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	<title>Desafios Photoshop Brasil</title>
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	<description>Onde o impossível acontece !</description>
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		<title>322º Desafio DPB – Vídeo da Manipulação</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20159?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=322%25c2%25ba-desafio-dpb-%25e2%2580%2593-video-da-manipulacao</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20159#comments</comments>
		<pubDate>Tue, 24 Jan 2012 23:58:34 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[Vídeos]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20159</guid>
		<description><![CDATA[Mais um vez viemos com um vídeo de um  membro da DPB, nosso amigo  HuGgo  mostra como ele executou a montagem para o 322º Desafio DPB onde a imagem base foi uma cadeira !!! &#160;]]></description>
			<content:encoded><![CDATA[<p><!-- Start Shareaholic LikeButtonSetTop --><!-- End Shareaholic LikeButtonSetTop -->Mais um vez viemos com um vídeo de um  membro da DPB, nosso amigo  <a href="http://huggodesign.multiply.com/photos" target="_blank">HuGgo </a> mostra como ele executou a montagem para o 322º Desafio DPB onde a imagem base foi uma cadeira !!!</p>
<p><a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/HugGo1.jpg"><img class="alignnone size-medium wp-image-20148" title="HugGo" src="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/HugGo1-500x397.jpg" alt="" width="500" height="397" /></a></p>
<p>&nbsp;<br />
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		<title>323º Desafio DPB</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20081?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=323%25c2%25ba-desafio-dpb</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20081#comments</comments>
		<pubDate>Sun, 22 Jan 2012 22:45:13 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[12ª Temporada Desafios DPB]]></category>
		<category><![CDATA[ATIVOS]]></category>
		<category><![CDATA[RECENTES]]></category>
		<category><![CDATA[bolhas]]></category>
		<category><![CDATA[bolhas de sabão]]></category>
		<category><![CDATA[bubbles]]></category>
		<category><![CDATA[bubbles soap]]></category>
		<category><![CDATA[Desafio]]></category>
		<category><![CDATA[desafios photoshop]]></category>
		<category><![CDATA[foto manipulação]]></category>
		<category><![CDATA[manipulação]]></category>
		<category><![CDATA[manipulation]]></category>
		<category><![CDATA[Photoshop]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20081</guid>
		<description><![CDATA[TEMA : Bolhas de Sabão &#8220;Neste desafio, pedimos que usem a criatividade no Photoshop e façam coisas de bolhas de sabão. Pode ser qualquer coisa, pessoas, animais, objetos, alimentos, etc.&#8221; IMPORTANTE: Ser criativo e original e fugir de coisas prontas que tem na internet!!! EXEMPLO: Créditos:  Ninha ENCERRA: 29/01/2012 às 21:00 hs TAMANHO: A montagem ...]]></description>
			<content:encoded><![CDATA[<p><!-- Start Shareaholic LikeButtonSetTop --><!-- End Shareaholic LikeButtonSetTop --><strong>TEMA : Bolhas de Sabão<strong></strong></strong></p>
<p><strong><strong><br />
&#8220;Neste desafio, pedimos que usem a criatividade no Photoshop e façam coisas de bolhas de sabão. Pode ser qualquer coisa, pessoas, animais, objetos, alimentos, etc.&#8221;<br />
<span style="color: #ff0000;">IMPORTANTE: Ser criativo e original e fugir de coisas prontas que tem na internet!!!</span><br />
</strong></strong></p>
<p><strong>EXEMPLO:</strong><br />
<a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/323_desafio_dpb.jpg"><img class="alignnone size-medium wp-image-20083" title="323_desafio_dpb" src="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/323_desafio_dpb-500x490.jpg" alt="" width="500" height="490" /></a></p>
<p><span style="color: #ff0000;"><strong>Créditos:  </strong></span><strong>Ninha<strong><strong><a href="http://www.sxc.hu/profile/weblux" target="_blank"><br />
</a></strong></strong></strong></p>
<p><strong><span style="color: #ff0000;">ENCERRA:</span> 29</strong><strong>/01/2012 às 21:00 hs</strong></p>
