tag:blogger.com,1999:blog-44794654429416116552024-02-20T15:11:05.411-08:00-> SONHANDO em ser GESTOR <-'Na arte de administrar, não se limita apenas em ser um ótimo gestor, mas também em ser um excelente líder'Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-4479465442941611655.post-17472293705361144662014-08-23T14:45:00.000-07:002014-08-23T14:54:23.925-07:00Hoje o dia começou assim com eles... formandos 2014.1 \O/ <div class="separator" style="clear: both; text-align: center;">
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Rio de Janeiro, 17 de Agosto de 2014.</div>
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Galera super animada em frente ao Ministério do Trabalho se preparando para o Convite Especial 2014.1 As emoções foram tantas, que só falta chegar dia 20 de setembro para estrearmos essa alegria no Ribalta !!!</div>
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Momentos como este, é motivo de festejar a nossa tão sonhada Colação de Grau <br />
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Os melhores administradores já estão preparados para o mercado de trabalho... é ADM na veia!<br />
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Saber que a vida um dia... iria nos proporcionar momento como esse?! É só alegria daqui pra frente.<br />
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A cada um seu mérito foi traçado no decorrer de toda vida acadêmica, agora rumo ao Canudo! <br />
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Imaginar a alegria dessa galera aí... é só viver essa mesma emoção!!!<br />
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Os paparazzos em pleno ensaio do convite especial de formatura de Administração de empresas.<br />
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<br />Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-30242886250490513172014-08-09T15:43:00.000-07:002014-08-09T15:43:24.871-07:00I Simpósio Discente UNISUAM <div class="aboveUnitContent">
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<b> APRESENTAÇÃO DIA 04/08/2014</b></div>
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Palestrantes:<br /> <br /> <a data-hovercard="/ajax/hovercard/user.php?id=100001122861973" href="https://www.facebook.com/andre.viana.9465" id="js_20">André Vianna</a> e <a data-hovercard="/ajax/hovercard/user.php?id=100001935252913" href="https://www.facebook.com/marciofagundesp" id="js_22">Márcio Pereira</a><br /> <span class="text_exposed_show"><br /></span><div style="text-align: justify;">
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A palestra foi iniciada dando boas vindas aos alunos (calouros)
parabenizando-os pela conquista alcançada no curso de ensino superior, e
demonstrar formalmente a importância dos setores que a Instituição
disponibiliza para beneficiar os mesmos no decorrer de sua jornada
acadêmica (foi desenvolvida uma dinâmica com o uso do data show contendo
QUATRO alternativas para cada setor, os alunos teriam que escolher a
opção CORRETA, assim facilitando o conhecimento dos diversos setores
UNISUAM. Finalizando com sorteio de brindes para os grupos que somassem
mais pontos).</span><br /><span class="text_exposed_show"> </span><br /><span class="text_exposed_show"> Em participação ESPECIAL o Coordenador do curso de ADM <a data-hovercard="/ajax/hovercard/user.php?id=100002819103980" href="https://www.facebook.com/carlosalexandre.duartecorrea">Carlos Alexandre Duarte Corrêa</a>, os alunos de ADM e Ciências Contábeis do 1° período, os responsáveis de cada setor, entre outros.</span></div>
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<span class="userContentSecondary fcg"> — com <a class="" data-ft="{"tn":";"}" data-hovercard="/ajax/hovercard/user.php?id=100002819103980&extragetparams=%7B%22directed_target_id%22%3Anull%7D" href="https://www.facebook.com/carlosalexandre.duartecorrea" id="js_14" tabindex="0">Carlos Alexandre Duarte Corrêa</a> e <a data-ft="{"type":90,"tn":"l"}" data-hover="tooltip" data-tooltip-position="below" href="https://www.facebook.com/browse/participants/?q=AeJ_Jly-pEfKl09CvbEX1Tgnn_J5rjlZv2Zc_Z_oA9amLCHPlQPAU_zsVAfs6GIEuIIKMsLAUr6ppt7V4I9ah-wshpx1IfeRsfEsPHzqJPOQ1MDux4Zqxk_bbysoquAPFnuVG-8hlZxESmwWdAL1JKjysXTkuTAK3oEuLKSmRfUkBuhtK9hNWoPnagSZ8lHH3KySXViDYDcmdYjXmMljql6PqJ370HszMsesaDJfvP0m2MmD7ADHy7RfQ4ToT3NsTpxbI_qv3OKT6KuTYgpiFltxsWIpbA1ihMApHdtrLsBySQ" id="js_15" rel="dialog" role="button">outras 3 pessoas</a> em <a data-ft="{"tn":"P"}" data-hovercard="/ajax/hovercard/page.php?id=260843610595089&extragetparams=%7B%22directed_target_id%22%3Anull%7D" href="https://www.facebook.com/UNISUAM.Oficial?ref=stream">UNISUAM</a>.</span> <a class="_5i18 uiLinkSubtle" href="https://www.facebook.com/andre.viana.9465/posts/727557193958369"> </a></div>
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Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-70726180812853677722014-06-29T09:03:00.000-07:002014-06-30T16:45:59.588-07:00GESTÃO ESTRATÉGICA DE NEGÓCIOS 2014.1 - A2 Parte 1<!--[if !mso]>
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<br />
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";"><span style="mso-spacerun: yes;"> </span>CENTRO UNIVERSITÁRIO AUGUSTO MOTTA</span></b></div>
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" /></div>
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<span style="font-family: "Arial","sans-serif"; font-variant: small-caps;">CURSO DE ADMINISTRAÇÃO DE EMPRESAS</span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; font-variant: small-caps; line-height: 150%;">Disciplina: Gestão Estratégica de Negócios</span><br />
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; font-variant: small-caps; line-height: 150%;">Professor: Paulo Wilton Camara </span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; font-variant: small-caps; line-height: 150%;">Unidade/turma: Bonsucesso - pro</span><span style="font-family: "Arial","sans-serif"; font-size: 10.0pt; font-variant: small-caps; line-height: 150%;">1003</span><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; font-variant: small-caps; line-height: 150%;">n</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">ALBERTO BESSA SOLUÇÕES TECNOLÓGICAS
LTDA</span></b></div>
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<span style="font-family: "Arial","sans-serif";">ELABORADO
POR:</span></div>
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<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Nome</span></b><b><span style="color: white; font-family: "Arial","sans-serif";"></span></b></div>
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<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Matrícula</span></b><b><span style="color: white; font-family: "Arial","sans-serif";"></span></b></div>
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<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Áreas de responsabilidade</span></b><b><span style="color: white; font-family: "Arial","sans-serif";"></span></b></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">André
Viana da Silva</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">10101752</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Diretor</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">André
Alves da Silva</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">10200788</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Gerente
de Produção</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Ana
Paula Ayres da Silva</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">03154894</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Gerente
Comercial</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Angélica
da Silva Rodrigues</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">10200785</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Gerente
Administrativo</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<b><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Caroline
Honório Peixoto</span></b><b><span style="font-family: "Arial","sans-serif";"></span></b></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">10200652</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; line-height: 150%;">Gerente
Financeiro</span><span style="font-family: "Arial","sans-serif";"></span></div>
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<span style="font-family: "Arial","sans-serif";">Rio de Janeiro<br />
Junho/2014</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">INOVAÇÃO</span></b></div>
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<span style="font-family: "Arial","sans-serif";">A inovação desenvolvida é
um relógio adaptado e com funções inclusas para facilitar a vida das pessoas
privadas de visão. O Clock blind emitirá um sinal sonoro sempre que acionado
pelo usuário informando a data e a hora. Tem como principal função um sensor de
obstáculos, que irá vibrar no pulso assim que o mesmo se aproximar de algum
obstáculo. O sensor emite uma frequência de sonora alta que não é audível pelo
ouvido humano, esse sinal reflete no objeto mais próximo e retorna para o
sensor.</span></div>
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" width="400" /><br />
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<span style="font-family: "Arial","sans-serif";"> </span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">CANVAS
DO MODELO DE NEGÓCIOS</span></b></div>
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" 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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">FATORES
CRÍTICOS DE SUCESSO</span></b></div>
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</span></span></span><span style="font-family: "Arial","sans-serif";">Desenvolvimento
do produto</span></div>
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</span></span></span><span style="font-family: "Arial","sans-serif";">Conhecimento
técnico</span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">1. ATIVIDADES ESTRATÉGICAS DO NEGÓCIO
(BASE CADEIA DE VALOR)</span></b></div>
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</span></span></span><span style="font-family: "Arial","sans-serif";">Produção
do produto</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Venda
do Produto</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Desenvolver
soluções tecnológicas</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">2.
OBJETIVOS </span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif";">2.1 – Objetivo: Produção do Produto: </span></u></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Confeccionar produtos de qualidade e
que atendam as suas especificações técnicas, evitando em 95% os defeitos de
fabricação.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif";">2.2 – Objetivo: Venda do Produto: </span></u></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; mso-outline-level: 1; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Vender mensalmente 70% dos
produtos produzidos.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif";">2.3 – Objetivo: Desenvolver Soluções
Tecnológicas: </span></u></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Arial","sans-serif";">Ampliar nossa linha de produtos,
criando duas soluções tecnológicas até dezembro de 2014.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">3.
ESTRATÉGIAS </span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif";">3.1 – Estratégias para Objetivo Nº 1:</span></u><span style="font-family: "Arial","sans-serif";"> Confeccionar produtos de qualidade e
que atendam as suas especificações técnicas, evitando em 95% os defeitos de
fabricação.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Investir
na capacitação técnica dos funcionários do setor de produção. Visando
aperfeiçoar o processo de produção para que o produto final entregue ao cliente
não apresente falhas.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Controlar
o processo de produção, para que seja possível identificar erros no processo e
consequentemente à sua correção para que no final se tenha um produto sem
defeitos e com toda a qualidade necessária.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif";">3.2 – Estratégias para Objetivo Nº 2:</span></u><span style="font-family: "Arial","sans-serif";"> Vender mensalmente 70% dos produtos
produzidos.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Investir
em publicidade e propaganda.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Conquistar
e fidelizar os clientes, visando sua satisfação, fazendo com que o cliente
volte a comprar na empresa.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<u><span style="font-family: "Arial","sans-serif";">3.3 – Estratégias para Objetivo Nº 3:</span></u><span style="font-family: "Arial","sans-serif";"> Ampliar nossa linha de produtos,
criando duas soluções tecnológicas até dezembro de 2014.</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; mso-pagination: none; text-autospace: none;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Desenvolver
um fórum no site oficial da empresa para captar ideias e sugestões de clientes
e demais interessados. Conferindo diariamente as informações postadas, com o
intuito de criar um protótipo e testar ideias (produtos) em potencial, com nas
informações do mercado.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; text-align: justify; text-indent: -18.0pt;">
<span style="font-family: "Courier New"; mso-fareast-font-family: "Courier New";"><span style="mso-list: Ignore;">o<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="font-family: "Arial","sans-serif";">Investir
no registro da patente da inovação desenvolvida. Para que não ocorra de outra
empresa se apoderar da nossa ideia e tecnologia, colocando o produto antes no
mercado.</span></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
</div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">4.
