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		<title>Scrum na prática</title>
		<link>https://www.maxprojetos.com/scrum-na-pratica/</link>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Tue, 03 Dec 2019 01:50:00 +0000</pubDate>
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		<category><![CDATA[LEGO]]></category>
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		<category><![CDATA[projetos de inovação]]></category>
		<category><![CDATA[SCRUM]]></category>
		<category><![CDATA[SCRUM COM LEGO]]></category>
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					<description><![CDATA[<p>Scrum é um framework para gestão e planejamento de projetos. Scrum na prática é possível. SCRUM NA PRÁTICA A aplicação do Scrum por meio de LEGO® possibilita a vivência para compreender e utilizar todo o desenvolvimento do projeto. Está dinâmica permeia conceitos de sprint,  product backlog, reuniões diárias, reuniões de planejamento, revisão e retrospectiva e os papéis [&#8230;]</p>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/scrum-na-pratica/">Scrum na prática</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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										<content:encoded><![CDATA[<div dir="ltr" style="text-align: left;">
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">Scrum é um framework para gestão e planejamento de projetos. Scrum na prática é possível.<br /></span></div>
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<td style="text-align: center;"><img title="SCRUM COM LEGO" src="https://maxprojetos.com/wp-content/uploads/2019/12/IMG_84832B252812529.jpg" alt="SCRUM COM LEGO" width="320" height="224" border="0" data-original-height="1123" data-original-width="1600" /></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">SCRUM NA PRÁTICA</span></td>
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<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">A aplicação do Scrum por meio de </span><span style="background-color: transparent; text-align: left;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">LEGO® possibilita a vivência para compreender e utilizar todo o desenvolvimento do projeto. Está dinâmica permeia conceitos de </span></span><span style="background-color: transparent; color: #444444; font-family: 'verdana' , sans-serif;">s</span><span style="background-color: transparent; color: #4c4c4c; font-family: 'verdana' , sans-serif;">print,  product backlog, reuniões diárias, reuniões de planejamento, revisão e retrospectiva e os papéis das partes interessadas no projeto </span><span style="color: #444444;"><span style="font-family: 'verdana' , sans-serif; font-size: small;">Product Owner, Scrum Master<span style="text-align: left;"> </span><span style="text-align: left;">e </span>Time de Desenvolvimento<span style="text-align: left;">.</span></span><span style="font-family: 'helvetica neue' , 'helvetica' , 'arial' , sans-serif; font-size: 14px; text-align: left;"> </span></span></div>
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">No Scrum, os projetos são dividos em ciclos chamados de</span><span style="color: #444444; font-family: 'verdana' , sans-serif;"> </span><span style="box-sizing: border-box; color: #444444; font-family: 'verdana' , sans-serif;">Sprints</span><span style="color: #444444; font-family: 'verdana' , sans-serif;">. O</span><span style="color: #444444; font-family: 'verdana' , sans-serif;"> </span><span style="box-sizing: border-box; color: #444444; font-family: 'verdana' , sans-serif;">Sprint</span><span style="color: #444444; font-family: 'verdana' , sans-serif;"> </span><span style="color: #444444; font-family: 'verdana' , sans-serif;">representa um Time Box dentro do qual um conjunto de atividades deve ser executado.</span><span style="color: #444444; font-family: 'verdana' , sans-serif;"> </span><span style="color: #444444; font-family: 'verdana' , sans-serif;">Metodologias ágeis</span><span style="color: #444444; font-family: 'verdana' , sans-serif;"> </span><span style="color: #444444; font-family: 'verdana' , sans-serif;">de desenvolvimento de software são iterativas, ou seja, o trabalho é dividido em iterações, que são chamadas de Sprints no caso do Scrum.</span></div>
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">As funcionalidades a serem implementadas em um projeto são mantidas em uma lista que é conhecida como Product Backlog. No início de cada Sprint, faz-se um Sprint Planning Meeting, ou seja, uma reunião de planejamento na qual o Product Owner prioriza os itens do Product Backlog e a equipe seleciona as atividades que ela será capaz de implementar durante o Sprint que se inicia. As tarefas alocadas em um Sprint são transferidas do Product Backlog para o Sprint Backlog.</span></div>
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">A cada dia de uma Sprint, a equipe faz uma breve reunião (normalmente de manhã), chamada Daily Scrum. O objetivo é disseminar conhecimento sobre o que foi feito no dia anterior, identificar impedimentos e priorizar o trabalho do dia que se inicia.</span></div>
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;">Ao final de um Sprint, a equipe apresenta as funcionalidades implementadas em uma Sprint Review Meeting. Finalmente, faz-se uma Sprint Retrospective e a equipe parte para o planejamento do próximo Sprint, assim reinicia-se o ciclo.</span></div>
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: 'verdana' , sans-serif;"> </span></div>
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<td style="text-align: center;"><img title="SCRUM COM LEGO" src="https://maxprojetos.com/wp-content/uploads/2020/05/IMG_8488.jpg" alt="SCRUM COM LEGO" width="640" height="448" border="0" data-original-height="1124" data-original-width="1600" /></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">SCRUM NA PRÁTICA</span></td>
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<td style="text-align: center;"><img title="SCRUM COM LEGO" src="https://maxprojetos.com/wp-content/uploads/2020/05/IMG_8474.jpg" alt="SCRUM COM LEGO" width="400" height="226" border="0" data-original-height="855" data-original-width="1509" /></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">SCRUM NA PRÁTICA</span></td>
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<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"><span style="color: #444444; font-family: verdana, sans-serif;">Fonte: </span><a href="https://www.fiap.com.br/shift/">Desenvolvimento Ágil<span style="color: #444444; font-family: verdana, sans-serif;"> &#8211; </span>SHIFT FIAP</a></div>
<div style="background-color: white; box-sizing: border-box; line-height: 28px; margin-bottom: 0.75em; text-align: justify;"> </div>
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<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/scrum-na-pratica/">Scrum na prática</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>O que é um projeto? (making of)</title>
		<link>https://www.maxprojetos.com/o-que-e-um-projeto-making-of/</link>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Sun, 06 Oct 2019 07:46:00 +0000</pubDate>
				<category><![CDATA[Destaque]]></category>
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					<description><![CDATA[<p>O que é um projeto sob o olhar da Facilitação Gráfica (making of) Facilitação Gráfica Max Ribeiro Facilitação Gráfica&#160;Max Ribeiro Facilitação Gráfica&#160;Max Ribeiro Facilitação Gráfica&#160;Max Ribeiro Facilitação Gráfica&#160;Max Ribeiro</p>
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<span style="font-size: large;"><span style="color: #444444;">O que é um projeto sob o olhar da</span> Facilitação Gráfica</span></div>
<div style="text-align: center;">
<span style="color: #444444; font-size: large;">(making of)</span></div>
