tag:blogger.com,1999:blog-8450306841345044502024-03-13T05:37:02.006-07:00eticabiopsyNeide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.comBlogger26125tag:blogger.com,1999:blog-845030684134504450.post-9267958755467792932014-11-22T15:23:00.002-08:002014-11-22T15:45:12.700-08:00Tríplice sentido da linguagem<span lang="PT" style="font-family: Arial, sans-serif; font-size: 11pt;">. </span><br />
<span lang="PT" style="font-family: Arial, sans-serif; font-size: 11pt;"><br /></span>
<br />
<div style="text-align: justify;">
<span lang="PT" style="background-color: #ffe599; font-family: Arial, sans-serif; font-size: 11pt;"><span style="color: blue;"> </span></span></div>
<div style="text-align: justify;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://2.bp.blogspot.com/-i1s6RBaOszw/VHEah5xOOUI/AAAAAAAAAFk/lrhBMrlUwgg/s1600/normal_corrupto.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="http://2.bp.blogspot.com/-i1s6RBaOszw/VHEah5xOOUI/AAAAAAAAAFk/lrhBMrlUwgg/s1600/normal_corrupto.jpg" height="254" width="400" /></a></div>
<span lang="PT" style="font-size: 11pt;"><span style="background-color: #fce5cd; color: blue;"><span style="font-family: Arial, sans-serif;"> </span><span style="font-family: Verdana, sans-serif;">Platão considerava a linguagem como um fármaco (<i>phármakon</i>) que trazia um tríplice sentido: o de remédio, veneno e cosmético. Como medicamento Platão considerava a linguagem um remédio para o conhecimento, pois por meio da comunicação conseguimos descobrir nossa ignorância e aprender com os outros. No sentido de veneno, as palavras seduzem, nos envolvem e nos fazem aceitar fascinados o que vimos e temos, sem que questionemos se tais palavras são verdadeiras ou falsas. Como cosmético, utilizamos as palavras como maquiagem ou máscara para dissimular ou ocultar a verdade sob as palavras. (Chauí, 2012).</span></span></span><br />
<div>
<span lang="PT" style="background-color: #ffe599; font-family: Arial, sans-serif; font-size: 11pt;"><span style="color: blue;"><br /></span></span></div>
<div>
<span lang="PT" style="background-color: #ffe599; font-family: Arial, sans-serif; font-size: 11pt;"><span style="color: blue;"><br /></span></span></div>
<div>
<span lang="PT" style="font-family: Arial, sans-serif; font-size: 11pt;"><div style="font-family: 'Times New Roman'; font-size: medium;">
<div style="background-color: #ffe599;">
<br /></div>
</div>
</span></div>
<div>
<span lang="PT" style="background-color: #ffe599; font-family: Arial, sans-serif; font-size: 11pt;"><span style="color: blue;"><br /></span></span></div>
</div>
Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-60776193709374569252014-03-02T07:27:00.004-08:002014-03-02T07:27:49.481-08:00 A ÉTICA<div class="MsoNormal" style="text-align: center;">
<b><span style="color: blue;">“A Ética é a ciência da verdade... </span></b></div>
<div class="MsoNormal" style="text-align: center;">
<b><span style="color: blue;"> não há uma Ética da mentira,
nem a meia Ética...</span></b></div>
<div class="MsoNormal">
<b><span style="color: blue;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: center;">
<b><span style="color: blue;">“A Ética é o fundamento da sociedade”<o:p></o:p></span></b></div>
<div class="MsoNormal" style="text-align: center;">
<b><span style="color: blue;">“É impossível a vida autêntica sem a Ética”</span></b><o:p></o:p></div>
<br />
<div class="MsoNormal" style="text-align: center;">
<i><span style="background-color: white;"><span style="color: blue; font-size: x-small;">(Francisco Gomes de
Matos, 2010)</span></span><o:p></o:p></i></div>
Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-77523012740863867072012-04-30T07:48:00.000-07:002012-04-30T07:48:00.992-07:00Estudo de paternidade por DNA<span style="font-size: large;"><span style="font-weight: bold;"></span></span><br /><span style="color: blue;">A Análise de Paternidade por DNA é o método mais confiável e moderno para confirmar ou negar a paternidade biológica de um indivíduo. Este tipo de análise não é uma análise médica, nem policial. É uma análise social, de interesse individual , que pode realizar-se por razões médicas, legais ou simplesmente pessoais. O procedimento se baseia em uma análise precisa das amostras de DNA do filho(a) e do suposto pai.</span><br style="color: blue;" /><span style="color: blue;">O DNA (ácido desoxirribonucleico) constitui uma marca genética única para cada indivíduo.</span><br style="color: blue;" /><span style="color: blue;">No DNA humano existem fragmentos muito variados denominados “marcadores de DNA”. Estes marcadores são herdados de forma mendeliana simples, ou seja, que cada indivíduo tem duas versões de um mesmo marcador: uma proveniente do pai e outra da mãe. A estas versões de um marcador denominamos alelos.</span><br style="color: blue;" /><span style="color: blue;">Comparando os alelos encontrados no filho com os do suposto pai, podemos estabelecer duas situações:</span><br style="color: blue;" /><span style="color: blue;">• Os marcadores herdados do pai biológico não coincidem com os do suposto pai, neste caso a paternidade é descartada com 100% de certeza.</span><br style="color: blue;" /><span style="color: blue;">• Os marcadores do filho coincidem com os do suposto pai, podendo se estabelecer a paternidade com uma certeza superior a 99,9%. Aqui devemos ressaltar que se não usamos 100% e sim 99,9%, é por razões meramente estatísticas.</span><br style="color: blue;" /><span style="color: blue;">O laboratório Genia emprega a tecnologia mais avançada disponível no âmbito da genética forense, baseada no estudo de marcadores genéticos com o uso da PCR (*). Nos estudos de identificação são analisados um total de 12 marcadores genéticos, o que garante a máxima precisão e confiabilidade. Os resultados de cada prova são analisados individualmente e interpretados por profissionais em biologia molecular que contam com ampla experiência nos âmbitos da genética clínica e forense.</span><br style="color: blue;" /><span style="color: blue;">O Genia oferece o Patertest como a alternativa mais segura e confidencial para determinar a paternidade</span><br style="color: blue;" /><span style="color: blue;">biológica de uma pessoa. Até o surgimento do Patertest, qualquer pessoa que enfrentasse um problema a ser resolvido através de um estudo de paternidade por DNA, deveria dirigir-se a um laboratório especializado para, além de colher as amostras biológicas para a realização da prova, fornecer os seus dados pessoais para identificação.</span><br style="color: blue;" /><span style="color: blue;">O Patertest é um kit que permite obter-se facilmente, em sua residência, amostras de mucosa bucal do filho e do suposto pai para enviá-las, de forma anônima, ao laboratório para a realização da análise de DNA.</span><br style="color: blue;" /><span style="color: blue;">O Kit conta com pequenas escovas, envelopes para o envio do material genético e as instruções necessárias. O material genético coletado consiste em células da mucosa bucal que se aderem à escova ao girá-la junto o lado interno da bochecha.</span><br style="color: blue;" /><span style="color: blue;">Essas amostras, completamente anônimas (identificadas somente com um número), são enviadas ao Laboratório para a análise do DNA. No resultado da Perícia deverá constar somente uma destas duas afirmativas</span><br style="color: blue;" /><span style="color: blue;">1. “O indivíduo 12001P é pai biológico do indivíduo 12001F”, - o que confirma a paternidade.</span><br style="color: blue;" /><span style="color: blue;">2. "O indivíduo 12001P não é pai biológico do indivíduo 12001F”, - o que exclui a paternidade.</span><br style="color: blue;" /><span style="color: blue;">O procedimento pode ser realizado em crianças de qualquer idade, já que o processo de coleta das amostras é muito simples e indolor.</span><br style="color: blue;" /><span style="color: blue;">O elevado número de marcadores genéticos analisados torna desnecessária a participação da mãe no estudo de paternidade, sem interferir na confiabilidade do resultado.</span><br style="color: blue;" /><span style="color: blue;">As situações mais comuns que requerem a utilização do Patertest são as seguintes:</span><br style="color: blue;" /><span style="color: blue;">1. Homens que tem dúvida de sua paternidade em relação a algum de seus filhos.</span><br style="color: blue;" /><span style="color: blue;">2. Homens que respondam algum processo desta natureza.</span><br style="color: blue;" /><span style="color: blue;">3. Relações extraconjugais em que a mulher engravida e não sabe se o pai biológico é seu esposo ou o</span><br style="color: blue;" /><span style="color: blue;">amante.</span><br style="color: blue;" /><span style="color: blue;">4. Mulheres que engravidam e têm relações com mais de um indivíduo, instalando-se a dúvida.</span><br style="color: blue;" /><span style="color: blue;">5. Mulheres que desejam confirmar ao pai a responsabilidade por seus filhos sem passar por um processo</span><br style="color: blue;" /><span style="color: blue;">judicial.</span><br style="color: blue;" /><span style="color: blue;">6. Pessoas que duvidam de sua relação filial com seus pais e desejam comprová-la.</span><br style="color: blue;" /><i style="color: blue;">.(*) PCR. Significa Reação em cadeia da Polimerase, e é o sistema utilizado para o estudo de DNA dos seres vivos.</i><br />