AÇÕES PARA DESENVIMENTO DAS ESTRATÉGIAS</span></b></div>
<div class="MsoNoSpacing" style="line-height: 150%; text-align: justify;">
</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="margin-bottom: 12.0pt; mso-outline-level: 1;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif";">FERRAMENTA
5W2H</span></b></div>
<div class="MsoNormal" style="margin-bottom: 12.0pt;">
<span style="font-family: "Arial","sans-serif";">Sequencia
de atividades necessárias para desenvolver um diagnostico, um plano de ação,
uma forma de agir.</span></div>
<div class="MsoNormal">
</div>
<div class="MsoNormal" style="margin-bottom: 12.0pt; mso-outline-level: 1;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Segoe UI","sans-serif";">ETAPAS:</span></b></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid windowtext 2.25pt; mso-border-top-alt: solid windowtext 2.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border-left: none; border-right: none; border-top: solid windowtext 2.25pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.05pt;" valign="top" width="616"><div align="center" class="MsoNormal" style="margin-bottom: 12.0pt; text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: EN-US;">ESTRATÉGIA 1</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">O QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">O QUE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">META</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Treinamento dos
funcionários do setor de produção.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">POR QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">PORQUE SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">JUSTIFICATIVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Confeccionar produtos de qualidade, reduzindo os
defeitos de fabricação.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">ONDE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">ONDE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">LOCAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Na própria empresa. (setor de produção)</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANDO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANDO SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">TEMPO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">De Mar a Dez de 2014.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUEM</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUEM VAI FAZER</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">RESPONSABILIDADE</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Técnico especializado.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">COMO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">COMO SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">MÉTODO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Instruções, reuniões, feedbacks.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANTO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANTO VAI CUSTAR?</span></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">CUSTO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">R$ 800,00 por mês. </span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid windowtext 2.25pt; mso-border-top-alt: solid windowtext 2.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border-left: none; border-right: none; border-top: solid windowtext 2.25pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.05pt;" valign="top" width="616"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: EN-US;">ESTRATÉGIA 2</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">O QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">O QUE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">META</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Acompanhar e avaliar
continuamente cada etapa do processo de produção da empresa.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">POR QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">PORQUE SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">JUSTIFICATIVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Evitar causas especiais no processo.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">ONDE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">ONDE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">LOCAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">No setor de produção da empresa.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANDO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANDO SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">TEMPO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">De Mar a Dez de 2014.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUEM</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUEM VAI FAZER</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">RESPONSABILIDADE</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Gerente de produção.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">COMO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">COMO SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">MÉTODO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<a href="https://www.blogger.com/blogger.g?blogID=4479465442941611655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4479465442941611655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4479465442941611655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4479465442941611655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4479465442941611655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><a href="https://www.blogger.com/blogger.g?blogID=4479465442941611655" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"></a><span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Inspecionar e retirar amostras durante as etapas
da produção.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANTO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANTO VAI CUSTAR?</span></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">CUSTO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Custo zero com o objetivo de reduzir as falhas.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid windowtext 2.25pt; mso-border-top-alt: solid windowtext 2.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border-left: none; border-right: none; border-top: solid windowtext 2.25pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.05pt;" valign="top" width="616"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: EN-US;">ESTRATÉGIA 3</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">O QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">O QUE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">META</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Divulgação do nosso
produto ao publico.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">POR QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">PORQUE SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">JUSTIFICATIVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Atrair e conquistar clientes.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">ONDE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">ONDE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">LOCAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Instituto Benjamin Constant, Sites, Ruas.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANDO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANDO SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">TEMPO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">De Mar a Dez de 2014.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUEM</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUEM VAI FAZER</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">RESPONSABILIDADE</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Gerente comercial.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">COMO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">COMO SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">MÉTODO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Stand, panfletos, sites, redes sociais.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANTO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANTO VAI CUSTAR?</span></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">CUSTO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">R$ 1.050,00 ao mês.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid windowtext 2.25pt; mso-border-top-alt: solid windowtext 2.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border-left: none; border-right: none; border-top: solid windowtext 2.25pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.05pt;" valign="top" width="616"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: EN-US;">ESTRATÉGIA 4</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">O QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">O QUE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">META</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Implantar um
atendimento de Pós-Venda na empresa.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">POR QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">PORQUE SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">JUSTIFICATIVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Para que o cliente confie no produto, adquiram
outros e os recomende.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">ONDE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">ONDE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">LOCAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Na empresa. </span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANDO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANDO SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">TEMPO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">De Mar a Dez de 2014.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUEM</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUEM VAI FAZER</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">RESPONSABILIDADE</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Assistente administrativo.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">COMO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">COMO SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">MÉTODO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Atendimento ativo. (Telemarketing)</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANTO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANTO VAI CUSTAR?</span></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">CUSTO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">R$ 700,00 ao mês.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid windowtext 2.25pt; mso-border-top-alt: solid windowtext 2.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border-left: none; border-right: none; border-top: solid windowtext 2.25pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.05pt;" valign="top" width="616"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: EN-US;">ESTRATÉGIA 5</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 1;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">O QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">O QUE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">META</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-bidi-font-weight: bold; mso-fareast-language: EN-US;">Produzir e
comercializar produtos que satisfaça as necessidades e desejos dos clientes.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">POR QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">PORQUE SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">JUSTIFICATIVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Aumentar nosso leque de produtos.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">ONDE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">ONDE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">LOCAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">No site da empresa.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANDO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANDO SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">TEMPO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">De Mar a Julho de 2014.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUEM</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUEM VAI FAZER</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">RESPONSABILIDADE</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Gerente administrativo.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">COMO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">COMO SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">MÉTODO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Analise junto à área de produção das ideias,
testar e prototipar.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANTO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANTO VAI CUSTAR?</span></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">CUSTO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">R$ 2.000,00 ao mês.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
</tbody></table>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<br /></div>
<table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-bottom-alt: solid windowtext 2.25pt; mso-border-top-alt: solid windowtext 2.25pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;">
<tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;">
<td colspan="4" style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border-left: none; border-right: none; border-top: solid windowtext 2.25pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 462.05pt;" valign="top" width="616"><div align="center" class="MsoNormal" style="text-align: center;">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 14.0pt; mso-fareast-language: EN-US;">ESTRATÉGIA 6</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="height: 21.4pt; mso-yfti-irow: 1;">
<td style="background: #4F81BD; border: none; height: 21.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">O QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; height: 21.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">O QUE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; height: 21.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">META</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; height: 21.4pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Registro da inovação.</span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
</tr>
<tr style="mso-yfti-irow: 2;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">POR QUE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">PORQUE SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">JUSTIFICATIVA</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Exclusividade da inovação.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 3;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">ONDE</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">ONDE SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">LOCAL</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">INPI.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 4;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANDO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANDO SERÁ FEITO?</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">TEMPO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Julho de 2014.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 5;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUEM</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUEM VAI FAZER</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">RESPONSABILIDADE</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">Diretor.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 6;">