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<td style="text-align: center;"><img alt="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" border="0" data-original-height="450" data-original-width="800" height="360" src="https://maxprojetos.com/wp-content/uploads/2019/10/foto2B252892529.jpg" title="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" width="640" /></td>
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<td class="tr-caption" style="text-align: center;">Facilitação Gráfica <span style="color: #444444;">Max Ribeiro</span></td>
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<td style="text-align: center;"><img alt="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" border="0" data-original-height="450" data-original-width="705" height="255" src="https://maxprojetos.com/wp-content/uploads/2020/05/foto2B252872529.jpg" title="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" width="400" /></td>
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<td class="tr-caption" style="text-align: center;">Facilitação Gráfica<span style="font-size: 12.8px;">&nbsp;<span style="color: #444444;">Max Ribeiro</span></span></td>
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<td style="text-align: center;"><img alt="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" border="0" data-original-height="960" data-original-width="717" height="320" src="https://maxprojetos.com/wp-content/uploads/2020/05/foto2B12.jpg" title="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" width="239" /></td>
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<td class="tr-caption" style="text-align: center;">Facilitação Gráfica<span style="font-size: 12.8px;">&nbsp;<span style="color: #444444;">Max Ribeiro</span></span></td>
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<td style="text-align: center;"><img alt="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" border="0" data-original-height="717" data-original-width="960" height="239" src="https://maxprojetos.com/wp-content/uploads/2020/05/foto2B11.jpg" title="Facilitação Gráfica, Graphic Facilitation, Max Ribeiro" width="320" /></td>
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<td class="tr-caption" style="text-align: center;">Facilitação Gráfica<span style="font-size: 12.8px;">&nbsp;<span style="color: #444444;">Max Ribeiro</span></span></td>
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<td class="tr-caption" style="text-align: center;">Facilitação Gráfica<span style="font-size: 12.8px;">&nbsp;<span style="color: #444444;">Max Ribeiro</span></span></td>
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<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/o-que-e-um-projeto-making-of/">O que é um projeto? (making of)</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>Gestão de Projetos &#8211; ESIC Business &#038; Marketing School</title>
		<link>https://www.maxprojetos.com/gestao-de-projetos-esic-business/</link>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Sat, 07 Sep 2019 01:22:00 +0000</pubDate>
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					<description><![CDATA[<p>ESIC &#8211; Business &#38; Marketing School Master em Marketing e Gestão de Negócios (GESCO) Gestão de Projetos&#160; Prof. Max Ribeiro Desenvolver competências e habilidades necessárias para o planejamento, execução e controle de projetos, tratando de estratégias e estruturas que podem influenciar&#160;nos resultados finais do projeto. Aplicar conceitos teórico-práticos, habilidades e ferramentas que possam auxiliar no [&#8230;]</p>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/gestao-de-projetos-esic-business/">Gestão de Projetos &#8211; ESIC Business &#038; Marketing School</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
]]></description>
										<content:encoded><![CDATA[<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="color: #444444; font-size: large;">ESIC &#8211; Business &amp; Marketing School</span></div>
<div style="text-align: center;">
<span style="color: #444444; font-size: large;">Master em Marketing e Gestão de Negócios (GESCO)</span></div>
<div style="text-align: center;">
<span style="color: #444444; font-size: large;">Gestão de Projetos&nbsp;</span></div>
<div style="text-align: center;">
<span style="color: #444444;">Prof. Max Ribeiro</span><br />
<span style="color: #444444;"><br /></span></p>
<div style="text-align: justify;">
<span style="color: #444444;">Desenvolver competências e habilidades necessárias para o planejamento, execução e controle de projetos, tratando de estratégias e estruturas que podem influenciar&nbsp;nos resultados finais do projeto.</span></div>
<div style="text-align: justify;">
<span style="color: #444444;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: #444444;">Aplicar conceitos teórico-práticos, habilidades e ferramentas que possam auxiliar no desenvolvimento e análise de metodologias de gerenciamento de projetos e seu alinhamento com estratégias organizacionais.</span></div>
<div style="text-align: justify;">
<span style="color: #444444;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: #444444;">Apresentar conhecimentos, habilidades, ferramentas e técnicas de gestão de projetos, as quais integram a realização de projetos com diversas áreas da empresa.</span></div>
<div style="text-align: justify;">
<span style="color: #444444;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: #444444;"><br /></span></div>
<div style="text-align: justify;">
<span style="color: #444444;"><b>PM CANVAS </b>&#8211; by Prof. José Finochio Junior (para saber mais, clique em: PM CANVAS)</span></div>
<div style="text-align: justify;">
<span style="color: #444444;"><br /></span></div>
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<td style="text-align: center;"><img alt="Gestão de Projetos, Max Ribeiro, Facilitação Gráfica, Graphic Facilitation" border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://maxprojetos.com/wp-content/uploads/2019/09/e0.jpg" title="Gestão de Projetos, Max Ribeiro, Facilitação Gráfica, Graphic Facilitation" width="640" /></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">PM CANVAS &#8211; Gestão de Projetos Prof. Max Ribeiro</span></td>
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<td style="text-align: center;"><img alt="Gestão de Projetos, Max Ribeiro, Facilitação Gráfica, Graphic Facilitation, ESIC" border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://maxprojetos.com/wp-content/uploads/2020/05/e01.jpg" title="Gestão de Projetos, Max Ribeiro, Facilitação Gráfica, Graphic Facilitation, ESIC " width="400" /></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">PM CANVAS &#8211; Gestão de Projetos Prof. Max Ribeiro</span></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">PM CANVAS &#8211; Gestão de Projetos Prof. Max Ribeiro</span></td>
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<td class="tr-caption" style="text-align: center;"><span style="font-size: 12.8px;"><span style="color: #444444;">PM CANVAS &#8211; Gestão de Projetos Prof. Max Ribeiro</span></span></td>
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<span style="color: #444444;"><b>Aprendizagem baseada em projetos</b></span></div>
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<span style="background-color: white; color: #1c1e21;"><span style="font-family: Verdana, sans-serif;">Aprendizagem baseada em projetos é uma metodologia em que os alunos se envolvem com tarefas e desafios para desenvolver um projeto ou um produto. A aprendizagem baseada em projetos integra diferentes conhecimentos e estimula o desenvolvimento de competências, como trabalho em equipe, protagonismo e pensamento crítico. Tudo começa com um problema ou questão que seja desafiadora, que não tenha resposta fácil e que estimule a imaginação. O método faz com que o aluno tenha um papel ativo para o seu aprendizado (Porvir, 2019).</span></span></div>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">&nbsp;Gestão de Projetos &#8211; Prof. Max Ribeiro</span></td>