<br /><b style="color: red;">A ÉTICA MÉDICA NA DETERMINAÇÃO DE PATERNIDADE</b><br />
<br /><span style="color: blue;">Defendemos a posição que a perícia de determinação de paternidade é inalienavelmente um ato médico,</span><br style="color: blue;" /><span style="color: blue;">alicerçado em capacitação técnica, como exposto acima, mas igualmente em uma capacitação ética. A atuação desavisada de profissionais inadequadamente formados nos aspectos éticos e médico-legais pode levar a resultados desastrosos. A prática da determinação de paternidade deve espelhar a medicina como um todo e pautar rigidamente o seu trabalho de acordo com cinco princípios éticos fundamentais: autonomia, privacidade, justiça, igualdade e qualidade.</span><br style="color: blue;" /><span style="color: blue;">De acordo com o princípio da autonomia, os testes de paternidade deverão ser estritamente voluntários e a</span><br style="color: blue;" /><span style="color: blue;">informação resultante deles deve ser absolutamente pessoal. Seguindo o princípio da privacidade, os resultados dos testes genéticos de determinação de paternidade de um indivíduo não poderão ser comunicados a nenhuma outra pessoa sem seu consentimento expresso. O princípio da justiça garante que o perito se manterá absolutamente imparcial na avaliação científica dos resultados dos exames de paternidade por ele realizados, independente da identidade das pessoas envolvidas. O princípio da igualdade rege que todas as perícias serão tratadas com igual seriedade, sem qualquer consideração de classe sócioeconômica, origem geográfica, raça e religião. Finalmente, o princípio da qualidade deve assegurar que todos os exames de paternidade serão feitos com a tecnologia mais moderna disponível e que os laudos de paternidade oferecidos terão confiabilidade absoluta.</span><br />
<br />http://www.portalmedico.org.br/revista/bio2v5/odnacomounica.htmNeide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-57671418319468275542012-03-13T15:34:00.001-07:002012-03-13T15:34:41.256-07:00http://projetorondon.pagina-oficial.com/portal/index/noticia/id/53087/module/default<a href="http://projetorondon.pagina-oficial.com/portal/index/noticia/id/53087/module/default">http://projetorondon.pagina-oficial.com/portal/index/noticia/id/53087/module/default</a>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-79898131278358771322012-03-09T17:46:00.000-08:002012-03-09T17:46:02.975-08:00CURSOS À DISTÂNCIA - GRÁTIS<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: blue;">NÃO PERCAM A OPORTUNIDADE DE APRENDER MAIS COM CERTIFICAÇÃO.</span></i></b></div><div class="MsoNormal"><br />
</div><br />
<img alt="" src="data:image/png;base64,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" /><b style="background-color: white; color: magenta;"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Visitem os links !!!</span></b><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="color: #000099;"><a href="http://www.fgv.br/fgvonline/cursosgratuitos.aspx" target="_blank">www.fgv.br/fgvonline/<wbr></wbr>cursosgratuitos.aspx</a><br />
<br />
<a href="http://www.ead.sebrae.com.br/" target="_blank">www.ead.sebrae.com.br</a><br />
<br />
<a href="http://www.amazoniacursos.com/" target="_blank">http://www.amazoniacursos.com/</a><br />
<br />
<a href="http://www.icursosonline.com/" target="_blank">http://www.icursosonline.com/</a><br />
<br />
<a href="http://www.fnq.org.br/" target="_blank">http://www.fnq.org.br</a><br />
<br />
<a href="http://www.cursogratisonline.com.br/" target="_blank">http://www.cursogratisonline.<wbr></wbr>com.br/</a></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><cite><a href="http://idealgratis.com/"><span style="font-style: normal;">http://idealgratis.com/</span></a></cite></div><div class="MsoNormal"><cite><span style="font-style: normal;"> </span></cite></div><div class="MsoNormal"><u><cite><span style="font-style: normal;">http://www.senado.gov.br/sf/senado/ilb/asp/ED_Cursos.asp </span></cite></u></div><div class="MsoNormal"><u><cite><span style="font-style: normal;"><br />
</span></cite></u></div><div class="MsoNormal"><cite><span style="font-style: normal;"> </span></cite></div><div class="MsoNormal"><cite><span style="font-style: normal;"> </span></cite></div><div class="MsoNormal"><cite><span style="font-style: normal;"> </span></cite></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-67132875054184059992012-03-07T04:55:00.001-08:002013-03-14T10:25:15.784-07:00Orientação para realização de trabalhos<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: 10pt; line-height: 150%;"><a href="http://www.unianhanguera.edu.br/anhanguera/bibliotecas/normas_bibliograficas/index.html">http://www.unianhanguera.edu.br/anhanguera/bibliotecas/normas_bibliograficas/index.html</a></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<span style="font-size: 10pt; line-height: 150%;"> </span> </div>
<div align="center" class="MsoNormal" style="line-height: 150%; text-align: center;">
<b style="mso-bidi-font-weight: normal;"><span style="background: none repeat scroll 0% 0% yellow; font-size: 10pt; line-height: 150%;">NORMAS BASICAS ABNT</span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;"></span></b></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">1-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">APRESENTAÇAO</span></b><span style="font-size: 10pt; line-height: 150%;"> - O trabalho deve ser apresentado de acordo com a seguinte estrutura: capa; folha de rosto (opcional); resumo; sumario; introdução; conclusão; referencias bibliográfica; anexos.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">2-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">CAPA – </span></b><span style="font-size: 10pt; line-height: 150%;">Deve conter o nome da faculdade, o curso, a disciplina, nome do aluno, RA, turma, local e data.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">3-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">RESUMO – </span></b><span style="font-size: 10pt; line-height: 150%;">É a apresentação concisa do texto, destacando os aspectos de maior interesse e importância. Deverá ser informativo. Não deve exceder a 15 linhas. Terminando o resumo, pular uma linha para digitar as palavras-chave.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">4-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">SUMARIO (índice) – </span></b><span style="font-size: 10pt; line-height: 150%;">Deve dar uma idéia geral do estudo realizado. A ordem de enumeração das divisões ou partes do trabalho deve estar de acordo com a ordem em que se encontra dentro do trabalho. Todo sumario deve obedecer a NB-85, determinada pela ABNT (1978).</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">5-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">INTRODUÇAO – </span></b><span style="font-size: 10pt; line-height: 150%;">É a parte do trabalho onde o tema é apresentado de forma global. Deve indicar os objetivos do trabalho e se referir as partes do texto que serão desenvolvidos ao longo do trabalho. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">6-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">DESENVOLVIMENTO – </span></b><span style="font-size: 10pt; line-height: 150%;">(Texto principal) – É a parte mais extensa do trabalho e visa apresentar os resultados da pesquisa. Nesta parte deve ser citada a literatura (fontes bibliográficas) que serve de base para a redação do trabalho. Deve ser organizado em divisões ou partes conforme o plano final de redação do trabalho. A numeração das partes que compõem o texto deve ser progressiva.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">7-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">CONCLUSAO – </span></b><span style="font-size: 10pt; line-height: 150%;">É a última parte do trabalho e deve conter uma recapitulação sintética dos resultados da pesquisa. Deve ser breve e basear-se em dados comprovados.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">8-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">REFERENCIAS BIBLIOGRAFICAS – </span></b><span style="font-size: 10pt; line-height: 150%;">Lista, em ordem alfabética, das obras efetivamente utilizadas para elaboração do trabalho. <b style="mso-bidi-font-weight: normal;">Exemplos:</b></span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">- </span></b><span style="font-size: 10pt; line-height: 150%;">ANDRE, Hildebrando Afonso de: <u>Curso de redação</u>. 2ª ed. São Paulo, Marco Editora (1996).- BACK, Eurico: <u>Roteiro de Redação Oficial.</u> São Paulo. Ed. FTD. (1997)</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-size: 10pt; line-height: 150%;">.- CIÊNCIA DA INFORMAÇÃO, Brasília, v. 26. n. 3, 1997. Disponível em: <http://www.ibict.br/cionline>. Acesso em: 19 maio 1998.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-size: 10pt; line-height: 150%;">- RODRIGUES, M. V. Uma investigação na qualidade de vida no trabalho. In: ENCONTRO ANUAL DA ANPAD, 13., Belo Horizonte, 1989. <b>Anais… </b>Belo Horizonte: ANPAD, 1989. p. 455-468.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">9-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;"> ANEXOS – </span></b><span style="font-size: 10pt; line-height: 150%;">Informações complementares de pesquisa (Projeto de Leis, Decretos, Reportagens, Tabelas, Gráficos, Figuras, Formulários, Questionários). Informações necessárias para melhor entendimento do texto, que por razoes técnicas não foram inseridas.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">10-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">FORMA GRAFICA</span></b></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-size: 10pt; line-height: 150%;">PAPEL – Formato A4 (210 X 297 mm) </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: justify;">
