/b&gt; e selecione &lt;b&gt;propriedades &amp;gt;&amp;gt; permissões&lt;/b&gt;,
em &lt;b&gt;Dono &lt;/b&gt;você coloca seu usuário e em &lt;b&gt;Grupo&lt;/b&gt; também o
seu usuário, em ambos, nos campos abaixo você coloca “Criar e
excluir arquivos” e “Leitura e escrita”, feito isso você fecha
todas as janelas abertas.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agora você deve ir ao local em que você salvou a pasta &lt;b&gt;fonts&lt;/b&gt;
que você pegou do Windows, seleciona ela e vai em &lt;b&gt;Editar&lt;/b&gt; &amp;gt;&amp;gt;
&lt;b&gt;Copiar para &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;Navegar,&lt;/b&gt; na janela que se abre
para você escolher o diretório para onde copiar  vá em &lt;b&gt;/ &lt;/b&gt;&amp;gt;&amp;gt;
&lt;b&gt;usr &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;share &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;fonts&lt;/b&gt; &amp;gt;&amp;gt;
&lt;b&gt;truetype &lt;/b&gt;e clique em &lt;b&gt;Abrir &lt;/b&gt;pronto, a pasta foi copiada
dentro da pasta &lt;b&gt;truetype&lt;/b&gt; e já está disponível para o
LibreOffice Writer, você pode verificar isso abrindo o Writer e
procurando pelas fontes.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para que as permissões fiquem como estavam antes vá em &lt;b&gt;/ &lt;/b&gt;&amp;gt;&amp;gt;
&lt;b&gt;usr &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;share &lt;/b&gt;&amp;gt;&amp;gt; &lt;b&gt;fonts&lt;/b&gt;, dentro da
pasta &lt;b&gt;fonts &lt;/b&gt;você clica com o botão direito do mouse em um
espaço vazio e escolhe &lt;b&gt;abrir como root,&lt;/b&gt; digita sua senha e
espera a janela de administrador abrir, clica com o botão direito
mouse em &lt;b&gt;truetype&lt;/b&gt; e nas &lt;b&gt;propriedades&lt;/b&gt; &amp;gt;&amp;gt;
&lt;b&gt;Permissões&lt;/b&gt; onde está seu usuário você coloca &lt;b&gt;root, &lt;/b&gt;
fecha tudo e aproveita as fontes para criar seus artigos acadêmicos
segundo as normas da ABNT.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se surgir alguma dúvida, eu fiz esse tutorial em vídeo que você
pode acessar no link abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=i8WFHGNh1VE&amp;amp;feature=youtu.be&quot;&gt;&amp;nbsp;https://www.youtube.com/watch?v=i8WFHGNh1VE&amp;amp;feature=youtu.be&lt;/a&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Deixe seu comentário, sua critica ou sua pergunta.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Agradeço pela sua visita. &lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/4337688599551977520/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/02/p-margin-bottom-0.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/4337688599551977520'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/4337688599551977520'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/02/p-margin-bottom-0.html' title='Colocar as fonte do Windows no Linux'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>2</thr:total></entry><entry><id>tag:blogger.com,1999:blog-7813099741675600521.post-6931299349405151883</id><published>2017-02-16T19:30:00.003-03:00</published><updated>2019-02-18T10:53:05.371-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Física Superior"/><title type='text'>Resistência entre as extremidades um circuíto</title><content type='html'>&lt;div dir=&quot;ltr&quot; style=&quot;text-align: left;&quot; trbidi=&quot;on&quot;&gt;
&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 120%; }&lt;/style&gt;


&lt;br /&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;b&gt;


 
 
 
 


&lt;/b&gt;&lt;br /&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Ajude
o nosso blog.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
O
nosso conteúdo sempre foi, é e sempre será livre e gratuito, isto
quer dizer que você pode compartilhá-lo, pode usá-lo e divulgá-lo.