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<span style="font-family: Verdana, sans-serif;"><span style="background-color: white; color: #555555; text-align: start;">A pós-graduação em <a href="https://esic.br/masters-especializados/master-em-marketing-e-gestao-de-negocios-gesco/" target="_blank" rel="noopener noreferrer"><b>Master em Marketing e Gestão de Negócios – GESCO</b></a> é o programa &nbsp;que proporciona uma especialização prática em estratégias de Marketing e no planejamento e desenvolvimento de operações focadas nos critérios de rentabilidade e liquidez aplicados nas empresas.&nbsp;</span><span style="background-color: white; color: #555555;">É um programa especialmente desenhado para que tanto profissionais e diretores das áreas de marketing e comercial, quanto profissionais que pretendem assumir a direção e gestão de marketing, possam enfrentar, com garantia de êxito, as constantes mudanças do mercado, através de um permanente processo de atualização.</span><span style="background-color: white; color: #555555; text-align: start;">Para maiores informações clique em: </span>GESCO</span></div>
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<span style="color: #444444; font-family: Verdana, sans-serif;">Coordenação Prof. Luciano Castro</span></div>
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<span style="color: #444444; font-family: Verdana, sans-serif; font-size: x-small;"><b>Referências:</b></span></div>
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<span style="font-size: x-small;"><span style="color: #444444; font-family: Verdana, sans-serif;">FINOCHIO, José Jr. <b>Project Model Canvas:</b> gerenciamento de projetos sem burocracia. 1ª ed. Rio de Janeiro: Elsevier, 2013. Acesso em:</span>https://pmcanvas.com.br/</span></div>
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<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/gestao-de-projetos-esic-business/">Gestão de Projetos &#8211; ESIC Business &#038; Marketing School</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>Aprendizagem Baseada em Projetos</title>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Sat, 13 Jul 2019 03:53:00 +0000</pubDate>
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					<description><![CDATA[<p>Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá &#8211; PRUDENTÓPOLIS Gerenciamento de Projetos &#8211; PMI&#160; Faculdade Guairacá MBA EXECUTIVO EM LIDERANÇA, COACHING e GESTÃO EMPREENDEDORA Aprendizagem Baseada em Projetos Aprendizagem baseada em projetos é uma metodologia em que os alunos se envolvem com tarefas e desafios para desenvolver um projeto ou um produto. A aprendizagem baseada [&#8230;]</p>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/aprendizagem-baseada-em-projetos/">Aprendizagem Baseada em Projetos</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá &#8211; PRUDENTÓPOLIS</h3>
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<span style="background-color: white; color: #444444; font-family: Verdana, sans-serif; font-size: medium; text-align: justify;">Gerenciamento de Projetos &#8211; PMI&nbsp;</span></div>
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Faculdade Guairacá</div>
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MBA EXECUTIVO EM LIDERANÇA, COACHING e GESTÃO EMPREENDEDORA</div>
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<span style="background-color: white; color: #1c1e21;"><span style="font-family: Verdana, sans-serif; font-size: large;"><b>Aprendizagem Baseada em Projetos</b></span></span></div>
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<span style="background-color: white; color: #1c1e21;"><span style="font-family: Verdana, sans-serif; font-size: large;">Aprendizagem baseada em projetos é uma metodologia em que os alunos se envolvem com tarefas e desafios para desenvolver um projeto ou um produto. A aprendizagem baseada em projetos integra diferentes conhecimentos e estimula o desenvolvimento de competências, como trabalho em equipe, protagonismo e pensamento crítico. Tudo começa com um problema ou questão que seja desafiadora, que não tenha resposta fácil e que estimule a imaginação. O método faz com que o aluno tenha um papel ativo para o seu aprendizado (Porvir, 2019).</span></span></div>
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<span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;"><b>Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</b></span></span></div>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</span></td>
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<span style="background-color: white; color: #1c1e21;"><span style="font-family: Verdana, sans-serif; font-size: large;"><b>Projeto Avião &#8211; execução, monitoramento, controle e ações corretivas:</b></span></span></div>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</span></td>
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<span style="background-color: white; color: #1c1e21;"><span style="font-family: Verdana, sans-serif; font-size: large;"><b>Projeto Torre: prototipagem de projetos</b></span></span></div>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
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<td style="text-align: center;"><img alt="Gerenciamento de Projetos - PMI. Faculdade Guairacá, Prudentópolis" border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://maxprojetos.com/wp-content/uploads/2020/05/IMG_8010.jpg" title="Gerenciamento de Projetos - PMI. Faculdade Guairacá, Prudentópolis" width="640" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
<tr>
<td style="text-align: center;"><img alt="Gerenciamento de Projetos - PMI. Faculdade Guairacá, Prudentópolis" border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://maxprojetos.com/wp-content/uploads/2020/05/IMG_8013.jpg" title="Gerenciamento de Projetos - PMI. Faculdade Guairacá, Prudentópolis" width="640" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
<tr>
<td style="text-align: center;"><img alt="Gerenciamento de Projetos - PMI. Faculdade Guairacá, Prudentópolis" border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://maxprojetos.com/wp-content/uploads/2020/05/IMG_8015.jpg" title="Gerenciamento de Projetos - PMI. Faculdade Guairacá, Prudentópolis" width="640" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="color: #444444; font-size: 12.8px;">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá, Prudentópolis</span></td>
</tr>
</tbody>
</table>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
<span style="color: #444444;">Para saber mais e maiores informações, acessar:&nbsp;</span></div>
<ul style="background-color: white; color: white; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; font-size: 13px; line-height: 1.4; list-style-image: initial; list-style-position: initial; margin: 0.5em 0px; padding: 0px 2.5em;">
<li style="border: none; margin: 0px 0px 0.25em; padding: 0.25em 0px;"><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Faculdade Guariracá&nbsp;</span></span></li>
<li style="border: none; margin: 0px 0px 0.25em; padding: 0.25em 0px;"><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Faculdade Guairacá Pós-graduação</span></span></li>
</ul>
</div>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/aprendizagem-baseada-em-projetos/">Aprendizagem Baseada em Projetos</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá</title>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Tue, 11 Jun 2019 02:24:00 +0000</pubDate>
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					<description><![CDATA[<p>Gerenciamento de Projetos &#8211; PMI&#160; Faculdade Guairacá MBA EXECUTIVO EM LIDERANÇA, COACHING e GESTÃO EMPREENDEDORA Ementa: Introdução ao moderno gerenciamento de projetos. Ciclo de Vida do Projeto. Técnicas de elaboração, gestão e controle de projetos. Planejamento do projeto. Execução e controle do projeto. Planejamento dos recursos do projeto. Prototipagem em projetos. PMBOK – Áreas de [&#8230;]</p>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/gerenciamento-de-projetos-pmi-faculdade/">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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										<content:encoded><![CDATA[<div dir="ltr" style="text-align: left;" trbidi="on">