<td style="background: #4F81BD; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">COMO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">COMO SERÁ FEITO</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 102.7pt;" width="137"><div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">MÉTODO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt;">Patentear
o produto.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
</td>
</tr>
<tr style="mso-yfti-irow: 7; mso-yfti-lastrow: yes;">
<td style="background: #4F81BD; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 69.2pt;" width="92"><div class="MsoNormal">
<b><span style="color: white; font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">QUANTO</span></b><b><span style="color: white; font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 106.3pt;" width="142"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">QUANTO VAI CUSTAR?</span></div>
</td>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; font-size: 8.0pt; mso-fareast-language: EN-US;">CUSTO</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></b></div>
</td>
<td style="background: #D8D8D8; border-bottom: solid windowtext 2.25pt; border: none; padding: 0cm 5.4pt 0cm 5.4pt; width: 183.85pt;" valign="top" width="245"><div class="MsoNormal">
<span style="font-family: "Arial","sans-serif"; font-size: 11.0pt; mso-fareast-language: EN-US;">R$ 300,00.</span><span style="font-family: "Arial","sans-serif"; mso-fareast-language: EN-US;"></span></div>
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<br /></div>
Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-40215202926462843212014-06-29T08:55:00.002-07:002014-06-30T16:44:23.010-07:00GESTÃO ESTRATÉGICA DE NEGÓCIOS 2014.1 - A2 Parte 2<!--[if gte mso 9]><xml>
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" width="400" /><br />
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" 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/>Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-75557985730163627232014-06-27T15:18:00.002-07:002014-06-27T15:24:33.212-07:00SEMINÁRIO DE PESQUISAS - TCC 2014.1<!--[if gte mso 9]><xml>
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<br />
<div class="Section1">
<div align="center" class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">COMO
AS PEQUENAS E MÉDIAS EMPRESAS DA REGIÃO DA LEOPOLDINA REALIZAM O
APERFEIÇOAMENTO PROFISSIONAL</span></b></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: justify;">
<br /></div>
<div style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">André Alves da Silva (10200785; andrealvez@outlook.com.br)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></div>
</div>
<div class="Section1" style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">André Viana da Silva (10101752; andre_vianna21@hotmail.com)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="Section1" style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Angélica da Silva Rodrigues (10200788; angelicas.rodrigues@bol.com.br)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="Section1" style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Caroline Honório Peixoto (10200652; caroline_honorio@ymail.com)</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"> </span></div>
<div class="Section1">
<div style="text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Daniele Rangel Epifanio (10201228; danieleepifanio@yahoo.com.br)</span></div>
<div align="right" class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: 3.95pt; margin-top: 0cm; text-align: right;">
<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Carlos Alexandre Duarte Corrêa, M. Sc.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; tab-stops: 286.5pt;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span></div>
<div align="right" class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: right;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Curso de Administração</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: center;">
<br /></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-right: 3.95pt; text-align: center;">
<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">RESUMO:
</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Esta
pesquisa tem como principal objetivo identificar e caracterizar como as
pequenas e médias empresas da região da Leopoldina realizam o aperfeiçoamento
profissional. A metodologia utilizada foi através de pesquisas bibliográficas
para melhor entendimento e aprofundamento do assunto e pesquisa de campo nas
empresas da região da Leopoldina, através de entrevistas com os gestores das
organizações. Após a análise dos resultados obtidos foi possível identificar
que as empresas estão investindo cada vez mais no seu capital intelectual. O aperfeiçoamento
contínuo dos funcionários é totalmente necessário nos dias atuais, e ter
profissionais devidamente capacitados contribui para que a empresa<span style="mso-spacerun: yes;"> </span>desenvolva vantagens competitivas.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 0cm; margin-right: -.05pt; margin-top: 0cm; text-align: justify;">
<br /></div>
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<br /></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Palavras-Chave:</span></b><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">
Pequenas e médias empresas; Região da Leopoldina; Aperfeiçoamento Profissional;
Treinamento; Desenvolvimento.</span><br />
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">INTRODUÇÃO</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 35.45pt; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
ambiente de trabalho vem sofrendo constantes transformações, devido ao
desenvolvimento tecnológico e a globalização. Diante desse cenário, as empresas
precisam buscar sempre seu crescimento para conquistar e manter vantagens
competitivas no mercado. O capital intelectual é a peça chave para que as
organizações se desenvolvam e atinjam seus objetivos. Com uma concorrência
maior e mais acirrada, ter um colaborador treinado se tornou um diferencial
competitivo para as empresas.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 35.45pt; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; tab-stops: 1.0cm 35.45pt; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O
problema central a ser tratado nesta pesquisa é como as pequenas e médias
empresas da região da Leopoldina realizam o aperfeiçoamento profissional.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>O presente artigo tem como objetivo geral
identificar e caracterizar como as pequenas e médias empresas (PMEs) da região
da Leopoldina realizam o aperfeiçoamento profissional. Como objetivos
específicos, caracterizar as pequenas e médias empresas e o aperfeiçoamento
profissional, além de identificar possíveis relações entre as duas variáveis. </span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A região da Leopoldina
abrange 17 bairros significativos da Zona Norte do Rio de Janeiro: Jardim
América, Parada de Lucas, Vigário Geral, Penha, Maré, Thomaz Coelho, Brás de
Pina, Cordovil, Olaria, Ramos, Bonsucesso, Manguinhos, Maria da Graça,
Higienópolis, Inhaúma, Engenho da Rainha e Del Castilho.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">De acordo com dados do
SEBRAE e da PODERJ 2010, existe um total de 13.345 empresas nos bairros do
Complexo do Alemão, Bonsucesso, Manguinhos, Olaria e Ramos. Deste número,
estima-se (Informações socioeconômicas. TEM/RAIS 2008), algo em torno de 1.279
do setor industrial, 3.237 do comércio, 3.512 do setor de serviços e 10 do
setor agropecuário. Mesmo não se obtendo o total, pode-se perceber que destas
7.978 empresas, a maior concentração é constatada no setor de serviços.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 42.55pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para realizar a
pesquisa de campo foi utilizado um questionário estruturado, contendo 15
perguntas diretas e específicas com a intenção de qualificar, quantificar e
apresentar os dados obtidos referentes ao problema abordado. Ao término, foi
possível realizar uma análise para melhor entendimento sobre a importância do
aperfeiçoamento profissional nas organizações.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Com
isso a pesquisa buscou tornar compreensíveis quais elementos foram propícios a
determinadas mudanças nas organizações, apresentando a relevância e a
cooperação do aperfeiçoamento profissional, como uma ferramenta que simboliza
um diferencial no mercado competitivo.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Vergara (2007), propõe
dois critérios de classificação para uma pesquisa: quanto aos fins e quanto aos
meios. Quanto aos fins a pesquisa pode ser classificada como: exploratória,
descritiva, explicativa, metodológica, aplicada e intervencionista. Quanto </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: ES;">aos meios à pesquisa pode ser classificada como
pesquisa de campo, pesquisa de laboratório, documental, bibliográfica,
participantes, pesquisa-ação e estudo de caso.<span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A metodologia utilizada
na pesquisa foi de acordo com Vergara (2007), com análises quanto aos fins e quanto
aos meios. Foram realizadas pesquisas bibliográficas com fins explicativos e
descritivos onde se procurou identificar e caracterizar o aperfeiçoamento
profissional nas empresas e os fatores que contribuem para a sua utilização. E
quanto aos meios foi realizada uma pesquisa de campo, com uma amostra de 40
empresas da região da Leopoldina. <br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"></span></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">REFERENCIAL
TEÓRICO </span></b></div>
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<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span></span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Conforme informações
obtidas pelo SEBRAE (Serviço Brasileiro de Apoio as Micro e Pequenas empresas),
as pequenas e médias empresas têm um papel importante na economia do país e do
mundo, pois além de gerar empregos, tem a possibilidade de oferecer melhores
condições de vida a população. A importância das PMEs para o desenvolvimento
econômico é praticamente uma unanimidade no Brasil, seja pela sua
representatividade ou pelo potencial de crescimento que apresentam.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segundo dados recentes
do IBGE, as pequenas e médias empresas são responsáveis por 60% dos 94 milhões
de empregos no país e constituem 99% dos 6 milhões de estabelecimentos formais
existentes. O setor preferencial é o comércio, seguido de serviços, indústria e
construção civil. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">De acordo com a
classificação do porte das empresas disponibilizada pelo BNDES (Banco Nacional
do Desenvolvimento Econômico e Social), as pequenas empresas são aquelas que
dispõem de receita operacional bruta anual maior que R$ 2,4 milhões e menores
ou iguais a R$ 16 milhões. E já as empresas de médio porte</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">são
consideradas com receita bruta anual maior que R$ 16 milhões e menores ou
iguais a R$ 90 milhões.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segundo Dutra (1996), a
cada dia que passa as empresas se veem obrigadas a investir cada vez mais no
seu capital humano, através do treinamento desses funcionários para que possam
desempenhar suas funções com mais eficácia. O resultado dessa capacitação é
positivo tanto para a empresa quanto para o individuo.<span style="mso-spacerun: yes;"> </span>Cabe à empresa oferecer os estímulos e o
suporte necessário para que o funcionário se desenvolva e passe a contribuir
diretamente para o sucesso da organização. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">O aperfeiçoamento
profissional tem que ser contínuo na vida de qualquer profissional, buscando
estar sempre preparado às mudanças do mercado para crescimento de sua carreira.
As empresas que possuem colaboradores treinados e capacitados no desempenho de
suas tarefas estão conseguindo ter um diferencial claro em relação às outras
empresas, obtendo uma vantagem competitiva no mercado e agregando valor ao
produto ou serviço de forma que essas ações sejam perceptíveis aos seus
clientes. (CAPPELLI, 2003)</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">De
acordo com Cappelli (2003), o desenvolvimento de um funcionário é considerado
um bom investimento pra muitas empresas. Eles ficam mais informados e
eficientes, o que deixa os clientes mais satisfeitos. Porém, por outro lado,
outras empresas questionam o valor do desenvolvimento de um funcionário na
atual era da mobilidade entre empregos. Ocorre à reflexão de quem ira colher os
frutos de todo o investimento realizado no aperfeiçoamento do profissional,
caso o mesmo troque a empresa atual por outra organização. É como se a organização
estivesse pagando a conta do treinamento para outra empresa, muitas vezes
concorrentes diretos. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para Chiavenato (2008),
as organizações são voltadas para o futuro e preocupadas em educar, treinar,
motivar e liderar as pessoas que trabalham na organização, introduzindo nestas
o espírito empreendedor e oferecendo-lhes uma cultura participativa e de plena
satisfação pessoal. </span></div>
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<br /></div>
</div>
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US;"><br clear="all" style="mso-break-type: section-break; page-break-before: auto;" />
</span>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Nas organizações bem
sucedidas percebe-se a preocupação de proporcionarem um ambiente <span style="mso-spacerun: yes;"> </span>acolhedor com <span style="mso-spacerun: yes;"> </span>liberdade e autonomia para as pessoas
realizarem seu trabalho onde</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">elas são consideradas parceiras.<a href="https://www.blogger.com/null" name="_GoBack"></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para Robbins (2011), o
treinamento pode incluir: investimentos em cursos avançados de liderança,
leituras e compreensão, técnicas interpessoais e de</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">soluções
de problemas, cursos de idiomas, reuniões informativas, visita técnica,
treinamentos a distancia e presenciais, além dos estágios extracurriculares.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segundo Robbins (2011,
p. 538-539):</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Os funcionários competentes não
permanecem competentes para sempre. As habilidades se deterioram e podem se
tornar obsoletas. Novas habilidades precisam ser aprendidas. É por isso que as
organizações investem todos os anos, bilhões de reais em treinamentos formais. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As Organizações
precisam dispor de pessoas competentes e motivadas para produzir. As empresas
não podem escolher se treinam ou não seus empregados, porque as pessoas são
admitidas com qualificações genéricas e toda empresa tem suas peculiaridades.
Sendo os recursos humanos os mais importantes em qualquer organização, a
capacitação, o desenvolvimento e a movimentação da equipe são indispensáveis
para que o trabalho seja executado com eficiência e eficácia. Em que consiste o
treinamento? Para que serve? Por que usar? As empresas treinam seus
colaboradores para dispor de uma equipe multidisciplinar e de melhor nível,
visando obter sempre uma produtividade maior e resultados sempre melhores.