Se esse conteúdo é, ou de alguma forma, foi relevante para você,
você pode nos incentivar a continuar este trabalho fazendo uma
doação de qualquer quantia na conta abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;

&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Banco:
Caixa Econômica Federal&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Agência:
0051 – Caruaru-PE&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Operação:
013 – Conta poupança 
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Conta:
00307298-3&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
Beneficiário:
José Roberto&lt;/div&gt;
&lt;b&gt;&lt;style type=&quot;text/css&quot;&gt;p { margin-bottom: 0.25cm; line-height: 115%; }&lt;/style&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;RESISTÊNCIA
EQUIVALENTE ENTRE AS EXTREMIDADES DE UM CIRCUÍTO&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;line-height: 100%; margin-bottom: 0cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Hoje iremos resolver uma questão de física que é do livro de Young
&amp;amp; Freedman Física III – Eletromagnetismo, essa questão pede
para calcularmos a resistência entre os pontos A e B de um circuíto
composto por condutores, eis a questão.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;Questão:&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;
Um fio uniforme de resistência &lt;/span&gt;&lt;b&gt;R &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;é
cortado em três partes iguais. Uma das partes forma um círculo e é
conectada entre as outras duas partes. Qual a resistência entre as
extremidades &lt;/span&gt;&lt;b&gt;a &lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;e &lt;/span&gt;&lt;b&gt;b&lt;/b&gt;&lt;span style=&quot;font-weight: normal;&quot;&gt;?&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;span style=&quot;font-weight: normal;&quot;&gt;A
figura abaixo ilustra a questão.&lt;/span&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&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;&amp;nbsp;  
                              
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;64&quot; name=&quot;Figura1&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;369&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;b&gt;Solução:&lt;/b&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O fio inteiro tem resistência &lt;b&gt;R&lt;/b&gt;, ao ser cortado em três
partes iguais, a resistência do fio é dividida por três, então
cada parte do fio terá resistência igual a 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto1&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;26&quot; /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Quando enrolamos um dos pedaços de fio e o conectamos com os outros
dois pedaços acontece algo muito interessante, a corrente chega no
primeiro ponto de contato (nó), do primeiro pedaço de fio com o fio
em forma de círculo e se divide em duas correntes, uma segue pela
parte superior do círculo e a outra corrente segue pela parte
inferior, encontrando-se ambas no outro ponto  (nó), de contato do
fio em forma de círculo com o segundo pedaço de fio, como ilustra a