<p><span id="more-20081"></span></p>
<p><strong><strong><strong><strong><strong><span style="color: #ff0000;">TAMANHO:</span> <strong>A montagem deve ter no mínimo 800×600 ou 600/800 pxs.<br />
<strong><span style="color: #ff0000;">OBRIGATÓRIO:</span> <strong> Postar no MULTIPLY ou FACEBOOK</strong></strong></strong></strong></strong></strong></strong></strong></p>
<p><a href="http://www.desafiosphotoshopbrasil.com.br/como-participar" target="_blank"><strong>SAIBA COMO PARTICIPAR</strong><br />
<strong>Clique e saiba como participar do desafio</strong>!</a></p>
<p><span style="color: #ff0000;"><strong>IMPORTANTE</strong></span><strong><br />
Uma vez postada NÃO é permitido editar a imagem e postar novamente, sujeito à ficar fora da votação!!!</strong></p>
<p>&nbsp;</p>
<h1><strong>&#8220;BOM DESAFIO!</strong></h1>
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		<item>
		<title>173º Desafio Iniciante</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20079?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=173%25c2%25ba-desafio-iniciante</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20079#comments</comments>
		<pubDate>Sun, 22 Jan 2012 22:44:41 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[8ª Temporada Desafios Iniciante]]></category>
		<category><![CDATA[ATIVOS]]></category>
		<category><![CDATA[RECENTES]]></category>
		<category><![CDATA[death]]></category>
		<category><![CDATA[Desafio]]></category>
		<category><![CDATA[desafios photoshop]]></category>
		<category><![CDATA[foto manipulação]]></category>
		<category><![CDATA[manipulação]]></category>
		<category><![CDATA[manipulation]]></category>
		<category><![CDATA[morte]]></category>
		<category><![CDATA[Photoshop]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20079</guid>
		<description><![CDATA[IMAGEM BASE: Morte “Neste desafio, pedimos que usem a criatividade no Photoshop e façam o que quiserem com esta imagem.” CLIQUE NA IMAGEM PARA BAIXAR Link imagem Full ENCERRA: 29/01/2012 às 21:00 hs TAMANHO: A montagem deve ter no mínimo 800×600 ou 600/800 pxs. OBRIGATÓRIO: Postar no MULTIPLY ou FACEBOOK SAIBA COMO PARTICIPAR Clique e ...]]></description>
			<content:encoded><![CDATA[<p><!-- Start Shareaholic LikeButtonSetTop --><!-- End Shareaholic LikeButtonSetTop --><strong>IMAGEM BASE: Morte<br />
</strong></p>
<p><strong><strong>“Neste desafio, pedimos que usem a criatividade no Photoshop e façam o que quiserem com esta imagem.”</strong></strong></p>
<p><strong><strong><strong> </strong><strong> </strong><strong>CLIQUE NA IMAGEM PARA BAIXAR</strong></strong></strong><strong><strong><strong><br />
<a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/173_desafio_iniciante.jpg">Link imagem Full</a></strong></strong></strong></p>
<p><a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/173_desafio_iniciante.jpg"><img class="alignnone size-medium wp-image-20086" title="173_desafio_iniciante" src="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/173_desafio_iniciante-500x751.jpg" alt="" width="500" height="751" /></a></p>
<p><strong><strong><strong><a href="http://www.sxc.hu/profile/weblux" target="_blank"><br />
</a></strong></strong></strong></p>
<p><strong><span style="color: #ff0000;">ENCERRA:</span> 29</strong><strong>/01/2012 às 21:00 hs</strong></p>
<p><span id="more-20079"></span></p>
<p><strong><strong><strong><strong><strong><span style="color: #ff0000;">TAMANHO:</span> <strong>A montagem deve ter no mínimo 800×600 ou 600/800 pxs.<br />
<strong><span style="color: #ff0000;">OBRIGATÓRIO:</span> <strong> Postar no MULTIPLY ou FACEBOOK</strong></strong></strong></strong></strong></strong></strong></strong></p>
<p><a href="http://www.desafiosphotoshopbrasil.com.br/como-participar" target="_blank"><strong>SAIBA COMO PARTICIPAR</strong><br />
<strong>Clique e saiba como participar do desafio</strong>!</a></p>
<p><span style="color: #ff0000;"><strong>NOTA</strong></span><br />
<strong>Não poderão participar do DESAFIO INICIANTE os membros que:</strong><br />
<strong>Subiram 3x (três vezes) ao podium em 1º 2º ou 3º lugares, tanto no Desafio DPB quanto no Desafio Iniciante.</strong><strong></strong></p>