<span style="font-size: 10pt; line-height: 150%;">MARGENS – Obedecer as seguintes margens:</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;">
<span style="font-size: 10pt; line-height: 150%;">Superior – 3 cm</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;">
<span style="font-size: 10pt; line-height: 150%;">Inferior – 2 cm</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;">
<span style="font-size: 10pt; line-height: 150%;">Direita – 2 cm</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;">
<span style="font-size: 10pt; line-height: 150%;"> Esquerda – 3 cm.</span></div>
<div align="center" class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; text-align: center;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">11-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">PARÁGRAFOS – </span></b><span style="font-size: 10pt; line-height: 150%;">Devem se iniciados a 2 cm da margem esquerda, Espaçamento entre linhas de 1,5 cm, porém, quando parágrafo, acrescentar antes ¨6pt¨;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">12-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">ITENIZAÇAO – </span></b><span style="font-size: 10pt; line-height: 150%;">Sempre no início da margem esquerda, o capitulo em romanos e os itens e sub-itens em seqüência arábica</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">13-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">NUMERAÇÃO – </span></b><span style="font-size: 10pt; line-height: 150%;">Inserir os números de paginas a partir da 2ª pagina no cabeçalho à direita</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">14-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">CITAÇOES – </span></b><span style="font-size: 10pt; line-height: 150%;">As citações diretas ou textuais longas devem ser destacadas em parágrafos próprios abaixo do texto. Iniciando a 4 cm da margem esquerda e ser digitada em espaço simples</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">15-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">REFERENCIAS BIBLIOGRAFICAS – </span></b><span style="font-size: 10pt; line-height: 150%;">Cada referencia bibliográfica deve ser iniciada na margem esquerda digitada em espaço simples: a partir da segunda linha, o texto deve vir sempre alinhado pela terceira letra, isto é, a três espaços da margem esquerda.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">16-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">NUMERAÇAO – </span></b><span style="font-size: 10pt; line-height: 150%;">A numeração conta, a partir da capa (folha de rosto). A numeração deve figurar nas paginas que iniciam com títulos de capítulos ou seção, sumario, introdução, conclusão, referências bibliográficas e anexos. A numeração deve ser colocada no canto superior direito da folha. </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">17-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">TAMANHO DA FONTE – </span></b><span style="font-size: 10pt; line-height: 150%;">Usar fonte Times New Roman – tamanho 12 ou Arial – tamanho 12.</span></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">18-<span style="font: 7pt "Times New Roman";"> </span></span></b><b style="mso-bidi-font-weight: normal;"><span style="font-size: 10pt; line-height: 150%;">DICAS PARA OUTRAS ATIVIDADES:</span></b><span style="font-size: 10pt; line-height: 150%;"> - <b style="mso-bidi-font-weight: normal;">CONTEÚDO DO RELATÓRIO – </b>Evidentemente, um bom relatório, além de aspecto visual, deve aprimorar por algumas características fundamentais para o professor orientador acompanhar e avaliar as atividades do estagiário. Assim sendo, destacando as seguintes: ser objetivo; possuir redação correta e agradável; ser preciso nos dados e informações; não ser exageradamente curto nem demasiadamente longo; ser original, ter boa apresentação; utilizar-se de quadros; desenho; mapas; fluxogramas; figuras explicativas, etc.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<br /></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<span style="color: #ff6600; font-family: TTE2934B70t00; font-size: 14pt;">Padronização - Anhanguera</span></div>
<div class="MsoNormal" style="mso-layout-grid-align: none; text-autospace: none;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black;">O material escrito solicitado nesta atividade deve ser produzido de acordo com as normas da ABNT1, com o seguinte padrão:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="color: black;">1-<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Em papel branco, formato A4;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="color: black;">2-<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Com margens esquerda e superior de 3cm, direita e inferior de 2cm</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="color: black;">3-<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Fonte Times New Roman tamanho 12, cor preta;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="color: black;">4-<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Espaçamento de 1,5 entre linhas;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 36.0pt; mso-layout-grid-align: none; mso-list: l1 level1 lfo2; tab-stops: list 36.0pt; text-autospace: none; text-indent: -18.0pt;">
<span style="color: black;">5-<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Se houver citações com mais de três linhas, devem ser em fonte tamanho 10, com um recuo de 4cm da margem esquerda e espaçamento simples entre linhas;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black;">6-<span style="font: 7pt "Times New Roman";"> </span></span><span style="color: black;">Com capa, contendo:</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black;">I- Nome de sua Unidade de Ensino, Curso e Disciplina</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18pt;">
<span style="color: black;">II- Título da atividade;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18pt;">
<span style="color: black;">II- </span><span style="color: black;">Nome e RA de cada participante;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black;">IV- Turma - Turno </span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18.0pt; mso-layout-grid-align: none; text-autospace: none;">
<span style="color: black;">V- Nome do professor da disciplina;</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18pt;">
<span style="color: black;">VI- Cidade e data da entrega.</span></div>
<div class="MsoNormal" style="line-height: 150%; margin-left: 18pt;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%;">
<br /></div>
<div class="MsoNormal" style="line-height: 150%; text-align: justify;">
<br /></div>
Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-13909425952507698842012-02-27T19:46:00.000-08:002012-02-27T19:46:45.726-08:00PLÁGIO ACADÊMICO<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <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:DoNotPromoteQF/> <w:LidThemeOther>PT-BR</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
DefSemiHidden="true" DefQFormat="false" DefPriority="99"
LatentStyleCount="267"> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Normal"/> <w:LsdException Locked="false" Priority="9" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="heading 1"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 2"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 3"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 4"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 5"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 6"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 7"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 8"/> <w:LsdException Locked="false" Priority="9" QFormat="true" Name="heading 9"/> <w:LsdException Locked="false" Priority="39" Name="toc 1"/> <w:LsdException Locked="false" Priority="39" Name="toc 2"/> <w:LsdException Locked="false" Priority="39" Name="toc 3"/> <w:LsdException Locked="false" Priority="39" Name="toc 4"/> <w:LsdException Locked="false" Priority="39" Name="toc 5"/> <w:LsdException Locked="false" Priority="39" Name="toc 6"/> <w:LsdException Locked="false" Priority="39" Name="toc 7"/> <w:LsdException Locked="false" Priority="39" Name="toc 8"/> <w:LsdException Locked="false" Priority="39" Name="toc 9"/> <w:LsdException Locked="false" Priority="35" QFormat="true" Name="caption"/> <w:LsdException Locked="false" Priority="10" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Title"/> <w:LsdException Locked="false" Priority="1" Name="Default Paragraph Font"/> <w:LsdException Locked="false" Priority="11" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtitle"/> <w:LsdException Locked="false" Priority="22" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Strong"/> <w:LsdException Locked="false" Priority="20" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="0" SemiHidden="false"
