<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-2874185400077809243</id><updated>2024-12-19T00:14:23.133-03:00</updated><category term="Projetos"/><category term="Aquisições"/><category term="Recursos Humanos"/><category term="Ética"/><category term="Comunicações"/><category term="Custos"/><category term="Escopo"/><category term="Integração"/><category term="Parábola"/><category term="Qualidade"/><category term="Riscos"/><category term="Tempo"/><title type='text'>Go PMP</title><subtitle type='html'>Gerenciamento de projetos e dicas para a certificação PMP do PMI.</subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://leandro-eschiavi.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>18</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-8193723784136077140</id><published>2013-10-08T10:28:00.004-03:00</published><updated>2013-10-08T10:28:55.442-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Projetos"/><title type='text'>Fator Crítico no Planejamento de Projetos</title><content type='html'>&lt;h3&gt;
Resumo&lt;/h3&gt;
Diante da natural velocidade e do dinamismo do mundo, a agilidade e o
 senso de urgência têm se tornado preponderantes em todos os projetos. 
Prazos e orçamento desafiadores tornam a atividade de gerenciar esses 
projetos uma atividade de risco iminente. Quanto mais os prazos e custos
 se tornam desafiadores, mais a necessidade de um planejamento 
meticuloso e detalhado se torna fundamental. Por outro lado, a urgência 
no planejamento dessas atividades na maioria das vezes prejudica 
diretamente a qualidade dos planos desenvolvidos.&lt;br /&gt;
O artigo tem como objetivo discutir os custos e os benefícios da 
velocidade no desenvolvimento de um plano de projeto e propõe um 
processo básico composto de 10 etapas para planejar e 10 etapas para 
acompanhar um projeto em um curto espaço de tempo. O processo propõe a 
priorização e simplificação dos documentos críticos a serem 
desenvolvidos de modo a assegurar o propósito, o escopo, os prazos e 
orçamentos, bem como as restrições diretas do projeto a ser 
desenvolvido.&lt;br /&gt;
Finalmente, o artigo apresenta uma lista com fatores de sucesso a serem 
observados para lidar e desenvolver rapidamente planos de projeto 
efetivos. &lt;br /&gt;

&lt;h3&gt;
Urgência: Os Custos e os Benefícios da Velocidade&lt;/h3&gt;
Um projeto é realizado visando produzir uma mudança benéfica no 
ambiente com basicamente três características (TURNER &amp;amp; MÜLLER, 
2003):&lt;br /&gt;

&lt;ol&gt;
&lt;li&gt;É único: não existem projetos anteriores iguais.&lt;/li&gt;
&lt;li&gt;É novo: nenhum projeto anterior usou a mesma abordagem.&lt;/li&gt;
&lt;li&gt;É temporário: tem um início e um fim.&lt;/li&gt;
&lt;/ol&gt;
Essas características produzem diversas pressões, dentre elas o senso
 de urgência, a incerteza e a necessidade de integração. A urgência é 
diretamente relacionada à produção dos resultados usualmente dentro do 
menor prazo possível.&lt;br /&gt;


&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;Figura 1 - Características dos projetos (TURNER &amp;amp; MULLER, 2003)&quot; border=&quot;0&quot; src=&quot;http://www.ricardo-vargas.com/wp-content/uploads/urgency-pt/imagem1-pt.png&quot; title=&quot;CaracteristicaProjetos&quot; /&gt;&lt;/div&gt;
&lt;center&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Figura 1 – Características dos projetos (TURNER &amp;amp; MULLER, 2003)&lt;/span&gt;&lt;/center&gt;
&lt;br /&gt;
Segundo Betty Sue Flowers (MARCUS, 1998), as pessoas devem ter um senso 
de urgência mesmo quando as coisas parecem boas. O senso de urgência não
 vem de uma crise emergente, mas sim da necessidade de se estar 
preparado para qualquer coisa, inclusive as oportunidades.&lt;br /&gt;
Diante desse cenário, é fundamental que o gerente do projeto responda 
imediatamente às solicitações do cliente e de outras partes interessadas
 com um senso de urgência legitimado (KERNION, 1999). Com isso, o grande
 desafio se torna balancear esse senso de urgência e pressão com o tempo
 para a reflexão, experimentação e inovação que um produto ou serviço 
único irá requerer ao ser desenvolvido (EPPLER &amp;amp; SUKOWSKI, 2000).
&lt;h3&gt;
Fluxo Simplificado do Desenvolvimento do Plano do Projeto&lt;/h3&gt;
Para se atender diretamente a necessidade, é preciso simplificar o 
processo de gestão. A simplificação se dá através da análise cuidadosa 
dos processos que podem ser considerados fundamentais e indispensáveis. É
 importante ressaltar que somente os processos considerados cruciais 
devem ser feitos, uma vez que a prioridade é a velocidade do 
desenvolvimento, não significando que outros processos que não são 
listados não sejam também agregadores de resultados no planejamento do 
projeto.&lt;br /&gt;
A base do fluxo proposto é o PMBOK® Guide (PMI, 2008), com destaque para
 a sequência de atividades que compõe o processo, partindo de uma 
premissa de que já existe um gerente de projeto atribuído. A partir dos 
processos detalhados no guia, elaborou-se um fluxo com 10 processos, 
conforme destacado na Figura 01 e detalhado em seguida.&lt;br /&gt;

&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;Figura 2 - Fluxo Simplificado do Desenvolvimento do Plano&quot; border=&quot;0&quot; src=&quot;http://www.ricardo-vargas.com/wp-content/uploads/urgency-pt/imagem2-pt.png&quot; title=&quot;FluxoSimplificado&quot; /&gt;&lt;/div&gt;
&lt;center&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Figura 2 – Fluxo Simplificado do Desenvolvimento do Plano&lt;/span&gt;&lt;/center&gt;
&lt;br /&gt;
&lt;ol&gt;&lt;br /&gt;
&lt;li&gt;&lt;b&gt;Desenvolver Termo de Abertura&lt;/b&gt; – Este processo tem como 
objetivo desenvolver o documento Termo de Abertura do Projeto. Ele 
documenta as necessidades de negócio que serão atendidas pelos projetos,
 além de obter o comprometimento das áreas/pessoas envolvidas e divulgar
 oficialmente o nascimento dos projetos a todas as partes interessadas. O
 Termo de Abertura do Projeto deve ser mantido inalterado ao longo do 
projeto. Sua atualização é feita em caso de mudança extrema no projeto 
como, por exemplo, mudança do patrocinador ou do gerente do projeto, 
alteração substancial do orçamento ou do cronograma previstos. O Termo 
de Abertura, nesse modelo “urgente” de plano, também deve incorporar 
alguns elementos que tradicionalmente deviam estar na Declaração de 
Escopo. Nesse caso, o que se propõe é a criação de um documento único 
que aglutine pontos principais da Declaração de Escopo dentro do Termo 
de Abertura.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Elaborar a Estrutura Analítica do Projeto&lt;/b&gt; – Processo 
que visa desenvolver a ferramenta principal do dimensionamento do escopo
 do projeto. A EAP do projeto é uma estrutura visual hierárquica que 
apresenta a decomposição do projeto em partes menores, mais 
gerenciáveis, denominadas pacotes de trabalho. Deve ser construída de 
modo “top-down” e detalhada inicialmente em até, aproximadamente, 3 
níveis. Os demais níveis serão atualizados e detalhados com o 
desenvolvimento de projetos através de modelos de planejamento em ondas 
sucessivas (GITHENS, 1998).&lt;/li&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;Figura 3 - Planejamento em Ondas Sucessivas&quot; border=&quot;0&quot; src=&quot;http://www.ricardo-vargas.com/wp-content/uploads/urgency-pt/imagem3-pt.png&quot; title=&quot;OndasSucessivas&quot; /&gt;&lt;/div&gt;
&lt;center&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Figura 3 – Planejamento em Ondas Sucessivas&lt;/span&gt;&lt;/center&gt;
&lt;br /&gt;
&lt;li&gt;&lt;b&gt;Elaborar o Cronograma&lt;/b&gt; – Processo que atribui durações aos 
pacotes de trabalho (menor nível da EAP) e relaciona as precedências 
entre esses pacotes, gerando o Diagrama de Rede e o Gráfico de Gantt do 
projeto. Nessa etapa, a duração estimada do projeto é determinada.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Estruturar o Orçamento do Projeto&lt;/b&gt; – O objetivo deste 
processo é criar uma estimativa de custos dos trabalhos do projeto que, 
consolidada irá gerar o orçamento do projeto e gerar a linha de base de 
custos. O orçamento do projeto deve ser elaborado no nível de detalhe 
que seja compatível com o efetivo detalhamento dos trabalhos e pode/deve
 ser refinado com as atualizações do projeto.&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Elaborar a Matriz de Responsabilidades&lt;/b&gt; – Processo que 
visa desenvolver a planilha que define as responsabilidades dentro do 
projeto. Relaciona as entregas e/ou grandes blocos da EAP com os 
recursos humanos responsáveis pela execução e aprovação dos trabalhos, 
bem como as partes interessadas que devem ser informadas e consultadas. 
Popularmente conhecida como matriz RACI (ARMSHAW, 2005).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Desenvolver o Plano de Comunicações&lt;/b&gt; – Processo que tem
 como objetivo desenvolver uma planilha simplificada que destaca quem 
recebe a informação (principais partes interessadas identificadas), o 
que será comunicado, quando será feita a comunicação, onde será coletada
 a informação, porque a comunicação está sendo realizada, quem é 
responsável pela comunicação, como ela será feita e quanto custará a 
produção da informação (5W e 2H).&lt;/li&gt;
&lt;li&gt;&lt;b&gt;Desenvolver o Plano Preliminar de Riscos&lt;/b&gt; – O objetivo 
deste processo é identificar os potenciais riscos do projeto utilizando 
uma abordagem estruturada para coletar e documentar os riscos 
identificados, tais como a Técnica de Grupo Nominal (NGT), o Delphi e o 
Brainstorming (ADAMS &amp;amp; MEANS, 2006). Sugere-se que apenas as ameaças
 sejam identificadas, descartando-se as oportunidades, para que o 
processo seja desenvolvido mais rapidamente. Em seguida, os riscos 
identificados são analisados em termos de probabilidade, impacto e 
urgência, permitindo que eventuais planos de ação sejam desenvolvidos 
como resposta aos riscos com maior exposição. O plano de riscos será 
atualizado ao longo da execução dos trabalhos.  &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Consolidar Informações no Plano de Projetos&lt;/b&gt; – Processo
 que agrupa os documentos anteriormente produzidos no Plano do Projeto. 
Eventuais apresentações e documentos de apoio também podem ser 
consolidados no plano para facilitar o processo de apresentação do 
projeto para os responsáveis pela aprovação. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Aprovar os Documentos do Plano do Projeto&lt;/b&gt; – O objetivo
 deste processo é garantir que os responsáveis pelas aprovações façam 
uma análise dos documentos e análises desenvolvidos no plano do projeto,
 verificando se todas as entregas previstas estão de acordo com os 
objetivos determinados. A aprovação autoriza o início dos trabalhos e 
transforma o plano de projeto aprovado na linha de base de avaliação de 
desempenho. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Realizar a Reunião de Lançamento do Projeto&lt;/b&gt; – A 
reunião de lançamento do projeto é um evento de extrema importância 
porque visa divulgar o início das atividades do projeto e como ele deve 
contribuir para atingir os objetivos estratégicos da Organização. Além 
de se constituir como uma oportunidade que busca garantir o 
comprometimento da Organização em relação ao projeto, é considerada como
 a primeira reunião de trabalho da equipe principal do projeto, na qual o
 plano é apresentado, sempre buscando o comprometimento das partes 
interessadas. &lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Fluxo Simplificado de Atualização do Plano do Projeto&lt;/h3&gt;
A atualização do plano de projeto desenvolvido segundo o processo 
anteriormente apresentado também pode ser apresentada por 10 (dez) 
processos simplificados, incluindo o processo de aprovação e 
implementação de mudanças. O processo simplificado de atualização do 
plano é realizado repetidas vezes a cada ciclo de acompanhamento.&lt;br /&gt;

A determinação da duração do ciclo é uma função da duração do projeto
 e de parâmetros de planejamento organizacionais (ROSENHEAD, 2008). 
Usualmente, um projeto deve ter seu ciclo de acompanhamento a cada 10% 
da duração projetada, desde que o intervalo mínimo entre ciclos seja de 1
 dia e o intervalo máximo entre ciclos seja de 30 dias. Como exemplo, um
 projeto de 10 semanas sugere um intervalo entre ciclos de 1 semana 
enquanto um projeto de 20 semanas sugere um intervalo entre ciclos de 2 
semanas.&lt;br /&gt;

O fluxo simplificado de atualização do plano de projetos é apresentado na Figura 04.&lt;br /&gt;

&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;Figura 4 - Fluxo Simplificado de Atualização do Plano do Projeto&quot; border=&quot;0&quot; src=&quot;http://www.ricardo-vargas.com/wp-content/uploads/urgency-pt/imagem4-pt.png&quot; title=&quot;AtualizacaoPlano&quot; /&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;center&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Figura 4 – Fluxo Simplificado de Atualização do Plano do Projeto&lt;/span&gt;&lt;/center&gt;
&lt;br /&gt;
&lt;ol&gt;&lt;br /&gt;
&lt;li&gt;&lt;b&gt;Coletar Informações de Desempenho&lt;/b&gt; – O objetivo deste processo
 é obter informações sobre o desempenho do projeto junto a equipe 
executora, fornecedores, etc. A coleta pode se dar de modo estruturado 
ou através de adaptações e simplificações de modelos ágeis, tais como 
partes do modelo de dinâmica de coleta e troca de informações adotadas 
nas reuniões de Daily Scrum do modelo Scrum, por exemplo (SCHWABER, 
2010). É importante ressaltar que o objetivo do processo é a coleta da 
informação e não a tomada de decisão. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Atualizar Estrutura Analítica do Projeto&lt;/b&gt;  – O objetivo
 deste processo é atualizar a Estrutura Analítica do Projeto (EAP) para 
que ela continue a refletir todas as entregas efetuadas no ciclo. O 
trabalho restante deve ser avaliado, e eventuais detalhamentos das 
entregas futuras devem ser realizados, se necessário. Importante atenção
 deve ser data à diferenciação entre detalhamento de entregas futuras e 
criação de novas entregas. A criação de novas entregas não previstas é 
um caso clássico de problema em um projeto proveniente do crescimento 
desordenado de escopo (scope creep) (KUPRENAS &amp;amp; NASR, 2003). &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Atualizar Cronograma&lt;/b&gt;  – Processo que visa identificar 
os trabalhos já realizados e seus respectivos prazos, bem como as 
atualizações na EAP, buscando atualizar o cronograma e projetar a 
duração e o prazo final do projeto. As novas durações e prazos serão 
comparados com as durações e prazos aprovados no plano (linha de base) a
 fim de avaliar o desempenho do projeto. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Atualizar Orçamento&lt;/b&gt;  – O  objetivo desse processo é 
avaliar o desembolso efetuado para a realização do trabalho no ciclo e 
atualizar o orçamento restante. O novo orçamento será comparado com o 
orçamento aprovado no plano (linha de base) visando avaliar o desempenho
 do projeto. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Revisar Matriz de Responsabilidades e Plano de Comunicação&lt;/b&gt;
  – O objetivo deste processo é atualizar a Matriz de Responsabilidades 
do Projeto e o Plano de Comunicação. Ao longo da execução do projeto, 
além das próprias alterações de responsabilidades inerentes a ele, é 
comum haver trocas de papéis, bem como refinamentos nas 
responsabilidades do projeto, causando, assim, alterações na Matriz de 
Responsabilidades. Os resultados da comunicação prevista no plano de 
comunicação são avaliados nesse processo visando verificar se algum 
elemento de comunicação precisa ser criado, excluído ou alterado de 
acordo com o comportamento das partes interessadas. Visa garantir que 
somente a informação válida que suporta a decisão e a necessidade de 
informação seja produzida, evitando esforço desnecessário na produção de
 informações dispensáveis. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Atualizar Plano de Riscos e Plano de Respostas aos Riscos&lt;/b&gt;
  – O objetivo deste processo é atualizar a Matriz de Riscos do Projeto 
através da identificação de novos riscos e da reanálise dos riscos já 
identificados. O status dos planos de ação existentes e a avaliação de 
sua efetividade também são realizados nesse processo. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Elaborar Relatório de Status&lt;/b&gt;  – O objetivo deste 
processo é consolidar todas as informações de cunho executivo em um 
relatório simples e direto. O público-alvo do relatório é definido no 
Plano de Comunicação e seu conteúdo apresenta informações resumidas 
sobre o desempenho do projeto no ciclo e recomendações de mudanças. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Realizar a reunião de controle de mudanças&lt;/b&gt;  – O 
objetivo deste processo é comunicar o status do projeto no ciclo, 
analisar as solicitações de mudança propostas e deliberar sobre as suas 
incorporações (ou não) às execuções dos projetos. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Implementar Mudanças Aprovadas&lt;/b&gt;  – Processo que visa 
incorporar as mudanças aprovadas no plano do projeto, incluindo revisão 
rápida dos documentos já desenvolvidos e a adequada comunicação das 
mudanças implementadas para as partes interessadas. &lt;/li&gt;
&lt;li&gt;&lt;b&gt;Registrar Lições Aprendidas&lt;/b&gt;  – Processo que visa 
consolidar as lições aprendidas do projeto coletadas durante o último 
ciclo. As lições aprendidas contêm o registro das experiências 
positivas, tais como as melhorias em processos e decisões gerenciais 
acertadas, além das experiências negativas ocorridas e dos pontos de 
melhoria identificados durante o projeto. &lt;/li&gt;
&lt;/ol&gt;
&lt;h3&gt;
Premissas e Fatores de Sucesso&lt;/h3&gt;
Desenvolver rapidamente planos de projeto requer um ambiente 
diferente daquele do planejamento convencional. Entender algumas 
premissas e fatores de sucesso são cruciais para o adequado entendimento
 não só do processo como também dos resultados.&lt;br /&gt;
Inicialmente, é importante ressaltar que os resultados obtidos com o 
modelo são menos detalhados que os do planejamento convencional baseado 
no PMBOK® Guide. O modelo desenvolvido pressupõe uma redução nos 
processos existentes a fim de acelerar o processo de desenvolvimento, e 
as áreas de conhecimento relacionadas ao escopo, tempo, custo, riscos e 
comunicações foram priorizadas. Isso não significa que as demais áreas 
sejam menos importantes.&lt;br /&gt;
Os documentos produzidos devem ser simples, diretos e objetivos e, caso 
existam modelos de documentos na Organização, apenas os campos 
imprescindíveis devem ser utilizados. É importante também ressaltar que 
imprescindível é diferente de importante. Campos e informações 
imprescindíveis são aquelas informações que impedem e inviabilizam o 
planejamento caso não existam ou não sejam disponibilizadas. Sugere-se 
também que os documentos sejam produzidos com softwares usuais de 
mercado, tais como planilhas eletrônicas e processadores de texto. 