figura abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
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&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;68&quot; name=&quot;Figura2&quot; 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&quot; width=&quot;374&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Cada pedaço de fio oferece uma resistência à passagem da corrente,
tanto os fios em forma linear quanto o fio em forma de círculo, com
o fio em forma de círculo acontece algo diferente, como a corrente
se divide em duas e cada corrente percorre uma metade do círculo,
cada uma das metades do círculo oferece uma resistência à passagem
da corrente que por ali passa. O círculo está conectado aos outros
dois fios em pontos opostos, isso significa que cada metade do
círculo a superior e a inferior, estão sob um mesmo potencial e
como cada metade do círculo se comporta como um resistor, o círculo
todo se comporta como dois resistores conectados em paralelo, já que
as extremidades de cada semicírculo se encontram sob um mesmo
potencial.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
O pedaço de fio que forma o círculo tem resistência 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto2&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;26&quot; /&gt;
,
o círculo se comporta como dois resistores, é como se dividíssemos
a resistência do fio que forma o círculo por dois, portanto cada
metade do círculo se comporta como um resistor de resistência &lt;b&gt;R&lt;/b&gt;&lt;sub&gt;&lt;b&gt;c
 &lt;/b&gt;&lt;/sub&gt;dada por:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;77&quot; hspace=&quot;8&quot; name=&quot;Objeto3&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;107&quot; /&gt;

  
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto4&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAG8AAAAvCAIAAABi/wNbAAAJFUlEQVR4nO2bezxU6R/Hn5lhZlybDFFuM6MS6SKmjBS6KLKlm0u0Jf30yus3UsoPKdGoljb7Q+mXskpspbZC2oR2XSu5JKwtMYTtQhvCzJgxv9NMN+0YhtN0avv8M895zjnPfOft+zzf73m+hwyfzwdfBZNkPrUBX5S+0oRTX2nCKcTQZFX+4Onz47Xsiqfv+tDKuqY2br57/VdPUkQNfai+zqozuzbtyLXPuemvj4Xf1IGFGJp4I59T6Vb+BsbfMalxTTc3aqJ5HQ+uhq93DHNKy3ty7zp9wlC4QCDP7t68JSrvWR+YtOSjG/2hEEPzlbrr7jwCQHXKJAIaOsIoT7APTgi5ONEvN/xIxcZIU7nB7u9lpoTFMWdFFGQeM18QLwWDPxSSaLIf3anjAaA7Uxf/pktW3YiMBdVP7z/rBWBQmrIkpwM/QJ9dBXEf086BhSSaXXXFkGuqTDZQwbzp4rU3/MkBYCyFKPspLRuqEEST3XTnIRdyzVnvXLOnKiGmFABtRzejQR0TCUIQTeGqSTA0JEKuyetqKrtyNNArrErePORcyEz5T23dkIQcmuymklrINV8kWSslve5St9+ZeHuLM1UNOVaKF3Ls7BasmgTXG49OW+Hro80o3iV9GjYOnw9KgCCa7OaSWihuk83J0AqJ0V29bf521+wzkTkH5iwlSpC5f1ohhmZPvSCgTzFSfRXQ0eq225YpZ6ekfZ/assRdEzPo7ciQKJo9pUGWC8KK/+rfqzB28iwbF/rOrcsmyMPvLFBAr4VSIRKNLAzoqNGWPms0Uo7mRibXue2Y8FnkR6Jpys1g3H7qEW1K8b4LHZF8Mi6vV6q5uHdzSObJoJwzvxwqz9o6CQezHT3M4kYAiNOM3uaaCiZe/xp/dO+9w3GV9HBjvNi7kaKBZjqr4VaDoIE1mE+bOo0wdepp9E3t1dfY7Pyw8GLPeAsFuCzgtxfu99p9Lisbcs22S562L+x9Y/YtGycDcAbr6TP2bimNsDWvWhP0v/AVWoMtS5y6pMCgs+UNjQ9KWgFo/c6edlVPh0LbHB5kM0Yqi8UABnJbK6teCFo6VJIgcUYp61O1wLWH0E+uaejiWyjANdtRo8wDk7ICRdkGhXW+twRDYSmuB5NdYbJrOBqAJuSaTEFDljJDUzireZ1POwUNvKoKfmCUfC6bzRVfHEFj8Vi05KYiQJDzhybKuPo6GojeIRRNk9dW9do1tU3JgscQfvutk6mCrUeshfN0xQG/j1UeoD/jYKNYm2bGtxS5j/0cecoQ9eRu2E5PTI9NPepu+PfpKZomi3mTKTxNMdWS6WouvhTps+nYY6hD3joieqUYEjh9+qVCh+4+MSZhRk1URTJK1t0gY5OwGp6YS057TK+4e/7KwaVa/ZMNkTR5bdWVwvyIm7WC+OYSZZO1AaGhPrYkcfEcJa9jTNORwPZhqpd5csPKQ53rfjrjbQhzvMdPY/zOZYi9hPMo1c9h7aw10QXJ35LeAyqSJuSawoCOpkXnR/B2WPoUQH8piluwrx0J3swPhZI4mAlL1j21V1NLK1iqVZ10Q2gVH+I4cJW7sRrTTMj4+MfPOf3HE0WT97y68rmgpWs1ZwZtrPd8v4JMDiiPPX3fK3jyIAUFKUUh5fknyou8OQZmarA/SfS9rLt9u+6lmMWKw0z2ppctv1BEn9ifhiiaLObrgC4znqqNQ4+et2kBPjODBe4fP1Hhd0h8QUHCKDR8Z0EpkM3M3x7B+Y4F98mNI4yE+l7RZ/s6/iiseKbuePpWlN3fklgRNCHXvCd0TR2qHpSko4iWngvlM9K6QVPikdsh8ZZKYkz5AqIQVs/jVI6H6HOs6nBrWsPqhN9OueqKmKQiaL4L6HpUrVcRB6Uyd9MixbSLL0Hr+ejcg3OXqAw8u6QVhT6R0ArTfTNKHGari86F+vd2FW2dYx9V9lzoWtzry9XHLfpvbprX+NmetsoXUzpA5wV74hjLiNxr2w1woLcpfY9nwM9tGhqsZqJ/1lmXcZ/LXs+whdW1WaU78On+NBVokaVtkSIuIyw+1/7BytRdumfh0ijyj1UF61TyfAL7lEaIklUR4eYRe6OqmY1XxvHYMpozl3uFMDbPVpVk3K5ixtp/J+RWtvTiFTBcntLEeWv99wWumPgRdr1Eadj7m+25+6JqCA6xK3WgISwjvgcjTZ04Tb/moz3T67eZqWNRvLYCxiJLukX+s7LikOlDrrDxWfVZeRjPdOZWMzVZPrsx1cfaYZVJWUL15XXa0tjJHe53cP4sqXwJNI21Bak8WhaONFTO0HmVKYQSamKIs7eE2ocvuXw8vtI/iipBwVLO0MXRVO2VOSiczjchDKu4NRmM4zXOIUZwbyKK0HBpYuSJUGhvevCYDSjcloedquPHjPCNH2W78zl27x3jVLUJAHQ+6RD3iPeBUCrLfkoFo97+KLQiSZ8Ifm2uaOEARNPUcorck+K4f/G0u3No8zbs2ak3BsC6NvG7m2tbATCyoEjy4IjCEUa9f9zH7mQDoKimKJ34OOzVBD3aIji7JRhOW96J13H/0u7/ZKKpuw+vI41gweO2Vla3Azl7O33pvNyAmCqbULymE3PIG4u4kPOT7UOvHPMzUx6Bx3MbUxPKAWnbroVSKnsijCZGy6Ow14PP+auh5GKYu412osf5nMMO44ZlJe9JemBo+SS/3GAqbGWXQYQwmkKhsKNJtA0xKfU3pjLct6+0TrYZNfhNH6inKsbFo3BRUgHDfCTuLZkQSVMoHMnSWJFxviCrjmUjYc2S9Ueci91h7cN5cU7a0iweI4Ymqy77JnauVb/N7D5u36stUMkG4nfdi3FaljA+NvegnYaUfx5iaHaXRvhVj83fbfg2beU0FlZ2AyWqNXnojsnvKD6w3OX6vOTsADOC9DeqEENTRg5Vey7pt28D5pMU0dAjYmMmw2N/rZx1dNg8wlDH4LUkO1sFlk5ZqRm7xT32XT9mzMKdYW56H/8fChBDE0u2syUc3WAS8xIth+WzeoDq1MW7Lif7fkMZOgReZ2N9N3hx60Lirf4n1HAbQ/5RNPGG9KR8+sjGwOoH/M4PgMeeYQkxNL8IfaUJp77ShFP/BxGJPKNI3pDuAAAAAElFTkSuQmCC&quot; width=&quot;111&quot; /&gt;

&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto5&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;63&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Então o círculo se comporta como dois resistores de resistências
&lt;b&gt;R&lt;/b&gt;&lt;sub&gt;&lt;b&gt;C&lt;/b&gt;&lt;/sub&gt;&lt;b&gt; &lt;/b&gt;iguais a 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto6&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;63&quot; /&gt;
.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Quando o círculo é conectado entre as outras duas partes temos um
circuíto que se comporta como se fosse uma combinação de
resistores ligados em série, com o círculo funcionando como uma
combinação de resistores em paralelo, como ilustra a figura abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&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;
                          
&lt;img align=&quot;bottom&quot; border=&quot;0&quot; height=&quot;110&quot; name=&quot;Figura3&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;364&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para saber a resistência total entre os ponto &lt;b&gt;a &lt;/b&gt;e &lt;b&gt;b&lt;/b&gt;,
temos que substituir essa combinação por um resistor equivalente.