UnhideWhenUsed="false" Name="Table Grid"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Placeholder Text"/> <w:LsdException Locked="false" Priority="1" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="No Spacing"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 1"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 1"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 1"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 1"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 1"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 1"/> <w:LsdException Locked="false" UnhideWhenUsed="false" Name="Revision"/> <w:LsdException Locked="false" Priority="34" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="List Paragraph"/> <w:LsdException Locked="false" Priority="29" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Quote"/> <w:LsdException Locked="false" Priority="30" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Quote"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 1"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 1"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 1"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 1"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 1"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 1"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 1"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 1"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 2"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 2"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 2"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 2"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 2"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 2"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 2"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 2"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 2"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 2"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 2"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 2"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 2"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 2"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 3"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 3"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 3"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 3"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 3"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 3"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 3"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 3"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 3"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 3"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 3"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 3"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 3"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 3"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 4"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 4"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 4"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 4"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 4"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 4"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 4"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 4"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 4"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 4"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 4"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 4"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 4"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 5"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 5"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 5"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 5"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 5"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 5"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 5"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 5"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 5"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 5"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 5"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 5"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 5"/> <w:LsdException Locked="false" Priority="60" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Shading Accent 6"/> <w:LsdException Locked="false" Priority="61" SemiHidden="false"
UnhideWhenUsed="false" Name="Light List Accent 6"/> <w:LsdException Locked="false" Priority="62" SemiHidden="false"
UnhideWhenUsed="false" Name="Light Grid Accent 6"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 1 Accent 6"/> <w:LsdException Locked="false" Priority="64" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Shading 2 Accent 6"/> <w:LsdException Locked="false" Priority="65" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 1 Accent 6"/> <w:LsdException Locked="false" Priority="66" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium List 2 Accent 6"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 1 Accent 6"/> <w:LsdException Locked="false" Priority="68" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 2 Accent 6"/> <w:LsdException Locked="false" Priority="69" SemiHidden="false"
UnhideWhenUsed="false" Name="Medium Grid 3 Accent 6"/> <w:LsdException Locked="false" Priority="70" SemiHidden="false"
UnhideWhenUsed="false" Name="Dark List Accent 6"/> <w:LsdException Locked="false" Priority="71" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Shading Accent 6"/> <w:LsdException Locked="false" Priority="72" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful List Accent 6"/> <w:LsdException Locked="false" Priority="73" SemiHidden="false"
UnhideWhenUsed="false" Name="Colorful Grid Accent 6"/> <w:LsdException Locked="false" Priority="19" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Emphasis"/> <w:LsdException Locked="false" Priority="21" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Emphasis"/> <w:LsdException Locked="false" Priority="31" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Subtle Reference"/> <w:LsdException Locked="false" Priority="32" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Intense Reference"/> <w:LsdException Locked="false" Priority="33" SemiHidden="false"
UnhideWhenUsed="false" QFormat="true" Name="Book Title"/> <w:LsdException Locked="false" Priority="37" Name="Bibliography"/> <w:LsdException Locked="false" Priority="39" QFormat="true" Name="TOC Heading"/> </w:LatentStyles> </xml><![endif]--><!--[if gte mso 10]> <style>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin-top:0cm;
mso-para-margin-right:0cm;
mso-para-margin-bottom:10.0pt;
mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";
mso-fareast-font-family:"Times New Roman";}
</style> <![endif]--> <br />
<div class="MsoNormal" style="color: red;"><i><b><br />
</b></i></div><div class="MsoNormal" style="color: red;"><i><b>Vamos aplicar a sabedoria que “nem<span style="mso-spacerun: yes;"> </span>tudo que reluz é ouro”.</b></i></div><div class="MsoNormal" style="color: red;"><br />
</div><div class="MsoNormal">É importante em primeira mão buscar um diálogo com os alunos e esclarecer as metodologias e normas técnicas, assim como a necessidade da preservação do direito autoral e o significado de Plágio.</div><div class="MsoNormal" style="text-align: justify;">O Plágio acadêmico é caracterizado quando um aluno copia partes de textos de livros, artigos ou qualquer publicação da internet e acrescenta no seu trabalho sem citar a fonte ou referência bibliográfica, camuflando o verdadeiro autor do conceito ou idéia. Significa apropriação indevida ou violação dos direitos autorais, causando implicações éticas e legais, cabendo ações cíveis e penais.</div><div class="MsoNormal" style="text-align: justify;">O direito autoral é regulamento pela Lei 9.610, de fevereiro de 1988, que altera, atualiza e consolida a legislação sobre direitos autorais e dá outras providências. Também pelo Código Civil Art. 524, o Código Penal trata de crime contra o direito autoral nos artigos 7, 22, 24, 33, 101 a 110 e 184 a 186. Por isso o direito autoral é propriedade regulamentada.</div><div class="MsoNormal" style="text-align: justify;">Sugiro a leitura da cartilha sobre Plágio Acadêmico neste link:</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.noticias.uff.br/arquivos/cartilha-sobre-plagio-academico.pdf">http://www.noticias.uff.br/arquivos/cartilha-sobre-plagio-academico.pdf</a>, acesso em 28/01/2012, 09:42h.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Referencia</div><div class="MsoNormal"><a href="http://www.cultura.gov.br/site/categoria/politicas/direitos-autorais-politicas/">http://www.cultura.gov.br/site/categoria/politicas/direitos-autorais-politicas/</a>, acesso em 28/01/2012, 10:43h.</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.noticias.uff.br/arquivos/cartilha-sobre-plagio-academico.pdf">http://www.noticias.uff.br/arquivos/cartilha-sobre-plagio-academico.pdf</a>, acesso em 28/01/2012, 09:42h.</div><div class="MsoNormal"><br />