Sistemas integrados complexos e inter-relacionados aumentam a capacidade
 de controle e têm inúmeros benefícios, no entanto, podem não dar a 
mobilidade e a flexibilidade para o desenvolvimento acelerado do plano.&lt;br /&gt;
Sugere-se que o planejamento do projeto seja realizado utilizando o 
conceito de ondas sucessivas (GITHENS, 1998), buscando detalhar com 
precisão o trabalho mais imediato e com menor precisão os trabalhos de 
médio e longo prazo. Esses trabalhos de médio e longo prazo serão 
detalhados em ciclos futuros de atualização.&lt;br /&gt;
É importante ressaltar que o planejamento rápido pressupõe um grau de 
tolerância aos riscos maior do que o planejamento convencional (HILSON 
&amp;amp; MURRAY-WEBSTER, 2005). Pela Figura 05 pode-se observar que perfis 
que apresentam elevado grau de desconforto diante da incerteza 
(Paranoico e Averso) têm maior dificuldade para planejar, executar e 
decidir em um cenário de urgência devido ao elevado grau de desconforto 
encontrado nessas ocasiões. Portanto, o processo proposto pode não se 
enquadrar para todas as organizações em todos os casos.&lt;br /&gt;

&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;img alt=&quot;Figura 05 – Perfil de Respostas a Incerteza (HILSON &amp;amp; MURRAY – WEBSTER, 2005)&quot; border=&quot;0&quot; src=&quot;http://www.ricardo-vargas.com/wp-content/uploads/urgency-pt/imagem5-pt.png&quot; title=&quot;PerfilRespostas&quot; /&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;center&gt;
&lt;span style=&quot;font-size: xx-small;&quot;&gt;Figura 05 – Perfil de Respostas a Incerteza (HILSON &amp;amp; MURRAY – WEBSTER, 2005)&lt;/span&gt;&lt;/center&gt;
&lt;br /&gt;
Finalmente, sugere-se que todo o trabalho de planejamento seja efetuado 
em equipe, seguindo modelos clássicos de colocalização (co-location ou 
war room), nos quais a equipe do projeto trabalha a maior parte do tempo
 no mesmo espaço físico e mantém contato face a face (MEARMAN, 2004). 
Esse tipo de trabalho permite uma melhor comunicação, uma redução nos 
“silos” empresariais, um aumento na capacidade de compartilhamento de 
conhecimento e, em um cenário de urgência, faz com que o processo de 
decisão seja mais ágil e efetivo. 
&lt;h3&gt;
Conclusões&lt;/h3&gt;
Planejar rapidamente visando atender ao senso e à necessidade 
permanente de urgência das organizações é uma tendência evidente no 
trabalho com projetos. Visando atender esse senso crítico de urgência, 
muitos projetos são executados sem qualquer tipo de planejamento sob o 
pretexto de que o planejamento leva tempo e prejudica o senso de 
urgência pretendido.&lt;br /&gt;
O modelo proposto visa atender a esse cenário específico e é uma 
simplificação da realidade do planejamento e que e não visa propor a 
substituição do modelo convencional de planejamento de projetos, no qual
 conceitos, métodos e padrões existentes no mercado devem ser avaliados e
 estruturados no plano de projeto.&lt;br /&gt;
Quando existe um tempo mínimo aceitável para o desenvolvimento de um 
plano estruturado, esse plano se torna indispensável e deve abordar com 
maior detalhe as áreas de conhecimento preconizadas no PMBOK® Guide 
(PMI, 2008), bem como outros conceitos e padrões de mercado. A 
utilização do modelo proposto é apenas recomendada quando não existe 
nenhuma possibilidade de construção de um plano estruturado para o 
projeto. &lt;br /&gt;

&lt;h3&gt;
Referências Bibliográficas&lt;/h3&gt;
ADAMS, T &amp;amp; MEANS, J. (2006). The Project Meeting Facilitator. Seattle: PMI Global Congress North America.&lt;br /&gt;
ARMSHAW, D. (2005). There has to be a Better way than this! How to get 
big benefits from Project management basics. Edimburg: PMI Global 
Congress EMEA.&lt;br /&gt;
EPPLER, M. J. &amp;amp; SUKOWSKI, O. (2000). Managing Team Knowledge: Core 
Processes, Tools and Enabling Factors. London: European Management 
Journal Vol. 18, No. 3&lt;br /&gt;
GITHENS, G D. (1998). Rolling Wave Project Planning. Long Beach: PMI Annual Symposium and Congress.&lt;br /&gt;
HILSON, D. &amp;amp; MURRAY-WEBSTER, R. (2005). Understanding and Managing Risk Attitude, Burlington: Gower.&lt;br /&gt;
KERNION, D. M. The Project Manager—A Key Player in the Consulting 
Engineering Firm’s Marketing Plan. Long Beach: PMI Annual Congress and 
Symposium.&lt;br /&gt;
KUPRENAS, J. A. &amp;amp; NASR, E. B. (2003). Controlling Design-Phase Scope Creep. Morgantown: AACE Transactions.&lt;br /&gt;
MARCUS, G. (1998). Corporate Futures, Vol. V. Late Editions Series. Chicago: University of Chicago Press.&lt;br /&gt;
MEARMAN, M. (2004). Implementation Project Management: Now that You 
Bought it What Do You Do? Anaheim: PMI Annual Symposium and Congress.&lt;br /&gt;
PMI (2008). PMBOK: A Guide to the Project Management Body of Knowledge: 
Forth Edition. Newtown Square: Project Management Institute.&lt;br /&gt;
ROSENHEAD, R. (2008). Let’s Make Those Project Meetings More Effective. Available at&lt;br /&gt;
http://www.projectsmart.co.uk/pdf/make-those-project-meetings-more-effective.pdf&lt;br /&gt;
SCHWABER, K. (2010). Agile Project Management with Scrum. Redmond: Microsoft Press.&lt;br /&gt;
TURNER, J. R. &amp;amp; MÜLLER, R. (2003). On the nature of the project as a
 temporary organization. Amsterdam: International Journal of Project 
Management.&lt;br /&gt;

Acesse o fluxo no link abaixo:&lt;br /&gt;

http://www.ricardo-vargas.com/wp-content/uploads/downloads/ricardo_vargas_urgency_flow_pt.pdf</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8193723784136077140'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8193723784136077140'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2013/10/fator-critico-no-planejamento-de.html' title='Fator Crítico no Planejamento de Projetos'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-7971333298782268316</id><published>2013-10-08T10:26:00.001-03:00</published><updated>2013-10-08T10:26:51.610-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Projetos"/><title type='text'>Fluxo de Processos - 5 edição</title><content type='html'>http://www.ricardo-vargas.com/pt/pmbok5-processes-flow/</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7971333298782268316'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7971333298782268316'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2013/10/fluxo-de-processos-5-edicao.html' title='Fluxo de Processos - 5 edição'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-1286058771046235479</id><published>2013-01-27T22:03:00.003-02:00</published><updated>2013-05-01T21:25:53.820-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ética"/><title type='text'>Uma questão ética</title><content type='html'>Você acaba de assumir como gerente de projetos da empresa X. Você já trabalhou para a empresa AY, que possuía grande prática no gerenciamento de projetos. A empresa X tem seus próprios procedimentos, mas você está mais familiarizado com aqueles utilizados na empresa AY. Neste caso, você deve:&lt;br /&gt;
&lt;br /&gt;
A) Interagir com outros de forma ética, compartilhando os bons procedimentos utilizados na empresa AY&lt;br /&gt;
&lt;br /&gt;
B) Conversar sobre mudanças no comite de controle de mudanças da empresa X&lt;br /&gt;
&lt;br /&gt;
C) Usar os formulários da empresa X e recomendar formas de atualizá-los&lt;br /&gt;
&lt;br /&gt;
D) Usar as práticas e procedimentos da empresa AY mas incluir quaisquer formas da empresa B&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Resposta:&lt;/strong&gt; A resposta correta é a letra C. Você deve seguir os procedimentos da empresa X enquanto tenta estimular melhorias por meio do processo de gerenciamento de mudanças.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/1286058771046235479'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/1286058771046235479'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2013/01/uma-questao-etica.html' title='Uma questão ética'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-3881056744343074345</id><published>2012-07-06T09:25:00.003-03:00</published><updated>2012-07-06T09:26:03.922-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Projetos"/><title type='text'>EPMO x PMO</title><content type='html'>&lt;br /&gt;
&lt;div style=&quot;clear: right; cssfloat: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;
&lt;img height=&quot;198&quot; id=&quot;il_fi&quot; src=&quot;http://www.p3partnership.com/wp-content/uploads/2011/10/Virtual_PMO.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;320&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; closure_uid_fe3ko7=&quot;88&quot; f=&quot;4&quot; id=&quot;result_box&quot; lang=&quot;pt&quot; wc=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;202&quot; wc=&quot;null&quot;&gt;Qual é a&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;203&quot; wc=&quot;null&quot;&gt;diferença entre um&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;204&quot; wc=&quot;null&quot;&gt;EPMO&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;205&quot; wc=&quot;null&quot;&gt;e um&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;206&quot; wc=&quot;null&quot;&gt;PMO&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;207&quot; wc=&quot;null&quot;&gt;?&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;208&quot; wc=&quot;null&quot;&gt;Um&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;209&quot; wc=&quot;null&quot;&gt;EPMO&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;210&quot; wc=&quot;null&quot;&gt;ou Enterprise Program Management Office &lt;/span&gt;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;213&quot; wc=&quot;null&quot;&gt;alinha&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;214&quot; wc=&quot;null&quot;&gt;os objetivos estratégicos &lt;/span&gt;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;215&quot; wc=&quot;null&quot;&gt;com a organização e&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;216&quot; wc=&quot;null&quot;&gt;oferece&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;217&quot; wc=&quot;null&quot;&gt;gestão holística&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;218&quot; wc=&quot;null&quot;&gt;sobre os&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;219&quot; wc=&quot;null&quot;&gt;Escritórios de Gerenciamento &lt;/span&gt;P&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;221&quot; wc=&quot;null&quot;&gt;rogramas&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;222&quot; wc=&quot;null&quot;&gt;.&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;223&quot; wc=&quot;null&quot;&gt;Neste cenário&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;224&quot; wc=&quot;null&quot;&gt;, um&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;225&quot; wc=&quot;null&quot;&gt;EPMO&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;226&quot; wc=&quot;null&quot;&gt;deve ter&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;227&quot; wc=&quot;null&quot;&gt;a capacidade de&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;228&quot; wc=&quot;null&quot;&gt;coletar, analisar&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;229&quot; wc=&quot;null&quot;&gt;e exibir&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;230&quot; wc=&quot;null&quot;&gt;dados do programa&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;231&quot; wc=&quot;null&quot;&gt;de uma forma que&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;232&quot; wc=&quot;null&quot;&gt;permita aos executivos&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;233&quot; wc=&quot;null&quot;&gt;verem&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;236&quot; wc=&quot;null&quot;&gt;como seus programas&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;237&quot; wc=&quot;null&quot;&gt;estão sendo executados.&lt;/span&gt; &lt;/span&gt;&lt;br /&gt;
&lt;span a=&quot;undefined&quot; closure_uid_fe3ko7=&quot;88&quot; f=&quot;4&quot; lang=&quot;pt&quot; wc=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;238&quot; wc=&quot;null&quot;&gt;O&lt;/span&gt;&amp;nbsp;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;239&quot; wc=&quot;null&quot;&gt;PMO&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;240&quot; wc=&quot;null&quot;&gt;está alinhado&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;241&quot; wc=&quot;null&quot;&gt;com a organização&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;242&quot; wc=&quot;null&quot;&gt;com a finalidade de&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;243&quot; wc=&quot;null&quot;&gt;fornecer o gerenciamento&amp;nbsp;de múltiplos&lt;/span&gt;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;245&quot; wc=&quot;null&quot;&gt;&amp;nbsp;projetos.&lt;/span&gt; &lt;/span&gt;&lt;span a=&quot;undefined&quot; closure_uid_fe3ko7=&quot;88&quot; f=&quot;4&quot; lang=&quot;pt&quot; wc=&quot;null&quot;&gt;&lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;246&quot; wc=&quot;null&quot;&gt;Como o&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;247&quot; wc=&quot;null&quot;&gt;EPMO&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;248&quot; wc=&quot;null&quot;&gt;, o&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;249&quot; wc=&quot;null&quot;&gt;PMO&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;250&quot; wc=&quot;null&quot;&gt;deve ter&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;251&quot; wc=&quot;null&quot;&gt;a capacidade de&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;252&quot; wc=&quot;null&quot;&gt;coletar, analisar&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;253&quot; wc=&quot;null&quot;&gt;e exibir dados&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;254&quot; wc=&quot;null&quot;&gt;, mas&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;255&quot; wc=&quot;null&quot;&gt;estes dados&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;256&quot; wc=&quot;null&quot;&gt;são os dados&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;257&quot; wc=&quot;null&quot;&gt;do projeto&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;258&quot; wc=&quot;null&quot;&gt;e, portanto,&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;259&quot; wc=&quot;null&quot;&gt;deve estar em um&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;260&quot; wc=&quot;null&quot;&gt;nível mais específico&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;261&quot; wc=&quot;null&quot;&gt;e&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;262&quot; wc=&quot;null&quot;&gt;granular.&lt;/span&gt;&amp;nbsp;O &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;264&quot; wc=&quot;null&quot;&gt;PMO&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;265&quot; wc=&quot;null&quot;&gt;fornece a introspecção&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;266&quot; wc=&quot;null&quot;&gt;no cronograma&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;267&quot; wc=&quot;null&quot;&gt;, orçamento e&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;268&quot; wc=&quot;null&quot;&gt;riscos de cada&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;269&quot; wc=&quot;null&quot;&gt;projeto.&lt;/span&gt; O &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;271&quot; wc=&quot;null&quot;&gt;EPMO&lt;/span&gt; é como se fosse um &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;273&quot; wc=&quot;null&quot;&gt;guarda-chuva&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;274&quot; wc=&quot;null&quot;&gt;global que&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;275&quot; wc=&quot;null&quot;&gt;governa&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;276&quot; wc=&quot;null&quot;&gt;PMOs&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;277&quot; wc=&quot;null&quot;&gt;múltiplos&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;278&quot; wc=&quot;null&quot;&gt;que por sua vez&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;279&quot; wc=&quot;null&quot;&gt;fornecem&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;280&quot; wc=&quot;null&quot;&gt;supervisão sobre&lt;/span&gt; &lt;span class=&quot;hps&quot; closure_uid_fe3ko7=&quot;281&quot; wc=&quot;null&quot;&gt;inúmeros projetos&lt;/span&gt;&lt;span closure_uid_fe3ko7=&quot;282&quot; wc=&quot;null&quot;&gt;.&lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span a=&quot;undefined&quot; closure_uid_fe3ko7=&quot;88&quot; f=&quot;4&quot; lang=&quot;pt&quot; wc=&quot;null&quot;&gt;&lt;span closure_uid_fe3ko7=&quot;282&quot; wc=&quot;null&quot;&gt;Templates para EPMO: &lt;a href=&quot;http://dii.vermont.gov/pm/pmtemplates&quot;&gt;http://dii.vermont.gov/pm/pmtemplates&lt;/a&gt; &lt;/span&gt;&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/3881056744343074345'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/3881056744343074345'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/07/epmo-x-pmo.html' title='EPMO x PMO'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-7702287447009125918</id><published>2012-06-04T15:39:00.002-03:00</published><updated>2012-06-04T15:41:01.412-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Recursos Humanos"/><title type='text'>Releitura Maslow e Herzberg</title><content type='html'>Participei hoje de um encontro com Eugênio Mussak, palestrante,&amp;nbsp; professor, escritor e diretor científico da Associação Brasileira de Recursos Humanos e integrante do comitê de criação do CONARH – Congresso Brasileiro de Recursos Humanos.&lt;br /&gt;