Como se trata de uma combinação em série, calculamos a resistência
equivalente da seguinte forma.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;25&quot; hspace=&quot;8&quot; name=&quot;Objeto7&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;152&quot; /&gt;
,
onde &lt;b&gt;R’&lt;/b&gt;&lt;sub&gt;&lt;b&gt;eq&lt;/b&gt;&lt;/sub&gt;&lt;b&gt; &lt;/b&gt;é a resistência
equivalente do círculo que se comporta como dois resistores em
paralelo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para calcular a resistência equivalente do círculo, usamos a
seguinte equação:&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;43&quot; hspace=&quot;8&quot; name=&quot;Objeto8&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;131&quot; /&gt;
&lt;img height=&quot;46&quot; hspace=&quot;8&quot; name=&quot;Objeto9&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;128&quot; /&gt;
&lt;img height=&quot;22&quot; hspace=&quot;8&quot; name=&quot;Objeto10&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;165&quot; /&gt;
&lt;img height=&quot;46&quot; hspace=&quot;8&quot; name=&quot;Objeto11&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;125&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Sabemos que os valores das resistências de &lt;b&gt;R&lt;/b&gt;&lt;sub&gt;&lt;b&gt;2 &lt;/b&gt;&lt;/sub&gt;=
&lt;b&gt;R&lt;/b&gt;&lt;sub&gt;&lt;b&gt;3  &lt;/b&gt;&lt;/sub&gt;= 
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto12&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;25&quot; /&gt;
,
podemos substituir esse valor na equação para achar a resistência
equivalente do círculo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Substituindo os valores teremos…&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;91&quot; hspace=&quot;8&quot; name=&quot;Objeto13&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;90&quot; /&gt;
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&lt;img height=&quot;41&quot; hspace=&quot;8&quot; name=&quot;Objeto17&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;96&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Sabemos que &lt;b&gt;R&lt;/b&gt;&lt;sub&gt;&lt;b&gt;1 &lt;/b&gt;&lt;/sub&gt;= &lt;b&gt;R&lt;/b&gt;&lt;sub&gt;&lt;b&gt;4 &lt;/b&gt;&lt;/sub&gt;=
&lt;img height=&quot;41&quot; hspace=&quot;8&quot; name=&quot;Objeto18&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;23&quot; /&gt;

e que 
&lt;img height=&quot;41&quot; hspace=&quot;8&quot; name=&quot;Objeto19&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;72&quot; /&gt;
,
podemos substituir para achar a resistência equivalente total do
circuíto.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto20&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;137&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Podemos deixar as frações com o mesmo denominador multiplicando
simultaneamente os numeradores e denominadores da primeira e da