</div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-9272880156080861842012-01-28T03:06:00.000-08:002012-01-28T03:06:21.823-08:00DIGA NÃO AO PLÁGIO ACADÊMICO<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"><object id="BLOG_video-FAILED-0" class="BLOG_video_class" contentid="FAILED" width="320" height="266" ></object><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/d0iGFwqif5c?feature=player_embedded' frameborder='0'></iframe></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com1tag:blogger.com,1999:blog-845030684134504450.post-62968188107022892372012-01-17T18:18:00.000-08:002012-01-17T18:18:40.178-08:00PÓS-GRADUAÇÃO - PSICOLOGIA ORGANIZACIONAL<div><b style="color: orange;">A Faculdade Anhanguera de Brasília</b> está com inscrições abertas para o curso de Psicologia Organizacional. Nesse sentido, convidamos você para conhecer nosso departamento, nossa metodologia de ensino e nossos cursos.</div><div><br />
</div><div><div><b>Estamos atendendo de segunda a sexta-feira, das 13h às 21h e aos sábados das 9h às 12h. E-mail: <a href="mailto:mauricio.beccker@aedu.com" target="_blank">mauricio.beccker@aedu.<wbr></wbr>com</a> / Tel.: 3352 6290 Ramais: 214/238</b></div><div><br />
</div><div><b>Enviamos, ainda, algumas informações sobre a nossa instituição e sobre o curso. Caso tenha alguma dúvida sobre a instituição de ensino, sobre o curso, ou sobre valores e descontos especiais, entre em contato conosco.</b></div></div><div><br />
</div><div><br />
</div><div><b>A Mantenedora e a Faculdade:</b></div><div><br />
</div><div style="text-align: justify;"><b style="color: orange;">A Faculdade Anhanguera de Brasília (FAB)</b>, credenciada pelo MEC desde 1998, é mantida pela Anhanguera Educacional Ltda., atualmente a 2º maior instituição do mundo em número de alunos, estando presente em 9 estados brasileiros, mais o Distrito Federal. A FAB possui 11 curso de graduação presencial, todos devidamente autorizados pelo MEC, e 19 cursos de pós-graduação, sendo 8 presenciais e 11 no modelo à distância, credenciados pelo MEC. Além da graduação e pós-graduação a Faculdade Anhanguera de Brasília oferta uma série de cursos de extensão, além de participar de inúmeros eventos e projetos voltados para a Iniciação Científica e Extensão Comunitária, contribuindo para o crescimento e desenvolvimento regional de Brasília.</div><div><br />
</div><div style="color: red;"><b>O Curso de Psicologia Organizacional:</b></div><div><br />
</div><div style="text-align: justify;"><span style="font-size: small;"><b style="color: black;">O curso de Psicologia Organizacional</b> é composto por 10 disciplinas, distribuídas em 4 módulos. Por meio de cada disciplina o especialista em Psicologia Organizacional será c<span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 39.05pt;">apacitado para identificar e buscar ferramentas que o auxilie nas diversas situações relativas ao comportamento humano no ambiente de trabalho, com o objetivo de harmonizar as relações entre pessoas e processos organizacionais. A</span><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 39.05pt;"> atuação do especialista nesta área </span><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;">visa minimizar os conflitos e promover um ambiente de trabalho mais harmônico, produtivo e motivacional com foco em resultados, por meio da formação de recursos humanos mais qualificado e capacitado para desempenhar sua função dentro do cargo ocupado na Empresa. </span><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;">As atividades desenvolvidas pelo especialista, dentro de uma Organização, abrange diversos segmentos: recrutamento, seleção, treinamento de equipe,</span><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;"> </span><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;">diagnóstico situacional e organizacional, avaliação de desempenho, aconselhamento psicológico, gestão por competência, desenvolvimento organizacional, análise de cargos e salários, psicodiagnóstico e consultoria.</span><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;"> </span></span></div><div><span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;"><br />
</span></div><div> <span style="font-family: Arial,sans-serif; text-align: justify; text-indent: 35.45pt;">No mercado de trabalho brasiliense, o especialista formado pela FAB estará apto a atuar tanto no ramo privado, em constante crescimento no DF, quanto no ramo público.</span></div><div><br />
</div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-50498392094235915732012-01-15T15:20:00.000-08:002012-01-15T15:20:55.187-08:00ÉTICA<div align="center" class="MsoNormal" style="text-align: center;"><b><span style="font-size: 14.0pt;"><span style="color: red;">ÉTICA</span><o:p></o:p></span></b></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify; text-indent: 36.0pt;"><span style="font-size: 11.0pt;">Atualmente estamos convivendo com uma sociedade onde os conceitos de valores estão muito invertidos. É como se as pessoas não tivessem aprendido o que é valor, ou o que é certo ou errado. Não distinguem o que é ético do antiético e agem naturalmente. <b>Valor </b>é a qualidade pela qual nós escolhemos alguma coisa em detrimento de outra, ou a estimamos mais ou menos. <b>Ética</b> é “conjunto de valores que orientam o comportamento do homem em relação aos outros homens na sociedade em que vive, garantindo, assim, o bem-estar social”. Ética é a forma que o homem deve se comportar no seu meio social. A palavra <b><i>ética</i></b> vem do grego <i>ethos</i>, que quer dizer “modo de ser” ou então “caráter”, <b>adquirido</b> pelo homem, e não um modo natural de ser. O ser humano aprende a ser ético. <b>Ser ético</b> é poder escolher, dentre várias opções, o que é certo ou o que é errado; também saber por que é certo ou por que é errado, baseado em valores aprendidos desde a infância, no lar, na escola e no meio social. Ainda utilizando a racionalidade humana, poder compreender o que é mais justo ou menos injusto,</span><span lang="PT" style="font-size: 11.0pt; mso-ansi-language: PT;"> diante de possíveis escolhas que afetam a terceiros, </span><span style="font-size: 11.0pt;">fazer sua escolha e assumir a responsabilidade do seu ato. O <b>ato moral</b> é exclusivo do ser humano porque este é o único dotado de consciência, de liberdade e de poder de decisão. </span><b><span lang="PT" style="font-size: 11.0pt; mso-ansi-language: PT;">Moral </span></b><span lang="PT" style="font-size: 11.0pt; mso-ansi-language: PT;">- delimita o que é bom e o que é ruim no comportamento dos indivíduos para uma convivência civilizada.</span><span lang="PT" style="font-size: 11.0pt;"> </span><span style="font-size: 11.0pt;"><o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify; text-indent: 45.0pt;"><b><span style="font-size: 11.0pt;">A Ética no serviço público</span></b><span style="font-size: 11.0pt;"> é motivo de críticas e de descrédito pela sociedade <st1:personname productid="em geral. H£" w:st="on">em geral. Há</st1:personname> uma distorção de valores e uma difamação dos servidores públicos como preguiçosos, incompetentes, irresponsáveis e ladrões. Os servidores na verdade são pessoas que prestaram concurso e estão nas suas repartições para trabalhar e exercer suas funções. “Os funcionários públicos não são responsáveis pela deteriorização dos serviços públicos, pela burocratização e pela quebra dos padrões de conduta ética da administração pública” (Carneiro, 1998, p.23).<o:p></o:p></span></div><div class="MsoNormal" style="text-align: justify; text-indent: 45.0pt;"><span style="font-size: 11.0pt;">O Código de Ética do Servidor Público, no artigo VI, afirma: <i>“a conduta ética do servidor público precisa ser a mesma no trabalho e na vida particular”. </i>Assim, os fatos e atos na conduta do dia-a-dia em sua vida privada poderão acrescer ou diminuir o seu bom conceito na vida funcional. Lembrando Aristóteles – <i>“Nenhum Estado pode crescer ou estabilizar-se sobre o poder corruptivo do hábito do erro, da opressão ou da mentira, que sempre aniquilam até mesmo a dignidade humana, quanto mais a Nação”.</i><o:p></o:p></span></div><h1 style="text-align: justify;"><span style="font-size: 11.0pt;">“A ética é o direito e a vontade de justiça, porém é a arte que deve ser aprendida dia após dia.”<o:p></o:p></span></h1><h1 style="text-align: justify;"><span style="font-size: 9.0pt;"><o:p> </o:p></span></h1><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><b><span style="font-size: 10.0pt; line-height: 150%;">REFERÊNCIAS BIBLIOGRÁFICAS<o:p></o:p></span></b></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><br />
</div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: 9.0pt; line-height: 150%;">- PASSOS, Elizete. Ética nas Organizações. Ed. São - Paulo: Global, 2006.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 150%; text-align: justify;"><span style="font-size: 9.0pt; line-height: 150%;">- MARCONDES, Danilo. Textos básicos de Ética: de Platão a Foucaut. ZAHAR, RJ, 2008.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: 150%; margin-right: -13.1pt; mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="font-size: 9.0pt; line-height: 150%;">- Código de Ética Profissional do Servidor Público Civil do Poder Executivo Federal.<o:p></o:p></span></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-82639622774523279742011-10-20T18:33:00.000-07:002011-10-20T18:33:42.358-07:00MAIS UMA OPÇÃO PARA CURSOS<span style="color: blue; font-size: large;">Cursos à distância e presenciais com certificação.</span><br />