&lt;br /&gt;
Durante o evento, Mussak nos propos uma releitura sobre as já conhecidas teorias de Maslow e Herzberg e que fazem parte do escopo para a&amp;nbsp;certificação PMP e segundo ele, ainda será testada e validada. Fomos convidados a refletir como as atuais e futuras gerações de colaboradores (X, Y, Z) se comportam e comportarão.&lt;br /&gt;
&lt;br /&gt;
Recordando as teorias, teremos Maslow:&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAMgbSriYX052m9byt-UHC_ePYK1We0iaRPziLPeat2dyMAyPpOid-I62v_xhx2PKcp5pswRz40mFNPABthhGGG98u18niNj2I5otTDDps1Xd32cLIwiFLsHD6qHh3SmAGE0vndg4cQ4/s1600/maslow.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; fba=&quot;true&quot; height=&quot;282&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAMgbSriYX052m9byt-UHC_ePYK1We0iaRPziLPeat2dyMAyPpOid-I62v_xhx2PKcp5pswRz40mFNPABthhGGG98u18niNj2I5otTDDps1Xd32cLIwiFLsHD6qHh3SmAGE0vndg4cQ4/s320/maslow.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;br /&gt;
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Na visão de Mussak, os 3 grandes grupos da nova pirâmide seriam Autonomia, Significado e&amp;nbsp;Status e dentro destes grupos teríamos:&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;strong&gt;Autonomia:&lt;/strong&gt; Bem Estar (Qualidade de vida, relações) e Liberdade (Escolhas, conectividade)&lt;/div&gt;
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&lt;strong&gt;Significado:&lt;/strong&gt; Aprendizado (Conhecimento, empregabilidade), Causa (Valores, crenças, fazer a diferença)&lt;/div&gt;
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&lt;strong&gt;Status:&lt;/strong&gt; Reconhecimento (Feedback, salários, prêmios, visibilidade)&lt;/div&gt;
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E a teoria de Herzberg:&lt;/div&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOcabj0pIZEjlSHjYogAoLz8TWA20X3MqZVnWd6dGY1UHFEZ_3K7a0zz8btssMJcLb_jHDAr1TSogdo7yo1bPSozMkNrugRxgNLDCg1LNechlM5j_uaST0xQrn-aJ6Z0pgJUBhe9j3sQg/s1600/Herzberg_movitional_model.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; fba=&quot;true&quot; height=&quot;258&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOcabj0pIZEjlSHjYogAoLz8TWA20X3MqZVnWd6dGY1UHFEZ_3K7a0zz8btssMJcLb_jHDAr1TSogdo7yo1bPSozMkNrugRxgNLDCg1LNechlM5j_uaST0xQrn-aJ6Z0pgJUBhe9j3sQg/s320/Herzberg_movitional_model.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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Onde na visão de Mussak, teríamos:&lt;br /&gt;
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&lt;strong&gt;Necessidades:&lt;/strong&gt; Autonomia, Pertencimento e Dignidade&lt;br /&gt;
&lt;strong&gt;Desejos:&lt;/strong&gt;&amp;nbsp;Significado (Causa), Orgulho (Valores), Status (Grife), Bem estar (Clima), Aprendizado, Conexões e Futuro&lt;br /&gt;
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Essas duas releituras,&amp;nbsp;baseiam-se no desenvolvimento humano e nas diferentes percepções entre gerações do que é realmente importante como fator motivacional. As futuras gerações buscarão o equilíbrio entre a qualidade de vida x trabalho, o sentimento de pertencer a um grupo / organização, clima favorável ao despertar de novas idéias e constante aprendizado e relacionamento entre indivíduos.&lt;br /&gt;
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&amp;nbsp;Para maiores informações sobre Eugênio Mussak, o site é: &lt;a href=&quot;http://eugeniomussak.com.br/&quot;&gt;http://eugeniomussak.com.br/&lt;/a&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7702287447009125918'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7702287447009125918'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/06/releitura-maslow-e-herzberg.html' title='Releitura Maslow e Herzberg'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhTAMgbSriYX052m9byt-UHC_ePYK1We0iaRPziLPeat2dyMAyPpOid-I62v_xhx2PKcp5pswRz40mFNPABthhGGG98u18niNj2I5otTDDps1Xd32cLIwiFLsHD6qHh3SmAGE0vndg4cQ4/s72-c/maslow.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-188754404375565305</id><published>2012-05-28T11:36:00.002-03:00</published><updated>2012-05-28T11:39:58.599-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Parábola"/><title type='text'>Galinha x Porco</title><content type='html'>&lt;blockquote&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEClOyA_JrNALmncGS16fG9-nSpGnyZ6b9r5aKgLk1vJJCG-0HawV-STGC10HZujqqqwKHMs9fbryMzwywmjGfWTM4VJt6X-C6tuu2qSqS4SJr8Fhv93_VaLyDAbvJm3xti445bTsq3wE/s1600/brabos-an0320.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;142&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEClOyA_JrNALmncGS16fG9-nSpGnyZ6b9r5aKgLk1vJJCG-0HawV-STGC10HZujqqqwKHMs9fbryMzwywmjGfWTM4VJt6X-C6tuu2qSqS4SJr8Fhv93_VaLyDAbvJm3xti445bTsq3wE/s320/brabos-an0320.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
Estavam um dia o porco e a galinha passeando pela 
fazenda, quando chegou o fazendeiro e lhes propôs um desafio: eles 
seriam responsáveis por preparar um café da manhã diferente a cada dia 
da semana pelas próximas duas semanas. No caso de falha, definida pela 
falta de um cardápio variado em um desses dias, o café da manhã seria 
preparado pelo próprio fazendeiro que, sem opção, prepararia bacon com 
ovos para começar o dia.&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote&gt;
Estavam ambos motivados, o porco e a galinha, a cumprir a missão e 
entregar um cardápio diferente a cada dia pelas próximas duas semanas. 
Nos primeiros dias tudo correu bem, o porco sempre de maneira pró-ativa 
começava o dia a pensar no cardápio para o dia seguinte, dividia as 
tarefas necessárias para separar os ingredientes para a nova receita, 
pensava em formas inovadoras de cumprir as metas e era ajudado pela 
galinha que cumpria as tarefas a ela atribuídas.&lt;/blockquote&gt;
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Com o passar dos dias, as receitas ficaram cada vez mais elaboradas e
 o porco gastava grande parte do seu dia preparando os pratos que seriam
 servidos ao fazendeiro. Com isso não tinha tempo para atribuir as 
tarefas para a galinha. Que por sua vez aproveitava o tempo livre para 
ciscar o chão e procurar minhocas. Isso limitava o tempo disponível ao 
porco que trabalhava ainda mais para cumprir as metas.&lt;/blockquote&gt;
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O final dessa fábula você já pode prever: o fazendeiro não é atendido
 nas suas solicitações, o porco vira bacon e a galinha, depois de ceder 
um ovo, continua ciscando e procurando minhocas como se nada tivesse 
acontecido…&lt;/blockquote&gt;
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&lt;blockquote&gt;
A história da galinha e do porco fala sobre envolvimento e comprometimento.&lt;br /&gt;
Agora eu pergunto, quem está envolvido e quem está comprometido? Nas 
empresas, na sociedade, em tudo, há esses dois grupos: os envolvidos e 
os comprometidos. Parece ser a mesma coisa, mas não é.&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote&gt;
Quando você come o ovo, a galinha está envolvida, já que foi ela que 
botou o dito-cujo, mas não depende de estar ali para que o restante (os 
ovos, no café da manhã) aconteça.&lt;br /&gt;
Quando você come o bacon, o porco está comprometido, já que ele é o próprio.&lt;br /&gt;
Envolvimento é ato de envolver. Envolver deriva do latin &lt;i&gt;envolvere&lt;/i&gt; que seria o mesmo que cobrir, enrolar ou misturar. Comprometimento é ato de comprometer-se ou assumi&lt;i&gt;compromissu&lt;/i&gt;r um compromisso. Comprometer deriva do latin &lt;i&gt;compromittere&lt;/i&gt;, e compromisso deriva do latin &lt;i&gt;&lt;/i&gt;, e ambos remetem ao sentido de assumir uma obrigação ou promessa firmada com outra parte.&lt;/blockquote&gt;
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&lt;blockquote&gt;
Exemplificando para o ambiente de trabalho: as pessoas envolvidas 
fazem parte do grupo e trabalham pelos seus objetivos. Para os 
comprometidos, o grupo faz parte dele e ele trabalha com os objetivos 
coletivos. Os envolvidos apontam os sintomas e muitas vezes fazem parte 
do problema. E quando resolvem, o fazem da forma mais prática. O 
comprometidos compram problemas e resolvem da melhor forma.&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote&gt;
Os envolvidos assumem somente as responsabilidades da sua função e 
quando recebem mais funções reclamam que estão sendo explorados e não 
têm interesse, pois isso não fecha com seu objetivo pessoal. Os 
comprometidos assumem as responsabilidades necessárias para atingir os 
objetivos coletivos e vêem novas tarefas/funções como ótima oportunidade de aprenderem mais.&lt;/blockquote&gt;
&lt;br /&gt;
&lt;blockquote&gt;
Os envolvidos sempre querem ser reconhecido pelo que faz. Os 
comprometidos sempre reconhecem quem faz. Para os envolvidos sempre há 
problemas e dificuldades. Para os comprometidos, sempre há soluções e 
energia. O envolvido toma espaço. O comprometido constrói o seu espaço. A
 relação com um evolvido é de curto prazo, enquanto que com o 
comprometido consegue-se manter uma relação de longo prazo. E você… é comprometido com as outras pessoas, com o que faz, com sua 
família, com seu trabalho, com a alegria dos que estão próximos de você?
 Ou você é só mais uma galinha no poleiro?&lt;/blockquote&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/188754404375565305'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/188754404375565305'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/05/galinha-x-porco.html' title='Galinha x Porco'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiEClOyA_JrNALmncGS16fG9-nSpGnyZ6b9r5aKgLk1vJJCG-0HawV-STGC10HZujqqqwKHMs9fbryMzwywmjGfWTM4VJt6X-C6tuu2qSqS4SJr8Fhv93_VaLyDAbvJm3xti445bTsq3wE/s72-c/brabos-an0320.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-5716880734170683234</id><published>2012-04-28T11:06:00.003-03:00</published><updated>2012-04-28T11:06:41.376-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Ética"/><title type='text'>Responsabilidade Profissional e Social</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Ow4sLkddi8RSRP1jzTAnZj9zaLjNFh8O1fy0UtSl5adBK8G8mozQBQW-A3RTVKDhijQSjhfRcXqoa0PeZ82ySAd354f3thCfO6mkjFaBFPRSKsXGyCU6LeLQmOBJS5bENnft7LkG-yI/s1600/etica31-267x300.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Ow4sLkddi8RSRP1jzTAnZj9zaLjNFh8O1fy0UtSl5adBK8G8mozQBQW-A3RTVKDhijQSjhfRcXqoa0PeZ82ySAd354f3thCfO6mkjFaBFPRSKsXGyCU6LeLQmOBJS5bENnft7LkG-yI/s200/etica31-267x300.jpg&quot; width=&quot;177&quot; /&gt;&lt;/a&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Código de Ética e Conduta Profissional (&lt;/b&gt;&lt;b&gt;&lt;a href=&quot;http://www.pmisp.org.br/sites/default/files/acervo/codigo_de_etica_e_conduta_profissional_do_pmi_pt_br.pdf&quot; rel=&quot;nofollow&quot; target=&quot;_blank&quot;&gt;PDF PMI)&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
- Responsabilidade&lt;br /&gt;
- Respeito&lt;br /&gt;
- Justiça&lt;br /&gt;
- Honestidade&lt;br /&gt;
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&lt;b&gt;Responsabilidade&lt;/b&gt;&lt;br /&gt;Responsabilidade é o nosso dever de assumir a propriedade pelas decisões que tomamos ou falhamos em tomar, pelas ações que praticamos ou deixamos de praticar e as conseqüências que daí possam resultar.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Respeito&lt;/b&gt;&lt;br /&gt;Respeito é nosso dever de mostrar alta consideração por nós mesmos, por outros e pelos recursos que&lt;br /&gt;nos são confiados. Os recursos que nos são confiados podem incluir pessoas, dinheiro, reputação, a segurança de terceiros,e os recursos naturais e ambientais. Um ambiente de respeito abrange confiança, responsabilidade e a excelência de desempenho,incentivando a cooperação mútua – um ambiente onde a perspectiva e pontos de vista diferentes são encorajados e valorizados.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Justiça&lt;/b&gt;&lt;br /&gt;Justiça é nosso dever de tomar decisões e agir imparcialmente e objetivamente. Nossa conduta deve ser&lt;br /&gt;isenta do envolvimento de interesses pessoais, preconceitos e favoritismo.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Honestidade&lt;/b&gt;&lt;br /&gt;Honestidade é nosso dever de entender a verdade e em agir de maneira verdadeira em nossas comunicações e em nossa conduta.</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/5716880734170683234'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/5716880734170683234'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/responsabilidade-profissional-e-social.html' title='Responsabilidade Profissional e Social'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh1Ow4sLkddi8RSRP1jzTAnZj9zaLjNFh8O1fy0UtSl5adBK8G8mozQBQW-A3RTVKDhijQSjhfRcXqoa0PeZ82ySAd354f3thCfO6mkjFaBFPRSKsXGyCU6LeLQmOBJS5bENnft7LkG-yI/s72-c/etica31-267x300.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-4263529093959467850</id><published>2012-04-28T10:50:00.001-03:00</published><updated>2012-04-28T10:50:43.698-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aquisições"/><title type='text'>Gerenciamento das Aquisições</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgybREcNa0vybyUvYKjE8iXep7FVDJ_PyDxHR5BBFySxIH1NT2CAqZeOljqiGtfOGFkTiPW8ly_YS6ObQdBvACiwowbQGvzji9vSKZ2GBQTdVspYhRev6JOgqFjpvZ6NGMRbvxm3xb3v2g/s1600/img_00.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;180&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgybREcNa0vybyUvYKjE8iXep7FVDJ_PyDxHR5BBFySxIH1NT2CAqZeOljqiGtfOGFkTiPW8ly_YS6ObQdBvACiwowbQGvzji9vSKZ2GBQTdVspYhRev6JOgqFjpvZ6NGMRbvxm3xb3v2g/s320/img_00.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Respostas para questões de aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Contratos exigem formalidade&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Requisitos de gerenciamento de produtos e projetos devem estar estipulados no contrato&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- O que não estiver no contrato só pode ser realizado mediante ordem formal de mudança no contrato&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Mudanças devem ser enviadas e aprovadas por escrito&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Contratos estabelecem uma obrigação legal&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Contratos devem ajudar a reduzir o risco do projeto&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Contratação centralizada / descentralizada&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Centralizada:&lt;/b&gt; Departamento de aquisições com um gerente de aquisições&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Descentralizada:&lt;/b&gt; Gerente de aquisições é designado para um projeto em tempo integral e está subordinado ao gerente de projetos&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Processo de Gerenciamento das Aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;- Planejar as aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;- Realizar as aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;- Administrar as aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;- Encerrar as aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Planejar as Aquisições&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Análise do fazer ou comprar&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Criar um plano de gerenciamento das aquisições&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Criar uma DT (declaração de trabalho) para cada aquisição&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; - Desempenho (Quero um carro que vá de 0 a 100 Km em 3 segundos)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; - Funcional (Quero um carro com 23 suportes para copos)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; - Design (Quero um carro igual ao dos desenhos) &lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Selecionar um tipo de contrato para cada aquisição&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; - PF (Preço Fixo): Alto risco ao fornecedor, poucas informações&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; - T&amp;amp;M (Tempo e Material): Comprador paga por hora, nível de serviço não pode ser definido&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; - CR (Custos Reembonsáveis): Escopo de trabalho incerto, requer pessoas para validar a contabilidade&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp; Comprador assume os riscos do contrato &lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Criar os documentos de aquisição&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