última fração por quatro.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;img height=&quot;47&quot; hspace=&quot;8&quot; name=&quot;Objeto21&quot; src=&quot;data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAL8AAAAvCAIAAAA97owSAAAI20lEQVR4nO2ceyCU6R7HXzMa45ZZQhdyv4QuSGGPs2irQ4rVkltnu0jlrOhmsaojtCWqkyybc1onmZLTSdLlbNQ2YjcSTajQYNwix0GYi7nsxIbhNWamd955nZnPP3iex3x/v3e+7zzP83vfd2TZbDYgRYpQyIo7ACkzGKl7pAiP1D1ShGcmuIfd9yh0sQPeidCU4aDI3UWtOhMU9uN/ComdY22o2TrL1wTsj43wMlWSgSoG2IRG4ZG1WOIBA/nuYfeXxm5JJgOqYJ1Yi7CL+Y4RiyxPNNqkt/wauADF7Ku7k7DFO37TzaKO5/dCjDDQRAGb0O/wzFoM8YCDePcMVhzfcb6T5wjSk2YAmLPYFIfi/IWebeR2JCPmunE4IeF7YuDp5fLQhQKXED9ZwxvPFCDcPRRiUlCOdUIYa1ds+xRDaM1PSEwA0Fmhg/3QNEvTQg8D1HTWvh0CAMgOImxC/GQNazxTgmj30F4k78w0P/XQuW7t1IMGSGWcM1DVfJEq+kMTs7epnQ4A8/TVZkEYDVxCfGUNYzw8QLB76HVpO8/rnihxUe+vm3oUreXJawbnDFw5dgZSqjPOPQUAbe8ACwjPP5iE+Msavnh4glj3DDX8Y1eyenzRBg0Uu5/HuJHJH2dmpsY5A5kDLRW30qKC46sV7GOuxqxQgDAgWIT4zRqueKYBoe5hkDODk+QP/7xxHufQMHgMpLWU13P6e7KclLN+b9J0+zazNNTHRh3S3OAQ4jtrmOKZFkS6h9maHXKM+U2Bn9a04Q0OT/44/wfNlxyxDcm2+nvKWXPXeEB/BEUvJEDWsMTDBwh0D/PN9dBvXrun29NJtbXvGxjkDirnQ72XXFdbrz5ff4ESanQsrbW8nrO90LPX40z0aB2vfasO+BdeOX3/uMMGNUgLZiIXEiRrOOLhCwS6Z7Dqyt3W6gFXi1Pc7bkBlrnAH7K7CN5jx4fSMLzvWGwx5/2+A6Xpss99dmHOzaS8tnVbF6AB6BC5kCBZwxEPX4C5R8xVcPklBy5d3kgZu3GE2ZEfvhff/emhtL8s0bVXHifP2XfUc3aounZ6I/sOmU8+C/Obm5NGOI0nBRw0gm7bKnohAbKGJR6+AHOPmKvgshq2Hj624xoYpI6EvXia4Wov3wlXfCiNZWQAUFtqMVryULQO3mGYFvs8Jb0qJMESC0CE6IUEyBqWePgLeop28VfBecPuLfku+PDVgkLOGfjf3CCXHrf95465z5cF5BZtCbGKDX160sW+2i/6hwRPvtagCBCaifFMoYCAKvgYsvphRHYYd5uMin1UVkEU6Og95ew9070mrT47ObtFx+drLwM5ngM/VkhwxdGXn5w1lPFAwRTugawKzmbQaAze976iMFgMiucIEUCtTjsYTVi1JJDP93ImKn48dFLW0UxZ//3ei8AXu+DugawKTq2MNLFKJPMcs+JC2y9b58HuHynTI6tmIP/AZVlmfmpe2lYzxUkOAncPZFVwOZOQ3BKPQRaPIWgV4zlS64gR6rNoS+v4l0weQy5tX0Z89q9biRu0uOcdUPdAVwWXUVhoabdQoH8RHfTX/9wXeaNt+BLAUEs5ALDKYgM8fxw+IGhN1/gzgcYQzynwKwoBdmncC0YczyH05rxwj80r/ZKL8X/WHWcgUDOIrQouIyOqWtL7B48YXaXXcq6/GdfaV5Z/vWzk1zmqYYkf3ktIwuBfUbRZQwFm7lJrPeyFN9107tcD8wOUVXAkrZoVVqa0s1NGfu+94YTzIKzK6y5Yr/L/pCgErH5SaSmpn8fqgt6I3xNS8cW1X0KMuSt9YO6BsAou4KoZIY8mwhyGmLNmdDz4Pi6jYQi8l9X3qoT4VtP70uOzrhoT33wQ90BZBZeumpEPxmD7xfvbwfuoNQlOdk1eGQ8v+uuAXGAAcQ+UVXBErZqlCAxKcdn+2+Uen2qCr3i5WgWpgrMptfjD3z1iYhqL3q7HX9mt1XA55lQpWkO+r/pOsebZh6l/VIYlPyFRcX8A83wBvyIEYHTWfKkzdTeXe/ivgrO6fwrxvGCVd3eX0lVH84tEssFJn2yHm//erMWsOXrrXp8SxFd5We+qrxzaeZDgdv/XCJPRj9CBsrjNX2cQqtqGsIpoBlPZ2HlzxLEoT2MFKPcwkinNH8LtwRnN2X+9axoRMXAn4ehV86S/WRXvPmAWnaTFmerekR53zv9qIXRlDM4hzD68O/Rs0VsWYLpufA+b2lBQhA7Kb9xrqz6LTSPnhTl5fGldkVFz4yttSGoLkiktAMLpUV8/JGFwnS977Lf9kKshRyne0YizHL6qQWspa1KxMoTsHqChxpz49MaVJ4t/Om//+YVJ3fJmvt7L1d9/0MnILVwfE+eY7nc77u8vfWIsPt6+kiktEMK5ByWPwwLYpc4O5gpsalcnBSXH7nrVSgEM0f8jPuqcH6QNWRazdDcdP8P5OVCcPqlPRtX9ch6gMpoCSknXRA34uZXYRgcgOI6SKS0QwrlHwerAEVvPgFUbbMwNzNcGha7bGWz0+XqLZ585m/c+V7YxVIZnCpaRw3EV3li0dzQAUFJXEv2tmZIpPREhZ0o5w2144rZxDeH3O8I5P3ry/nS7wQbCVY8gMLqqanoBeTdXE9hvXpNMaYjviqe3E9s/sTKC6fs/JsAg52VUArr7Dq2G8akCSZaG2j20lormPtnKZqq1MUx31o7C7MiPOlppGk44YjP5226k0qIBWvcor77WzeNbH0QHpfqc7/aStVnFcfazYT4FJVN6BAQ+zyUw1Ffpvq4p2ilF6Zu04XoWRaKlR5np7mEPPD+3yT3DMJWQ6DoX3mQkU5qLGe0edl/Z8S987znjCyNtcfBep5dM6YnMYPcw2/A+jlFPF29ckBq6NXWsHa2x+tv4AANRPrEomdKTQbp76KSsqOjsyiZyXXkXAHSdcLO7Y7BQ3253QvQa3DtywyDQ8/ha5mPu/1GXC4yB4DhKprRAIN09GH3/RLw/eJ9J5At2pFRajCDdPVKQjNQ9UoRH6h4pwvMbLke74knPfg8AAAAASUVORK5CYII=&quot; width=&quot;191&quot; /&gt;