(LACOMBE, 2013, p. 379).</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">A
competitividade se apresenta como uma competência de apoio para as
organizações, muito importante para a definição das competências individuais
desejadas que o profissional deva aplicar ao trabalho, como conhecimentos,
habilidades e atitudes. Observando esses aspectos, as empresas buscam o
equilíbrio entre os diversos níveis de interesses e indicadores de garantia de
competitividade para a constante revisão das competências essenciais ao
negócio, de modo a proporcionar condições favoráveis à aprendizagem e
desenvolvimento de competências que agreguem valor, mudanças na estrutura da
organização, inovação e custos. (MACARENCO, 2006).</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Muitas
empresas oferecem nos dias atuais capacitação e treinamento<br clear="all" style="page-break-before: always;" />
para seus funcionários, porém as mesmas devem se manter atualizadas e investir
nesta prática, pois com o avanço tecnológico e a globalização, quanto mais
atualizado for o funcionário e os gestores das organizações, maiores são as
chances de se aumentar a produção e consequentemente os lucros.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>Para Kanaane <i style="mso-bidi-font-style: normal;">at.al.</i> (2010, P. 37):</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 4.0cm; margin-right: 0cm; margin-top: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif";">Várias situações evidenciadas
pelo trabalho presencial ou a distancia exigem novos e urgentes paradigmas em
treinamento e desenvolvimento. Desta forma, algumas características importantes
devem ser consideradas frente a esse novo panorama, no que tange às estratégias
de treinamentos e desenvolvimento, destacando-se, entre elas: Individualidade;
Organicidade; Flexibilidade; Praticidade; Capacidade de motivar-se; Analise de
indicadores; Pro atividade ao lidar com o desafio e ênfase à comunicação.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Segundo
Pacheco (2005), encarar as organizações como órgãos voltados para si mesmos e
seus empregados, com necessidades específicas para atender demandas situacionais
e no âmbito da realização do seu próprio trabalho, propiciou a prática
taylorista não somente na realização do trabalho, como também no processo de
capacitação e desenvolvimento das pessoas.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Na tentativa de
relacionar alguns elementos da pesquisa, percebeu-se que as pequenas e médias
empresas procuram profissionais especializados e devidamente capacitados para
fazer parte do seu quadro de funcionário. Contudo, quando não encontram tais
profissionais no mercado, optam pelo desenvolvimento interno através de
treinamentos para que fiquem aptos a desempenhar suas atividades buscando
atingir os objetivos da instituição.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As
pequenas e médias empresas (PMEs) necessitam investir mais em seus funcionários
para seguir o modelo de sucesso das indústrias e empresas de grande porte,
fazer com que o seu principal objetivo seja aprimorado aos recursos humanos
como: treinamento, qualificação, motivação, capacitação e etc.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Pela
força que as pessoas representam nas organizações, percebe-se a necessidade de
forte interposição do conhecimento, quanto mais os profissionais e gestores
lapidarem seus conhecimentos e se aperfeiçoarem, mais valiosos serão para as
organizações, que atualmente encontram dificuldades para contratar
profissionais qualificados.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><br clear="all" style="page-break-before: always;" />
<b style="mso-bidi-font-weight: normal;">ANÁLISE DOS RESULTADOS</b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Para realização da
pesquisa, foram visitadas 40 empresas na região da Leopoldina que responderam a
um questionário contendo 15 perguntas diretas e fechadas. Utilizando o modelo
de estatística quantitativa, foi possível obter os seguintes resultados:</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>Para o questionamento referente ao porte das empresas, a pesquisa
apontou que 63% são de pequeno porte, e 37% são de médio porte. Dando
continuidade ao questionário, identificou-se na pergunta 2 que 72% dessas
empresas são do ramo comercial. Com isso analisamos que o ramo comercial é
predominante na região entre as pequenas empresas.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>Com relação pergunta 3 onde questionamos se as empresas possuem um setor
de RH/Gestão de Pessoa, verificou-se que 73% não possuem este setor, e 27% tem
uma área para recrutamento e seleção de pessoas e demais atividades
relacionadas a esta área especifica.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>Relacionando a pergunta 4, identificou-se que a maioria das empresas
entrevistadas realiza o processo de recrutamento e seleção dos funcionários
internamente sem contratar uma empresa especializada para realizar o processo
de seleção, sendo os próprios gestores os responsáveis pela contratação.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>A pergunta 5 revelou que 80% das empresas afirmaram que realizam
treinamentos ao contratar os novos funcionários, os outros 20% informaram não
haver necessidade, devido ao funcionário aprender a função na pratica.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>As perguntas 6 e 7 abordam a relação entre o treinamento dos
funcionários e os objetivos da organização, e sobre a forma como o treinamento
é aplicado. O resultado aponta que 88% acreditam haver relação entre o
treinamento dos funcionários e os objetivos da organização, e 95% das empresas
aplicam o treinamento interno, não contratam o serviço de terceirizadas. Com
isso percebe-se que ao adequar o funcionário às filosofias da empresa,
consegue-se atingir os objetivos organizacionais de forma efetiva, reduzindo
custos a medida que não contratam empresas terceirizadas. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Na questão 8, 97% das
empresas confirmaram que os treinamentos fornecem excelentes resultados, e 3%
não souberam opinar sobre os benefícios do</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">treinamento.
52% dos funcionários recebem esse treinamento de forma contínua, e 28% apenas
no momento da admissão, de acordo com pergunta 9. Conforme os resultados, apesar
de a maioria acreditar que os treinamentos oferecem bons resultados, somente a
metade investem em capacitação.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-tab-count: 1;"> </span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>De acordo com a pergunta 10, 72% das empresas utilizam a modalidade de
treinamento presencial, e 18% optam por reuniões informativas.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>A pergunta 11 indicou uma diferença percentual irrelevante aonde 49% dos
entrevistados que se preocupam em buscar profissionais devidamente capacitados,
e 51% treinam e formam seus profissionais.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span>Referente à pergunta 12, metade das empresas fazem investimento para
melhoria do aperfeiçoamento profissional de seus funcionários, confirmando o
resultado da pergunta 13 que estas investem em cursos técnicos e cursos
diversos.<span style="mso-spacerun: yes;"> </span>A outra metade alega não ter
recursos suficientes.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;">
</span><span style="mso-spacerun: yes;"> </span>Ficou evidenciado na
pergunta 14 que 78% das empresas visam o aperfeiçoamento contínuo dos seus
funcionários, considerando-os totalmente necessário nos dias atuais para
melhoria da qualidade.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span>De acordo com a pergunta 15, 83% das
empresas afirmaram que o aperfeiçoamento profissional tem ajudado a organização
a ter uma melhora crescente na sua qualidade.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm;">
<b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CONSIDERAÇÕES FINAIS</span></b></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif";"><span style="mso-spacerun: yes;"> </span></span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Através
das pesquisas bibliográficas e de campo, foi possível concluir o presente
artigo, chegando assim ao alcance dos objetivos propostos. Foi identificado que
o aperfeiçoamento profissional é essencial para o crescimento e desenvolvimento
das organizações, e que os investimentos realizados em aperfeiçoamento dos
colaboradores oferecem vantagens competitivas para a empresa junto ao mercado. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Mesmo a maioria
das empresas <span style="mso-spacerun: yes;"> </span>não <span style="mso-spacerun: yes;"> </span>tendo <span style="mso-spacerun: yes;"> </span>um <span style="mso-spacerun: yes;"> </span>setor
<span style="mso-spacerun: yes;"> </span>de RH implantado, percebeu-se que isso
não é visto com um problema para as organizações. Quase todas são capazes de
gerenciar internamente seus processos de recrutamento & seleção e
capacitação dos funcionários, sem muitas dificuldades.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Identificou-se
que há um equilíbrio entre as empresas que buscam profissionais devidamente
capacitados no mercado, em relação as que preferem desenvolver internamente o
profissional. Muitas empresas alegaram que preferem inserir em seu quadro de
funcionários profissionais sem muita experiência e/ou conhecimento técnico,
pelo fato destes profissionais chegarem sem vícios, o que facilita a
aprendizagem dos procedimentos e métodos da organização.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Por outro lado,
percebeu-se que a maioria das empresas acredita que o treinamento de seus
colaboradores traz benefícios para a organização, e que esses benefícios afetam
diretamente os resultados da empresa. Todavia, pode-se analisar que o
treinamento só é realizado muitas vezes no momento de admissão e não de forma
contínua. Mensurou-se que a maioria das empresas treinam seus funcionários de
forma presencial, na própria dependência da empresa.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="mso-spacerun: yes;"> </span><span style="mso-tab-count: 1;"> </span>Um ponto importante analisado foi que
pouquíssimas pequenas empresas investem no aperfeiçoamento profissional
oferecendo oportunidade de cursos superiores ou de idiomas. Notou-se que a
maioria tenta suprir suas deficiências internamente. Mais havendo necessidade
de adquirir algum conhecimento específico, as médias empresas optam por algum
curso técnico. </span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Foi possível
perceber que <span style="color: black;">parte</span><span style="color: red;"> </span>das
empresas entrevistadas procura estar sempre atualizadas e informatizadas,
tentando adaptarem-se as novas tendências e realidades do mercado, valorizando
seu capital intelectual, e investindo em seus recursos humanos que são o seu
maior bem. A outra parte das empresas alegou não ter recursos para tal
investimento.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">As empresas
relataram que o aperfeiçoamento profissional motiva os colaboradores. Os
funcionários se sentem mais valorizados e satisfeitos o que reduz a
rotatividade e aumenta os lucros das empresas.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Em virtude das
informações obtidas, identificamos que as empresas, visando alcançar o sucesso
organizacional, estão a cada dia seguindo na prática o que foi</span><span style="font-family: "Arial","sans-serif"; font-size: 12.0pt; line-height: 150%;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">pesquisado
no estudo bibliográfico. Contudo, ainda há um longo caminho a percorrer para
que essa prática seja unânime nas Pequenas e Médias empresas, como já ocorre
nas grandes organizações.</span></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-align: justify; text-autospace: none; text-indent: 35.4pt;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Com isso a fim
de responder à pergunta do problema, percebemos que 80% das empresas
entrevistadas realizam o aperfeiçoamento profissional através de treinamentos
na própria empresa, em sua maioria de forma presencial. No percentual restante
verificou-se que parte das empresas investe no aperfeiçoamento de seus
profissionais através de cursos de formação tecnológica, e a outra através de
cursos de nível superior.<a href="https://www.blogger.com/null" name="_Toc295833930"></a></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-indent: 35.4pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="mso-bookmark: _Toc295833930;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">REFERÊNCIAS
BIBLIOGRÁFICA</span></b></span><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">S</span></b></div>
<div class="MsoBodyText" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoBodyText" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ALEXANDRE,
C. <b style="mso-bidi-font-weight: normal;">Coordenação de administração da
Unisuam</b>. 2013. Disponível em: <</span><a href="http://coordenacao.blogspot.com.br/2011/09/resultados-condensados-do-seminario-de_05html"><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://coordenacao.blogspot.com.br/2011/09/resultados-condensados-do-seminario-de_05html</span></a><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Acessado em: 22, 23, 24, 25/05/2014.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">BNDES. <b style="mso-bidi-font-weight: normal;">Banco nacional de desenvolvimento econômico
e social</b>. Disponível em: <</span><a href="http://www.bndes.gov.br/SiteBNDES/bndes/bndes_pt/Institucional/Apoio_Financeiro/porte.html"><span style="background: white; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: PT-BR;">http://www.bndes.gov.br/SiteBNDES/bndes/bndes_pt/Institucional/Apoio_Financeiro/porte.html</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">></span><span style="background: white; color: black; font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%; mso-fareast-language: PT-BR;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">Acessado
em: 20, 21, 22/04/2014.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CAPPELLI,
P. <b style="mso-bidi-font-weight: normal;">Contratando e Mantendo as Melhores
Pessoas. </b>Rio de Janeiro: Ed. Record, 2003.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">CHIAVENATO,
Idalberto. <b style="mso-bidi-font-weight: normal;">Gestão de Pessoas.</b><span style="mso-spacerun: yes;"> </span>São Paulo. 3º Edição. Ed. Elsevier. Campus,
2008.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">DUTRA,
J. S. <b style="mso-bidi-font-weight: normal;">Administração de Carreiras: </b>Uma
Proposta para Repensar a Gestão de Pessoas. São Paulo: Editora Atlas, 1996.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">KANAANE, R.; ORTIGOSO, S. A. F. <b style="mso-bidi-font-weight: normal;">Manual de Treinamento e Desenvolvimento do
Potencial Humano</b>. 2ª Ed. São Paulo: Atlas, 2010.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">LACOMBE,
Francisco.<b style="mso-bidi-font-weight: normal;"> Recursos Humanos Princípios e
Tendências. </b>2ª Ed. São Paulo: Saraiva, 2012.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">MACARENCO, Isabel. <b style="mso-bidi-font-weight: normal;">Gestão com Pessoas </b>– Gestão, Comunicação e Pessoas: Comunicação
como Competência de Apoio para a Gestão alcançar Resultados. São Paulo,
2006.233 p. Tese (Ciências da Comunicação) Universidade de São Paulo- USP,
2006.<br clear="all" style="page-break-before: always;" />
PACHECO, Luiza; SCOFANO, Anna Cherubina; BECKERT, Mara; SOUZA, Valéria. <b style="mso-bidi-font-weight: normal;">Capacitação e desenvolvimento de pessoas</b>.