<div style="text-align: center;">
<span style="text-align: justify;"><span style="color: #444444; font-family: Verdana, sans-serif; font-size: large;">Gerenciamento de Projetos &#8211; PMI&nbsp;</span></span></div>
<div style="text-align: center;">
<span style="text-align: justify;"><span style="color: #444444; font-family: Verdana, sans-serif; font-size: large;">Faculdade Guairacá</span></span></div>
<div style="text-align: center;">
<span style="text-align: justify;"><br /></span></div>
<div style="text-align: center;">
<span style="text-align: justify;">MBA EXECUTIVO EM LIDERANÇA, COACHING e GESTÃO EMPREENDEDORA</span></div>
<div style="text-align: center;">
<span style="color: #444444; font-family: Verdana, sans-serif;"><br /></span></div>
<div style="text-align: center;">
</div>
<div class="MsoNormal" style="line-height: 115%; text-align: justify;">
<span style="line-height: 115%;"><span style="font-family: Verdana, sans-serif;"><span style="color: #444444;"><b>Ementa:</b> Introdução ao moderno gerenciamento de<br />
projetos. Ciclo de Vida do Projeto. Técnicas de elaboração, gestão e controle<br />
de projetos. Planejamento do projeto. Execução e controle do projeto.<br />
Planejamento dos recursos do projeto. Prototipagem em projetos. PMBOK – Áreas<br />
de processos e áreas de conhecimento. O gerente de projetos e a equipe. </span></span></span></div>
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</div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
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<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1200" data-original-width="1600" height="480" src="https://maxprojetos.com/wp-content/uploads/2019/06/01.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="640" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;&nbsp;Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
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<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;"><b>Prototipagem em projetos:&nbsp;</b><span style="line-height: 150%;">Um protótipo<br />
tem como finalidade criar um modelo do projeto que está em fase de testes,<br />
estudos ou em planejamento.</span> Tendo como principais objetivos: identificar<br />
a viabilidade de negócio do produto que está sendo desenvolvido; apresentar a<br />
estabilidade ou o desempenho da tecnologia-chave; o entendimento dos requisitos<br />
– as necessidades básicas para a realização do projeto; demonstrar a aparência<br />
do produto; verificar a usabilidade do produto; ampliar a compreensão e o conceito<br />
do produto do projeto; identificar os recursos necessários para o projeto; estimar<br />
os custos e orçamento do projeto; planejar o cronograma de desembolso financeiro;<br />
e a composição de riscos que podem afetar o projeto.</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;"><b>Atividade em sala:</b> construir um protótipo de uma Torre de Espaguete, como modelo de avaliação de viabilidade do projeto &#8220;Torre de Espaguete&#8221; com 12 metros de altura.</span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;"><br /></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="color: #444444; font-family: Verdana, sans-serif;">Especificações:</span></div>
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<ul>
<li><span style="color: #444444; font-family: Verdana, sans-serif;">Altura:1 metro e 12&nbsp;</span><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">centímetros;</span></span></li>
<li><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Bandeira: 12 cm;</span></span></li>
<li><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Modelo: Empire State Building (similar);</span></span></li>
<li><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Divisões: 3 andares + teto e bandeira;</span></span></li>
<li><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Base: 4 colunas</span></span></li>
</ul>
<p></p>
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<span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;"><br /></span></span></div>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
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<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://maxprojetos.com/wp-content/uploads/2020/05/03.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="400" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;</span>&nbsp;Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
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<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1200" data-original-width="1600" height="300" src="https://maxprojetos.com/wp-content/uploads/2020/05/04.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="400" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;&nbsp;</span>Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
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<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://maxprojetos.com/wp-content/uploads/2020/05/05.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="300" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;</span>&nbsp;Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
<tr>
<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1600" data-original-width="1200" height="400" src="https://maxprojetos.com/wp-content/uploads/2020/05/06.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="300" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;</span>&nbsp;Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
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<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1600" data-original-width="1200" height="320" src="https://maxprojetos.com/wp-content/uploads/2020/05/07.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="240" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;</span>&nbsp;Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
<p></p>
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;">
<tbody>
<tr>
<td style="text-align: center;"><img alt="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" border="0" data-original-height="1200" data-original-width="1600" height="240" src="https://maxprojetos.com/wp-content/uploads/2020/05/02.jpg" title="Max Ribeiro, Gestão de Projetos, Facilitação Gráfica" width="320" /></td>
</tr>
<tr>
<td class="tr-caption" style="text-align: center;"><span style="font-size: xx-small;"><span style="color: #444444;">Prof. Max Ribeiro &#8211; Pós-graduação &#8211;</span>&nbsp;Faculdade Guairacá</span></td>
</tr>
</tbody>
</table>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;"><br /></span></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
<span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Para maiores informações, acessar:</span></span></div>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
</div>
<ul>
<li><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Faculdade Guariracá&nbsp;</span></span></li>
<li><span style="text-align: center;"><span style="color: #444444; font-family: Verdana, sans-serif;">Faculdade Guairacá Pós-graduação</span></span></li>
</ul>
<div class="MsoNormal" style="line-height: 150%; tab-stops: list 36.0pt; text-align: justify;">
</div>
<ol start="1" style="margin-top: 0cm;" type="1">
</ol>
</div>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/gerenciamento-de-projetos-pmi-faculdade/">Gerenciamento de Projetos &#8211; PMI. Faculdade Guairacá</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>Aula de Gestão de Projetos: Execução de Projeto</title>
		<link>https://www.maxprojetos.com/aula-de-gestao-de-projetos/</link>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Thu, 02 May 2019 05:50:00 +0000</pubDate>
