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<?xml-stylesheet type="text/xsl" media="screen" href="/~d/styles/atom10full.xsl"?><?xml-stylesheet type="text/css" media="screen" href="http://feeds.feedburner.com/~d/styles/itemcontent.css"?><feed xmlns="http://www.w3.org/2005/Atom" xmlns:openSearch="http://a9.com/-/spec/opensearch/1.1/" xmlns:georss="http://www.georss.org/georss" xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr="http://purl.org/syndication/thread/1.0" xmlns:feedburner="http://rssnamespace.org/feedburner/ext/1.0" gd:etag="W/&quot;D0cEQn45eyp7ImA9WhRaFEk.&quot;"><id>tag:blogger.com,1999:blog-886199667930974548</id><updated>2012-02-16T23:16:43.023-03:00</updated><title>Nataliel Vasconcelos</title><subtitle type="html" /><link rel="http://schemas.google.com/g/2005#feed" type="application/atom+xml" href="http://natalielvasconcelos.blogspot.com/feeds/posts/default" /><link rel="alternate" type="text/html" href="http://natalielvasconcelos.blogspot.com/" /><author><name>Nataliel Vasconcelos</name><uri>https://profiles.google.com/104851005140227455578</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-cH4hRtEbNLI/AAAAAAAAAAI/AAAAAAAAAB8/zKyPRNXG0QM/s512-c/photo.jpg" /></author><generator version="7.00" uri="http://www.blogger.com">Blogger</generator><openSearch:totalResults>1</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="self" type="application/atom+xml" href="http://feeds.feedburner.com/NatalielVasconcelos" /><feedburner:info uri="natalielvasconcelos" /><atom10:link xmlns:atom10="http://www.w3.org/2005/Atom" rel="hub" href="http://pubsubhubbub.appspot.com/" /><entry gd:etag="W/&quot;DkQNRnk8eyp7ImA9WhRaFEk.&quot;"><id>tag:blogger.com,1999:blog-886199667930974548.post-4095695612218183327</id><published>2012-02-16T21:19:00.002-03:00</published><updated>2012-02-16T23:06:37.773-03:00</updated><app:edited xmlns:app="http://www.w3.org/2007/app">2012-02-16T23:06:37.773-03:00</app:edited><title>Processing</title><content type="html">&lt;div class="separator" style="clear: both; text-align: center;"&gt;
&lt;a href="http://4.bp.blogspot.com/-3GXEzyX-rdw/Tz2oiXoLL-I/AAAAAAAAADQ/0OJhXL56qfA/s1600/processing.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"&gt;&lt;img border="0" src="http://4.bp.blogspot.com/-3GXEzyX-rdw/Tz2oiXoLL-I/AAAAAAAAADQ/0OJhXL56qfA/s1600/processing.png" /&gt;&lt;/a&gt;&lt;/div&gt;
&amp;nbsp; &amp;nbsp; Dando o pontapé inicial vou falar um pouco sobre o programa chamado &lt;i&gt;Processing&lt;/i&gt;. A idéia inicial é entender um pouco sobre o processamento de imagens utilizando uma linguagem simples e direta. Então vamos entender um pouco sobre o &lt;i&gt;Processing&lt;/i&gt;.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; O &lt;i&gt;Processing&lt;/i&gt; é uma linguagem open source que possibilita programar imagens, animações ou interações. Usada por estudantes e profissionais diversos, é uma ferramenta que assenta num contexto visual e é utilizada na aprendizagem, prototipagem e produção, além de gerar executáveis para Mac, Linux e o Windows. Agora vamos a prática! &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Objetivos do tutorial:&lt;/b&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Desenhar linhas;&lt;/li&gt;
&lt;li&gt;Desenhar elipses e circulos;&lt;/li&gt;
&lt;li&gt;Mudar cor e largura das linhas;&lt;/li&gt;
&lt;li&gt;Controlar o tamanho da janela;&lt;/li&gt;
&lt;li&gt;Usar a criatividade e produzir animações;&lt;/li&gt;
&lt;/ul&gt;
&amp;nbsp;Então vamos por a mão na massa.&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp; O &lt;i&gt;Processing &lt;/i&gt;está disponível no&amp;nbsp; seguinte &lt;a href="http://processing.org/download" target="_blank"&gt;link&lt;/a&gt; sua instalação é bem simples, no meu caso como utilizo Mac depois do download somente arrastei o arquivo para a minha pasta de aplicativos.&lt;br /&gt;
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width="400" /&gt;&lt;br /&gt;
Execute o programa e nele você verá a tela inicial. Vamos para o que realmente interessa, vamos desenhar linhas.&lt;br /&gt;