<br />
<br />
http://www.ev.org.br/Paginas/Home.aspxNeide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-30126974441459767732011-10-10T18:58:00.000-07:002011-10-10T18:58:39.706-07:00CONVITE - FILME<div style="background-color: white; color: #38761d;"><span style="font-size: large;"><b>AOS ALUNOS DE BIOMEDICINA - Anhanguera de Brasília</b></span></div><br />
<b><span style="color: red;">ATIVIDADES COMPLEMENTARES - <span style="background-color: yellow;">SOCIO-CULTURAL</span></span></b><br />
<br />
<span style="font-size: large;">FILME = 2horas</span><br />
<br />
<span style="font-size: large;"><span style="background-color: #ffe599;">O Óleo de Lorenzo</span> ou </span><br />
<span style="font-size: large;"><span style="background-color: #b6d7a8;">Esquizofrenia</span></span><br />
<span style="font-size: large;"><br />
<b style="color: blue;">DIA 14/10/2011 - 6ª feira.</b></span><br />
<div style="color: blue;"><b><span style="font-size: large;">Horário: às 14:00h </span></b></div><div style="color: blue;"><b><span style="font-size: large;">SALA E-20 </span></b></div><div style="color: blue;"><br />
</div><div style="color: blue;"><b><span style="font-size: large;"><span style="font-size: small;">Profª Neide. </span></span></b></div><span style="font-size: large;"><br />
</span>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com1tag:blogger.com,1999:blog-845030684134504450.post-34633250047279057962011-09-16T18:48:00.000-07:002011-09-16T18:58:52.939-07:00CONSCIÊNCIA ÉTICA<!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style> <![endif]--><!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span><!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style> <![endif]--><!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span><span style="background-color: red;"><b style="color: magenta;"><span style="background-color: white; font-family: Verdana,sans-serif;">Há dois fatores que limitam e amortecem a consciência ética:</span></b></span><br />
<div style="text-align: justify;"><span style="background-color: red;"><b style="color: magenta;"><span style="background-color: white; font-family: Verdana,sans-serif;"> </span></b><span style="background-color: white;"></span></span><span style="color: purple;"></span><b style="color: purple; font-family: Verdana,sans-serif;"> </b></div><ul><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" height="200" src="data:image/png;base64,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" width="200" /></a>
<li><i><b style="color: purple; font-family: Verdana,sans-serif;">O conhecimento totalitário</b><span style="font-family: Verdana,sans-serif;"> </span></i></li>
</ul><br />
<div style="color: blue;"><span style="font-family: Verdana,sans-serif;">Produto da ideologia do poder, traduz-se por “eu sei que é melhor para você” cria meninos sem consciência crítica”</span><b>.</b> <span style="font-family: Verdana,sans-serif;"></span><b style="font-family: Verdana,sans-serif;"> </b></div><br />
<ul><li><i><b style="color: purple; font-family: Verdana,sans-serif;">A tecnologia sem alma</b></i><span style="color: blue; font-family: Verdana,sans-serif;"><i> </i></span></li>
</ul><div></div><br />
<span style="color: blue; font-family: Verdana,sans-serif;">Entende o conhecimento como produto da mídia, focado no mercado, traduz-se por ’‘é disso que você precisa’’ - cria indivíduos sem vontade inteligente.</span>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-88341271898604964692011-09-11T18:03:00.000-07:002011-09-11T18:03:17.267-07:00OPORTUNIDADES ONLINE<!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--> <br />
<!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style> <![endif]--><!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: red; font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></i></b><!--[if !mso]> <style>
v\:* {behavior:url(#default#VML);}
o\:* {behavior:url(#default#VML);}
w\:* {behavior:url(#default#VML);}
.shape {behavior:url(#default#VML);}
</style> <![endif]--><!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: red; font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"></span></i></b><!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--> <div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><b style="mso-bidi-font-weight: normal;"><i style="mso-bidi-font-style: normal;"><span style="color: blue;">NÃO PERCAM A OPORTUNIDADE DE APRENDER MAIS COM CERTIFICAÇÃO.</span></i></b></div><div class="MsoNormal"><br />
</div><br />
<img alt="" src="data:image/png;base64,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" /><!--[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>
/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
mso-tstyle-rowband-size:0;
mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-parent:"";
mso-padding-alt:0cm 5.4pt 0cm 5.4pt;
mso-para-margin:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman";
mso-ansi-language:#0400;
mso-fareast-language:#0400;
mso-bidi-language:#0400;}
</style> <![endif]--><b style="background-color: white; color: magenta;"><span style="font-family: "Times New Roman"; font-size: 12.0pt; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Visitem os links !!!</span></b><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="color: #000099;"><a href="http://www.fgv.br/fgvonline/cursosgratuitos.aspx" target="_blank">www.fgv.br/fgvonline/<wbr></wbr>cursosgratuitos.aspx</a><br />
<br />
<a href="http://www.ead.sebrae.com.br/" target="_blank">www.ead.sebrae.com.br</a><br />
<br />
<a href="http://www.amazoniacursos.com/" target="_blank">http://www.amazoniacursos.com/</a><br />
<br />
<a href="http://www.icursosonline.com/" target="_blank">http://www.icursosonline.com/</a><br />
<br />
<a href="http://www.fnq.org.br/" target="_blank">http://www.fnq.org.br</a><br />
<br />
<a href="http://www.cursogratisonline.com.br/" target="_blank">http://www.cursogratisonline.<wbr></wbr>com.br/</a></span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><cite><a href="http://idealgratis.com/"><span style="font-style: normal;">http://idealgratis.com/</span></a></cite></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-39577029037837826672011-08-30T19:43:00.000-07:002011-08-30T19:43:40.971-07:00ÉTICA<br />
<br />
<span style="font-family: "Times New Roman"; font-size: 12pt;"></span><br />
<span style="font-family: "Times New Roman"; font-size: 12pt;"></span><span style="font-family: "Times New Roman"; font-size: 12pt;"></span><span style="font-family: "Times New Roman"; font-size: 12pt;"></span><br />
<div class="MsoNormal" style="text-align: center;"><i><span style="font-family: Helvetica-Oblique; font-size: 11.5pt;">“...hoje não se pode avaliar uma empresa com os padrões tangíveis de</span></i></div><div></div><div class="MsoNormal" style="text-align: center;"><i><span style="font-family: Helvetica-Oblique; font-size: 11.5pt;">ontem, pois referenciais intangíveis como marca, imagem, prestígio e confiabilidade</span></i></div><div style="text-align: center;"></div><div class="MsoNormal" style="text-align: center;"><i><span style="font-family: Helvetica-Oblique; font-size: 11.5pt;">decidem a preferência e garantem a continuidade ... o que engaja as pessoas são</span></i></div><div style="text-align: center;"></div><div class="MsoNormal" style="text-align: center;"><i><span style="font-family: Helvetica-Oblique; font-size: 11.5pt;">valores, sentimentos, idéias, ideais, projetos de vida”...</span></i></div><div class="MsoNormal" style="text-align: center;"><span style="font-family: Helvetica; font-size: 11.5pt;"><span style="font-size: xx-small;">( Francisco Gomes de Matos</span>)</span></div><div class="MsoNormal" style="text-align: center;"><span style="font-family: "Times New Roman"; font-size: 12pt;"></span><span style="font-family: Helvetica; font-size: 11.5pt;"> </span><span style="font-family: "Times New Roman"; font-size: 12pt;"></span></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-89077781435629381572011-08-08T20:58:00.000-07:002011-08-08T21:06:09.258-07:00MUDANÇAS<div class="separator" style="clear: both; text-align: center;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" height="320" src="data:image/png;base64,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" width="294" /></a><a href="http://3.bp.blogspot.com/-zXBE8qprI0Q/TkCrgqdxaRI/AAAAAAAAABs/hIWOqg_GeSw/s1600/BLOGGGGGG.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div><div style="text-align: center;"><b>"É impossivel crecer sem mudanças, se você não muda sua vida, suas idéias, você não conseguirá mudar nada".</b><span class="aut"> Isadora Sena</span></div><br />
<br />
<br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a></div><div style="text-align: center;"></div><div style="text-align: center;"><b style="color: #990000;"> </b></div><div class="fr" style="color: #274e13;"><a href="data:image/png;base64,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" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" src="data:image/png;base64,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" /></a></div><div style="color: purple; text-align: center;"><b>"Não é o mais forte que sobrevive, nem o mais inteligente, mas o que melhor se adapta às mudanças"</b><span class="aut"> Charles Darwin</span></div><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-IAmwPTGUlMo/TkCt_-mgRxI/AAAAAAAAABw/ntThhtStM0A/s1600/DSC00429.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div><div style="color: purple;"><br />