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					<description><![CDATA[<p>A proposta desta aula é a vivência prática da 3ª fase do ciclo de vida do projeto, executar, por meio da realização em sala do projeto Avião de Papel. PROJETO AVIÃO DE PAPEL&#160; Prof. Max Ribeiro&#160;&#8211; Gestão de Projetos&#160; Objetivo:&#160;Produzir 100 aviões de papel, conforme especificações, durante a aula de Metodologia de Projetos,com orçamento de [&#8230;]</p>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/aula-de-gestao-de-projetos/">Aula de Gestão de Projetos: Execução de Projeto</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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										<content:encoded><![CDATA[<div dir="ltr" style="text-align: left;" trbidi="on">
<span style="color: #444444; font-family: &quot;verdana&quot; , sans-serif;">A proposta desta aula é a vivência prática da 3ª fase do ciclo de vida do projeto, executar, por meio da realização em sala do projeto Avião de Papel.</span><br />
<span style="color: #444444;"><span style="background-color: white; font-family: &quot;arial&quot; , &quot;helvetica&quot; , sans-serif; font-size: 13px;"><b><br /></b></span></span><br />
<span style="color: #444444;"><span style="background-color: white; font-family: &quot;arial&quot; , &quot;helvetica&quot; , sans-serif; font-size: 13px;"><b>PROJETO AVIÃO DE PAPEL</b></span><span style="background-color: white; font-family: &quot;arial&quot; , &quot;tahoma&quot; , &quot;helvetica&quot; , &quot;freesans&quot; , sans-serif; font-size: 13px;">&nbsp;</span></span></p>
<div class="texto" style="background-color: white; font-family: arial, tahoma, helvetica, freesans, sans-serif; font-size: 13px; text-align: justify;">
<span style="color: #444444; font-family: &quot;arial&quot; , &quot;helvetica&quot; , sans-serif;"><b><br /></b></span></div>
<div class="texto" style="background-color: white; font-size: 13px; text-align: justify;">
<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: right; font-family: Arial, Tahoma, Helvetica, FreeSans, sans-serif; margin-left: 1em; padding: 4px; position: relative; text-align: right;">
<tbody>
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<td style="text-align: center;"><a href="https://2.bp.blogspot.com/-X-xSDsBDjbQ/UnQRiWJoa7I/AAAAAAAAA4E/d6UcDVVQZyM/s1600/SAM_1226.JPG" imageanchor="1" style="clear: right; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><span style="color: #444444;"><img border="0" height="132" src="https://maxprojetos.com/wp-content/uploads/2019/05/SAM_1226.jpg" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; border-radius: 0px; border: 1px solid rgb(68, 68, 68); box-shadow: rgba(0, 0, 0, 0.2) 0px 0px 0px; padding: 8px; position: relative;" width="200" /></span></a></td>
</tr>
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<td class="tr-caption" style="font-size: 10.4px; text-align: center;"><span style="color: #444444;"><span style="color: #444444;">Prof. Max Ribeiro</span>&nbsp;<span style="color: #444444;">&#8211; Gestão de Projetos&nbsp;</span></span></td>
</tr>
</tbody>
</table>
<p><span style="color: #444444;"><span style="font-family: &quot;verdana&quot; , sans-serif;"><b>Objetivo:</b>&nbsp;Produzir 100 aviões de papel, conforme especificações, durante a aula de Metodologia de Projetos,com orçamento de R$ 1,00 a unidade.</span></span></div>
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<span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="color: #444444;">Abaixo os vídeos de demonstração dos resultados do projeto Avião de Papel</span><span style="color: #444444;">&nbsp;</span><span style="color: #444444;">&#8211;</span><span style="color: #444444;">&nbsp;</span><span style="color: #444444;">Prof. Max Ribeiro.</span></span></div>
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<b><span style="background-color: transparent; text-align: left;"><span style="color: #444444; font-family: &quot;verdana&quot; , sans-serif;">Vídeo</span></span><span style="color: white; font-family: &quot;verdana&quot; , sans-serif; font-size: 13px;"><span style="color: #444444;">&nbsp;01 &#8211; gravado e editado pelos alunos&nbsp;</span></span></b><br />
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<b><span style="background-color: transparent; text-align: left;"><span style="color: #444444; font-family: &quot;verdana&quot; , sans-serif;">Vídeo</span></span><span style="color: white; font-family: &quot;verdana&quot; , sans-serif; font-size: 13px;"><span style="color: #444444;">&nbsp;02</span></span></b></div>
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<b><span style="background-color: transparent; font-size: 13px; text-align: left;"><span style="color: #444444; font-family: &quot;verdana&quot; , sans-serif;">Vídeo</span></span><span style="font-family: &quot;verdana&quot; , sans-serif; font-size: 13px;"><span style="color: #444444;">&nbsp;03</span></span></b></p>
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<b><span style="background-color: transparent; font-size: 13px; text-align: left;"><span style="color: #444444; font-family: &quot;verdana&quot; , sans-serif;">Vídeo</span></span><span style="font-family: &quot;verdana&quot; , sans-serif; font-size: 13px;"><span style="color: #444444;">&nbsp;04</span></span></b></p>
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<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/aula-de-gestao-de-projetos/">Aula de Gestão de Projetos: Execução de Projeto</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>Gestão Colaborativa de Projetos</title>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Wed, 01 May 2019 05:37:00 +0000</pubDate>
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					<description><![CDATA[<p>Gestão Colaborativa de Projetos BRANCO, R. H. F.; LEITE, D. E. S.; VINHA JR. R. Gestão colaborativa de projetos:a combinação de design thinking e ferramentas práticas para gerenciar seus projetos. São Paulo: Saraiva, 2016.</p>
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<span style="color: #444444;"><span style="font-size: large;">Gestão Colaborativa de Projetos</span></span></div>
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<p><span style="color: #444444;"><br />
</span><br />
<span style="color: #444444;"><span style="font-size: small;">BRANCO, R. H. F.; LEITE, D. E. S.; VINHA JR. R. <b>Gestão colaborativa de projetos</b>:a combinação de design thinking e ferramentas práticas para gerenciar seus projetos. São Paulo: Saraiva, 2016.</span></span></p>
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		<title>Gestão de Projetos &#8211; Project Model Canvas</title>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Sat, 15 Aug 2015 23:40:00 +0000</pubDate>
				<category><![CDATA[Business Model Generation]]></category>
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					<description><![CDATA[<p>Gestão e Desenvolvimento para Arquitetos Aula de Gestão de Projetos Project Model Canvas Prof. Max Ribeiro O Project Model Canvas é uma ferramenta muito versátil e fácil para ser usada de maneira colaborativa entre a equipe. Ele permite que seja realizado a prototipação, ou seja, a criação de várias versões de um projeto em uma [&#8230;]</p>
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<b><span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="color: #444444;"><span style="font-size: large;">Gestão e Desenvolvimento para Arquitetos</span></span></span></b></div>
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<u><b><span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="color: #444444;"><span style="font-size: large;">Aula de Gestão de Projetos</span></span></span></b></u><br />
<b><span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="color: #444444;"><span style="font-size: large;">Project Model Canvas</span></span></span></b><br />