- Determinar os critérios de seleção de fonte&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Preço:&lt;/b&gt; Quantia que o fornecedor cobra do comprador pelo produto / serviço&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Lucro:&lt;/b&gt; Volume de dinheiro que o fornecedor acumulou depois de pagar os custos&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Custo:&lt;/b&gt; Quanto custa para o fornecedor criar determinado produto / serviço&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Preço-Alvo: &lt;/b&gt;Serve para comparar o resultado final, o que temos e o que foi estimado&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Proporção de compartilhamento:&lt;/b&gt; Incentivos aparecem como 90/10 (comprador/fornecedor)&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Preço-teto:&lt;/b&gt; Preço mais alto que o comprador pagará&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Exemplo de Cálculo de Incentivos&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Neste contrato de custo mais remuneração de incentivo, segue: &lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Custo-Alvo = 210.000&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Remuneração-Alvo = 25.000&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Preço-Alvo = 235.000&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Proporção de compartilhamento = 80/20&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Custo Real: 200.000&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;R&lt;/b&gt;&lt;b&gt;emuneração Final:&amp;nbsp;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Custo Alvo - Custo Real = 210.000 - 200.000 = 10.000&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Custo x Compartilhamento: 10.000 * 20 = 2.000&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Remuneração Alvo + Custos = 25.000 + 2.000 = &lt;b&gt;&lt;u&gt;27.000&lt;/u&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Preço Final:&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
Custo real + remuneração final = 200.000 + 27.000 = &lt;u&gt;&lt;b&gt;227.000&lt;/b&gt;&lt;/u&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Documentos de Aquisição&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;SDP (Solicitação de proposta): &lt;/b&gt;Proposta detalhada, CV&#39;s, experiência, preço&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;CONV (Convite para licitação): &lt;/b&gt;Apenas preço total do trabalho&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;SDC (Solicitação de cotação): &lt;/b&gt;Solicitam preço por item, hora, metro&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Critérios de Seleção de Fornecedores&lt;/b&gt;&lt;br /&gt;
- Número de anos na atividade ou estabilidade financeira&lt;br /&gt;
- Entendimento da necessidade&lt;br /&gt;
- Preço ou custo do ciclo de vida&lt;br /&gt;
- Capacidade Técnica&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Acordo de Confidencialidade&lt;/b&gt;&lt;br /&gt;
É um acordo entre comprador e fornecedor que define quais informações ou documentos devem ser mantidos confidenciais e controlados, além de quem terá acesso a estas informações.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Acordo de Parceria (Joint Venture)&lt;/b&gt;&lt;br /&gt;
Quando dois fornecedores unem forças para conseguir o trabalho&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div style=&quot;text-align: left;&quot;&gt;
&lt;b&gt;Cláusulas Especiais&lt;/b&gt;&lt;br /&gt;
São cláusulas especiais adicionadas ao contrato padrão (contrato mãe) e podem ser resultado de:&lt;br /&gt;
- Análise de riscos&lt;br /&gt;
- Requisitos de projeto&lt;br /&gt;
- Tipo de projeto&lt;br /&gt;
- Requisitos administrativos, legais ou empresariais&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Termos e condições&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Aceitação: &lt;/b&gt;Como saber se o trabalho é aceitável?&lt;br /&gt;
&lt;b&gt;- Agente: &lt;/b&gt;Quem é o agente autorizado de cada parte?&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Arbitragem: &lt;/b&gt;Usa térceiros para tomar decisão em uma disputa, mais rápida que a justica e paga por ambas as partes&lt;br /&gt;
&lt;b&gt;- Cessão&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Uma parte pode ceder a terceiros seus direitos ou obrigações &lt;br /&gt;
&lt;b&gt;- Autoridade&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quem tem o poder pra fazer o que&lt;br /&gt;
&lt;b&gt;- Fianças&lt;/b&gt;&lt;b&gt;:&lt;/b&gt; Fiança de pagamento protege o comprador contra reinvidicações do fornecedor por falta de pagamento&lt;br /&gt;
&lt;b&gt;- Quebra de contrato&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;A quebra de contrato pelo fornecedor deve ser notificada com uma carta formal para futuramente haver uma quebra de contrato pelo comprador. A ação de quebra de contrato pelo comprador não pode ser imediata&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Mudanças&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Como as mudanças são feitas, em qual formato?&lt;br /&gt;
&lt;b&gt;- Confidencialidade&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quais informações não devem ser divulgadas a terceiros&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Resolução de disputas&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Uso de tribunais ou árbitro para resolução de disputas&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Força maior&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Caso fortuito, incêndio, furacão. Não é considerada culpa de nenhuma das partes&lt;br /&gt;
&lt;b&gt;- Incentivos&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quais benefícios o fornecedor pode receber por alinhar-se aos objetivos do comprador de tempo, custo, qualidade, risco e desempenho?&lt;br /&gt;
&lt;b&gt;- Indenização (responsabilidade)&lt;/b&gt;&lt;b&gt;:&lt;/b&gt; Quem é o responsável por lesões corporais, danos e acidentes?&lt;br /&gt;
&lt;b&gt;- Empreiteiro independente&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Significa que o fornecedor não é empregado do comprador&lt;br /&gt;
&lt;b&gt;- Inspeção&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Alguém pode inspecionar o trabalho durante a execução, em qual circunstância?&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Propriedade Intelectual&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quem é dono da marca, patente, etc?&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Faturamento&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quando as faturas serão enviadas?&lt;br /&gt;
&lt;b&gt;- Multas contratuais&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Multas estipuladas por inadimplências específicas&lt;br /&gt;
&lt;b&gt;- Requisitos de gerenciamento&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Comparecimento a reuniões, aprovação de pessoal designado ao projeto&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Inadimplência substancial&lt;/b&gt;&lt;b&gt;:&lt;/b&gt; Quebra significativa de contrato que não permite completar o trabalho estipulado&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Notificações&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Para quem determinadas correspondências devem ser enviadas?&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Propriedade&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quem possuirá os ítens tangíveis (materiais, edifícios, equipamentos)?&lt;br /&gt;
&lt;b&gt;- Pagamentos&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quando os pagamentos serão realizados?&lt;br /&gt;
&lt;b&gt;- Declaração do trabalho de aquisição&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Incluído como parte de contrato&lt;br /&gt;
&lt;b&gt;- Relatórios&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Quais relatórios são necessários e com qual frequência&lt;br /&gt;
&lt;b&gt;- Retenção&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Uma quantia de 5% a 10% fica retida de cada pagamento e pago quando o trabalho é terminado&lt;br /&gt;
&lt;b&gt;- Risco de prejuízo&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Risco entre as partes caso produtos ou serviços sejam perdidos&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Acesso ao local&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Requisitos para acesso ao local onde o trabalho será realizado&lt;br /&gt;
&lt;b&gt;- Rescisão&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Interrupção do trabalho antes de seu término&lt;br /&gt;
&lt;b&gt;- O prazo é essencial&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Datas de entrega são uma obrigação rigorosa&lt;br /&gt;
&lt;b&gt;- Renúncias&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Declarações que os direitos definidos no contrato só podem ser renunciados ou modificados por acordo expresso antre as partes&lt;br /&gt;
&lt;b&gt;- Garantias&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Promessas de qualidade para os produtos ou serviços&lt;br /&gt;
&lt;b&gt;- Trabalho sob encomenda&lt;/b&gt;&lt;b&gt;: &lt;/b&gt;Trabalho fornecido nos terms do contrato será de propriedade do comprador&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Carta de Intenções&lt;/b&gt;&lt;br /&gt;
Caso o contrato não seja assinado a tempo, o fornecedor pode solicitar que o comprador forneça uma carta de intenções, documento sem vinculação legal que diz que o comprador pretende contratar o fornecedor.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Participação de Direitos (Privity)&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Questão: &lt;/b&gt;&lt;i&gt;A empresa A contrata a empresa B para fazer um trabalho. A empresa B subcontrata a empresa C. O gerente de projetos da empresa A está no local do trabalho e diz que a empresa c deve interremper o trabalho. A empresa C precisa obedecer?&lt;/i&gt;&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;&lt;i&gt;A =&amp;gt; B =&amp;gt; C &lt;/i&gt;&lt;/b&gt;&lt;/div&gt;
&lt;b&gt;&lt;i&gt;&amp;nbsp;&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Resposta:&lt;/b&gt; Não, as empresas A e C não tem ralação contratual. A empresa A deve falar com a B que conversará com a C.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Formas de aquisição sem concorrência (Quando conceder?)&lt;/b&gt;&lt;br /&gt;
- Cronograma do projeto sob extrema pressão&lt;br /&gt;
- Fornecedor com qualificações exclusivas&lt;br /&gt;
- Fornecedor único&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Fonte Única: &lt;/b&gt;Negocia diretamente com o fornecedor, sem realizar o processo de aquisições&lt;br /&gt;
&lt;b&gt;Fonte Exclusiva:&lt;/b&gt; Existe apenas um fornecedor&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Reuniões de Licitantes&lt;/b&gt; &lt;b&gt;(Coisas a serem observadas na reunião)&lt;/b&gt;&lt;br /&gt;
- Conluio ( Combinação entre pessoas para enganar ou prejudicar alguém; colusão, arranjo, conchavo) &lt;br /&gt;
- Fornecedores que não fazem perguntas na frente da concorrência&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Qual a finalidade de um contrato&lt;/b&gt;&lt;br /&gt;
- Definir papéis e responsabilidades&lt;br /&gt;
- Tornar as ações uma obrigação legal&lt;br /&gt;
- Mitigar ou alocar o risco &lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Encerramento Administrativo (Processo Encerrar o projeto ou Fase)&amp;nbsp; &lt;/b&gt;= Encerrar um projeto&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Encerramento da Aquisição &lt;/b&gt;= Encerrar uma aquisição&lt;br /&gt;
&lt;br /&gt;
- Podem haver muitos encerramentos de aquisições mas somente um encerramento de projeto&lt;br /&gt;
- Todas as aquisições devem ser encerradas antes do projeto ser encerrado&lt;br /&gt;
- O encerramento do projeto pode ser realizado ao final de cada fase do projeto e no final do projeto como um todo.&lt;br /&gt;
- O encerramento de aquisições requer mais registros e deve ser feito mais formalmente do que em geral é necessário no encerramento do projeto&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Aceitação Formal e encerramento&lt;/b&gt;&lt;br /&gt;
Depois que o encerramento é terminado e o fornecedor recebeu do comprador a aceitação formal de que os produtos da aquisição são aceitáveis, o contrato é encerrado.&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/4263529093959467850'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/4263529093959467850'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-das-aquisicoes.html' title='Gerenciamento das Aquisições'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgybREcNa0vybyUvYKjE8iXep7FVDJ_PyDxHR5BBFySxIH1NT2CAqZeOljqiGtfOGFkTiPW8ly_YS6ObQdBvACiwowbQGvzji9vSKZ2GBQTdVspYhRev6JOgqFjpvZ6NGMRbvxm3xb3v2g/s72-c/img_00.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-8871852197891318436</id><published>2012-04-25T22:16:00.001-03:00</published><updated>2012-04-25T22:18:26.092-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Riscos"/><title type='text'>Gerenciamento dos Riscos</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOX7FJfcR0y_y2c-bFDYV1PMm_7iQEdb2KQteZls9fGrVi7yHiPi5NJHeWoTMpMtU_x446N3yspNMtcEU3D0I5swAeTQp95zhpkcyg7qTu2Q9bLI_BINn8IVpceLcgk8R1rmY30EC4ZlA/s1600/riscos-300x225.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOX7FJfcR0y_y2c-bFDYV1PMm_7iQEdb2KQteZls9fGrVi7yHiPi5NJHeWoTMpMtU_x446N3yspNMtcEU3D0I5swAeTQp95zhpkcyg7qTu2Q9bLI_BINn8IVpceLcgk8R1rmY30EC4ZlA/s1600/riscos-300x225.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Gerenciamento dos Riscos:&lt;/b&gt;&lt;br /&gt;
- Planejar o gerenciamento dos riscos&lt;br /&gt;
- Identificar os riscos&lt;br /&gt;
- Realizar a análise qualitativa dos riscos&lt;br /&gt;
- Realizar a análise quantitativa dos riscos&lt;br /&gt;
- Planejar as respostas aos riscos&lt;br /&gt;
- Monitorar e controlar os riscos&lt;br /&gt;
&lt;br /&gt;
Gerenciar riscos é aumentar a probabilidade e o impacto das oportunidades no projeto (eventos positivos) e minimizar a probabilidade e impacto de ameaças ao projeto (eventos negativos).&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Ameaças e Oportunidades: &lt;/b&gt;&lt;br /&gt;
- Eventos Positivos (Oportunidades)&lt;br /&gt;
- Eventos Negativos (Ameaças): Até 90% das ameaças que são tratadas e investigadas podem ser eliminadas&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Incerteza:&lt;/b&gt;&lt;br /&gt;
- Falta de conhecimento sobre um evento&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Fatores de Risco:&lt;/b&gt;&lt;br /&gt;
- Probabilidade que ele ocorrerá (o que)&lt;br /&gt;
- Intervalo de resultados possíveis (valor em jogo)&lt;br /&gt;
- Momento esperado (quando) no ciclo de vida do projeto&lt;br /&gt;
- Frequência prevista de eventos de risco de mesma origem (quão frequentes)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Avesso a Riscos:&lt;/b&gt; Aquele que não quer correr riscos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Tolerância e limites para riscos:&lt;/b&gt;&lt;br /&gt;
- Tolerâncias são áreas de riscos aceitáveis ou inaceitáveis&lt;br /&gt;
- Limite é o ponto no qual um risco se torna inaceitável&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Categorias de Risco&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Externos: &lt;/b&gt;Regulatórios, governamentais, mudanças no mercado&lt;br /&gt;
&lt;b&gt;- Internos: &lt;/b&gt;Tempo, custo, mudanças no escopo&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Técnicos: &lt;/b&gt;Mudança na tecnologia&lt;br /&gt;