<p><span style="color: #ff0000;"><strong>IMPORTANTE</strong></span><strong><br />
Uma vez postada NÃO é permitido editar a imagem e postar novamente, sujeito à ficar fora da votação!!!</strong></p>
<p>&nbsp;</p>
<h1><strong>&#8220;BOM DESAFIO!</strong></h1>
<div class="shr-publisher-20079"></div>
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		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>Notas Gerais 321º Desafio DPB</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20089?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=notas-gerais-321%25c2%25ba-desafio-dpb</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20089#comments</comments>
		<pubDate>Sun, 22 Jan 2012 22:32:31 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[Notas Gerais DPB]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20089</guid>
		<description><![CDATA[Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada): 1º 15 pontos 2º 12 pontos 3º 10 pontos 4º 7 pontos 5º 4 pontos 6º3 pontos 7º 2 opontos 8º ao ultimo leva 1 ponto no ranking da temporada RESULTADO NOTAS DADAS NOTAS RECEBIDAS]]></description>
			<content:encoded><![CDATA[<p><strong>Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada):</strong></p>
<p><strong>1º 15 pontos</strong><br />
<strong> 2º 12 pontos</strong><br />
<strong> 3º 10 pontos</strong><br />
<strong> 4º 7 pontos</strong><br />
<strong> 5º 4 pontos</strong><br />
<strong> 6º3 pontos</strong><br />
<strong> 7º 2 opontos</strong><br />
<strong> 8º ao ultimo leva 1 ponto no ranking da temporada</strong><br />
<span style="font-weight: bold;">RESULTADO</span><br />
<img src="data:image/png;base64,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" alt="" /><br style="font-weight: bold;" /><span style="font-weight: bold;"><br />
NOTAS DADAS</span><br />
<img 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" alt="" /><br />
<br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS RECEBIDAS</span><br />
<img 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" 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		<title>Notas Gerais 171º Desafio Iniciante</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20087?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=notas-gerais-171%25c2%25ba-desafio-iniciante</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20087#comments</comments>
		<pubDate>Sun, 22 Jan 2012 22:19:42 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[Notas Gerais Iniciante]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20087</guid>
		<description><![CDATA[Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada): 1º 15 pontos 2º 12 pontos 3º 10 pontos 4º 7 pontos 5º 4 pontos 6º3 pontos 7º 2 opontos 8º ao ultimo leva 1 ponto no ranking da temporada RESULTADO NOTAS DADAS NOTAS RECEBIDAS]]></description>
			<content:encoded><![CDATA[<p><strong>Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada):</strong></p>
<p><strong>1º 15 pontos</strong><br />
<strong> 2º 12 pontos</strong><br />
<strong> 3º 10 pontos</strong><br />
<strong> 4º 7 pontos</strong><br />
<strong> 5º 4 pontos</strong><br />
<strong> 6º3 pontos</strong><br />
<strong> 7º 2 opontos</strong><br />
<strong> 8º ao ultimo leva 1 ponto no ranking da temporada</strong><br />
<span style="font-weight: bold;">RESULTADO</span><br />
<img 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" alt="" /><br />
<br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS DADAS</span><br />
<img 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" alt="" /><br />
<br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS RECEBIDAS</span><br />
<img 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" alt="" /></p>
]]></content:encoded>
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		<item>
		<title>322º Desafio DPB</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20029?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=322%25c2%25ba-desafio-dpb</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20029#comments</comments>
		<pubDate>Sun, 15 Jan 2012 23:07:19 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[12ª Temporada Desafios DPB]]></category>
		<category><![CDATA[RECENTES]]></category>
		<category><![CDATA[Votação]]></category>