</div><div style="text-align: center;"><a href="http://3.bp.blogspot.com/-zXBE8qprI0Q/TkCrgqdxaRI/AAAAAAAAABs/hIWOqg_GeSw/s1600/BLOGGGGGG.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://3.bp.blogspot.com/-zXBE8qprI0Q/TkCrgqdxaRI/AAAAAAAAABs/hIWOqg_GeSw/s320/BLOGGGGGG.JPG" width="320" /></a></div><div style="color: purple;"><br />
</div><div style="text-align: center;"><b style="color: blue;">"Mesmo que as pessoas mudem e suas vidas se reorganizem, os amigos devem ser amigos para sempre, mesmo que não tenham nada em comum, somente compartilhar as mesmas recordações.</b><span style="color: blue;">"</span><span class="aut"><span style="color: blue;">Vinícius de Moraes</span></span></div><div style="text-align: center;"><br />
<br />
</div><span class="aut"><span style="color: blue;"> </span> </span><br />
<div style="text-align: center;"><a href="http://1.bp.blogspot.com/-IAmwPTGUlMo/TkCt_-mgRxI/AAAAAAAAABw/ntThhtStM0A/s1600/DSC00429.JPG" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://1.bp.blogspot.com/-IAmwPTGUlMo/TkCt_-mgRxI/AAAAAAAAABw/ntThhtStM0A/s320/DSC00429.JPG" width="320" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="http://3.bp.blogspot.com/-zXBE8qprI0Q/TkCrgqdxaRI/AAAAAAAAABs/hIWOqg_GeSw/s1600/BLOGGGGGG.JPG" style="margin-left: 1em; margin-right: 1em;"><br />
</a></div><div style="color: purple;"><br />
</div><div style="color: purple; font-family: Georgia,"Times New Roman",serif; text-align: center;"><span class="aut"><span style="color: #741b47;">" </span><b><span style="color: #741b47;">Mudar é o significado da vida, por isso existimos a cada dia, nem sempre vencemos, mas conquistamos muitas medalhas pela vitória de existir, nascer, desenvolver e envelhecer". (Neide)</span> </b></span></div><div class="fr" style="color: #274e13; font-family: Georgia,"Times New Roman",serif; text-align: center;"><br />
</div><div class="fr" style="color: #274e13;"><span class="aut"><br />
</span></div><div class="fr" style="color: #274e13;"><span class="aut"><br />
</span></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-89851850371076953992011-07-10T19:25:00.000-07:002011-07-10T19:25:42.481-07:00Manias e obsessões.<span style="background-color: purple; color: #7e0021; font-family: Calibri;"><span style="color: #7e0021;"><span style="color: #7e0021;"><strong><span style="background-color: white;"></span></strong></span></span></span><span style="color: black;"><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;"></span></span></span><span style="color: black;"><span style="font-family: Calibri;"> </span></span><br />
<div class="ecxwestern" style="background-color: white; color: #990000; font-family: Verdana,sans-serif; margin-bottom: 0cm;"><span style="color: black;"><span style="font-family: Calibri;"><a href="http://photos3.fotosearch.com/thumb/FSB/FSB389/x15367467.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="thumb inl" id="t1161395" src="http://photos3.fotosearch.com/thumb/FSB/FSB389/x15367467.jpg" /></a><span style="font-size: large;"> FAGOMANIA</span></span></span></div><div class="ecxwestern" style="background-color: white; color: #990000; font-family: Verdana,sans-serif; margin-bottom: 0cm;"><br />
</div><span style="color: black;"><span style="font-family: Calibri;"> <div align="justify" class="ecxwestern" style="margin-bottom: 0cm;"><span style="color: blue; font-family: Calibri,sans-serif;">Em muitos momentos, principalmente para determinadas pessoas, a ingestão de alimentos não acontece da maneira adequada e é excessiva por diversos motivos: falta de tempo, refeições improvisadas e, no caso do excesso, pela própria gula. A imensa “vontade de comer”, que se diferencia da fome, pode ser um distúrbio psicológico. É chamada da </span><span style="color: blue; font-family: Calibri,sans-serif;"><b>fagomania</b></span><span style="color: blue; font-family: Calibri,sans-serif;"> essa obsessão por ingerir alimentos.</span></div><div align="justify" class="ecxwestern" style="margin-bottom: 0cm;"><span style="color: black;"><span style="font-family: Calibri,sans-serif;"><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;"></span></span></span></span><span style="color: black;"><span style="font-family: Calibri,sans-serif;"><i><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;"><br />
</span></span></i></span></span></div></span></span><span style="color: black;"><span style="font-family: Calibri;"><div align="justify" class="ecxwestern" style="margin-bottom: 0cm;"><span style="color: black;"><span style="font-family: Calibri;"></span></span></div><div class="ecxwestern" style="color: #990000; font-family: Verdana,sans-serif; margin-bottom: 0cm;"><span style="color: black;"><span style="font-family: Calibri;"><a href="http://photos2.fotosearch.com/thumb/FSD/FSD319/x16063322.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img alt="" border="0" class="thumb inl" height="120" id="t1063419" src="http://photos2.fotosearch.com/thumb/FSD/FSD319/x16063322.jpg" width="62" /></a><span style="font-size: large;">ONEOMANIA</span></span></span></div><div class="ecxwestern" style="color: #990000; font-family: Verdana,sans-serif; margin-bottom: 0cm;"><br />
</div><span style="color: black;"><span style="font-family: Calibri;"><span style="font-family: Verdana,sans-serif;"></span><div class="ecxwestern" style="color: #20124d; font-family: Verdana,sans-serif; margin-bottom: 0cm;">“<span style="font-size: small;"><span style="font-weight: normal;">Natal amplifica sintomas de quem sofre de </span></span><span style="font-size: small;"><b>oneomania</b></span><span style="font-size: small;"><span style="font-weight: normal;">” (23/12/2010 – Folha de S. Paulo)</span></span></div><span style="font-family: Verdana,sans-serif;"> </span><div align="justify" class="ecxwestern" style="color: blue; margin-bottom: 0cm;"><span style="font-family: Calibri,sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;">A </span></span></span><span style="font-family: Calibri,sans-serif;"><span style="font-size: small;"><b>oneomania</b></span></span><span style="font-family: Calibri,sans-serif;"><span style="font-size: small;"><span style="font-weight: normal;"> é o desejo incontrolado de fazer compras. Existem cada vez mais pessoas se declarando “consumistas de carteirinha”. Porém, em determinado ponto essa brincadeira pode se tornar um transtorno psquiátrico e causar problemas cada vez maiores. A manchete acima é de uma reportagem da Folha de S. Paulo: o entrevistado, eneomaníaco, conseguiu se recuperar graças às reuniões dos Devedores Anônimos.</span></span></span></div><span style="color: blue;"> </span><div align="justify" class="ecxwestern" style="color: #0c343d; margin-bottom: 0cm;"><br />
</div><div align="justify" class="ecxwestern" style="color: #0c343d; margin-bottom: 0cm;"><span style="font-family: Calibri,sans-serif;"><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;">Ref.: </span></span></span><span style="font-family: Calibri,sans-serif;"><i><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;">iDicionário</span></span></i></span><span style="font-family: Calibri,sans-serif;"><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;"> </span></span></span><span style="font-family: Calibri,sans-serif;"><i><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;">Aulete</span></span></i></span><span style="font-family: Calibri,sans-serif;"><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;"></span></span></span></div></span></span><span style="color: black;"><span style="font-family: Calibri,sans-serif;"><i><span style="font-weight: normal;"><span style="background: none repeat scroll 0% 0% transparent;"><span style="background-color: white;"> </span><span style="background-color: white;"></span></span></span></i></span></span><span style="color: black;"><span style="font-family: Calibri,sans-serif;"><span style="font-weight: normal;"><span style="background: none transparent scroll repeat 0% 0%;"></span></span></span></span></span></span>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-20232306537140522862011-06-27T19:17:00.000-07:002011-06-27T19:17:59.717-07:00VALORES<div style="background-color: white;"><br />