&lt;b&gt;- Imprevisíveis:&lt;/b&gt; Apenas 10% dos riscos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Fontes de Risco (De onde vem os riscos)&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Cronograma: &lt;/b&gt;Talvez o equipamento chegue 3 dias antes e o trabalho x possa ser adiantado&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Custo: &lt;/b&gt;Como talvez o equipamento atrase para chegar, seja necessário alugar um outro com custo maior&lt;br /&gt;
&lt;b&gt;- Qualidade: &lt;/b&gt;Talvez o concreto seque antes do previsto e seja possível iniciar os trabalhos antes&lt;br /&gt;
&lt;b&gt;- Escopo: &lt;/b&gt;Não definimos o escopo desse projeto, será necessário acrescentar um custo de X&lt;br /&gt;
&lt;b&gt;- Recursos: &lt;/b&gt;Talvez o recurso se desligue e precisemos de outro&lt;br /&gt;
&lt;b&gt;- Satisfação das partes interessadas:&lt;/b&gt; Há possibilidade do cliente não aprovar as entregas XYZ&lt;br /&gt;
&lt;br /&gt;
As categorias e fontes de risco podem ser organizadas em uma EAR (Estrutura Analítica de Riscos)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Técnicas de Coleta de Informações&lt;/b&gt;&lt;br /&gt;
- Brainstorming&lt;br /&gt;
- Técnica Delphi (Anonimato)&lt;br /&gt;
- Entrevistas&lt;br /&gt;
- Análise de causas-raíz&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Realizar a Análise Qualitativa dos Riscos&lt;/b&gt;&lt;br /&gt;
- Análise subjetiva dos riscos identificados&lt;br /&gt;
- Classifica como Baixa, Média, Alta ou de 1 a 10&lt;br /&gt;
- Determina se um projeto pode ser selecionado, continuado ou cancelado&lt;br /&gt;
- Compara o risco do projeto ao risco geral de outros projetos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Realizar a Análise Quantitativa dos Riscos&lt;/b&gt;&lt;br /&gt;
- Análise mais objetiva&lt;br /&gt;
- Análise numérica da probabilidade e impacto&lt;br /&gt;
- Determina quais eventos de risco exigem uma resposta&lt;br /&gt;
- Determina o risco geral do projeto&lt;br /&gt;
- Determina as reservas de custo e cronograma&lt;br /&gt;
- Identificam e avaliam os riscos que exigem mais atenção&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Determinação da probabilidade e impacto quantitativos:&lt;/b&gt;&lt;br /&gt;
- Entrevistas&lt;br /&gt;
- Técnica Delphi&lt;br /&gt;
- Opinião de Especialistas&lt;br /&gt;
- Análise do Valor Monetário Esperado&lt;br /&gt;
- Análise de Monte Carlo&lt;br /&gt;
- Árvore de Decisão&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Análise do Valor Monetário Esperado:&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div style=&quot;text-align: center;&quot;&gt;
&lt;b&gt;VME = P x I, onde,&lt;/b&gt;&lt;/div&gt;
&lt;br /&gt;
P = Probabilidade&lt;br /&gt;
I = Impacto&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Árvore de Decisão:&lt;/b&gt;&lt;br /&gt;
- Considera eventos futuros e tenta tomar uma decisão hoje&lt;br /&gt;
- Calcula o VME&lt;br /&gt;
- Envolve exclusividade mútua&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNQ3UP1RiYqVBevOZpFjNBi9WPr-EBA__W-dMC-wtvNxYz0Ohw97av4Eofr1W3UsrB4R-QnIqtsjbTlf85EEpWbtJor1kl6IxfZcQ7di1ElDDAbZbvwIa7wlkmWCBzT7tFUhZwdbxIjoE/s1600/arvore_decisao.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgNQ3UP1RiYqVBevOZpFjNBi9WPr-EBA__W-dMC-wtvNxYz0Ohw97av4Eofr1W3UsrB4R-QnIqtsjbTlf85EEpWbtJor1kl6IxfZcQ7di1ElDDAbZbvwIa7wlkmWCBzT7tFUhZwdbxIjoE/s1600/arvore_decisao.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;b&gt;Estratégias de Mitigação de Riscos&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Eliminar: &lt;/b&gt;Eliminar a ameaça eliminado a causa (Afastar uma pessoa)&lt;br /&gt;
&lt;b&gt;- Mitigar: &lt;/b&gt;Reduzir a probabilidade ou impacto de uma ameaça, tornando o risco menor&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Transferir:&lt;/b&gt; Tornar outra parte responsável pelo risco contratando seguros por exemplo&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estratégias de respostas a oportunidades:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Explorar (Oposto de Eliminar): &lt;/b&gt;Mudar o projeto para que a oportunidade ocorra&lt;br /&gt;
&lt;b&gt;- Melhorar (Oposto de Mitigar): &lt;/b&gt;Aumentar a probabilidade de impactos positivos &lt;br /&gt;
&lt;b&gt;- Compartilhar: &lt;/b&gt;Criar oportunidade para um parceiro (em conjunto)</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8871852197891318436'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8871852197891318436'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-dos-riscos.html' title='Gerenciamento dos Riscos'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOX7FJfcR0y_y2c-bFDYV1PMm_7iQEdb2KQteZls9fGrVi7yHiPi5NJHeWoTMpMtU_x446N3yspNMtcEU3D0I5swAeTQp95zhpkcyg7qTu2Q9bLI_BINn8IVpceLcgk8R1rmY30EC4ZlA/s72-c/riscos-300x225.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-7388449025627875443</id><published>2012-04-23T23:10:00.000-03:00</published><updated>2012-04-25T00:12:04.434-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Comunicações"/><category scheme="http://www.blogger.com/atom/ns#" term="Recursos Humanos"/><title type='text'>Gerenciamento das Comunicações</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTcW38sxsY9IbKyTwLa9_EUqPdyuSvVI9l_pcAU5FtFbpjucaAUDtzLy2aaX9gZIqa1DepiXabJ6jN0YSK-zKrItnbXKbsphDnVb6Nqgivo6MSOss4L5KAYzyJVLzt5vi3E64_47YXzTQ/s1600/comunica.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTcW38sxsY9IbKyTwLa9_EUqPdyuSvVI9l_pcAU5FtFbpjucaAUDtzLy2aaX9gZIqa1DepiXabJ6jN0YSK-zKrItnbXKbsphDnVb6Nqgivo6MSOss4L5KAYzyJVLzt5vi3E64_47YXzTQ/s200/comunica.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Partes Interessadas&lt;/b&gt;&lt;br /&gt;
- Identificar todas as partes&lt;br /&gt;
- Determinar os requisitos&lt;br /&gt;
- Determinar as expectativas&lt;br /&gt;
- Determinar os interesses&lt;br /&gt;
- Determinar o nível de influência&lt;br /&gt;
- Planejar a comunicação com ela&lt;br /&gt;
- Comunicar-se com ela&lt;br /&gt;
- Gerenciar suas expectativas e influência&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;10.2 - Planejar as comunicações&lt;/b&gt;&lt;br /&gt;
- Identificar as necessidades de informações e comunicações das partes interessadas. &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Documentos que precisam ser comunicados em um projeto:&lt;/b&gt;&lt;br /&gt;
- TAP&lt;br /&gt;
- Plano de Gerenciamento&lt;br /&gt;
- EAP&lt;br /&gt;
- Cronogramas&lt;br /&gt;
- Novos riscos&lt;br /&gt;
- Problemas&lt;br /&gt;
- Sucessos&lt;br /&gt;
- Mudanças no escopo&lt;br /&gt;
- Atrasos&lt;br /&gt;
- Lições aprendidas&lt;br /&gt;
- Registros de questões&lt;br /&gt;
&lt;br /&gt;
As comunicações ocorrem interna e externamente a equipe do projeto, e vertical (níveis superiores e inferiores da organização) e horizontal (entre colegas).&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Tipos de Comunicações:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Escrita Formal:&lt;/b&gt; TAP, memorandos, comunicações a grandes distâncias&lt;br /&gt;
&lt;b&gt;- Escrita Informal:&lt;/b&gt; E-mail, bilhetes&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;- Verbal Formal:&lt;/b&gt; Palestras, apresentações&lt;br /&gt;
&lt;b&gt;- Verbal Informal:&lt;/b&gt; Reuniões, conversas&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Comunicação Eficaz:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Não Verbal:&lt;/b&gt; Maior parte, baseado em maneirismos físicos&lt;br /&gt;
&lt;b&gt;- Paralinguística:&lt;/b&gt; Altura e tom da voz&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Escuta Eficaz:&lt;/b&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp4xOXGs00sgnycZgqutorqEkxqcBoDIhvnbKVXasWECWP7xtZSVLw24DHSHZ9-zXnM1-ROEj2N2oJ1L4mjER46mFQGgCK3nXIxypXQwYv6Yi5B0aLLzkKVZAT5IHHP-IENLA1xgDBOmA/s1600/COMUNICACAO.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjp4xOXGs00sgnycZgqutorqEkxqcBoDIhvnbKVXasWECWP7xtZSVLw24DHSHZ9-zXnM1-ROEj2N2oJ1L4mjER46mFQGgCK3nXIxypXQwYv6Yi5B0aLLzkKVZAT5IHHP-IENLA1xgDBOmA/s1600/COMUNICACAO.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Métodos de Comunicação&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Comunicação Interativa: &lt;/b&gt;Conversas, reuniões, telefonemas&lt;br /&gt;
&lt;b&gt;- Comunicação Push: &lt;/b&gt;Atualizações enviadas por e-mail&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Comunicação Push: &lt;/b&gt;Obtidas a partir de um repositório. Intranet Corporativa&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Canais de Comunicação&lt;/b&gt;&lt;br /&gt;
&lt;u&gt;N ( N - 1 )&lt;/u&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 2&lt;u&gt; &lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Barreiras de Comunicação&lt;/b&gt;&lt;br /&gt;
- Ambientes ruidosos&lt;br /&gt;
- Codificação inadequada das mensagens&lt;br /&gt;
- Idioma&lt;br /&gt;
- Hostilidade&lt;br /&gt;
- Cultura&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Relatar o Desempenho&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;- Relatório de Situação: &lt;/b&gt;Situação atual do projeto em relação ao baseline&lt;br /&gt;
&lt;b&gt;- Relatório de Progresso: &lt;/b&gt;Relatório de progresso com o que foi realizado&lt;br /&gt;
&lt;b&gt;- Relatório de Tendências: &lt;/b&gt;Resultado ao longo do tempo&lt;br /&gt;
&lt;b&gt;- Relatório de Previsão: &lt;/b&gt;Prevê o desempenho futuro&lt;br /&gt;
&lt;b&gt;- Relatório de Variação: &lt;/b&gt;Compara os resultados com a baseline&lt;br /&gt;
&lt;b&gt;- Relatório de Valor Agregado: &lt;/b&gt;Integra (VP, VA, CR) para avaliar desempenho&lt;br /&gt;
&lt;b&gt;- Documento de Lições Aprendidas: &lt;/b&gt;Relatório de desempenho são usados como lições aprendidas</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7388449025627875443'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7388449025627875443'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-das-comunicacoes.html' title='Gerenciamento das Comunicações'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiTcW38sxsY9IbKyTwLa9_EUqPdyuSvVI9l_pcAU5FtFbpjucaAUDtzLy2aaX9gZIqa1DepiXabJ6jN0YSK-zKrItnbXKbsphDnVb6Nqgivo6MSOss4L5KAYzyJVLzt5vi3E64_47YXzTQ/s72-c/comunica.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-8226395936898339961</id><published>2012-04-23T20:10:00.001-03:00</published><updated>2012-04-25T18:03:19.783-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Recursos Humanos"/><title type='text'>Gerenciamento dos Recursos Humanos</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbOvhC6g4l2ulhwzxvtjIqhrFNhNW_JwowC8IxjVE4F2vZho8tnKzrkAc3h7TAYAcY1j41ds5rr6SqyOgn7EOpzm0NRsvSYZ8HjmPDJ6GKaYPudKGl14YY58zF9CzYgi24eD7gaxj5lg/s1600/Que-son-los-Recursos-Humanos.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;220&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbOvhC6g4l2ulhwzxvtjIqhrFNhNW_JwowC8IxjVE4F2vZho8tnKzrkAc3h7TAYAcY1j41ds5rr6SqyOgn7EOpzm0NRsvSYZ8HjmPDJ6GKaYPudKGl14YY58zF9CzYgi24eD7gaxj5lg/s320/Que-son-los-Recursos-Humanos.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;O tema de recursos humanos pode ser dividido em Gerenciamento Administrativo e Comportamental.&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: left;&quot;&gt;
&lt;strong&gt;Papéis e Responsabilidades&lt;/strong&gt;&lt;/div&gt;
É de responsabilidade do gerente de projetos mostrar os papéis e responsabilidades da administração, membros da equipe e de outras partes interessadas e utilizar uma matriz de responsabilidades para isso.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Responsabilidades de Recursos Humanos para Gerente de Projetos&lt;/strong&gt;&lt;br /&gt;
- Determinar quais recursos serão necessários&lt;br /&gt;
- Negociar com o gerente de recursos os recursos disponíveis&lt;br /&gt;
- Criar uma lista da equipe do projeto&lt;br /&gt;
- Criar descrições de cargos do projeto&lt;br /&gt;
- Criar um plano de recursos humanos&lt;br /&gt;
- Incluir relatórios de desempenho dos recursos&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;9.1 - Desenvolver o plano de Recursos Humanos&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Matriz de responsabilidades:&lt;/strong&gt; Relaciona os membros da equipe as atividades ou pacotes de trabalho que devem concluir. Não mostra o trabalho no tempo.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Tabela RACI (Responsável pela execução, Assume as consequências, Consultado, Informado): &lt;/strong&gt;Define os papéis de maneira mais clara.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Estrutura Analítica Organizacional:&lt;/strong&gt; Mostra as responsabilidades por departamento&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Estrutura Analítica de Recursos:&lt;/strong&gt; Divide o trabalho por tipo e recurso&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Descrição de Cargos:&lt;/strong&gt; Apenas em formato texto, descreve um cargo&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Histograma de Recursos:&lt;/strong&gt; Mostra o número de recursos utilizados por período de tempo e onde há pico na necessidade de recursos&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;9.2 - Mobilizar a Equipe do Projeto&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Equipes Virtuais: &lt;/strong&gt;Equipes de projetos alocadas em qualquer parte do mundo&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Efeito Halo:&lt;/strong&gt; Quando um recurso excelente tecnicamente se torna um gerente de projetos, mas não mostra excelência na nova função&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;9.3 - Desenvolver a equipe do projeto&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Estágios de desenvolvimento da equipe (FDNDL):&lt;br /&gt;
&lt;strong&gt;- Formação (Forming):&lt;/strong&gt; Pessoas reunidas em equipe&lt;br /&gt;
&lt;strong&gt;- Desordem (Storming):&lt;/strong&gt; Desentendimentos enquanto iniciam-se os trabalhos&lt;br /&gt;
-&lt;strong&gt; Normatização (Norming):&lt;/strong&gt; As pessoas começam a desenvolver um bom relacionamento&lt;br /&gt;
&lt;strong&gt;- Desempenho (Performing):&lt;/strong&gt; Equipe começa a trabalhar com eficácia&lt;br /&gt;
&lt;strong&gt;- Liberação (Adjourning):&lt;/strong&gt; Processo encerrado e equipe desfeita&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Agrupamento ou sala de guerra (War Room):&lt;/strong&gt; Toda equipe do projeto trabalhando reunida em uma mesma sala&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Avaliação de Desempenho da Equipe:&lt;/strong&gt; Eficácia da Equipe, foco no grupo&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;9.4 - Gerenciar a Equipe do Projeto&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
- Estimular boas comunicações&lt;br /&gt;
- Trabalhar com outras organizações&lt;br /&gt;
- Usar habilidades de negociação&lt;br /&gt;
- Usar registro de questões&lt;br /&gt;
- Ser um líder&lt;br /&gt;
- Influenciar as partes interessadas&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Avaliações do Desempenho no Projeto:&lt;/strong&gt;&amp;nbsp; Coleta de informações dos supervidores dos membros da equipe, foco no indivíduo.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Poderes do Gerente de Projetos:&lt;/strong&gt;&lt;br /&gt;
- As melhores formas de poder são: Especialista e Recompensatório&lt;br /&gt;
- Pior opção: Penalizatório&lt;br /&gt;
- Poderes derivados do cargo de gerente: Formal, Recompensatório e Penalizatório&lt;br /&gt;
- Conquista por conta própria: Especialista&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Gerenciamento de Conflitos&lt;/strong&gt;&lt;br /&gt;
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O conflito é &lt;strong&gt;INEVITÁVEL&lt;/strong&gt; devido:&lt;br /&gt;
- Natureza dos projetos&lt;br /&gt;
- Poder limitado do gerente de projetos&lt;br /&gt;
- Necessidade de obter recursos dos gerentes funcionais&lt;br /&gt;
&lt;br /&gt;
Tentar evitar conflitos via:&lt;br /&gt;
- Fornecendo informações a equipe&lt;br /&gt;
- Designando o trabalho com clareza&lt;br /&gt;
- Seguindo boas práticas de gerenciamento de projetos&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Origem dos Conflitos:&lt;/strong&gt;&lt;br /&gt;
- Cronogramas&lt;br /&gt;
- Prioridades do projeto&lt;br /&gt;
- Recursos&lt;br /&gt;
- Opiniões técnicas&lt;br /&gt;
- Procedimentos Administrativos&lt;br /&gt;
- Custo&lt;br /&gt;
- Personalidade﻿&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Técnicas de Solução de Conflitos:&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
- Confronto (Solução de problemas): A melhor forma de solucionar o conflito é o confronto&lt;br /&gt;