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/&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;&lt;i&gt;"size(lagura, altura)" &lt;/i&gt;= Redimenciona o tamanho da janela de saída do comando;&lt;/li&gt;
&lt;li&gt;&lt;i&gt;"line(x1,y1,x2,y2)&lt;/i&gt;" = É o comando que gera a linha onde x1=1º ponto x(horizontal), y1=1º ponto y(vertical), x2=2º ponto x(horizontal), y2=2º ponto y(vertical).&lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
Agora vamos desenhar elipses e circulos :&lt;br /&gt;
&lt;img alt="" 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/&gt;&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;"ellipse(x, y, largura, altura)" Comando para criar uma elipse onde x= a 1º coordenada no ponto x, y= 2º ponto na coordenada y, e depois largura e altura da elipse.&amp;nbsp;&lt;/li&gt;
&lt;li&gt;Para colorir use de acordo com sua criatividade o comando "stroke(R,G,B 
ou HSB)" eu utilizei o "RGB" R= cor vermelha varia de 0-255, G= cor 
verde varia de 0-255, B= cor azul varia de 0-255. &lt;/li&gt;
&lt;/ul&gt;
&lt;br /&gt;
Para desenhar circulos o que vai mudar é a altura e largura.&lt;br /&gt;
&amp;nbsp;&lt;img alt="" 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/&gt;&lt;br /&gt;
&lt;br /&gt;
Para alterar a largura das linhas use o "strokeWeigth(número)" ele aumenta os pixels da linhas. &lt;br /&gt;
&lt;ul&gt;

&lt;/ul&gt;
&lt;img alt="" 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/&gt;&lt;br /&gt;
Usando um pouco de lógica, criatividade e alguns comandos, consegue-se produzir um pouco de animação:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;for (início; teste; atualização) {&lt;br /&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; instrução;&lt;br /&gt;} &lt;/li&gt;
&lt;li&gt;color () =&amp;nbsp; Estilo de cores;&lt;/li&gt;
&lt;li&gt;random() = variação de um valor x ao y;&lt;/li&gt;
&lt;li&gt;mouseX, mouseY = variação da posição do mouse;&lt;/li&gt;
&lt;/ul&gt;
&lt;img alt="" 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/&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;iframe frameborder="0" height="580" scrolling="no" src="http://www.openprocessing.org/visuals/iframe.php?visualID=52786&amp;amp;width=500&amp;amp;height=500&amp;amp;border=true" width="528"&gt;&lt;/iframe&gt;&lt;br /&gt;
Fonte: &lt;a href="http://aprenderprocessing.blogspot.com/" target="_blank"&gt;aprenderprocessing&lt;/a&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; &lt;a href="http://sertao3d.com/" target="_blank"&gt;sertao3d&lt;/a&gt;&lt;div class="blogger-post-footer"&gt;&lt;img width='1' height='1' src='https://blogger.googleusercontent.com/tracker/886199667930974548-4095695612218183327?l=natalielvasconcelos.blogspot.com' alt='' /&gt;&lt;/div&gt;&lt;img src="http://feeds.feedburner.com/~r/NatalielVasconcelos/~4/x3W3UkufD8Q" height="1" width="1"/&gt;</content><link rel="replies" type="application/atom+xml" href="http://natalielvasconcelos.blogspot.com/feeds/4095695612218183327/comments/default" title="Postar comentários" /><link rel="replies" type="text/html" href="http://natalielvasconcelos.blogspot.com/2012/02/processing.html#comment-form" title="0 Comentários" /><link rel="edit" type="application/atom+xml" href="http://www.blogger.com/feeds/886199667930974548/posts/default/4095695612218183327?v=2" /><link rel="self" type="application/atom+xml" href="http://www.blogger.com/feeds/886199667930974548/posts/default/4095695612218183327?v=2" /><link rel="alternate" type="text/html" href="http://feedproxy.google.com/~r/NatalielVasconcelos/~3/x3W3UkufD8Q/processing.html" title="Processing" /><author><name>Nataliel Vasconcelos</name><uri>https://profiles.google.com/104851005140227455578</uri><email>noreply@blogger.com</email><gd:image rel="http://schemas.google.com/g/2005#thumbnail" width="32" height="32" src="//lh5.googleusercontent.com/-cH4hRtEbNLI/AAAAAAAAAAI/AAAAAAAAAB8/zKyPRNXG0QM/s512-c/photo.jpg" /></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="http://4.bp.blogspot.com/-3GXEzyX-rdw/Tz2oiXoLL-I/AAAAAAAAADQ/0OJhXL56qfA/s72-c/processing.png" height="72" width="72" /><thr:total>0</thr:total><feedburner:origLink>http://natalielvasconcelos.blogspot.com/2012/02/processing.html</feedburner:origLink></entry></feed>