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&lt;img height=&quot;44&quot; hspace=&quot;8&quot; name=&quot;Objeto24&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;76&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Então a resistência entre os pontos &lt;b&gt;a &lt;/b&gt;e &lt;b&gt;b &lt;/b&gt;é 
&lt;img height=&quot;44&quot; hspace=&quot;8&quot; name=&quot;Objeto25&quot; src=&quot;data:image/png;base64,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&quot; width=&quot;89&quot; /&gt;
&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
A resistência original do fio foi reduzida porque a resistência do
pedaço de fio em forma de círculo é menor que a resistência do
pedaço de fio em forma linear.&amp;nbsp;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Para ver o vídeo dessa questão siga o link abaixo.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;a href=&quot;https://www.youtube.com/watch?v=rTisz7wKdjg&quot;&gt;https://www.youtube.com/watch?v=rTisz7wKdjg&lt;/a&gt;&amp;nbsp;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Se você gostou do nosso blog, se inscreva, deixe seu e-mail para que o blogger lhe informe quando for postado algo, deixe seu comentário ou sua crítica e se visitar o nosso canal no you tube inscreva-se nele também.&lt;/div&gt;
&lt;div align=&quot;justify&quot; style=&quot;font-weight: normal; line-height: 100%; margin-bottom: 0.3cm;&quot;&gt;
Desde já eu lhe agradeço pela sua visita e por ler o nosso post.&amp;nbsp; &lt;br /&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://robertodejesuss.blogspot.com/feeds/6931299349405151883/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://robertodejesuss.blogspot.com/2017/02/resistencia-entre-as-extremidades-um.html#comment-form' title='2 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6931299349405151883'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/7813099741675600521/posts/default/6931299349405151883'/><link rel='alternate' type='text/html' href='http://robertodejesuss.blogspot.com/2017/02/resistencia-entre-as-extremidades-um.html' title='Resistência entre as extremidades um circuíto'/><author><name>De tudo um pouco</name><uri>http://www.blogger.com/profile/03031723614382582784</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='23' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwa5Q9Bu9qcT6sZsVke9dQx1o-uizevR52Iq204Ty6OHHJ3W_KF0ClWqDKTuKbYkW1ZYtSUf7wE15gdukxaAb78aFHauOk9w4cjbRfWBsEAF-4hl-OTlGIMLBDb6mOShk/s220/Roberto.jpg'/></author><thr:total>2</thr:total></entry></feed>