- Negociação: Situação perde-perde, pois nenhuma das partes obtém tudo&lt;br /&gt;
- Retirada (Evasão): Partes recuam ou adiam a decisão&lt;br /&gt;
- Panos Quentes (Acomodação): Enfatiza o acordo&lt;br /&gt;
- Colaboração: Incorporam várias pontos de vista para chegar a um ponto de vista comum&lt;br /&gt;
- Força: Impõe um ponto de vista as custas de outro&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Teoria da Expectativa:&lt;/strong&gt; Empregados acreditam que seus esforços levarão a um desempenho eficaz e esperam ser recompensados por suas realizações.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Arbitragem:&lt;/strong&gt; Uma parte neutra ouve e soluciona uma disputa&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;&lt;u&gt;Teoria Motivacional&lt;/u&gt;&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTxTH62Xm5HPMSXC8l2pyKZYscG1V2pn4tkD63qud6IUDJLtrP4qdtBsHEEaDfbw2ZFpNMxbDR52Gl-J-4-XcxdL96w9PHJNf7gzYfk6dasXsz-aDHbLCh4QiaCKiNh5DhIoc904nLeHY/s1600/000761660.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjTxTH62Xm5HPMSXC8l2pyKZYscG1V2pn4tkD63qud6IUDJLtrP4qdtBsHEEaDfbw2ZFpNMxbDR52Gl-J-4-XcxdL96w9PHJNf7gzYfk6dasXsz-aDHbLCh4QiaCKiNh5DhIoc904nLeHY/s1600/000761660.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;strong&gt;- Teoria de X e Y de McGregor&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Teoria X: Acreditam que as pessoas precisam ser supervisionadas o tempo todo&lt;br /&gt;
&lt;br /&gt;
Teoria Y: Acreditam que as pessoas estão dispostas a trabalhar sem supervisão e querem ser bem-sucedidas&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Hierarquia das necessidades de Maslow:&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaNU-aFhHc1yGU2Pyb6J6U5r3gNoaCgGG1K04EKlBumTLo5_fxtPyNJaeGMREiXynJf1wjwHtzPjDWREjsy1f1tBu3TzWdDP78zgrSsa8toWITgcxKTQgDc8lJ43GHmIoISk-yauPw57o/s1600/300px-Hierarquia_das_necessidades_de_Maslow_svg.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;261&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgaNU-aFhHc1yGU2Pyb6J6U5r3gNoaCgGG1K04EKlBumTLo5_fxtPyNJaeGMREiXynJf1wjwHtzPjDWREjsy1f1tBu3TzWdDP78zgrSsa8toWITgcxKTQgDc8lJ43GHmIoISk-yauPw57o/s400/300px-Hierarquia_das_necessidades_de_Maslow_svg.png&quot; width=&quot;400&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Teoria das necessidades de David McClelland (Teoria das necessidades adquiridas):&lt;/strong&gt;&lt;br /&gt;
&lt;strong&gt;- Necessidade de realização:&lt;/strong&gt; Projetos desafiadores, gostam de reconhecimento&lt;br /&gt;
&lt;strong&gt;- Necessidade de socialização: &lt;/strong&gt;Trabalham melhor em grupo, buscam aprovação&lt;br /&gt;
&lt;strong&gt;- Necessidade de poder: &lt;/strong&gt;São líderes eficazes, influenciam pessoas&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Teoria de Herzberg:&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;- Fatores Higiênicos:&lt;/strong&gt; Condições de trabalho, salário, vida pessoal, segurança&lt;br /&gt;
&lt;strong&gt;- Agentes Motivadores:&lt;/strong&gt; Responsabilidade, crescimento profissional, reconhecimento</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8226395936898339961'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8226395936898339961'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-dos-recursos-humanos.html' title='Gerenciamento dos Recursos Humanos'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwbOvhC6g4l2ulhwzxvtjIqhrFNhNW_JwowC8IxjVE4F2vZho8tnKzrkAc3h7TAYAcY1j41ds5rr6SqyOgn7EOpzm0NRsvSYZ8HjmPDJ6GKaYPudKGl14YY58zF9CzYgi24eD7gaxj5lg/s72-c/Que-son-los-Recursos-Humanos.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-4961929959912459119</id><published>2012-04-22T18:16:00.004-03:00</published><updated>2012-04-25T00:13:41.107-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Qualidade"/><title type='text'>Gerenciamento da Qualidade</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi739z_TftOdO7irT7wK0TtJLCSV_79hpEtBJjMFxChJlIGKVcz_x-3xFpKdtaOFaRW0YRI9qnSKGY45h9CW0ERrtrHQKyCflzDM1qRy2zIWp2XGMvMgaA_8JZCKKYwR-I0O7Kk73-abd0/s1600/o_que_%2520eh_qualidade.gif&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;200&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi739z_TftOdO7irT7wK0TtJLCSV_79hpEtBJjMFxChJlIGKVcz_x-3xFpKdtaOFaRW0YRI9qnSKGY45h9CW0ERrtrHQKyCflzDM1qRy2zIWp2XGMvMgaA_8JZCKKYwR-I0O7Kk73-abd0/s200/o_que_%2520eh_qualidade.gif&quot; width=&quot;145&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;Definição de Qualidade&lt;/b&gt;&lt;br /&gt;
- A qualidade é definida como o grau em que o projeto cumpre os requisitos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Gerenciamento da Qualidade&lt;/b&gt;&lt;br /&gt;
- Criar e seguir políticas e procedimentos para garantir que um projeto atenda as necessidades definidas pelo cliente&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Teóricos da Qualidade&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Joseph Juran:&lt;/b&gt; Adequação ao uso, regra 80/20&lt;br /&gt;
&lt;b&gt;- W.Edwards Deming:&lt;/b&gt; Cliclo PDCA - Planejar-Fazer-Verificar-Agir&lt;br /&gt;
&lt;b&gt;- Philip Crosby&lt;/b&gt;: Zero Defeito&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Trabalho Supérfulo (Gold Plating):&lt;/b&gt; Como não foi planejado, pode originar novos esforços não previstos e portanto não é permitido.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Análise Marginal:&lt;/b&gt; Procurar o ponto em que os benefícios que serão recebidos com a melhoria da qualidade se igualem ao custo, ou seja, chega-se em um ponto aonde melhorar a qualidade impactará os custos do&lt;br /&gt;
&amp;nbsp;projeto.&lt;br /&gt;
&lt;br /&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBu80Nlx7z4EQw_QxGz-YprDOzP0xdlQDJi_AcajjTdiLV5oMEjR1rjJX4Vfx2W0qzFbnp0S0fFNCi2rqsknvhZSpC71tolEXVB97wnpAbFEY5xj1qXFG1HkylvBPgVaDGoHXSlBTUa5A/s1600/USA-Japan.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;160&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiBu80Nlx7z4EQw_QxGz-YprDOzP0xdlQDJi_AcajjTdiLV5oMEjR1rjJX4Vfx2W0qzFbnp0S0fFNCi2rqsknvhZSpC71tolEXVB97wnpAbFEY5xj1qXFG1HkylvBPgVaDGoHXSlBTUa5A/s200/USA-Japan.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;b&gt;Melhoria Contínua (Kaizen):&lt;/b&gt; Busca constante por melhorias na qualidade.Nos Estados Unidos e Europa Ocidental, melhorias são consideradas como grandes aperfeiçoamentos e no Japão, como pequenos aperfeiçoamentos.&lt;br /&gt;
(Kai) = Alterar&lt;br /&gt;
(Zen) = Aprimorar&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Sob Demanda (Just in Time - JIT): &lt;/b&gt;Trabalho apenas sobre demanda. Estoque = 0&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Gerenciamento da Qualidade Total (GQT):&lt;/b&gt; Filosofia que estimula empresas e seus funcionários a se concentrarem em descobrir formas de melhorar continuamente a qualidade das práticas comerciais e dos produtos.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Responsabilidade pela Qualidade:&lt;/b&gt; De todos na organização&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Impacto da Má Qualidade:&lt;/b&gt;&lt;br /&gt;
- Aumento dos custos&lt;br /&gt;
- Moral baixo&lt;br /&gt;
- Baixo nível de satisfação do cliente&lt;br /&gt;
- Aumento dos riscos&lt;br /&gt;
- Retrabalho&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Planejar a Qualidade: &lt;/b&gt;O que é qualidade, como garantimos e controlamos?&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Realizar a Garantia da Qualidade: &lt;/b&gt;Estamos seguindo os processos?&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Realizar o Controle da Qualidade:&lt;/b&gt; Estamos atendendo aos padrões definidos?&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Gráficos de Controle&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib7G1Xt7wQRFLkkRlCs1MxD4MMs7WUeVa9tAEdrZkav73vJRCYBJPQkbZeH4k3lBBS-vOd1ixKsAm6HdajUXWJmeJ-LPsG3-1RN6Zw2vOKgwZwcOO7wRNMLPVoEpHAvVkzTtc1gIL84c8/s1600/grafico-de-controle.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;233&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEib7G1Xt7wQRFLkkRlCs1MxD4MMs7WUeVa9tAEdrZkav73vJRCYBJPQkbZeH4k3lBBS-vOd1ixKsAm6HdajUXWJmeJ-LPsG3-1RN6Zw2vOKgwZwcOO7wRNMLPVoEpHAvVkzTtc1gIL84c8/s320/grafico-de-controle.png&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
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&lt;b&gt;- Regra dos sete (7):&lt;/b&gt; É uma regra geral ou heurística. Refere-se a pontos de dados não aleatórios agrupados em uma série que totaliza sete em um lado da média.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Sigmas (Desvio Padrão)&lt;/b&gt;&lt;br /&gt;
1 Sigma = 68,26%&lt;br /&gt;
2 Sigma = 95,46%&lt;br /&gt;
3 Sigma = 99,73%&lt;br /&gt;
6 Sigma = 99,99985%&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Benchmarking: &lt;/b&gt;Análise de outros projetos para obter idéias de melhoria para o projeto atual&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Planejamento de experimentos (DOE - Design of Experiments)&lt;/b&gt;: Usa experimentação para determinar quais variáveis melhorarão a qualidade. Ex: Tipo de madeira utilizada em uma mesa pode alterar a qualidade total&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Ferramentas de Qualidade de Ishikawa&lt;/b&gt;:&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;- Diagrama de causa e efeito ou diagrama de espinha de peixe&lt;/b&gt;&lt;br /&gt;
Ajuda a descobrir a causa-raíz dos problemas &lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;b&gt;- Histograma&lt;/b&gt;&lt;br /&gt;
Organiza os dados sem ordem específica&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4p7IW86X6jRa9hhGjWM9HZeHGtLohQtKIszVA3jZ04NehygG92ace6i_IvRn9v96jGyzapN49cJpW8DppmRj49IeDS7kEt1p6mx2Xxrxnytht1UpmEmPatrot84oXOtpOF6-qFM9Tbh8/s1600/histograma-exemplo.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4p7IW86X6jRa9hhGjWM9HZeHGtLohQtKIszVA3jZ04NehygG92ace6i_IvRn9v96jGyzapN49cJpW8DppmRj49IeDS7kEt1p6mx2Xxrxnytht1UpmEmPatrot84oXOtpOF6-qFM9Tbh8/s1600/histograma-exemplo.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Diagrama de Pareto&lt;/b&gt;&lt;br /&gt;
Organiza dos dados dos mais frequentes aos menos frequentes. Concentra nas questões mais críticas&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja2Gjw8ggqhBhZNbOkH9L5H5fi_YKfGZWZ_FIHLkv2wCPw1t6JOUKn66ibfzUPEsQVQX-hvyqKMSBoLfCHCLdWXY-S0WMYI3WzoWnboYKHYPGY75yoSs4CbRfAl8v1NEh_NS86y3BL3yM/s1600/c030115_pareto_chart.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEja2Gjw8ggqhBhZNbOkH9L5H5fi_YKfGZWZ_FIHLkv2wCPw1t6JOUKn66ibfzUPEsQVQX-hvyqKMSBoLfCHCLdWXY-S0WMYI3WzoWnboYKHYPGY75yoSs4CbRfAl8v1NEh_NS86y3BL3yM/s1600/c030115_pareto_chart.gif&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;- Gráfico Sequencial&lt;/b&gt;&lt;br /&gt;
Analisa o histórico e ve um padrão de variação&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ3BAxYcr6yoHJTsx5UFgoYeq-YfUjdEWl-TJ4vITXUcSXNpkBj6fDWdhkU9d3Tkydq_ikx96BhFGt_BZNwJ9YkcEnHd3aceDqfvDVsFLmak4CTaTlj6uFgN8VSUrijaBGCW-IbQ3Vc-g/s1600/SEM_TT~1.PNG&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiZ3BAxYcr6yoHJTsx5UFgoYeq-YfUjdEWl-TJ4vITXUcSXNpkBj6fDWdhkU9d3Tkydq_ikx96BhFGt_BZNwJ9YkcEnHd3aceDqfvDVsFLmak4CTaTlj6uFgN8VSUrijaBGCW-IbQ3Vc-g/s1600/SEM_TT~1.PNG&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Diagrama de Dispersão&lt;/b&gt;&lt;br /&gt;
Acompanha duas variáveis para verificar se estão relacionadas.&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSgdHDyAAy1YfNxqubC4IgJKrERXt7E95EZjlcTaWwQYMKarAUkWGMkiJTeaqDiN8y4xy-zuIUTZlRXZqWkeTfzS-LLGFLAx9eJEuZMCM4NtPfMYerbkGk4avOY4NVrPDzl9cCXJ1SlNo/s1600/GRAFIC~1.GIF&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgSgdHDyAAy1YfNxqubC4IgJKrERXt7E95EZjlcTaWwQYMKarAUkWGMkiJTeaqDiN8y4xy-zuIUTZlRXZqWkeTfzS-LLGFLAx9eJEuZMCM4NtPfMYerbkGk4avOY4NVrPDzl9cCXJ1SlNo/s1600/GRAFIC~1.GIF&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/4961929959912459119'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/4961929959912459119'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-da-qualidade.html' title='Gerenciamento da Qualidade'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi739z_TftOdO7irT7wK0TtJLCSV_79hpEtBJjMFxChJlIGKVcz_x-3xFpKdtaOFaRW0YRI9qnSKGY45h9CW0ERrtrHQKyCflzDM1qRy2zIWp2XGMvMgaA_8JZCKKYwR-I0O7Kk73-abd0/s72-c/o_que_%2520eh_qualidade.gif" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-4077305222703380569</id><published>2012-04-22T17:21:00.001-03:00</published><updated>2012-04-25T00:13:50.434-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Custos"/><title type='text'>Gerenciamento dos Custos</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbdBBhySGDUWWvdf40QobNgdykk9QEOgNAGIpEpdZHfzGFKu1jg-6UpKP3BvBiAUSmjWvr-aep0_TdOsDStmiwtY9TDXNk10SHhLseIvD6Jvobv3tkRGq_QyxMPuVCyrjlaBoM0iKVIdA/s1600/custos.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;132&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbdBBhySGDUWWvdf40QobNgdykk9QEOgNAGIpEpdZHfzGFKu1jg-6UpKP3BvBiAUSmjWvr-aep0_TdOsDStmiwtY9TDXNk10SHhLseIvD6Jvobv3tkRGq_QyxMPuVCyrjlaBoM0iKVIdA/s200/custos.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;O plano de gerenciamento de custos inclui:&lt;/b&gt;&lt;br /&gt;
- Especificações de como as estimativas devem ser informadas (em qual moeda)&lt;br /&gt;
- Nível de exatidão para as estimativas&lt;br /&gt;
- Formatos de relatórios&lt;br /&gt;
- Regras para medir desempenho&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Custeio do ciclo de vida&lt;/b&gt;&lt;br /&gt;
- Análise do custo de todo o ciclo de vida do produdo e não apenas o custo do projeto. Por exemplo, economizar durante o projeto pode acarretar custos necessários durante o ciclo de vida do produto.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimar os custos&lt;/b&gt;&lt;br /&gt;
- Custos dos esforços da qualidade&lt;br /&gt;
- Custos dos esforços de riscos&lt;br /&gt;
- Custo do tempo do gerente de projetos&lt;br /&gt;
- Custos associados ao projeto&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Tipos de Custo&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Custos Variáveis: &lt;/b&gt;Materiais, suprimentos e salários&lt;br /&gt;
&lt;b&gt;- Custos Fixos: &lt;/b&gt;Preparação e aluguel&lt;br /&gt;
&lt;b&gt;- Custos Diretos: &lt;/b&gt;Viagens da equipe, salários, reconhecimento&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Custos Indiretos: &lt;/b&gt;Impostos, serviços de limpeza&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Precisão das Estimativas:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Estimativa OM (Ordem de Magnitude): &lt;/b&gt;Iniciação. OM = +- 50%&lt;br /&gt;
&lt;b&gt;- Estimativa Orçamentária:&lt;/b&gt; Planejamento. -10% a +25% do real&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Estimativa Definitiva:&lt;/b&gt; Durante o projeto. +- 10% do real&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Determinar o Orçamento:&lt;/b&gt; Cálculo do custo total do projeto&lt;br /&gt;
Custos das atividades =&amp;gt; Custos do pacote de trabalho =&amp;gt; custos de conta de controle =&amp;gt; custos do projeto&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Controlar os Custos&lt;/b&gt;: Monitoramento e controle dos custos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Relatórios de progresso&lt;/b&gt;:&lt;br /&gt;
&lt;b&gt;- Regra 50/50: &lt;/b&gt;É considerada 50% completa quando obtém crédito pelos últimos 50%&lt;br /&gt;
&lt;b&gt;- Regra 20/80: &lt;/b&gt;É considerada 20% completa quando obté, crédito pelos últimos 80%&lt;br /&gt;
&lt;b&gt;- Regra 0/100: &lt;/b&gt;Só obtém crédito pelo término total&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Medição de Valor Agregado (VA)&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