1ª Ed. Rio de Janeiro: Editora FGV, 2005.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">RABELLO, S. <b style="mso-bidi-font-weight: normal;">A sociedade em busca do seu direito</b>.
2012. Disponível em: <</span><a href="http://www.soniarabello.com.br/tag/grande-leopoldina-3"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://www.soniarabello.com.br/tag/grande-leopoldina-3</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">>
Acessado em: 20/04/2014.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">ROBBINS, Stephen P. <b style="mso-bidi-font-weight: normal;">Comportamento Organizacional teoria e prática no contexto brasileiro. </b>14ª
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<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">SEBRAE. <b style="mso-bidi-font-weight: normal;">Serviço brasileiro de desenvolvimento
econômico e social</b>. Disponível em: <</span><a href="http://www.sebrae-sc.com.br/leis/defaut.asp?vcdtexto=4154"><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">http://www.sebrae-sc.com.br/leis/defaut.asp?vcdtexto=4154</span></a><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">>
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<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-left: 0cm; mso-add-space: auto; mso-layout-grid-align: none; text-align: justify; text-autospace: none;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">VERGARA,
S. C. <b style="mso-bidi-font-weight: normal;">Projetos e Relatórios de Pesquisa
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<div class="MsoNormal" style="background: white; line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
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<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
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<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">QUESTIONÁRIO
FECHADO</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<br />
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">1) Qual o porte
da empresa?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>)
Pequena <span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Média</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">2) Qual o setor
de atuação da empresa?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Comércio<span style="mso-spacerun: yes;">
</span>(<span style="mso-spacerun: yes;"> </span>) Serviços<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)
Indústria</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">3) A empresa
possui um setor de RH/Gestão de Pessoas?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>)
Sim.<span style="mso-spacerun: yes;">
</span>(<span style="mso-spacerun: yes;"> </span>) Não.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">4) De que forma
é realizado o processo de recrutamento e seleção dos funcionários?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><span style="color: red;"></span></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Pela
própria empresa<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;">
</span>) terceirizado</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">5) A empresa ao
contratar os novos funcionários, faz treinamento?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Sim<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Não</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">6)
Você acredita que há relação entre o treinamento dos funcionários e os
objetivos da organização?</span></div>
<div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm;">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(<span style="mso-spacerun: yes;"> </span>)
Sim.<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)
Não.</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">7) Caso a
resposta seja SIM. Qual a maneira de ser aplicado este treinamento?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Treinamento pela empresa<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Terceirizado</span></div>
<div class="MsoListParagraph" style="line-height: 150%; margin-bottom: .0001pt; margin: 0cm; mso-add-space: auto; text-align: justify; text-indent: 42.55pt; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">8) Esse
treinamento tem fornecido um bom resultado?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Sim<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Não</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">9) Qual a
frequência que os funcionários recebem esse treinamento?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) De forma contínua</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Apenas na admissão do funcionário</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Apenas quando for necessário.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">10) Quais são as
modalidades de treinamento praticadas na sua empresa?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="PargrafodaLista1CxSpFirst" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
(<span style="mso-spacerun: yes;"> </span>) Treinamento Presencial.</div>
<div class="PargrafodaLista1CxSpMiddle" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
(<span style="mso-spacerun: yes;"> </span>) Treinamento a Distância.</div>
<div class="PargrafodaLista1CxSpMiddle" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
(<span style="mso-spacerun: yes;"> </span>) Reuniões Informativas.</div>
<div class="PargrafodaLista1CxSpMiddle" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
(<span style="mso-spacerun: yes;"> </span>) Visita Técnica.</div>
<div class="PargrafodaLista1CxSpMiddle" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
(<span style="mso-spacerun: yes;"> </span>) Estágios.</div>
<div class="PargrafodaLista1CxSpMiddle" style="line-height: 115%; margin-bottom: 10.0pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-add-space: auto; text-align: justify; text-justify: inter-ideograph;">
(<span style="mso-spacerun: yes;"> </span>) Outros.<span style="mso-spacerun: yes;">
</span>(_________________________)</div>
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<br /></div>
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<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">11)<span style="mso-spacerun: yes;"> </span>No seu
processo de seleção a empresa busca profissionais devidamente capacitados, ou
treinam e formam seus próprios profissionais?</span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(<span style="mso-spacerun: yes;"> </span>) Buscam
profissionais capacitados.</span></div>
<div class="MsoNormal">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(<span style="mso-spacerun: yes;"> </span>) Treinam
e formam seus profissionais.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">12) A empresa
faz investimento para melhoraria do aperfeiçoamento profissional aos
funcionários?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Sim<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Não</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">13) Caso SIM,
qual a forma de investimento?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;"><a href="https://www.blogger.com/null" name="_GoBack"></a></span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Faculdade<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;">
</span>)<span style="mso-spacerun: yes;"> </span>Curso técnico<span style="mso-spacerun: yes;"> </span><span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>)
Idiomas<span style="mso-spacerun: yes;"> </span>(<span style="mso-spacerun: yes;"> </span>) Outros</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">14)
Qual visão da empresa referente ao Aperfeiçoamento Contínuo dos seus
Profissionais?</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(<span style="mso-spacerun: yes;"> </span>) Totalmente necessário nos dias atuais.</span></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 115%;">(<span style="mso-spacerun: yes;"> </span>) Desnecessários nos dias atuais.</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">15) O
aperfeiçoamento profissional tem ajudado a organização a ter melhoria continua
na qualidade?</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; line-height: 150%;">(<span style="mso-spacerun: yes;"> </span>) Sim<span style="mso-spacerun: yes;">
</span>(<span style="mso-spacerun: yes;"> </span>) Não</span></div>
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<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<div class="MsoNormal" style="text-align: justify; text-justify: inter-ideograph;">
<br /></div>
<br />
<br />
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
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<span style="border: none windowtext 1.0pt; color: black; font-family: "Arial","sans-serif"; mso-border-alt: none windowtext 0cm; padding: 0cm;"><br />
<br style="mso-special-character: line-break;" />
<br style="mso-special-character: line-break;" />
</span><span style="font-family: "Times New Roman","serif";"></span></div>
Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-25387765629865187722014-06-27T14:49:00.001-07:002014-06-27T14:50:35.198-07:00MARKETING DE PRODUTOS E SERVIÇO<!--[if !mso]>
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<br />
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm 6pt -36pt; text-align: center;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";"> CENTRO UNIVERSITÁRIO AUGUSTO MOTTA</span><span style="font-family: "Arial","sans-serif"; font-variant: small-caps;"> </span></b></span><br />
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps;"> </span></b></span><br />
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps;"> CURSO DE ADMINISTRAÇÃO DE EMPRESAS</span></b></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 4pt 0cm; text-align: center;">
</div>
<div class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm; text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">Disciplina:</span></b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;"> </span><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">MARKETING DE PRODUTOS
E SERVIÇOS</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm; text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">Professor:</span></b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;"> Nilo Rogério Barros </span><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;"> </span></b></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm; text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">DATA:</span></b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">
06/06/2014</span><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;"> Unidade/turma</span></b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">: bonsucesso – </span><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">MKT0501N</span></span></div>
<div class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm; text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">Aluno:</span></b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;"> andré viana da silva
<b>matricula:</b> 10101752</span></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm; text-align: center;">
<span style="font-size: small;"><br /></span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin: 6pt 0cm; text-align: center;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif"; font-variant: small-caps; line-height: 150%;">QUESTIONÁRIO
SOBRE SOUTHWEST AIRLINES</span></b></span></div>
<div class="MsoNormal">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">1. Qual é em síntese a
cadeia de serviço da Southwest?</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">R-></span></b><span style="font-family: "Arial","sans-serif";"> <b>A
cadeia de serviço da Southwest é:</b> </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Oferecer serviços de curtas distâncias,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Baixo custo de ponto a ponto entre cidades de médio porte,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Aeroportos secundários de grandes cidades,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Por ter sucesso neste setor turbulento como é o de companhia aérea,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Serviços de excelência qualidade,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Seus clientes abrangem usuários empresários,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Familiares e estudantes,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Tarifas baixas (atraem clientes sensíveis ao preço que, de outro modo,
viajariam de ônibus ou de automóvel),</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Prestação de serviços convenientes,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Baixo custo (tipo específico de rotas),</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Manter aviões em voo mais horas do que os concorrentes,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Fornece saídas mais frequentes com menor quantidade de aeronaves,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Transferência de bagagem entre classes de serviços diferenciadas,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Marketing interno bem desenvolvido comprometendo os funcionários com
atendimento de qualidade.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">2. O que a diferencia
das demais companhias aéreas Norte-Americanas e Brasileiras?</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">R: -></span></b><span style="font-family: "Arial","sans-serif";"> <b>COMPETIR
POR TALENTO:</b></span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";"> </span></b><span style="font-family: "Arial","sans-serif";">Fazendo
um enorme esforço para atrair as melhores pessoas. A Southwest prefere admitir
pessoas talentosas e treiná-las para habilidades específicas do que admitir
pessoas com mais experiências e menos talentos. Tendo um foco todo para
compreender o cliente interno, fazendo-os capazes de enxergar o mundo externo
para melhor satisfazer os seus clientes em geral.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">3. Qual é o foco
estratégico do marketing interno?</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">R: -></span></b><span style="font-family: "Arial","sans-serif";"> Todo o foco da organização é para
compreender o cliente interno. Em cada área as sinergias são utilizadas para o
sucesso do marketing. Proporcionar um serviço de excelência qualidade.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">4. De que maneira o marketing interno se integra
com marketing externo?</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">R: -></span></b><span style="font-family: "Arial","sans-serif";"> O marketing interno aparece como
pré-requisito para constituir equipes de funcionários capazes e motivados, que
lideram alto nível de qualidade de serviços. Logo, o elevado nível de qualidade
de serviços direciona a satisfação e retenção de clientes, gerando elevada
receita de vendas e, em última instância, um grande lucro. Ou seja, a
integração do cliente externo.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">5. Qual é o significado
da expressão: “servir é o serviço”?</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">R: -></span></b><span style="font-family: "Arial","sans-serif";"> Servir é o desenvolver de uma ação
ligada a um determinado dever ou função de prestar um serviço.</span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">Exemplo: </span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">Realizar
celebrações por desempenhos setoriais e participativos de programas
comunitários. A Southwest é considerada companhia modelo por oferecer
espontaneamente diversas opções de serviços inusitados, nisto estimulando seus
funcionários para ações.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">6. Que empresa aérea
brasileira melhor se encaixa na estratégia de serviços da Southwest? E por quê?