<span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="color: #444444;"><span style="font-size: large;">Prof. Max Ribeiro</span></span></span><b><span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="color: #444444;"><span style="font-size: large;"> </span></span></span></b></p>
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<span style="clear: left; float: left; font-size: large; margin-bottom: 1em; margin-right: 1em;"><img alt="Gestão de Projetos Prof. Max Ribeiro" height="150" 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title="Aula de Gestão de Projetos - PM Canvas - Prof. Max Ribeiro" width="200" /></span><span style="font-size: small;"><span style="font-family: &quot;courier new&quot; , &quot;courier&quot; , monospace;"><span style="color: #444444;"><span style="font-family: &quot;verdana&quot; , sans-serif;"><span style="font-size: large;">O<br />
Project Model Canvas é<br />
uma ferramenta muito versátil<br />
e fácil<br />
para<br />
ser usada de maneira colaborativa entre a equipe. Ele permite que seja<br />
realizado a prototipação,<br />
ou seja, a criação de várias versões de um projeto em<br />
uma única página. Ao contrário do Plano de Projeto em que toda vez que se<br />
cria uma<br />
nova versão, deve escrever muitas páginas.</span></span>&nbsp;</span></span></span></div>
<div style="text-align: justify;">
<span style="font-size: small;"><span style="font-family: &quot;courier new&quot; , &quot;courier&quot; , monospace;"><span style="color: #444444;">&nbsp; </span></span></span></div>
<p></p>
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<span style="font-size: large; margin-left: 1em; margin-right: 1em;"><img alt="Gestão de Projetos - Prof. Max Ribeiro" height="480" 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" 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<span style="font-size: large;"><img alt="Aula de Gestão de Projetos - PM Canvas - Prof. Max Ribeiro" height="480" 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sYkeQoGPPQAGmyaJKftEcd80dtOWZo/KUnJ/2uvWi9sXgiS7ju3hnijCSSIgIdR6qTUWnrfb+vP/ACObkxK55TT5d7X6a3s+Z+X8voglk1BXt7FbmPz5NzNceWOFB4+XpnmoZNUudOiu4rl0mlh2lJSu0EN6gentVp9KmeKJ/tz/AGuMsRPsHQ9Rt6YoTRkaCdbqeSaacgvMPlIx0wO2Kdp9C5UsS2+S6fS7urcuzV9+bW/49CjYaw5v4oft63qy5BHkmMocZHbkVZ0u4uZroi7vcSgHdaGEKV9MHqR9KtWlpeQylrm/a4G3Cr5QUD3OOtRxaZcG8invL43HlZKKIlTBPHUUKMlb+v1ClSxEeRyu9dr7LTf3231a1l2stLS6ndS28MaW4Xz53EaFuik9zVARXNtrVsbu6Fx+6kIPlhCOmelaV/ZLfQBN7Rup3RyL1VuxqtBplwLyO4u703BRWUKYgowfpTkm2a4ilVnVTSbV4210VnrdXV/uZkHxBJj7SL+PdnP2TyDjHpvx1x+tdQrB0Vh0IyKzodLuLd0SHUJFtVYEQmME4643dcf0rSp01JfEPA068Ob2z7ff1a957/L0QUUUVoegFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFAHZ+Av8Aj4NekV5v4C/4+DXpHYV5dT436n5xjv8Aeqv+J/mxK+bK+k6+bK6cJ1PMxHQKKKK7DmLelywwataS3IBgSZGkBGRtBGeO9b+o+IRf6DNHPqUs0zqIzAQ+CwlLeZk8Y2nGOvTjgVm6Drd5pjtbW0bzR3Druijd0diOm1kIOefcexrS1+O7TSy9xqmoRF9mdPvrjzHOec4BzxjPzKv4msZ6zVzSPw6HK0UUVsZhRRRQB9MUUUV456QUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFcX8Qeun/wDbT/2Wu0ri/iD10/8A7af+y125d/vMfn+TPOzX/dJ/L80efa4ZV0W7aCQRukZbJQOCAMkYPHPSs0zajc38NlZ3aWsf2OOYt5Ktg5IwB05/pxW5dW63drLbyFgkqFGK9cEY4qGHTYoLxblWcusAgwSMbQc+nWvfqUpSndPT1PmKVaEKdmtdbaJ9jnJZL7VYtFlN2sUjSshxEGG9Q3z8+w6VoTS6pe3N4bO8jtorM7ApiDGVtuTknoOe1XoNFt7eO1RHlItpGkTJHJbOc8e5qO98P217cvMZrmEygCZYZdqygcfMO/HFYqhUUb9Xa+rXT/M6HiKTlbRJXton1vt6fcUk1DUNUubWOznS1Wez85iYw+w7sZAPX05NNvJtVaXUBb6gsS2SK2DArGT5MnntyD271sxadBDdx3EYZTHD5CoPuhc5/pTW0yFmvGLSZvFCycjgAY44q3RqNat39X2/zM1iKSlpFW9E+v8AkZdnd6lFfWLXl1FNDfIzeWsYURELu4PU+nNVLLWr46vBunmntLiUxgm0EcXOcbXzk4x3963zpkJazJLn7IpVASMEFdvPHpVOHw1bwyRst3elYZA8UbTZSPHYAjpziolSrJrlfXu/L/gmka9Bp8yV2rbLz/4BFayarqjG8gvYre3WUqtv5Qbcqtg7m6gnB6VBLe6pJa3GqxXcUdvA7bbUxA71U4OW6gnB/SrEmiwf2x+6e9ijk/fSLFKyxFsjqMY59jnjp3qWXw1ZzXLyGS5WKR/Mkt1lxE7epX8qPZ1WtN/V79/TyH7WjFpu1v8ACtu3r57/AHmVfa5qE99KtiLtIoSBiCzEwc4B+YkjHXtVm7vNVkjtp2mfToGgDSMtr5u1+4YHlQB3/M1fvdAt7y4eZZ7q2eQASfZ5dgkx03DHNOvdGW9ZD9uvoEVAmyGbapHvxyaPY1veu2/n/VvkL2+H92ySt5X/AOH+dy/C2+GNhIsgKg716N7isDUJdQ1A6kLa6S2trVShTygxlO3JyT0HOOK3reCO1t44IV2xxqFUegFZ174ft7y5knFxd27SgCUQS7RJjj5hjnit60Jygkvnrb8Tnw86cJty+Wl+vb0KFpJf3sdrZ2N2tmsFnE7yGMOWLDgYPbjrWro15Le6eHnC+cjtG5XoSpxkVDP4et5lg8ue6t5IYhCJYJNrMg7Hjmr9naQ2FrHb26bYkGAKijTqRl723r92nSxVerSnD3d79vv163MaZtVu9R1BbTUFt47UrtQwK27KA4J6gZ/nTI9Q1HVLi0jtZ0tRPZ+c5MYfa27GQD19Oakk0Br3U7+W4nuoYJWXasM21ZV2gHcP0rTh02CC6jniDIY4fIVAflC5z9c8VEadSTd7pX7vv+GhrKrSjFWs3ZdFpp17699jLkk1W8nuvst8kCWZEeGhDGZgoJJ/ujntTGvLi6udFvBIixXBAMJiU7W2kkhjyPTir174ftr25eYzXMJlAEywy7VlA4+Yd+OKjls7mbVbOKO2SGxsjvWTzAS/y4CheoxnvSlTqJ6337t9fw0CNSk1pbZ9Eun4tvbqZEuvarNcyTWkd20SOypDHZb43wccvnPPsOKvQwXkviuWRbwxp5MbtGYQcrk/Jntznn3q5J4et3uzNHcXcKs4keGKXbG7Zzkj3xU13o8V1fR3YnuYJkAU+TJtDgHIDDuKI0Ku8nfW+/r/AFYqWIo7QSV01svLfv6mVLe6pJa3GqxXcUdvA7bbUxA71U4OW6gnB/SuijcSRo4GAwBrKl8NWc1y8hkuVikfzJLdZcRO3qV/KtfpW9GE4t8353+fl6HNiJ05Jcn5W07efqFFFFbnKFa3hn/kMr9Kya1vDP8AyGV+lefmf+7v1R6uT/70vRnpw/1Y+leBV76P9WPpXgVePhOp+rcNf8vf+3f1MqTWIrPU7mK8nCRKE8tdueSDnoM1ck1G1isxdNKDAejqCw/Ss5r+30/Wr17pyiusYVthIJweOBUC3M1lpss8KfZ4bi5JVmQnykI+9tH04+ta87V9e56KxkqfMnJOzl5tWbtfXb7vU1o9Rt7y0mls5g+xT2wQcehqODUEi0eC7vJCAyKWfaTyfYCszTZDPe3n+k/aWmtwVfyvL34yOnfHrT01JoNAt/IPltGRDM7xk+SccnHf/wCvSVTqxQxzcfaSdtJel010vbb+987Grb6naXUEk0MweOMZc4OR+HWmQ6xY3FyIIrlWkPQAHB/HpWNazeZJqLNdfaDJakrIYvL3YyOnfHrVmdVXTtF2gDE0XQeo5pqo2rjhj6s4KStpv5620s2lpruzQudYsbObyZ7hVk7gAnH1x0pbrVrKyKC4uFUuMgAFuPXis221C10v7VBfqyTPIznKE+aCeMfy5qC6lktNTuXkvWskm2lCbbzA4wOM9selJ1Xa/wDS/EU8wnGHMmr32/l3+K8kult18zbuNTtLWCOaaYCKT7rAFgfypU1G1ezN0symAdWAPH1HWsd5pdL020iS58qGXcxuGgJ2Z5C7eeuarpJu0nVQZvNYsr7imzcDjnb70Oq7hLMakZWsr8t7dny3/m1Xyt5mx/wkGmZcfal+Tr8p/Tjn8Ks2+oWt1btPDMrRLncx4x9c9KqXaqdX0wlQT+85x/s1RvIJJDq6W6knzImKquSeATx3+lNzkv68rmksViKblzWdm1omn8PN3foatpq1lfSFLacO4GSMEH9aYuuae0yRLcqXfoMH+eOPxrNsGF/qMDjUzctAC20WuzA6Yz+P6UxlUeDsgAHfnOO/mdaXtJWv/X5mSx9eVNyVtFJ+qVu0nbfu/Q0Jtcgg1Y2krhUCcttJO8ngflVm81WzsHCXM4RyM4wSf0qjd3UWn6+s90SkL22wPtJG7dnHFN+22+majetegr55DRvsLb1x0Bp87V9epbxdSDkpTivetqvhVm1fXrstvmbMciSxq8bBkYZDA5BrK1XV7KOKaHzozcxglAU3AOOnbGan0aGSHSkV1MbEsyoeqgkkCskX1tbaHPYTBo7wKwdChJZuu7P9aJzfKulysTipexi3aPNFvXvbZarV9PTY2ZNTtrO1ge8mCNIoPQknj0FWbe4iuoVlgcPG3QisYXEWn38VzeArE9siJLtLAEdRx0q1ogLJczqhSGeYvGpGOMDnHvTjNt2LoYqc6qpu3p1Vur12fp8ya61ixs5WiuJwjrjK7Sev0FSHUrQW0dwZ18mRgqv2yf5fjWc2oWun65etdPsDLGFO0nsfQVTaIPZxuYtkFxfq6RsMfKfb3pOo9TKWOqJyUXF2vprdWdk3r19EbH9s2H2Zrj7QPKDbN208n0Axz+FPTVLOSze6ScGFPvMAePw61V1N0tdStLu4U/Z41ZSwXIRjjBx+lGlut1qN5eQKRbyBVViMbyM5Ip80ubl/r1NViavtvZNq+2zvtfm32vp+vQsWt7EulrczXYljAOZimzPPp+lLDq9lcQSzQzhkiGX4IIH0xmsVklOhWkkbFUinZ3YJv2DLfNt74q1pI+1373S6gbopHsJ+z+WOe2e/SpVSV0v6/MwpY2q5QppLVL8VvrK7t6P1Lek6xFqUHLKsygs6AHCjPHJ9qkg1ixubjyIbhWk5wMEZ+h6GsqwmWbQpdNQsL1I3BiIIPU9+nele7t7+Kys7NG+0RSIzLsI8kL1zQqjstRU8dUVOF5Juy9W/5Vruuv5I27m7hs4xJcOEQkLkg9ais9Vs792S2nDsoyRgg4/Gq+vOsdrbu/3VuEJ4zxmoPtcGqatayWIMnkBjJJtIABBAXn3q5TalY6auLlCv7NNdNOrvvbXpvsXItasJrn7OlwPNzt2spXn05FOuNXsrWR455wjoQCu0k89O3Nc/cajJdqrT3mGSVWe1FuR5WGxy+O1bFmqtr+oPgFgsYDexFRGo5aL+vxMKOPq1nywa1e9ulm9lJ9urXoiZ9asIrk28lwElBwQysMfjjFXq5fVL+a5+1wSXXkspZVtRbli4HOS2OM9a6O1cSWsTqdwZAQfXirhP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title="Aula de Gestão de Projetos - PM Canvas - Prof. Max Ribeiro" width="640" /> </span><br />
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<span style="font-size: large;">&nbsp; <span style="font-size: large;"><img alt="Aula de Gestão de Projetos - PM Canvas - Prof. Max Ribeiro" height="300" 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title="Aula de Gestão de Projetos - PM Canvas - Prof. Max Ribeiro" width="400" />&nbsp;</span></span></p>
<p><span style="font-size: large;"><span style="font-size: large;"><img alt="Aula de Gestão de Projetos - PM Canvas - Prof. Max Ribeiro" height="480" 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<span style="font-size: small;"><span style="color: #444444;">Universidade Positivo</span></span></div>
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<span style="font-size: small;"><span style="color: #444444;">Aula de Gestão de Projetos&nbsp;</span></span></div>