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&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNVex8TzR3RU0_xjBVi2sOeoEIldLBOKQ6KF6IAPsLm3y-A9NPT1HDd_5uufhe4GFjap2VGaXpxhd1SPzEbCoCcd0XsAM_AvcgS7szRyy9cQw5dJTXqlq8XNFI4rA4y7yMAk8-yRqB9cE/s1600/for.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjNVex8TzR3RU0_xjBVi2sOeoEIldLBOKQ6KF6IAPsLm3y-A9NPT1HDd_5uufhe4GFjap2VGaXpxhd1SPzEbCoCcd0XsAM_AvcgS7szRyy9cQw5dJTXqlq8XNFI4rA4y7yMAk8-yRqB9cE/s1600/for.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/4077305222703380569'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/4077305222703380569'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-dos-custos.html' title='Gerenciamento dos Custos'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhbdBBhySGDUWWvdf40QobNgdykk9QEOgNAGIpEpdZHfzGFKu1jg-6UpKP3BvBiAUSmjWvr-aep0_TdOsDStmiwtY9TDXNk10SHhLseIvD6Jvobv3tkRGq_QyxMPuVCyrjlaBoM0iKVIdA/s72-c/custos.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-7565533319302923974</id><published>2012-04-22T13:40:00.001-03:00</published><updated>2012-04-25T00:13:56.467-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Tempo"/><title type='text'>Gerenciamento do Tempo</title><content type='html'>&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq9DepHqF2wwNcQl04luYqZYoDepCMDuzBzhroPEgUCQoxslW2XQDuDgeNTGpFmXbJl1G7Rlodz9j841x0w27EFHPK_eVzNudvA8N4fjmm9UrgVj3JJJWPH-dQOYA6RMewpbwQu5mi2JY/s1600/tempo.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;149&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq9DepHqF2wwNcQl04luYqZYoDepCMDuzBzhroPEgUCQoxslW2XQDuDgeNTGpFmXbJl1G7Rlodz9j841x0w27EFHPK_eVzNudvA8N4fjmm9UrgVj3JJJWPH-dQOYA6RMewpbwQu5mi2JY/s200/tempo.jpg&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Plano de Gerenciamento do Cronograma:&lt;/b&gt; Desenvolvido dentro do plano de gerenciamento do projeto no processo de Integração.&lt;br /&gt;
- Metodologia e software de aleboração do cronograma&lt;br /&gt;
- Estabelecimento do baseline do cronograma&lt;br /&gt;
- Medições de desempenho&lt;br /&gt;
- Plano de como as variações serão tratadas&lt;br /&gt;
- Controle de mudanças do cronograma&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Definir as Atividades:&lt;/b&gt; Pega os pacotes de trabalho desenvolvidos na EAP e os dividi ainda mais (Decomposição) para alcançar o nível de atividade que é um nível pequeno o suficiente para estimar, elaborar o cronograma, monitorar e gerenciar.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Marcos:&lt;/b&gt; Eventos significativos no cronograma de um projeto. Um relatório de marcos é um bom exemplo de apresentação para a alta administração.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Sequenciar as Atividades:&lt;/b&gt; Envolve pegar as atividades e os marcos e sequenciá-los em como o trabalho será realizado. O resultado é o diagrama de rede do cronograma do projeto. O método de desenho é o MDP (Método do diagrama de precedência)&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdKsyjV-g-RI00bu78SuUWWmoY1MyOJjC8q7SxqIl2BITHpr1d0OvwmFBjRulAgj6qQJh3JpyWN_HpOQBavNT3l-iuPd-7YNv7myLE7LtI5L0sLkHJZQUPV05wFeWXhMOejY9ZHt-Tu2E/s1600/DiagramaRedeCronograma.gif&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;140&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhdKsyjV-g-RI00bu78SuUWWmoY1MyOJjC8q7SxqIl2BITHpr1d0OvwmFBjRulAgj6qQJh3JpyWN_HpOQBavNT3l-iuPd-7YNv7myLE7LtI5L0sLkHJZQUPV05wFeWXhMOejY9ZHt-Tu2E/s640/DiagramaRedeCronograma.gif&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
O diagrama de redes mostra a interdependência entre todas as atividades.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;MDP (Método do Diagrama de precedência) ou ANN (Atividade no Nó)&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
- TI (Término para Início): Uma atividade tem de terminar antes que a sucessora possa iniciar (Mais Comum)&lt;br /&gt;
- II (Início para Início): Uma atividade tem de iniciar antes que a sucessora possa iniciar&lt;br /&gt;
- TT (Término para Término): Uma atividade deve terminar antes que a sucessora possa terminar&lt;br /&gt;
- IT (Início para Término): Uma atividade deve iniciar antes que a sucessora possa terminar (Raramente usado)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;GERT (Graphic Evaluation and Review Technique): &lt;/b&gt;Variação no diagrama de rede que permite ciclo entre as atividades.&lt;br /&gt;
&lt;br /&gt;
&lt;u&gt;&lt;b&gt;Tipos de Dependência:&lt;/b&gt;&lt;/u&gt;&lt;b&gt; &lt;a href=&quot;http://www.ricardo-vargas.com/pt/podcasts/mandatory_relationship/&quot; target=&quot;_blank&quot;&gt;Podcast&lt;/a&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Dependência Obrigatória (lógica rígida):&lt;/b&gt; É inerente ao trabalho. Ex: Projetar antes de construir&lt;br /&gt;
&lt;b&gt;Dependência Arbitrária (lógica flexível):&lt;/b&gt; Determinada pela equipe do projeto, pode ou não vir a ocorrer&lt;br /&gt;
&lt;b&gt;Dependência Externa:&lt;/b&gt; Baseada nos desejos de partes externas ao projeto (governo, fornecedores)&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimar os recursos da atividade:&lt;/b&gt; Determina-se a quantidade e o tipo de recursos necessários, incluindo equipamentos, materiais e pessoas.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimar as durações da atividade:&lt;/b&gt; Necessário o conhecimento dos requisitos, calendário de recursos, FAC e APO.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimativa Única:&lt;/b&gt; Apenas uma estimativa por atividade, pode se basear em informações de especialistas, informações históricas ou adivinhação.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimativa Análoga (Top-Down): &lt;/b&gt;Faz analogias a outros projetos ou atividades. Ex: Se os últimos 5 projetos levaram x tempo, este também deve levar, além da opinião de especialistas e informações históricas.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimativa Paramétrica:&lt;/b&gt; Calculam os tempos projetados com base em registros históricos de projetos anteriores. O resultado tem por base medidas como tempo por linha de código, tempo por metro linear, etc.Esta estimativa pode ser criado utilizando:&lt;br /&gt;
&lt;b&gt;- Diagrama de Dispersão: &lt;/b&gt;Utiliza 2 variáveis para verificar se estão relacionadas e cria uma fórmula matemática.&lt;br /&gt;
&lt;b&gt;- Cruva de Aprendizado:&lt;/b&gt; O centésimo quarto pintado levará menos tempo do que o primeiro quarto devido ao aumento da eficiência.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Heurística:&lt;/b&gt; Regra geral. Ex: 80/20, aonde 80% dos problemas de qualidade são provocados por 20% das possíveis causas de problemas.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estimativa de 3 pontos (PERT) = (P) Pessimista, (O) Otimista e (M) Mais provável&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&amp;nbsp;- Duração Esperada da Atividade:&lt;/b&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &lt;u&gt;(P + 4M + O)&lt;/u&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 6&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;br /&gt;
&lt;b&gt;&amp;nbsp;- Desvio padrão da Atividade:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&amp;nbsp;&lt;/b&gt; &amp;nbsp; &lt;u&gt;(P - O)&lt;/u&gt;&lt;br /&gt;
&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 6&lt;u&gt;&lt;br /&gt;
&lt;/u&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&amp;nbsp;- Variância da Atividade: &lt;/b&gt;(Desvio padrão ao quadrado)&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &lt;u&gt;(P - O)&lt;/u&gt;&amp;nbsp;&amp;nbsp;&amp;nbsp; x &amp;nbsp; &lt;u&gt;(P - O)&lt;/u&gt;&lt;u&gt; &lt;/u&gt;&lt;br /&gt;
&amp;nbsp; &amp;nbsp; &amp;nbsp; &amp;nbsp;&amp;nbsp; 6&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp;&amp;nbsp; 6&lt;u&gt;&lt;br /&gt;&lt;/u&gt;&lt;br /&gt;
&lt;b&gt;Análise de Reservas:&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Reservas de contigências (Reservas de tempo ou buffers): &lt;/b&gt;Para riscos que restam após o processo Planejar as respostas ao Riscos&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Reservas de gerenciamento:&lt;/b&gt; Para quaisquer riscos imprevistos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Análise de Rede do Cronograma&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Caminho crítico:&lt;/b&gt; É o caminho com duração mais longa para percorrer um diagrama de rede e determina o tempo mais curto para terminar o projeto.&lt;br /&gt;
&lt;b&gt;- Caminho quase crítico:&lt;/b&gt; Possui duração quase tão longa quanto o caminho crítico, seria o segundo caminho crítico do projeto.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Folgas(Flutuação)&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Folga Total: &lt;/b&gt;Tempo que uma atividade pode ser atrasada sem atrasar a data de término do projeto ou marco intermediário&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Folga Livre: &lt;/b&gt;Tempo que uma atividade pode ser atrasada sem atrasar a data de início mais cedo de sua sucessora&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Folga do Projeto:&lt;/b&gt; Tempo que um projeto pode ser atrasado sem atrasar a data imposta pelo cliente&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQjnJHFoW9WWnfZ_3UKnyWraWCmUdHXmJqA3jCVny2wQCkA3IbnNfz_fyI61tUTzAzp1avncVF3R1T8VBx8hohrU0wBCg1_qBlNRuY2mM0mxiRyzPjXvbtotBUdnVgc3ikM-K1Z5NQ-nc/s1600/3.1.1_image7.jpg&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQjnJHFoW9WWnfZ_3UKnyWraWCmUdHXmJqA3jCVny2wQCkA3IbnNfz_fyI61tUTzAzp1avncVF3R1T8VBx8hohrU0wBCg1_qBlNRuY2mM0mxiRyzPjXvbtotBUdnVgc3ikM-K1Z5NQ-nc/s1600/3.1.1_image7.jpg&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;b&gt;DICAS:&lt;/b&gt;&lt;br /&gt;
- Podem haver inúmeros caminhos críticos mas isso aumenta o risco do projeto&lt;br /&gt;
- Um caminho crítico pode mudar&lt;br /&gt;
- Em geral, o caminho crítico tem folga 0&lt;br /&gt;
- A folga negativa indica que o projeto está atrasado&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Compressão do Cronograma&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;- Paralelismo:&lt;/b&gt; Realizar em paralelo atividades do caminho crítico, aumenta o risco e resulta em retrabalho&lt;br /&gt;
&lt;b&gt;- Compressão:&lt;/b&gt; Consiste em comprimir ao máximo balanceando custo e cronograma e mantendo o escopo do projeto. Resulta em aumento dos custos.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Análise de Monte Carlo:&lt;/b&gt; Utiliza a estimativa de 3 pontos (PERT) e programa de computador para simular o efeito das mudanças, informa:&lt;br /&gt;
- O risco geral do projeto&lt;br /&gt;
- A probabilidade de terminar o projeto em qualquer dia específico&lt;br /&gt;
- A probabilidade de terminar o projeto com qualquer custo específico &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Nivelamento de Recursos:&lt;/b&gt; Produz um cronograma com recursos limitados&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Método da Cadeia Crítica:&lt;/b&gt; Forma de desenvolver um cronograma bem aceito, aprovado, realista e formal. Utiliza buffers de duração na cadeia dos marcos críticos.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Gráfico de Marco: &lt;/b&gt;Mostram os principais eventos e não possuem duração. Boas ferramentas para elaborar relatórios para a administração e o cliente.&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Gráfico de Barras (Gantt):&lt;/b&gt; Ferramentas de planejamento fracas mas eficazes para relatórios de controle do progresso e relatórios a equipe.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Baseline do Cronograma:&lt;/b&gt; Utilizada para gerenciar o projeto e é o cronograma contra o qual o desempenho da equipe é avaliado.&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Controlar o Cronograma&lt;/b&gt;&lt;br /&gt;
- Medir em relação ao plano</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7565533319302923974'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7565533319302923974'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-do-tempo.html' title='Gerenciamento do Tempo'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgq9DepHqF2wwNcQl04luYqZYoDepCMDuzBzhroPEgUCQoxslW2XQDuDgeNTGpFmXbJl1G7Rlodz9j841x0w27EFHPK_eVzNudvA8N4fjmm9UrgVj3JJJWPH-dQOYA6RMewpbwQu5mi2JY/s72-c/tempo.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-5184789829078993383</id><published>2012-04-21T16:08:00.000-03:00</published><updated>2012-04-25T00:14:02.684-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Escopo"/><title type='text'>Gerenciamento do Escopo</title><content type='html'>&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWoMGUnG9Xx8tgLChU4lkzaamLQs646WDMnAJ1RG0dBC1GClux5IttcH-waB2mzxIToVCgXo5zaw1vI7ljSbPzWyJzIX1-7pZDrjDKcWbCHWzohUrH-cTDGfaxJ_5oeRtInnHSdPpyTDk/s1600/mindmap.jpg&quot; imageanchor=&quot;1&quot; style=&quot;clear: right; float: right; margin-bottom: 1em; margin-left: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;248&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWoMGUnG9Xx8tgLChU4lkzaamLQs646WDMnAJ1RG0dBC1GClux5IttcH-waB2mzxIToVCgXo5zaw1vI7ljSbPzWyJzIX1-7pZDrjDKcWbCHWzohUrH-cTDGfaxJ_5oeRtInnHSdPpyTDk/s320/mindmap.jpg&quot; width=&quot;320&quot; /&gt;&lt;/a&gt;&lt;strong&gt;Escopo do Produto:&lt;/strong&gt; Requisitos relacionados ao produto do projeto. Por exemplo, entregar um novo terminal de trens.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Escopo do Projeto:&lt;/strong&gt; Trabalho que o projeto realizará para entregar o escopo do produto ou produto do projeto. No caso do novo terminal de trens, o escopo do projeto inclui as atividades de planejamento, coordenação e gerenciamento.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Plano de Gerenciamento do Escopo:&lt;/strong&gt; Como determinar, com quais ferramentas, como planejar, quais os APO e FAC?&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;5.1 - Coletar os Requisitos&lt;/strong&gt;&lt;br /&gt;
- Entrevistas&lt;br /&gt;
- Workshops&lt;br /&gt;
- Brainstorming&lt;br /&gt;
- Técnica Delphi&lt;br /&gt;
- Mapas Mentais (Mind Maps)&lt;br /&gt;
- Protótipos&lt;br /&gt;
&lt;br /&gt;
Matriz de Rastreabilidade de Requisitos: Controla todas as informações e analise o requisito quando há propostas de mudanças de escopo do produto ou projeto&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;5.2 - Definir o Escopo&lt;/strong&gt;&lt;br /&gt;
Refere-se ao que está ou não incluído no projeto e suas entregas. Sua saída primária é a Declaração de Escopo do Projeto que diz realmente o que será feito no projeto&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;EAP (Estrutura Analítica de Projetos) ou WBS (Work Breakdown Structure)&lt;/strong&gt;&lt;br /&gt;
- Criada com a ajuda da equipe&lt;br /&gt;
- O menor nível da EAP é o Pacote de Trabalho&lt;br /&gt;
- O nível anterior ao Pacote de Trabalho é a Conta de Controle&lt;br /&gt;
- A responsabilidade de dividir os pacotes de trabalho em atividade é dos membros da equipe&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Dicionário da EAP&lt;/strong&gt;&lt;br /&gt;
- Fornece uma descrição detalhada do que deve ser feito para cada pacote de trabalho&lt;br /&gt;
- Descrições amplas e genéricas permitem a &lt;em&gt;Escalada do Escopo&lt;/em&gt;&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho0uwGggnAsxPVA4gC9FlmSjf4Mo6ct7m3lrCQZXKxR-1MrlKf6FjvFhXMObDsHVNuT-B_dE13dBNIncslHJ0d1AQFidQrW8UVjBTDj0ekyhCPi2oAHKdn2an-lWwyd-vRWwIg8D90Tdw/s1600/D_EAP.png&quot; imageanchor=&quot;1&quot; style=&quot;clear: left; float: left; margin-bottom: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; height=&quot;168&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEho0uwGggnAsxPVA4gC9FlmSjf4Mo6ct7m3lrCQZXKxR-1MrlKf6FjvFhXMObDsHVNuT-B_dE13dBNIncslHJ0d1AQFidQrW8UVjBTDj0ekyhCPi2oAHKdn2an-lWwyd-vRWwIg8D90Tdw/s640/D_EAP.png&quot; width=&quot;640&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;&lt;br /&gt;
&lt;strong&gt;Linha de Base do Escopo (Baseline)&lt;/strong&gt;&lt;br /&gt;
- Composta pela declaração de escopo, EAP e Dicionário da EAP&lt;br /&gt;
- Utilizada para medir o desempenho do projeto&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;5.4 - Verificar o Escopo&lt;/strong&gt;&lt;br /&gt;
- Responsável por obter aceitação formal provisória das entregas pelo cliente ou patrocinadores durante os processos de monitoramento e controle.&lt;br /&gt;
- Diferente do que ocorre no processo Encerrar o projeto ou Fase, onde é obtido a aceitação final do projeto como um todo pelo cliente.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;5.5 - Controlar o Escopo&lt;/strong&gt;&lt;br /&gt;
- Medir o desempenho dos escopos do produto e do projeto e gerenciar as mudanças na baseline do escopo</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/5184789829078993383'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/5184789829078993383'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-do-escopo.html' title='Gerenciamento do Escopo'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiWoMGUnG9Xx8tgLChU4lkzaamLQs646WDMnAJ1RG0dBC1GClux5IttcH-waB2mzxIToVCgXo5zaw1vI7ljSbPzWyJzIX1-7pZDrjDKcWbCHWzohUrH-cTDGfaxJ_5oeRtInnHSdPpyTDk/s72-c/mindmap.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-7545094615875323505</id><published>2012-04-21T12:22:00.002-03:00</published><updated>2012-04-25T00:14:14.024-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Integração"/><title type='text'>Gerenciamento da Integração</title><content type='html'>O Gerenciamento da Integração equilibra todos os processos nas áres de conhecimento (gerenciamento de escopo, tempo, custos, qualidade, recursos humanos, comunicação, riscos e aquisições.&lt;br /&gt;