		<category><![CDATA[cadeira]]></category>
		<category><![CDATA[chair]]></category>
		<category><![CDATA[Desafio]]></category>
		<category><![CDATA[desafios photoshop]]></category>
		<category><![CDATA[manipulation]]></category>
		<category><![CDATA[montagem]]></category>
		<category><![CDATA[nature]]></category>
		<category><![CDATA[natureza]]></category>
		<category><![CDATA[Photoshop]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20029</guid>
		<description><![CDATA[IMAGEM BASE: Cadeira “Neste desafio, pedimos que usem a criatividade no Photoshop e façam o que quiserem com esta imagem.” CLIQUE NA IMAGEM PARA BAIXAR Link imagem Full Fonte: weblux VOTAÇÃO ENCERRA: 28/01/2012 às 21:00 hs SOMENTE quem participou do desafio pode votar É obrigatório votar em TODAS as imagens, menos da sua O membro ...]]></description>
			<content:encoded><![CDATA[<p><!-- Start Shareaholic LikeButtonSetTop --><!-- End Shareaholic LikeButtonSetTop --><strong>IMAGEM BASE: Cadeira<br />
</strong></p>
<p><strong><strong>“Neste desafio, pedimos que usem a criatividade no Photoshop e façam o que quiserem com esta imagem.”</strong></strong></p>
<p><strong><strong><strong> </strong><strong> </strong><strong>CLIQUE NA IMAGEM PARA BAIXAR</strong></strong></strong><strong><strong><strong><br />
<a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/322_desafio_dpb.jpg">Link imagem Full<br />
</a><a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/322_desafio_dpb.jpg"><img class="alignnone size-medium wp-image-20030" title="322_desafio_dpb" src="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/322_desafio_dpb-500x377.jpg" alt="" width="500" height="377" /></a><a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/171_desafio_iniciante.jpg"><br />
</a></strong></strong></strong></p>
<p><span style="color: #ff0000;"><strong>Fonte:</strong></span><strong><strong><strong><a href="http://www.sxc.hu/profile/weblux" target="_blank"> weblux<br />
</a></strong></strong></strong></p>
<p><strong><span style="color: #ff0000;">VOTAÇÃO ENCERRA:</span> 28</strong><strong>/01/2012 às 21:00 hs</strong></p>
<p><span id="more-20029"></span></p>
<p><span style="color: #99cc00;"><strong>SOMENTE quem participou do desafio pode votar</strong></span><br />
<span style="color: #99cc00;"> <strong>É obrigatório votar em TODAS as imagens, menos da sua</strong></span><br />
<strong><span style="color: #99cc00;">O membro que participou do desafio e não votou, perde 1,0 ponto na média</span><br />
<span style="color: #ff0000;">CASO DÊ NOTAS 1, 2 ou 3 Justificá-las no campo abaixo as mesmas citando onde o membro falhou na EXECUÇÃO( recortes, sombras, ajuste de cores, iluminação, fusão de imagens, aproveitamento da imagem base ou expressão do tema pedido etc)</span></strong></p>
<p>[contact-form]
<div class="shr-publisher-20029"></div>
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		</item>
		<item>
		<title>172º Desafio Iniciante</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20026?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=172%25c2%25ba-desafio-iniciante</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20026#comments</comments>
		<pubDate>Sun, 15 Jan 2012 23:07:01 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[8ª Temporada Desafios Iniciante]]></category>
		<category><![CDATA[RECENTES]]></category>
		<category><![CDATA[Votação]]></category>
		<category><![CDATA[Desafio]]></category>
		<category><![CDATA[desafios photoshop brasil]]></category>
		<category><![CDATA[manipulação]]></category>
		<category><![CDATA[manipulation]]></category>
		<category><![CDATA[montagem]]></category>
		<category><![CDATA[OOB]]></category>
		<category><![CDATA[Out Of Bounds]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20026</guid>
		<description><![CDATA[TEMA :Out Of Bounds Para que não conhece esse estilo de montagem, OOB ou Out of Bounds que dizer &#8220;saindo dos limites&#8221;, literalmente, como saindo de uma foto, de um quadro, de uma tela, monitor etc.&#8221; &#8220;Neste desafio, pedimos que usem a criatividade no Photoshop e criem cenas em OOB.&#8221; Autor:  Rungue &#160; VOTAÇÃO ENCERRA: ...]]></description>