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<span style="font-size: small;"><span style="color: #444444;">Desenvolvimento e Gestão para Arquitetos</span></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="color: #444444;">Prof. Max Ribeiro</span></span></div>
<div style="text-align: left;">
<span style="font-size: small;"><span style="color: #444444;">Agosto/2015 </span></span></div>
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<b><span style="font-size: small;"><span style="color: #444444;">Referências:&nbsp;</span></span></b></div>
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<span style="font-size: large;"><span style="font-size: large;"><span style="font-size: small;"><span style="color: #444444;">PM CANVAS https://www.pmcanvas.com.br/</span></span></span> </span></div>
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<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/gestao-de-projetos-project-model-canvas/">Gestão de Projetos &#8211; Project Model Canvas</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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		<title>Processos de gerenciamento de projetos</title>
		<link>https://www.maxprojetos.com/processos-de-gerenciamento-de-projetos/</link>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Mon, 20 Apr 2015 23:24:00 +0000</pubDate>
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					<description><![CDATA[<p>PROCESSOS DE GERENCIAMENTO DE PROJETOS Facilitação Gráfica Max Ribeiro Gerenciamento de projetos é a aplicação de conhecimentos, habilidades, ferramentas e técnicas às atividades do projeto a fim de cumprir seus requisitos. A aplicação de conhecimento requer o gerenciamento eficaz dos processos de gerenciamento de projetos. Um processo é um conjunto de ações e atividades inter-relacionadas [&#8230;]</p>
<p>O post <a rel="nofollow" href="https://www.maxprojetos.com/processos-de-gerenciamento-de-projetos/">Processos de gerenciamento de projetos</a> apareceu primeiro em <a rel="nofollow" href="https://www.maxprojetos.com">Max Projetos</a>.</p>
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										<content:encoded><![CDATA[<div dir="ltr" style="text-align: left;" trbidi="on">
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<span style="color: #444444;"><b>PROCESSOS DE GERENCIAMENTO DE PROJETOS</b></span></div>
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<td style="text-align: center;"><img alt="Facilitação Gráfica Max Ribeiro" border="0" src="https://maxprojetos.com/wp-content/uploads/2015/04/foto1.png" height="240" title="Facilitação Gráfica Max Ribeiro" width="320" /></td>
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<td class="tr-caption" style="text-align: center;"><span style="color: #444444;">Facilitação Gráfica <b>Max Ribeiro</b></span></td>
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<div style="text-align: justify;">
<span style="color: #444444;">Gerenciamento de projetos é a aplicação de conhecimentos, habilidades, ferramentas e técnicas às</span><span style="color: #444444;"> atividades do projeto a fim de cumprir seus requisitos. A aplicação de conhecimento requer o gerenciamento eficaz dos processos de gerenciamento de projetos.</span></div>
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<span style="color: #444444;">Um processo é um conjunto de ações e atividades inter-relacionadas que são executadas para criar um produto, serviço ou resultado pré-especificado. Cada processo é caracterizado por suas entradas, ferramentas e técnicas que podem ser aplicadas, e as saídas resultantes.&nbsp; O gerente de projetos deve levar em consideração os ativos de processos organizacionais e os fatores ambientais da empresa. Eles devem ser considerados para todos os processos, mesmo que não estejam explicitamente listados como entradas na especificação do processo. Os ativos de processos organizacionais fornecem diretrizes e critérios para adequação dos processos da organização às necessidades específicas do projeto. Os fatores ambientais da empresa podem restringir as opções de gerenciamento de projetos.</span></div>
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<span style="color: #444444;">Para que um projeto seja bem-sucedido, a equipe de projeto deveria:</span></div>
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<li><span style="color: #444444;">&#8211; selecionar os processos apropriados para cumprir os objetivos do projeto;</span></li>
<li><span style="color: #444444;">&#8211; usar uma abordagem definida que pode ser adaptada para cumprir os objetivos do projeto;</span></li>
<li><span style="color: #444444;">&#8211; estabelecer e manter a comunicação e o engajamento apropriado com as partes interessadas;</span></li>
<li><span style="color: #444444;">&#8211; cumprir os requisitos para atender às necessidades e expectativas das partes interessadas;</span></li>
<li><span style="color: #444444;">&#8211; obter um equilíbrio entre as demandas concorrentes do escopo, cronograma, orçamento, qualidade, recursos e riscos para criar o produto, serviço ou resultado especificado.&nbsp;</span></li>
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<span style="color: #444444;">Os processos de projetos são executados pela equipe do projeto com a interação das partes interessadas e, em geral, podem ser classificadas em uma de duas categorias principais:</span></div>
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<span style="color: #444444;"><b>a) Processos de gerenciamento de projetos: </b>esses processos garantem o fluxo eficaz do projeto ao longo de sua existência. Esses processos abrangem ferramentas e técnicas envolvidas na aplicação de habilidades e capacidades descritas nas áreas de conhecimento;</span></div>
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<span style="color: #444444;"><b>b) Processos orientados a produtos:</b> esses processos especificam e criam o produto do projeto. Os processos orientados a produtos são normalmente definidos pelo ciclo de vida do projeto e variam de acordo com a área de aplicação e a fase do ciclo de vida do produto. O escopo do projeto não pode ser definido sem algum entendimento básico de como criar o produto especificado. Por exemplo, as diversas técnicas e ferramentas de construção devem ser consideradas ao determinar a complexidade geral da casa construída.</span></div>
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<span style="color: #444444;">Os processos de gerenciamento de projetos são aplicados globalmente e nos mais diversos setores econômicos e industriais. &#8220;Boa prática&#8221; significa que existe um acordo geral de que a aplicação dos processos de gerenciamento de projetos pode aumentar as chances de sucesso em uma ampla gama de projetos. Boa prática não significa que os conhecimentos, habilidades e os processos descrito devem ser sempre aplicados de forma uniforme em todos os projetos. Para qualquer projeto específico, o gerente de projeto, em colaboração com a equipe de projeto, é sempre responsável por determinar quais processos são apropriados e o grau apropriado de rigor para cada um.</span></div>
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<span style="font-size: large;"><i><span style="color: #444444;">&#8220;Os gerentes de projetos e suas equipes devem abordar com cuidado cada processo e as suas entradas e saídas e determinar quais são aplicáveis ao projeto em que estão trabalhando. O Guia PMBOK pode ser usado como recurso para gerenciar um projeto e também considera a abordagem e metodologia geral que será usada no projeto. Este esforço é conhecido com adequação.&#8221;</span></i></span></div>