&lt;br /&gt;
&lt;img height=&quot;392&quot; id=&quot;il_fi&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMsH2-fw6DulRQo8USFGBoFPF4m_iSYoSYRiQhFWZuZb3e34oSgDZF1U9JhrlHRfX4wIGR8pZ250vAIBUruQQzmTtIa2edlUM0HjiUvrKE-OgkGBSTXbTTgdsZGdTTud8RbYCtQhAsmg4/s640/PMBOK_Integracao.jpg&quot; style=&quot;padding-bottom: 8px; padding-right: 8px; padding-top: 8px;&quot; width=&quot;640&quot; /&gt;&lt;br /&gt;
&lt;strong&gt;4.1 - Desenvolver o Termo de Abertura (TAP) ou Project Charter&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
O &lt;b&gt;Termo de Abertura do Projeto&lt;/b&gt; (TAP) ou &lt;i&gt;Project Charter&lt;/i&gt; é o documento que autoriza formalmente o projeto. Ele designa o &lt;a href=&quot;http://pt.wikipedia.org/wiki/Gerente&quot; title=&quot;Gerente&quot;&gt;gerente&lt;/a&gt; e concede a este a autoridade para utilizar os recursos da organização na execução das atividades do projeto.&lt;br /&gt;
&lt;br /&gt;
O termo de abertura do projeto deve abordar, ou referenciar, as seguintes questões:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;Requisitos que satisfazem as necessidades do cliente&lt;/li&gt;
&lt;li&gt;Objetivos do projeto (Que devem ser SMART)&lt;/li&gt;
&lt;li&gt;Propósito ou justificativa para&amp;nbsp;o projeto&lt;/li&gt;
&lt;li&gt;Stakeholders do projeto e suas expectativas&lt;/li&gt;
&lt;li&gt;Identificação do gestor do projeto. e nível de autoridade do gerente&lt;/li&gt;
&lt;li&gt;Cronograma dos marcos do projeto.&lt;/li&gt;
&lt;li&gt;Premissas, ou pressupostos, organizacionais (factores considerados verdadeiros, reais ou certos)&lt;/li&gt;
&lt;li&gt;Restrições organizacionais (fatores que limitam as opções da equipe)&lt;/li&gt;
&lt;li&gt;Investimento (orçamento preliminar)&lt;/li&gt;
&lt;li&gt;Riscos de alto nível&lt;/li&gt;
&lt;li&gt;Descrição do(s) subproduto(s) identificado(s)&lt;/li&gt;
&lt;li&gt;Patrocinadores que autorizam o projeto&lt;/li&gt;
&lt;li&gt;Necessidade Empresarial (Business Case)&lt;/li&gt;
&lt;/ul&gt;
Permite assim responder a questões como:&lt;br /&gt;
&lt;ul&gt;
&lt;li&gt;O que deve ser feito para atingir o objetivo do projeto?&lt;/li&gt;
&lt;li&gt;Como deve ser feito?&lt;/li&gt;
&lt;li&gt;Quem o vai fazer?&lt;/li&gt;
&lt;li&gt;Quando deve ser feito?&lt;/li&gt;
&lt;/ul&gt;
Vale ressaltar que nessa etapa do projeto o número de informações é baixa e o número de incertezas é alto, ou seja, as informações ainda não serão detalhadas ao extermo.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Seleção de Projetos&lt;/strong&gt;&lt;br /&gt;
Métodos de medição de Benefícios (Abordagem Comparativa)&lt;br /&gt;
- Comite de destruição (Murder Board)&lt;br /&gt;
- Revisão por colegas&lt;br /&gt;
- Modelos Econômicos&lt;br /&gt;
&lt;br /&gt;
Métodos de otimização Restrita (Abordagem Matemática)&lt;br /&gt;
- Programação Linear&lt;br /&gt;
- Programação dinâmica&lt;br /&gt;
- Programação com vários objetivos&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Modelos Econômicos para Seleção de Projetos&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Valor Presente (VP): Valor atual dos fluxos de caixa futuros&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Pergunta:&lt;/strong&gt; Qual é o valor presente de R$ 300.000,00 recebidos daqui a três anos, se esperarmos uma taxa de juros de 10% ao ano? A resposta deve ser mais ou menos de R$ 300.000,00?&lt;br /&gt;
&lt;strong&gt;Resposta:&lt;/strong&gt; Menos, posso depositar por exemplo R$ 225.000,00 e em 3 anos, por causa dos juros, ter os R$ 300.000,00&lt;br /&gt;
&lt;br /&gt;
Valor Presente Líquido (VPL): Valor presente dos benefícios totais (renda ou receita), menos os custos, em diversos períodos de tempo. O VPL positivo é boa opção e negativo é má opção. O VPL maior deve ser sempre o selecionado.&lt;br /&gt;
&lt;br /&gt;
Taxa Interna de Retorno (TIR): O projeto com maior TIR deve ser o selecionado&lt;br /&gt;
&lt;br /&gt;
Período de Retorno: Número de períodos de tempo necessários para recuperar o investimento no projeto antes de começar a acumular lucros.&lt;br /&gt;
&lt;br /&gt;
Índice de Benefício-Custo (IBC): &lt;br /&gt;
IBC &amp;gt; 1 = Benefícios superam os custos&lt;br /&gt;
IBC &amp;lt; 1 = Custos superam os benefícios&lt;br /&gt;
IBC = 1 = Custos e benefícios são iguais&lt;br /&gt;
&lt;br /&gt;
Valor Econômico Agregado (EVA): Quantia de valor agregado que o projeto produz aos acionistas da empresa acima do custo de financiamento do projeto.&lt;br /&gt;
&lt;br /&gt;
Custo de Oportunidade: Oportunidade deixada de lado ao se selecionar um projeto em detrimento de outro.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Pergunta:&lt;/strong&gt; Você deve escolher entre dois projetos. O projeto A com um VPL de R$ 45.000,00 ou o projeto B com um VPL de R$ 85.000,00. Qual é o custo da oportunidade de selecionar o projeto B?&lt;br /&gt;
&lt;strong&gt;Resposta:&lt;/strong&gt; R$ 45.000,00&lt;br /&gt;
&lt;br /&gt;
Custos Afundados (Sunk Costs): São custos já realizados&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Pergunta:&lt;/strong&gt; Você tem um projeto com orçamento inicial de R$ 1.000.000,00, mas já está na metade do projeto e gastou R$ 2.000.000,00. Você considera o R$ 1.000.000,00 acima do orçamento ao determinar se deve ou não continuar com o projeto?&lt;br /&gt;
&lt;strong&gt;Resposta:&lt;/strong&gt; Não, o dinheiro já foi gasto e não retornará mais.&lt;br /&gt;
&lt;br /&gt;
Lei dos Rendimentos Decrescentes: A lei determina que após um certo ponto, acrescentar mais entradas (por exemplo programadores) não produz aumento proporcional na produtividade.&lt;br /&gt;
1 programador = 1 módulo&lt;br /&gt;
2 programadres = 1,75 módulos&lt;br /&gt;
3&amp;nbsp;programadres = 2,25 módulos&lt;br /&gt;
&lt;br /&gt;
Capital de Giro: A quantia de dinheiro que uma empresa tem disponível para investir&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Depreciação:&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
- Depreciação Linear: Mantém R$ 100,00, R$ 100,00, R$ 100,00&lt;br /&gt;
- Depreciação Acelerada: R$ 180,00 (1 ano),&amp;nbsp;R$ 150,00 (2 ano),&amp;nbsp;R$ 130,00 (3 ano)&lt;br /&gt;
&lt;br /&gt;
Fatores ambientais corporativos (FAC): Cultura e sistemas da empresa (bagagem)&lt;br /&gt;
&lt;br /&gt;
Ativos de processos organizacionais (APO): Processos, procedimentos e informações históricas&lt;br /&gt;
&lt;br /&gt;
Informações Históricas: EAPs, benchmarks, riscos, relatórios, plano de gerenciamento de projetos&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;4.2 - Desenvolver o Plano de Gerenciamento do Projeto&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Abrange como você irá definir, planejar, gerenciar e controlar o projeto. Inclui todos os demais planos como os processos de gerenciamento que serão usados no projeto, planos de gerenciamento de escopo, cronograma, custos, qualidade, recursos humanos, comunicações, riscos e aquisições, linhas de base de escopo, cronograma e custos, plano de gerenciamento de requisito, plano de gerenciamento de mudanças, plano de gerenciamento de configuração e plano de melhoria de processos. Deve receber aprovação formal (assinaturas) da administração, patrocinador, equipe do projeto e partes interessadas.&lt;br /&gt;
&lt;br /&gt;
Reunião de Partida (Kickoff): Antes que o processo de desenvolver o plano de gerenciamento do projeto possa ser terminado e a execução do projeto inicie, é realizada uma reunião de kickoff com todas as partes envolvidas no projeto para alinhamento de todos os detalhes.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;4.3 - Orientar e gerenciar a Execução do Projeto&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Envolve gerenciar as pessoas, realizar o trabalho e implementar as mudanças aprovadas.&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;4.4 - Monitorar e controlar o trabalho do Projeto&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Significa medir em relação ao plano de gerenciamento do projeto&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;Ação Corretiva:&lt;/strong&gt; Adotada para realinhar o desempenho futuro esperado do projeto ao plano de gerenciamento do projeto.&lt;br /&gt;
&lt;strong&gt;Ação Preventiva:&lt;/strong&gt; Desvios previstos ou possíveis em relação a linha de base&lt;br /&gt;
&lt;strong&gt;Reparo de Defeitos:&lt;/strong&gt; Retrabalho, requerem solicitação formal de mudança&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;4.5 - Realizar o controle Integrado de Mudanças&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Mudanças são aceitas ou rejeitadas no controle integrado de mudanças. Observa o impacto das mudanças no escopo, qualidade, risco, tempo, custos, recursos humanos, etc.&lt;br /&gt;
&lt;br /&gt;
Processo Detalhado para fazer mudanças:&lt;br /&gt;
- Eliminar a cauza-raíz das mudanças&lt;br /&gt;
- Identificar a mudança&lt;br /&gt;
- Analisar seu impacto&lt;br /&gt;
- Criar uma solicitação de mudança&lt;br /&gt;
- Realizar o controle integrado de mudanças&lt;br /&gt;
- Ajustar o plano de gerenciamento, documentos e baseline&lt;br /&gt;
- Gerenciar expectativas do stakeholders e comunicar as partes afetadas&lt;br /&gt;
- Gerenciar o projeto de acordo com o plano de gerenciamento do projeto&lt;br /&gt;
&lt;br /&gt;
&lt;strong&gt;4.6 - Encerrar o projeto ou a fase&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
Um projeto é sempre encerrado, não importando as circunstâncias pelas quais ele foi interrompido, cancelado ou terminado. Este processo envolve obter a aceitação formal do projeto como um todo pelo cliente.&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;
&lt;br /&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7545094615875323505'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/7545094615875323505'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/gerenciamento-da-integracao.html' title='Gerenciamento da Integração'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjMsH2-fw6DulRQo8USFGBoFPF4m_iSYoSYRiQhFWZuZb3e34oSgDZF1U9JhrlHRfX4wIGR8pZ250vAIBUruQQzmTtIa2edlUM0HjiUvrKE-OgkGBSTXbTTgdsZGdTTud8RbYCtQhAsmg4/s72-c/PMBOK_Integracao.jpg" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-8215912379682612800</id><published>2012-04-21T10:59:00.001-03:00</published><updated>2012-04-27T23:15:48.021-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aquisições"/><category scheme="http://www.blogger.com/atom/ns#" term="Projetos"/><title type='text'>Processos de Gerenciamento de Projetos</title><content type='html'>&lt;br /&gt;
&lt;strong&gt;Fluxo de Processos desenvolvido por Mauro Sotille - PMTECH﻿&lt;/strong&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;a href=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4SRcJWB9XOeHCyil52qHtyLpN82lCBdY73Afs3HS8ZakzfJT7c2GHUmITEVcdDwYitXS0ZrZxnF4UWVPpg3i96bGVbJC2E3Hn_HDyyRTzjb6DE7r4dM2EuNGfWEeQ_45zRWnmdkFoC20/s1600/Fluxo.png&quot; imageanchor=&quot;1&quot; style=&quot;margin-left: 1em; margin-right: 1em;&quot;&gt;&lt;img border=&quot;0&quot; src=&quot;https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4SRcJWB9XOeHCyil52qHtyLpN82lCBdY73Afs3HS8ZakzfJT7c2GHUmITEVcdDwYitXS0ZrZxnF4UWVPpg3i96bGVbJC2E3Hn_HDyyRTzjb6DE7r4dM2EuNGfWEeQ_45zRWnmdkFoC20/s1600/Fluxo.png&quot; /&gt;&lt;/a&gt;&lt;/div&gt;
&lt;div class=&quot;separator&quot; style=&quot;clear: both; text-align: center;&quot;&gt;
&lt;/div&gt;
&lt;strong&gt;&lt;/strong&gt;</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8215912379682612800'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/8215912379682612800'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/processos-de-gerenciamento-de-projetos_21.html' title='Processos de Gerenciamento de Projetos'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author><media:thumbnail xmlns:media="http://search.yahoo.com/mrss/" url="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4SRcJWB9XOeHCyil52qHtyLpN82lCBdY73Afs3HS8ZakzfJT7c2GHUmITEVcdDwYitXS0ZrZxnF4UWVPpg3i96bGVbJC2E3Hn_HDyyRTzjb6DE7r4dM2EuNGfWEeQ_45zRWnmdkFoC20/s72-c/Fluxo.png" height="72" width="72"/></entry><entry><id>tag:blogger.com,1999:blog-2874185400077809243.post-1300756264010355959</id><published>2012-04-20T21:42:00.001-03:00</published><updated>2012-04-27T23:15:48.004-03:00</updated><category scheme="http://www.blogger.com/atom/ns#" term="Aquisições"/><category scheme="http://www.blogger.com/atom/ns#" term="Projetos"/><title type='text'>Estrutura de Gerenciamento de Projetos</title><content type='html'>&lt;a 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&quot; width=&quot;200&quot; /&gt;&lt;/a&gt;&lt;b&gt; &lt;/b&gt;&lt;br /&gt;
&lt;b&gt;Trabalho Operacional&lt;/b&gt; = Contínuo (Fabricação)&lt;br /&gt;
&lt;b&gt;Trabalho Projeto&lt;/b&gt; = Termina&lt;br /&gt;
&lt;b&gt;Programa&lt;/b&gt; = Conjunto de projetos relacionados tratados juntos quando geram valor&lt;br /&gt;
&lt;b&gt;Portfólio&lt;/b&gt; = Conjunto de programas para alcançar um objetivo estratégico específico&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;PMO&lt;/b&gt; (Escritório de Projetos) / Estrutura Organizacional&lt;br /&gt;
- Fornece as políticas, metodologias e modelos para gerenciamento de projetos na organização&lt;br /&gt;
- Fornece apoio e orientação a outras pessoas na organização&lt;br /&gt;
- Fornece os gerentes de projetos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;MBO &lt;/b&gt;(Administração por Objetivos)&lt;br /&gt;
- Definir objetivos claros e realistas&lt;br /&gt;
- Avaliar periodicamente se os objetivos estão sendo cumpridos&lt;br /&gt;
- Implementar ações corretivas&lt;br /&gt;
- É apoiado pela Alta Gerência&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Restrições&lt;/b&gt;&lt;br /&gt;
Tempo, custo, risco, escopo, qualidade, recursos e satisfação do cliente&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;OPM3&lt;/b&gt;&lt;br /&gt;
Modelo de maturidade organizacional de gerenciamento de projetos do PMI&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Estrutura Organizacional&lt;/b&gt;&lt;br /&gt;
&lt;img alt=&quot;&quot; height=&quot;326&quot; 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&quot; width=&quot;640&quot; /&gt; &lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Expedidor de Projetos&lt;/b&gt;&lt;br /&gt;
- Assistente nas comunicações, não pode tomar decisões sozinho&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Coordenador de Projetos&lt;/b&gt;&lt;br /&gt;
- Tem algum poder para a tomada de decisões, subordinado a um gerente de mais alto nível&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Ciclo de Vida&lt;/b&gt;&lt;br /&gt;
&lt;b&gt;A. Ciclo de vida do Produto&lt;/b&gt;&lt;br /&gt;
Da concepção de um novo produto até a sua retirada do mercado. Pode abranger muitos projetos durante o seu ciclo de vida&lt;b&gt;&lt;br /&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;B. Ciclo de vida do Projeto&lt;/b&gt;&lt;br /&gt;
Possui uma metodologia para determinar o que deve ser feito para se terminar o trabalho e o processo de gerenciamento de projetos&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;&lt;i&gt;Processos como concepção, crescimento, maturidade, declínio e retirada são cliclos de vida do produto.&lt;/i&gt;&lt;/b&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;b&gt;Processo de Gerenciamento de Projetos&lt;/b&gt;&lt;br /&gt;
Iniciação, Planejamento, Execução, Monitoramento e Controle e Encerramento</content><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/1300756264010355959'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/2874185400077809243/posts/default/1300756264010355959'/><link rel='alternate' type='text/html' href='http://leandro-eschiavi.blogspot.com/2012/04/estrutura-de-gerenciamento-de-projetos.html' title='Estrutura de Gerenciamento de Projetos'/><author><name>Leandro Eschiavi</name><uri>http://www.blogger.com/profile/16613564247078574281</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='26' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhWtRkwWAunDYSwiu-fazjpJp23VNZlqniVULo4irl9CwONibkgSJap_YYZFTSLKyi4yS_BRgB7gpkHvJwolj0UYuZeuItaUB8kJ0BAs72L7MVIY8L4j0L4Ox5lkqgHNQ/s220/Leandro_Eschiavi.jpg'/></author></entry></feed>