			<content:encoded><![CDATA[<p><!-- Start Shareaholic LikeButtonSetTop --><!-- End Shareaholic LikeButtonSetTop --><strong>TEMA :Out Of Bounds<br />
</strong></p>
<p><strong><strong>Para que não conhece esse estilo de montagem, OOB ou Out of Bounds que dizer &#8220;saindo dos limites&#8221;, literalmente, como saindo de uma foto, de um quadro, de uma tela, monitor etc.&#8221;<br />
&#8220;Neste desafio, pedimos que usem a criatividade no Photoshop e criem cenas em OOB.&#8221;</strong></strong></p>
<p><img class="alignnone size-medium wp-image-20027" title="172_desafio_iniciante" src="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/172_desafio_iniciante-500x827.jpg" alt="" width="500" height="827" /></p>
<p><span style="color: #ff0000;"><strong>Autor: </strong></span> <a href="http://www.rungueps.blogspot.com/" target="_blank"><strong>Rungue</strong></a><strong><strong><strong><a href="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/171_desafio_iniciante.jpg"><br />
</a></strong></strong></strong></p>
<p>&nbsp;</p>
<p><span style="color: #ff0000;"><strong>VOTAÇÃO ENCERRA: 28</strong><strong>/01/2012 às 21:00 hs</strong></span></p>
<p><span id="more-20026"></span></p>
<p><span style="color: #99cc00;"><strong>SOMENTE quem participou do desafio pode votar</strong></span><br />
<span style="color: #99cc00;"> <strong>É obrigatório votar em TODAS as imagens, menos da sua</strong></span><br />
<strong><span style="color: #99cc00;">O membro que participou do desafio e não votou, perde 1,0 ponto na média</span><br />
<span style="color: #ff0000;">CASO DÊ NOTAS 1, 2 ou 3 Justificá-las no campo abaixo as mesmas citando onde o membro falhou na EXECUÇÃO( recortes, sombras, ajuste de cores, iluminação, fusão de imagens, aproveitamento da imagem base ou expressão do tema pedido etc)</span></strong></p>
<p>[contact-form]
<div class="shr-publisher-20026"></div>
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		<title>Notas Gerais 320º Desafio DPB</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20017?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=notas-gerais-320%25c2%25ba-desafio-dpb</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20017#comments</comments>
		<pubDate>Sun, 15 Jan 2012 17:35:47 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[Notas Gerais DPB]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20017</guid>
		<description><![CDATA[Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada): 1º 15 pontos 2º 12 pontos 3º 10 pontos 4º 7 pontos 5º 4 pontos 6º3 pontos 7º 2 opontos 8º ao ultimo leva 1 ponto no ranking da temporada RESULTADO NOTAS DADAS NOTAS ECEBIDAS]]></description>
			<content:encoded><![CDATA[<p><strong>Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada):</strong></p>
<p><strong>1º 15 pontos</strong><br />
<strong> 2º 12 pontos</strong><br />
<strong> 3º 10 pontos</strong><br />
<strong> 4º 7 pontos</strong><br />
<strong> 5º 4 pontos</strong><br />
<strong> 6º3 pontos</strong><br />
<strong> 7º 2 opontos</strong><br />
<strong> 8º ao ultimo leva 1 ponto no ranking da temporada</strong></p>
<p><span style="font-weight: bold;">RESULTADO</span><br />
<img 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" alt="" /><br />
<br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS DADAS</span><br />
<img 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" alt="" /><br />
<br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS ECEBIDAS</span><br />
<img 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" alt="" /></p>
]]></content:encoded>
			<wfw:commentRss>http://www.desafiosphotoshopbrasil.com.br/archives/20017/feed</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Notas Gerais 170º Desafio Inciante</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/20015?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=notas-gerais-170%25c2%25ba-desafio-inciante</link>
		<comments>http://www.desafiosphotoshopbrasil.com.br/archives/20015#comments</comments>
		<pubDate>Sun, 15 Jan 2012 17:33:40 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[Notas Gerais Iniciante]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=20015</guid>