</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">R: -></span></b><span style="font-family: "Arial","sans-serif";"> A Gol Linhas Aéreas, por ter se
transformado em uma das empresas mais enxutas e lucrativas do mundo. O seu
modelo de negócio que implantou no país logo causou um efeito cascata na
indústria aeroviária. </span></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">A sua estratégia de
serviços se encaixa com a Southwest por ter:</span></b></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Tarifas a preços acessíveis,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Viajantes que migraram do transporte rodoviário para o aéreo por motivo das
tarifas que são baixas em determinados horários de voo,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Política atenta ao controle dos custos,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Investimentos em equipamentos modernos,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Gerar demanda em passageiro de negócios, como também passageiros de lazer,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
combinar baixas tarifas com serviços simplificados e confiáveis,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Aumento de sua participação no mercado</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-Valorização
de conceitos como sofisticação,</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Glamour na promoção do transporte aéreo</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-family: "Arial","sans-serif"; font-size: small;">-
Valorização dos funcionários (investindo em cada, focando em clientes
externos).</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><br /></span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: small;"><b><span style="font-family: "Arial","sans-serif";">Esses são os serviços da
Gol que se encaixam com a Southwest.</span></b></span></div>
<div class="MsoNormal">
<br /></div>
Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-88451211747649089002014-05-09T13:20:00.000-07:002014-06-09T04:18:14.118-07:00COMUNICAÇÃO HUMANAS E SUAS BARREIRAS<div style="color: #073763; text-align: center;">
</div>
<div style="text-align: justify;">
<span style="color: #073763;"> Considerando o que li, a comunicação humana é uma relação de transmissão onde uma ou mais pessoas se interagem enviando ou recebendo mensagens. Através disso ela tem por definição o ato de tornar comum uma mensagem verbal ou não-verbal que logo através da fala, das palavras, expressão facial, movimentos dos olhos, trejeitos e movimentos de cabeça, aparência pessoal, ou seja, o comportamento humano. Isso quer dizer que um EMISSOR transmite uma mensagem na qual o RECEPTOR talvez recebe ela com ruído, interferência ou qualquer tipo de canal que leva essa comunicação a receber modificação em meio a fala ou forma de expressão. Na verdade, isso faz entender que não tem como um ser humano enganar o outro, pois isso é um estudo de comportamento entre qualquer indivíduo que esteja sendo observado. Quando assistimos um intervalo comercial ou até lemos as propagandas que a mídia transmite, faz com que alguns, que não tem a concepção da informação que aquele meio de comunicação pode causar um mal, que seja, na família, sociedade, profissional e até mesmo na área de formação do ser humano. Também podemos observar que entre esses citados, deparamos com elaborações para lá de inusitado, podendo trazer vários benefícios. Como por exemplo: se colocarmos um determinado produto e um outro com as mesmas características similar, as pessoas não serão capazes de reconhecer o produto preferencial, isso é uma persuasão. Em outras palavras comunicação é o meio do indivíduo ficar atento com o ouvir e escutar, isso faz com que o receptor seja a pessoa na qual esteja ativo neste processo de interação com os demais. Existindo também os seus fatores que esses: pessoais, sociais, fisiológicos, personalidade, linguagem e psicológicos, também são interligados ao comportamento da comunicação humanas e suas barreiras.</span></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b style="color: #073763;">Aluno: André Viana da Silva MATRÍCULA: 10101752</b><span style="color: #073763;"> [resumo]</span></div>
Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-86035809919538774502014-05-09T13:18:00.000-07:002014-06-09T04:21:20.711-07:00TEORIAS DAS VANTAGENS ABSOLUTAS DE ADAM SMITH<div class="MsoNormal"><br></div>
<div style="color: #073763; margin: 0cm 0cm 0pt; text-align: justify;">
<b><span style="font-family: Verdana; font-size: 10pt;">Adam Smith</span></b><span style="font-family: Verdana; font-size: 10pt;"> foi contemporâneo de Quesney. Suas primeiras preocupações não foram com a riqueza das nações, embora posteriormente tenha conferido grande contribuição à causa. Os sentidos morais, a busca da aprovação social, as razões maiores da acumulação e da conservação da fortuna material foram os pressupostos de sua descrição da ordem econômica. Smith fundamentava sua descrição da ordem econômica nas leis que regem a formação, a acumulação, a distribuição e o consumo da riqueza e este polinômio foi a base do conceito clássico da economia. Os clássicos -Thomas Malthus, John Law, Stuart Mill, Richard Cantilon, David Ricardo e Jean Baptiste Say - definiam a economia partindo desse fluxo. Smith defendia a desregulação, o papel do estado deveria ser restringido a três funções principais: a de defender a nação, a de promover justiça e segurança aos cidadãos e a de empreender obras sociais necessárias que a iniciativa privada por si só não conseguisse empreender seja por questões de vulto seja por questões de lucro. Acreditava que a intervenção do estado na economia tendia a alocar mal o capital e contribuia para a redução do bem-estar social. </span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Suas principais idéias foram: o bem-estar das nações ser identificado como seu produto anual per capita; considera como causa da riqueza das nações o trabalho humano; a livre iniciativa de mercado (laissez-faire); a especialização do trabalho, como instrumento de aumento da produtividade; e a Teoria do Bem-Estar Econômico, segundo a qual o mercado, se operando livremente sem a presença regulamentadora do Estado, se auto ajustaria, dada a racionalidade e os atos egoístas dos agentes, como que conduzido por uma espécie de "Mão Invisível" para a maximização do bem estar econômico.</span></div>
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<span style="font-family: Verdana; font-size: 10pt;">O polinômio formação, acumulação, distribuição e consumo da riqueza foi a base do conceito clássico de economia. A maior parte dos economistas clássicos, que viveram na transição entre os séculos XVIII e XIX, como Thomas Malthus, John Law, Stuart Mill, David Ricardo e Jean Baptiste Say, definiam a economia partindo desses quatro fluxos. </span></div>
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<b>David Ricardo </b></div>
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<b>TEORIAS DAS VANTAGENS COMPARATIVAS DE DAVID RICARDO</b></div>
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<b><span style="font-family: Verdana; font-size: 10pt;">David Ricardo</span></b><span style="font-family: Verdana; font-size: 10pt;"> teve como principal obra os "Princípios da Economia Política e da Tributação", cuja principal contribuição econômica foi baseada na teoria da distribuição do exd</span><span style="font-family: Verdana; font-size: 10pt;">ce</span><span style="font-family: Verdana; font-size: 10pt;">ente entre as diversas classes sociais. Seus propósitos mais valiosos eram a teoria do valor e a teoria da repartição. A primeira assume que o valor de uma mercadoria é determinado pela quantidade de trabalho nela incorporado e a segunda estudava as leis que regulamentam a divisão do produto considerando a existência de três classes sociais, os latifundiários, os operários e os capitalistas. No conflito de classes tomou a posição dos capitalistas. Deu ainda atenção especial à teoria das vantagens comparativas, segundo a qual, os países deveriam se especializar na produção do que estão mais aptos a fazer e em seguida trocar suas mercadorias para que todos aumentassem seus benefícios. Ricardo foi o primeiro economista a argumentar coerentemente que o livre comércio internacional poderia beneficiar dois países, mesmo que um deles produzisse todas as mercadorias comercializadas mais eficientemente do que o outro. Também foi um dos primeiros economistas a argumentar que, como o capital era relativamente imóvel entre as nações, era preciso elaborar uma teoria separada do comércio internacional, diferenciado do comércio interno do país. Ricardo argumentava que um país não precisa ter uma vantagem absoluta na produção de qualquer mercadoria, para que o comércio internacional entre ele e outro país seja mutuamente benéfico. Vantagem absoluta significava maior eficiência de produção ou o uso de menos trabalho na produção. Dois países poderiam beneficiar-se com o comércio, se cada um tivesse uma vantagem relativa na produção. Vantagem relativa significava, simplesmente, que a razão entre o trabalho incorporado às duas mercadorias diferia entre os dois países, de modo que cada um deles poderia ter, pelo menos, uma mercadoria na qual a quantidade relativa de trabalho incorporado seria menor do que a do outro país, isto é, menor custo de oportunidade para produzir uma mercadoria. Considere a tabela:</span></div>
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<b><span style="font-family: Verdana; font-size: 10pt;">VANTAGENS ABSOLUTAS</span></b></div>
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</span></b><span style="font-family: Verdana; font-size: 10pt;">O princípio da Teoria das Vantagens Absolutas surgiu das idéias do economista Adam Smith, em sua obra "A Riqueza das Nações", editada em 1776.</span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Idéias Básicas: a especialização das produções, motivada pela divisão do trabalho na área internacional, e as trocas efetuadas no comércio internacional CONTRIBUÍAM para o aumento do bem-estar das populações.</span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Teoria das Vantagens Absolutas: "Cada país deve concentrar seus esforços no que pode produzir a custo mais baixo e trocar o excedente dessa produção por produtos que custem menos em outros países"</span></div>
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<b><span style="font-family: Verdana; font-size: 10pt;">VANTAGENS COMPARATIVAS</span></b></div>
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<span style="font-family: Verdana; font-size: 10pt;">As idéias de Adam Smith foram desenvolvidas pelo economista inglês David Ricardo em 1817, que formulou a Teoria das Vantagens Comparativas, também chamada de Teoria dos Custos Comparativos. </span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Idéias Básicas: o comércio internacional será vantajoso até mesmo nos casos em que uma nação possa produzir internamente a custos mais baixos do que a nação parceira, desde que, em termos relativos, as produtividades de cada uma fossem relativamente diferentes. </span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Assim, a especialização internacional seria MUTUAMENTE VANTAJOSA em todos os casos em que as nações parceiras canalizassem os seus recursos para a produção daqueles bens em que sua eficiência fosse relativamente maior.</span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Assim, ao conduzir à especialização e a divisão internacional do trabalho, seja por desiguais reservas produtivas, por diferenças de solo e de clima ou por desigualdades estruturais de capital e trabalho, o comércio exterior aumenta a eficiência com que os recursos disponíveis em cada pais podem ser empregados. E este aumento de eficiência, possível sempre que observarem vantagens comparativas, eleva a produção e a renda nos países envolvidos nas trocas.</span></div>