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<span style="color: #444444;">O gerenciamento de projeto é um empreendimento integrado que requer que cada processo e produto </span><span style="color: #444444;">seja alinhado e conectado de forma apropriada com os outros processos para facilitar a coordenação. As ações&nbsp; adotadas durante um processo em geral afetam esse e outros processos relacionados. Por exemplo, uma mudança no escopo costuma afetar o custo do projeto, mas pode não afetar o plano de gerenciamento de comunicações ou o nível de risco. Com frequência, essas interações entre processos exigem compensações entre os requisitos e os objetivos do projeto, e as compensações de desempenho variarão de um projeto para outro e de uma organização para outra. O gerenciamento de projetos bem-sucedido inclui gerenciar ativamente essas interações para cumprir os requisitos do patrocinador, do cliente e de outras partes interessadas. Em algumas circunstâncias um processo ou conjunto de processos deverá ser iterado várias vezes para alcançar os resultados desejados.</span></div>
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<span style="color: #444444;"><br /></span></div>
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<span style="color: #444444;">Os projetos existem em uma organização e não podem operar como um sistema fechado. Eles requerem a entrada de dados da organização e externos, e entregam capacidades à organização. Os processos de projetos podem gerar informações para aprimorar o gerenciamento de projetos ativos de processos organizacionais.</span></div>
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<div style="text-align: justify;">
<span style="color: #444444;">O Guia PMBOK, descreve a natureza dos processos de gerenciamento de projetos em termos de integração entre processos, suas interações e seus objetivos. Os processos de gerenciamento de projetos são agrupados em cinco categorias conhecidas como grupos de processos de gerenciamento de projetos ou grupos de processos:</span></div>
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<span style="color: #444444;"><b>1. Grupo de processos de iniciação:</b> os processos executados para definir um novo projeto ou uma nova fase de um projeto existente através da obtenção de autorização para iniciar o projeto ou fase;</span></div>
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<span style="color: #444444;"><b>2. Grupo de processos de planejamento:</b> os processos necessários para definir o escopo do projeto, refinar os objetivos e definir a linha de ação necessária para alcançar os objetivos para os quais o projeto foi criado;</span></div>
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<span style="color: #444444;"><br /></span></div>
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<span style="color: #444444;"><b>3. Grupo de processos de execução: </b>os processos realizados para executar o trabalho definido no plano de gerenciamento de projeto para satisfazer as especificações do projeto;</span></div>
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<span style="color: #444444;"><b>4. Grupo de processos de monitoramento de controle:</b> os processos exigidos para acompanhar, analisar e controlar o progresso e desempenho do projeto, identificar quaisquer áreas nas quais serão necessárias mudanças no plano, e iniciar as mudanças correspondentes.</span></div>
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<span style="color: #444444;"><b>5. Grupo de processos de encerramento: </b>os processos executados para finalizar todas as atividades de todos os grupos de processos, visando o encerrar formalmente o projeto ou fase.&nbsp;</span></div>
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<span style="color: #444444;"> </span></div>
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<span style="color: #444444;">Referência:</span></div>
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<span style="color: #444444;">Um guia do conhecimento em gerenciamento de projetos. <b>Guia PMBOK. Project Management Institute </b>&#8211; 5 ed. São Paulo, Saraiva: 2014.</span></div>
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		<title>O que é gestão de projetos?</title>
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		<dc:creator><![CDATA[Max Ribeiro]]></dc:creator>
		<pubDate>Tue, 17 Feb 2015 03:32:00 +0000</pubDate>
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					<description><![CDATA[<p>Gestão de Projetos &#8211; Max Ribeiro Mais especificamente, o que é um projeto? é um conjunto de atividades temporárias, realizadas em grupo, destinadas a produzir um produto, serviço ou resultado únicos. Um projeto é temporário no sentido de que tem um início e fim definidos no tempo, e, por isso, um escopo e recursos definidos. [&#8230;]</p>
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<td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><span style="color: #444444;">Gestão de Projetos &#8211; <a href="https://facilitacaografica.blogspot.com.br/" target="_blank" rel="noopener noreferrer"><b>Max Ribeiro</b></a></span></span></td>
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<span style="font-family: Verdana,sans-serif;"><i><span style="color: #444444;">Mais especificamente, o que é um projeto? é um conjunto de atividades<br />
 temporárias, realizadas em grupo, destinadas a produzir um produto,<br />
serviço ou resultado únicos.</span></i></span></div>
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<p><span style="font-family: Verdana,sans-serif;"><i><br />
</i></span></p>
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<li><span style="font-family: Verdana,sans-serif;"><i>  <span style="color: #444444;">Um projeto é temporário no sentido de que tem um início e fim definidos no tempo, e, por isso, um escopo e recursos definidos. </span></i></span></li>
<li><span style="font-family: Verdana,sans-serif;"><i><span style="color: #444444;"> E um projeto é único no sentido de que não se trata de uma operação<br />
de rotina, mas um conjunto específico de operações destinadas a atingir<br />
um objetivo em particular. Assim, uma equipe de projeto inclui pessoas<br />
que geralmente não trabalham juntas – algumas vezes vindas de diferentes<br />
 organizações e de múltiplas geografias.</span></i></span></li>
<li><span style="font-family: Verdana,sans-serif;"><i><span style="color: #444444;">O desenvolvimento de um software para um processo empresarial<br />
aperfeiçoado, a construção de um prédio ou de uma ponte, o esforço de<br />
socorro depois de um desastre natural, a expansão das vendas em um novo<br />
mercado geográfico – todos são projetos.</span></i></span></li>
<li><span style="font-family: Verdana,sans-serif;"><i><span style="color: #444444;">E todos devem ser gerenciados de forma especializada para<br />
apresentarem os resultados, aprendizado e integração necessários para as<br />
 organizações dentro do prazo e do orçamento previstos.</span></i></span></li>
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</span></p>
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<span style="font-family: Verdana,sans-serif;"><span style="color: #444444;"><span style="font-size: large;"><b><i>Gestão de projetos, portanto, é a aplicação<br />
 de conhecimentos, habilidades e técnicas para a execução de projetos de<br />
 forma efetiva e eficaz. Trata-se de uma competência estratégica para<br />
organizações, permitindo com que elas unam os resultados dos projetos<br />
com os objetivos do negócio – e, assim, melhor competir em seus<br />
mercados.</i></b></span></span></span></div>
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<td class="tr-caption" style="text-align: center;"><span style="font-size: x-small;"><span style="color: #444444;">Gestão de Projetos &#8211; <a href="https://facilitacaografica.blogspot.com.br/" target="_blank" rel="noopener noreferrer"><b>Max Ribeiro</b></a></span></span></td>
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<span style="color: #444444;"><span style="font-family: Georgia,&quot;Times New Roman&quot;,serif;"><span style="font-size: large;"><span style="color: #666666;"><span style="font-size: x-small;">Fonte: PMI Brasil</span></span><b><i> </i></b></span></span></span></div>
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