		<description><![CDATA[Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada): 1º 15 pontos 2º 12 pontos 3º 10 pontos 4º 7 pontos 5º 4 pontos 6º3 pontos 7º 2 opontos 8º ao ultimo leva 1 ponto no ranking da temporada RESULTADO NOTAS DADAS NOTAS RECEBIDAS]]></description>
			<content:encoded><![CDATA[<p><strong>Ao final da votação, serão atribuidos os seguintes pontos na colocação (para o ranking da temporada):</strong></p>
<p><strong>1º 15 pontos</strong><br />
<strong> 2º 12 pontos</strong><br />
<strong> 3º 10 pontos</strong><br />
<strong> 4º 7 pontos</strong><br />
<strong> 5º 4 pontos</strong><br />
<strong> 6º3 pontos</strong><br />
<strong> 7º 2 opontos</strong><br />
<strong> 8º ao ultimo leva 1 ponto no ranking da temporada</strong><br />
<span style="font-weight: bold;">RESULTADO</span></p>
<p><img 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" alt="" /></p>
<p><br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS DADAS</span><br />
<img 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" alt="" /><br />
<br style="font-weight: bold;" /><span style="font-weight: bold;">NOTAS RECEBIDAS</span><br />
<img 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		<title>321º Desafio DPB</title>
		<link>http://www.desafiosphotoshopbrasil.com.br/archives/19968?utm_source=rss&#038;utm_medium=rss&#038;utm_campaign=321%25c2%25ba-desafio-dpb</link>
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		<pubDate>Sun, 08 Jan 2012 22:49:26 +0000</pubDate>
		<dc:creator>DPB</dc:creator>
				<category><![CDATA[12ª Temporada Desafios DPB]]></category>
		<category><![CDATA[RECENTES]]></category>
		<category><![CDATA[Resultado]]></category>
		<category><![CDATA[2012]]></category>
		<category><![CDATA[Desafio]]></category>
		<category><![CDATA[manipulation]]></category>
		<category><![CDATA[montagem]]></category>
		<category><![CDATA[Photoshop]]></category>

		<guid isPermaLink="false">http://www.desafiosphotoshopbrasil.com.br/?p=19968</guid>
		<description><![CDATA[TEMA LIVRE : 1ª Montagem de 2012 “Neste desafio pedimos que usem a criatividade no Photoshop e mostrem qual será sua 1ª Montagem de 2012 para a DPB. O tema é livre o que vale é ser original e criativo, inovar e fujir de clichês.&#8221; RESULTADO SOMENTE quem participou do desafio pode votar É obrigatório ...]]></description>
			<content:encoded><![CDATA[<p><!-- Start Shareaholic LikeButtonSetTop --><!-- End Shareaholic LikeButtonSetTop --><strong>TEMA LIVRE : 1ª Montagem de 2012<br />
</strong></p>
<p><strong><strong>“Neste desafio pedimos que usem a criatividade no Photoshop e mostrem qual será sua 1ª Montagem de 2012 para a DPB. O tema é livre o que vale é ser original e criativo, inovar e fujir de clichês.&#8221;<br />
</strong></strong></p>
<p><strong><strong><strong> </strong><strong> </strong><strong></strong></strong></strong><strong><strong><strong><img class="alignnone size-medium wp-image-19969" title="321_desafio_dpb" src="http://www.desafiosphotoshopbrasil.com.br/wp-content/uploads/2012/01/321_desafio_dpb-500x312.jpg" alt="" width="500" height="312" /><br />
</strong></strong></strong></p>
<p><strong><span style="color: #ff0000;">RESULTADO</span></strong><strong></strong></p>
<p><span id="more-19968"></span></p>
<p><span style="color: #99cc00;"><strong>SOMENTE quem participou do desafio pode votar</strong></span><br />
<span style="color: #99cc00;"> <strong>É obrigatório votar em TODAS as imagens, menos da sua</strong></span><br />
<strong><span style="color: #99cc00;">O membro que participou do desafio e não votou, perde 1,0 ponto na média</span><br />
<span style="color: #ff0000;">CASO DÊ NOTAS 1, 2 ou 3 Justificá-las no campo abaixo as mesmas citando onde o membro falhou na EXECUÇÃO( recortes, sombras, ajuste de cores, iluminação, fusão de imagens, aproveitamento da imagem base ou expressão do tema pedido etc)</span></strong></p>
<p>[contact-form]</p>
<p>&nbsp;</p>
<h2><a href="http://www.desafiosphotoshopbrasil.com.br/archives/20089"><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong><strong>RESULTADO – Vejam as NOTAS GERAIS da Votação!</strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></strong></a></h2>
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