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<span style="font-family: Verdana; font-size: 10pt;">O modelo Ricardiano é o mais simples dos modelos que explicam como as diferenças entre os países acarretam as trocas e ganhos no comércio internacional, pois, neste modelo, o trabalho é o único fator de produção e os países diferem apenas na produtividade do trabalho nas diferentes indústrias. </span></div>
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<span style="font-family: Verdana; font-size: 10pt;">Os países EXPORTARÃO OS BENS PRODUZIDOS com o trabalho interno de modo relativamente eficiente e IMPORTARÃO BENS PRODUZIDOS pelo trabalho interno de modo relativamente ineficiente, ou seja, o padrão de produção de um país é determinado pelas vantagens comparativas.</span></div>
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Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-90619723939060270602014-05-09T12:55:00.001-07:002014-06-09T04:17:57.803-07:00UNIVERSIDADE AUGUSTO MOTTA<div style="text-align: justify;">
<strong>Aluno</strong>: André Viana da Silva <br />
<strong>Matricula</strong>: 10101752 <strong>Sala</strong>: 308D<br />
<strong>Curso</strong>: ADM <strong>Turma</strong>: ADD0301N <br />
<strong>Professor</strong>: Miguel Marun<br />
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<strong>TRABALHO 3</strong><br />
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<strong> GESTÃO DE PESSOAS</strong><br />
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'Diferencie EMPRESÁRIO de EMPREENDEDOR um caso completo para cada um dele'<br />
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<strong>Empresário:</strong><br />
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O empresário é sinônimo de cautela. Ele consegue a empresa, porque a montou, comprou ou herdou, mas sua atuação limita-se a administrar a companhia da maneira em que ela está montada.<br />
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Seu estilo implica em atuações conservadoras, sem representar nenhum tipo de risco à empresa. Para colocar um projeto em prática, ele não demanda grandes esforços, porque não acredita em mudanças bruscas.<br />
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Para momentos em que é preciso dar equilíbrio à empresa ou depois de uma mudança na organização, o mais indicado é ter uma postura como esta. Afinal, o empresário saberia manter tudo como deve estar e não criaria nenhuma instabilidade.<br />
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<strong>Empreendedor:</strong><br />
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O empreendedor costuma ter boas ideias, não somente quando cria uma empresa, mas durante toda a existência dela. Uma companhia não é um projeto morto. Logo após abri-la, é preciso renovar sempre e, para isso, ele tem iniciativa.<br />
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Ele tem a capacidade de enxergar objetivos com clareza e traçar planos para atingi-los em prazo pré-estabelecido. O que o diferencia de outras pessoas é saber identificar oportunidades nos locais mais improváveis.<br />
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Este tipo de negociador sabe montar um projeto e ainda colocá-lo em prática, mesmo que, para isso, ele corra riscos, o que exige tolerância às frustrações e motivação diante de desafios.<br />
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<strong>RESUMO diferencial entre 'Empresário e Empreendedor':</strong><br />
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O <strong>'EMPREENDEDOR'</strong> gosta de criar coisas e colocá-las em funcionamento. O <strong>'EMPRESÁRIO'</strong> fica satisfeito quando a empresa cresce. São dois personagens diferentes que, às vezes, convivem na mesma pessoa, mas nem sempre isso acontece. É fundamental saber se sou apenas empreendedor, empresário ou ambas as coisas. A resposta determina o foco de nossas atividades. Para quem for empreendedor apenas, recomendo que saiba quando delegar o seu<br />
negócio, transferindo-o para as mãos de alguém que saiba fazê-lo crescer, embora tenha sido o empreendedor o seu fundador. É preciso cortar o cordão umbilical e reconhecer que não sou o indivíduo mais adequado para a etapa seguinte. Quem é só empresário terá mais negócios a comprar do que a inventar. E quem tiver a sorte de ser as duas coisas, desfrutará do seu empreendimento criando e fazendo-o crescer conforme achar melhor.</div>
Anonymoushttp://www.blogger.com/profile/14503139941892562793noreply@blogger.com0tag:blogger.com,1999:blog-4479465442941611655.post-61522302052692312042011-05-25T20:25:00.000-07:002014-05-09T13:25:45.134-07:00PSICOLOGIA SOCIAL<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> </w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" LatentStyleCount="156"> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
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</style> <![endif]--> <b>COMUNICAÇÃO HUMANAS E SUAS BARREIRAS</b><br />
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É a relação estabelecida pela transmissão de estímulos e pelas respostas provocadas. É um processo voluntário ou não, pelo qual dois agentes transmitem ou recebem mensagens.</div>
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<b>COMUNICAR</b>: </div>
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É o ato de tornar comum uma mensagem, por meio de códigos verbais ou não-verbais.</div>
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<b>VERBAL: </b></div>
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Dá-se através da fala, das palavras.</div>
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<b>NÃO-VERBAL: </b></div>
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Expressão facial, movimentos dos olhos, trejeitos e movimentos de cabeça, postura e movimento do corpo, componentes não-verbais da voz, aparência pessoal.</div>
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<b>Codificação</b>: Reunir ou transformar em código conhecimento a intenção da mensagem.</div>
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<b>Decodificação</b>: Decifrar a mensagem</div>
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<b>Feedback:</b> Informação que o emissor consegue obter e pela qual sabe se sua mensagem foi captada pelo receptor.</div>
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<b>Esquema Básico da Comunicação:</b></div>
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<b> <span style="color: #7f6000;">MENSAGEM</span></b></div>
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<b>EMISSOR </b>-------------------------------------------------------- <b>RECEPTOR</b></div>
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<b> <span style="color: #7f6000;">CANAL</span></b></div>
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<b>Aprendendo na comunicação:</b></div>
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Entre meios de comunicação e subjetividade: Estão os limites éticos; a história tem demonstrado de forma cabal que não se pode enganar as pessoas o tempo todo; a propaganda e os comercias apresentam geralmente um mundo irreal, perfeito e sem contradições; os meios de comunicação de massa não têm o controle absoluto da nossa subjetividade;</div>
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<b>PERSUASÃO</b>:</div>
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É o principal mecanismo psicológico de convencimento da mídia, podendo este ultrapassar as bases racionais da difusão de uma mensagem; esta forma de convencimento tenta persuadir o receptor da mensagem mais pelo campo da subjetividade do que pelo da objetividade; as pessoas não são capazes de reconhecer o produto da sua preferência quando comparado a um similar; a escolha do consumidor nem sempre está baseado em critérios objetivos e racionais.</div>
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<b>A LINGUAGEM DA SEDUÇÃO:</b></div>
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Pode estar embutida de forma sutil na construção linguística da mensagem.</div>
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<b>EXEMPLO</b>: 'Tostines é mais fresquinho porque vende mais ou vende mais porque é fresquinho?'.</div>
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<b>PROPAGANDA IDEOLÓGICA:</b></div>
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Trabalha com conteúdos ideacionais com crenças que procuram alterar o campo cognitivo das pessoas. Os fatores cognitivos e afetivos são os mais utilizados pela propaganda ideológica.</div>
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<b>EXEMPLO:</b> Conflitos étnicos; os judeus perseguidos desde a antiguidade.</div>
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<b>NA LINGUAGEM CINEMATOGRÁFICA:</b></div>
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A imagem diz tudo. O recurso de propaganda ideológica sempre é acompanhado da contrapropaganda. Exemplo disso são as propagandas políticas: O argumento de um candidato é derrubado rapidamente por outro.</div>
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<b>COMUNICAÇÃO PLENA:</b></div>
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Para haver o processo de comunicação, é necessário que as pessoas se compreendam mutuamente. Para tanto, é preciso que o receptor queira receber a mensagem e se torne um receptor ATENTO. Para que isso ocorra, é necessário mais que ouvir, escutar o que o outro nos fala.</div>
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<b>OUVIR</b>: Perceber, entender os sons pelo sentido da audição. </div>
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<b>ESCUTAR</b>: Torna-se ou estar atento para ouvir, aplicar o ouvido com atenção para perceber ou ouvir.</div>
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Assim, <b>OUVIR </b>é a capacidade física de capturar sons, enquanto que <b>ESCUTAR </b>pressupõe interpretação e compreensão.</div>
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<b>PERCEPÇÃO SELETIVA</b> </div>
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Para conseguirmos a comunicação plena, é importante lembrar que ela decorre de uma; <b>PERCEPÇÃO</b> <b>SELETIVA</b>: Tendência das pessoas para ouvir e registrar apenas aquilo que lhes interessa, desprezando o que consideram irrelevante.</div>
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<b> AS BARREIRAS À COMUNICAÇÃO HUMANA</b></div>
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É interessante prestar atenção nas interações sociais ao nível das relações face a face, estando sujeita à influência de um conjunto de variedades de caráter manifesto ou latente, que são determinados, ou pelo menos influenciam, a condução dos processos comunicacionais. Interagir resultado das relações entre os indivíduos é consequência, por um lado, da aleatoriedade humana e, por outro, da previsibilidade que a vida em sociedade possibilita. É uma '<b>ARTE</b>' de bem gerir mensagens, enviada se recebidas, nos processos interacionais. Mas não só. O tempo, o espaço, o meio físico envolvente, da vida pessoal, o corpo, os fatores históricos da vida pessoal e social de cada indivíduo em presença, as expectativas e os sistemas de conhecimento que moldam a estrutura cognitiva de cada pessoa social, condicionam e determinam o jogo relacional dos seres humanos. Conhecendo alguns dos fatores que podem constituir barreiras à compreensão, ao sentir e agir dos atores sociais que pretendem interagir é o propósito que nos orienta. Esses podem tanto barrar como facilitar ou constituir fontes de ruídos às relações face a face; que são esses fatores:</div>
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<b>FATORES PESSOAIS:</b></div>
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É a comunicação do nível de profundidade, conhecimento que o indivíduo tem e revela na decorrência do processo conversacional, ou, o nível de conhecimento que os outros intervenientes lhe atribuem ou reconhecem estes sobre o assunto a tratar.</div>
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<b>SEUS ASPECTOS:</b></div>
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- Considerar nos fatores pessoais, diz a respeito à aparência do sujeito enunciador do discurso.</div>
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- É a postura corporal. Naturalmente que, nesta comunicação há sempre posturas próprias, eminentemente individuais. Mas o que interessa é ressaltar são, sobretudo, as posturas corporais que apesar de pessoais, fazem parte de um léxico social, às quais é possível atribuir significados também sociais.</div>
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<b>EXEMPLO</b>: É o caso de uma postura que, em determinados contextos se espera que não seja excessivamente rígida ou descontraída.</div>
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<b>LEMBRANDO-SE: </b></div>
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Que os movimentos do corpo se insere nos fatores pessoais que podem constituir barreiras à comunicação. Que também o contato visual é um fator pessoal que, apesar de tudo pode obstruir a interação e provocar momentos de embaraço ou, até, de pânico. A expressão facial é mais um fator pessoal com repercussões no campo interacional. As expectativas e as previsões comportamentais que os indivíduos fazem uns dos outros passam pelas mensagens emitidas pela expressão facial. É talvez um dos meios de comunicação mais importante nas relações face a face. Tanto para confirmação de expectativas, como para afirmação de determinados estados de espíritos.</div>
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<b> A INFLUÊNCIA COM OS INDIVIDUOS</b></div>
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Falar ou discursar, bem como a articulação, a modulação, o ritmo ou o timbre que emprestam à sua voz não escapam à observação social e cultural de determinados meios.</div>
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<b>FATORES SOCIAIS:</b></div>
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Nessa comunicação debrucemo-nos agora, por instantes, sobre alguns fatores sociais, cuja origem a consideramos também social. É o caso da '<b>FLEXIBILIDADE</b>' ou da rigidez dos sistemas de conhecimentos, que impregnam e condicionam as formas como os indivíduos pensamento o mundo. Os sistemas de conhecimentos condicionam e são condicionados por uma multiplicidade de fatores.</div>
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<b>A EDUCAÇÃO POR EXEMPLO:</b></div>
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É um deles, ao inculcar nos indivíduos determinados princípios como certos e absolutos. A importância desta abordagem permite-nos perceber, de forma objetiva, a marca que podem ter os princípios como certos e os valores na cosmovisão dos sujeitos, e isso é importante porque, entre outros aspectos a forma como cada um vê o mundo pontua as sequências comunicacionais. Mas só os princípios e os valores da educação a determinar os olhares do mundo. A cultura que marca a origem de cada ator social da aos indivíduos uma orientação normativa às suas formas de pensar, de sentir e de agir. As características de cada padrão cultural permitem uma (ré) aprendizagem das diferenças, as quais por si mesmas podem constituir motivos de comunicação e convívio, sem riscos de perda de <b>IDENTIDADE</b> cultural e social.</div>
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<b>SISTEMAS DE CONHECIMENTO:</b></div>
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São as crenças, ocupam no panorama dos fatores sociais que condicionam um lugar proeminente. Pode dizer-se que elas são princípio, meio e fim. São elas que pontuam os ritmos de vida pessoal e social, ao nível dos estilos de vida das escolhas de parceiros de métodos relacionais e, até, de decisões de vida ou de morte, pessoal ou de familiares dependentes de quem toma a decisão. <b>AS NORMAIS SOCIAIS</b>: Em cada sociedade um fator de '<b>DUPLO</b>' sentido: '<b>Amor </b>e <b>Ódio</b>'. Parametrizam os comportamentos, através do processo de socialização, dizem aos indivíduos como devem estar no mundo do nível orgânico, psíquico, social, cultural e simbólico.</div>
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<b>OS DOGMAS RELIGIOSOS:</b></div>
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- Sobretudo quando rejeitam tudo o que possa ir contra determinadas convicções;</div>
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- Podem constituir barreiras à intercompreensão humana.</div>
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- Provocam a desagregação social, o subdesenvolvimento e a ignorância, que trazem infelicidade.</div>
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<b>FATORES FISIOLÓGICOS </b></div>
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Nesta comunicação nem todos os aspectos constituem barreiras e nem todos os indivíduos valorizam os mesmos fatores como a interação. Os portadores de determinado <b>HANDICAP</b>, ou tem eles mesmos dificuldade na interação com os outros, ou são os outros que lhes provocam dificuldades. Estamos perante situações de dificuldade comunicacional com origem em percepções marcadamente pessoais ou com origem em padrões cognitivos resultantes de determinados meios sociais ou culturais. Existindo dificuldades em alguns interlocutores a conversa sobre determinados assuntos que versem, de forma assumida ou tangencial, a deficiência na sua comunicação.</div>
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<b>FATORES DE PERSONALIDADE </b></div>
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É a comunicação com frequência complicada de um indivíduo que se diz respeito à conhecida auto-suficiência, de fato, torna-se complicado interagir com sujeitos que presumem saber tudo sobre determinado assunto, ou então, que sabem esgota tudo sobre o assunto em questão.</div>
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<b>A CONFUNSÃO</b></div>
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Em constantemente alguns sujeitos fazem entre aquilo que é do foro objetivo e aquilo que é do subjetivo provoca não só dificuldades de compreensão por parte dos outros membros do sistema comunicacional como, não raras as vezes, conflitos.</div>
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<b>ASPECTO DE CONFUSÃO: </b></div>
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É conhecida entre mapa e território, que tem por nome '<b>GEOGRAFILE</b>'.<b> </b></div>
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<b>OS TERRITÓRIOS:</b></div>
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São respeito aos objetos, às pessoas, às coisas e às situações.</div>
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<b>OS MAPAS: </b></div>
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São respeito aos sentimentos do indivíduos que se pronuncia sobre os territórios, dos seus preconceitos e interferências.</div>
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<b>FATORES DE LINGUAGEM:</b></div>
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Nesta comunicação é possível enquadrar os problemas de confusão entre a realidade e as inferências que dela se fazem para, num segundo momento discursivo, mesmo não tendo eventualmente observado diretamente os fatos, fazer confusão entre estes dois planos. Sabendo que o uso constante de palavras abstratas por parte dos comunicadores é motivo frequente de desorientação e equivoco de compreensão entre os indivíduos.</div>
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<b>A INTERAÇÃO ENTRE OS SUJEITOS: </b></div>
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Não conseguem separar as coisas entre si ou aspectos da realidade que só aparentemente são iguais, estamos perante processos comunicacionais em que predominam as chamadas indiscriminações. Os fatores de linguagem são ainda considerada a '<b>FALSA IDENTIDADE</b>' baseada nas palavras. Nesta situação, o emissor está crente de que resume numa palavra ou expressão as suas crenças, atitudes ou avaliações.</div>
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<b>EXEMPLO</b>.: É como se um simples '<b>RÓTULO</b>' conseguisse identificar a complexidade dos conteúdos que ele expressa. Finalizando ainda neste campo, a polissemia apresentasse-nos como um mecanismo ao desencontro de sentidos. O uso sistemático de ruído, às vezes difícil de ultrapassar. Só o recurso a mecanismos de redundância pode, por vezes, contrariar as perturbações do processo de comunicação.</div>
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<b>FATORES PSICOLÓGICOS:</b></div>
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Nesta comunicação, uma variedade de aspectos que podem concorrer para o desenrolar dos padrões interacionais. O chamado '<b>EFEITO DE HALO</b>' é um mecanismo que diz respeito ao recurso que determinados sujeitos fazem quando se referem a outra pessoa. <b>EFEITO LÓGICO </b>é outro mecanismo, neste caso, o problema em associar duas características de um indivíduo. Como se houvesse uma relação causal linear: Se <b>A</b>, então <b>B</b>. Ora, sabendo que a realidade, mesmo a física, nem sempre se parece por esta simplicidade, muito mais prudência deverá haver no estabelecimento desta relação quando se trata de fatores comportamentais. O processo de comunicação humana não está imune a esta dificuldade.<b> </b></div>
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<b>TIPOS SOCIAIS OU PROFISSIONAIS:</b></div>
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Estamos perante os chamados '<b>TIPOS PRÉ</b>-<b>DETERMINADOS</b>': É um mecanismo a que todos recorrem, por uma questão de economia cognitiva ou perceptiva, ou simplesmente como dimensão lúdica, em tentar adivinhar ou prever o outro. '<b>SUAS DIFICULDADES</b>': Alguns sujeitos revelam em situar os outros, objetos da sua apreciação, valores escalares diversificados, falta de objetividade que acaba por marcar as relações interpessoais. Este mecanismo recebe o nome de '<b>EFEITO DE TENDÊNCIA CENTRAL</b>'. Finalmente, existem tendências de alguns indivíduos avaliarem os outros e situá-los no campo extremo da escala de apreciação. A deturpação da informação no processo interacional recebe o nome de '<b>EFEITO DE</b> <b>POLARIZAÇÃO</b>'.</div>
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