</div><div style="background-color: white; text-align: justify;"><a href="http://3.bp.blogspot.com/-1WjY180ibx8/Tgk5Qxq7uJI/AAAAAAAAABk/kMX8-JN0dKk/s1600/cachoeira.bmp" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="http://3.bp.blogspot.com/-1WjY180ibx8/Tgk5Qxq7uJI/AAAAAAAAABk/kMX8-JN0dKk/s200/cachoeira.bmp" width="200" /></a><span></span><span style="color: red; font-family: Verdana,sans-serif;"><span></span><b><span style="color: blue;">Todo atitude ética inclui a necessidade de escolher entre vários</span></b></span><b><span style="color: blue; font-family: Verdana,sans-serif;"> atos possíveis. Esta escolha deve basear-se, por sua vez, em uma preferência. Escolhemos tomar tal atitude porque ela se apresenta como mais digna, mais elevada moralmente, ou mais valiosa. </span></b></div><div style="text-align: justify;"><a href="http://1.bp.blogspot.com/-w0lIPCaJYgA/Tgk5qgombpI/AAAAAAAAABo/HTC7CO_qIvU/s1600/Mercedes.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="125" src="http://1.bp.blogspot.com/-w0lIPCaJYgA/Tgk5qgombpI/AAAAAAAAABo/HTC7CO_qIvU/s200/Mercedes.jpg" width="200" /></a><b><span style="background-color: white; color: blue; font-family: Verdana,sans-serif;">Para Vázquez (2001), o valor não é propriedade dos objetos em si, mas ele só atinge propriedade graças à sua relação com o homem, enquanto sujeito social. Apesar de que os objetos também têm um valor em função de certas propriedade objetivas, é o homem como ser histórico-social e a sua atividade prática que cria os valores e os bens nos quais acreditam e seguem. Os valores são, portanto, criações humanas, e só existem e se realizam no homem e pelo homem.</span></b></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-9909848847974107052011-06-27T18:46:00.001-07:002011-06-27T19:03:56.095-07:00POESIA<div class="MsoNormal"><b style="color: blue;"><span style="font-size: 14pt;">Para que servem as mãos?</span></b><span style="color: black; font-family: Arial;"><a href="http://www.google.com.br/imgres?imgurl=http://correndo-atras.zip.net/images/maos.jpg&imgrefurl=http://correndo-atras.zip.net/&h=338&w=500&sz=43&tbnid=eyD6NM2xu4L2JM:&tbnh=88&tbnw=130&prev=/images%3Fq%3Dfotos%2Bde%2Bm%25C3%25A3os&hl=pt-BR&usg=__QdPKHIkA2tvpZ1jnoEnFNhvzye0=&ei=U24QS--eGIe6lAepk72dBA&sa=X&oi=image_result&resnum=2&ct=image&ved=0CAkQ9QEwAQ"><span style="color: black; text-decoration: none;"> </span></a> </span><b><span style="color: red; font-size: 10pt;"> </span></b></div><div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><div class="separator" style="clear: both; text-align: center;"><a href="http://1.bp.blogspot.com/-Q6hDcU9l_Bg/Tgk2WCRCHiI/AAAAAAAAABg/DZZKEJdfWCM/s1600/DSC00173.JPG" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="120" src="http://1.bp.blogspot.com/-Q6hDcU9l_Bg/Tgk2WCRCHiI/AAAAAAAAABg/DZZKEJdfWCM/s200/DSC00173.JPG" width="200" /></a></div></div><div class="MsoNormal"><b><span style="color: red; font-size: 10pt;">De: Neide Sobral </span></b></div><div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que acariciam e lavam o rosto ao acordar </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que impulsionam a jornada do dia inteiro </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que pegam a carta com o carteiro </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que põem a roupa na máquina de lavar </span></i></div><div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que se vestem e se embelezam e se cuidam </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que pegam no volante do carro e vão à luta </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que digitam trabalhos e lavam as louças e fazem café... </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que coçam a cabeça e empurram longe tanta labuta </span></i></div><div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que acariciam, acariciam e são acariciadas </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que tocam o seu piano no canto que arrepia </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que seguram as tuas mãos fortes e amaciadas </span></i></div><div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que jogam beijos, beijinho, beijão! </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que acenam na chegada ou despedida </span></i></div><div class="MsoNormal"><i><span style="color: red; font-size: 16pt;">Mãos que te cuidam com carinho por toda a vida. </span></i></div><div class="MsoNormal"><br />
</div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-11316488454026795432011-06-23T09:52:00.000-07:002011-06-23T09:52:59.965-07:00EMPATIA<div class="MsoNormal" style="line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: red;">Empatia Além da Assertividade </span></span></b><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br />
</span></div><div class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: normal; margin: 0cm 0cm 0pt; text-align: justify;"><a href="http://4.bp.blogspot.com/-DzTMm_H0oqE/TgNuuM_VKHI/AAAAAAAAABc/tM4WuTeGMOk/s1600/BLOG.jpg" imageanchor="1" style="clear: left; cssfloat: left; float: left; margin-bottom: 1em; margin-right: 1em;"><span style="color: blue;"><img border="0" height="150" i$="true" src="http://4.bp.blogspot.com/-DzTMm_H0oqE/TgNuuM_VKHI/AAAAAAAAABc/tM4WuTeGMOk/s200/BLOG.jpg" width="200" /></span></a><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><span style="color: blue;">Em artigo, a pesquisadora Eliane Falcone, da Universidade do Estado do Rio de Janeiro, afirma que a empatia deve ser entendida como uma habilidade complementar à assertividade. O comportamento empático, segundo a estudiosa, inclui:<br />
a) um componente cognitivo, caracterizado por uma capacidade de compreender acuradamente a perspectiva e os sentimentos dos outros;<br />
b) um componente afetivo, caracterizado por sentimentos de compaixão/preocupação com a outra pessoa; e<br />
c) um componente comportamental, entendido como manifestações verbal e não verbal de compreensão dos estados internos da outra pessoa.</span></span></div><div align="center" class="MsoNormal" style="border-bottom: medium none; border-left: medium none; border-right: medium none; border-top: medium none; line-height: normal; margin: 0cm 0cm 0pt; text-align: center;"><br />
</div><span style="font-family: "Times New Roman", "serif"; font-size: 12pt; line-height: 115%; mso-ansi-language: PT-BR; mso-bidi-language: AR-SA; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br style="mso-special-character: line-break;" /><br style="mso-special-character: line-break;" /><span style="color: blue;"></span></span>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-22413053081202950872011-05-03T17:10:00.000-07:002011-05-03T17:18:13.802-07:00Princípios da Bioética<div style="text-align: justify;"><img alt="" src="data:image/png;base64,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" /><span style="background-color: white; color: magenta; font-family: Verdana,sans-serif;">No Brasil, as diretrizes que orientam as investigações científicas com seres humanos - (</span><span style="background-color: white; color: magenta; font-family: Verdana,sans-serif; font-size: 10pt;">Resolução nº 196/96/CNS/MS) </span><span style="background-color: white; color: magenta; font-family: Verdana,sans-serif;">- incorporam para apreciação de projetos de pesquisas os seguintes </span><b style="background-color: white; color: #38761d; font-family: Verdana,sans-serif;">princípios fundamentais da Bioética:</b></div><div style="background-color: white; color: blue; text-align: justify;"><span style="font-family: Verdana,sans-serif;"> </span></div><div class="MsoNormal" style="background-color: white; color: blue; font-family: Verdana,sans-serif; text-align: justify;">1- <b style="color: magenta;"><i>AUTONOMIA</i></b><span style="color: magenta;">,</span> segundo o qual o pesquisador deve respeitar os valores morais e crenças do indivíduo, assim como sua vontade de exercer o livre direito de escolher participar ou não do experimento; </div><div class="MsoNormal" style="background-color: white; color: blue; font-family: Verdana,sans-serif; text-align: justify;">2- <b style="color: magenta;"><i>NÃO MALEFICÊNCIA</i></b>, que assinala a obrigação de não infligir dano intencional ao sujeito da pesquisa; </div><div class="MsoNormal" style="background-color: white; color: blue; font-family: Verdana,sans-serif; text-align: justify;">3- <b style="color: magenta;"><i>BENEFICÊNCIA</i></b><span style="background-color: white;">,</span> que objetiva o bem estar do sujeito, a partir da transparência dos riscos e benefícios decorrentes da pesquisa; e</div><div class="MsoNormal" style="background-color: white; color: blue; font-family: Verdana,sans-serif; text-align: justify;"> 4-<i style="color: magenta;"> <b>JUSTIÇA</b></i>, que garante a seleção equitativa dos participantes da pesquisa, preservando, assim, a igualdade quanto à distribuição de bens e benefícios à comunidade, no que tange à aplicação e aos resultados da investigação científica.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-41480430491579223532011-05-02T18:13:00.000-07:002011-05-02T18:13:40.106-07:00Atividade no Taguapark - Sábado - 30.04.2011<div class="separator" style="clear: both; text-align: center;"><a href="http://4.bp.blogspot.com/-AAZmE0-9LkY/Tb9VuKCmrqI/AAAAAAAAABY/rQcr-b6Cub8/s1600/DSC00554.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="http://4.bp.blogspot.com/-AAZmE0-9LkY/Tb9VuKCmrqI/AAAAAAAAABY/rQcr-b6Cub8/s320/DSC00554.JPG" width="320" /></a></div><i><b><span style="color: red; font-family: Verdana,sans-serif;">A Faculdade Anhanguera de Brasília - Realiza Ação Social no Taguapark</span></b></i><b><span style="color: red; font-family: Verdana,sans-serif;"> com a comunidade de Taguatinga /Alunos de Biomedicina.</span></b>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-5341672495362817242011-04-28T20:21:00.000-07:002011-05-02T19:29:37.263-07:00Ética dos Seres Humanos<div style="text-align: justify;"><img src="http://1.bp.blogspot.com/_t1zMfzMpdfs/S_KY_kWyomI/AAAAAAAAAoo/73Iky9ZJDNQ/s320/etica-e-moral.jpg" /><span style="color: green; font-family: "Comic Sans MS"; font-size: 14pt;">Os seres humanos</span><span style="color: green; font-family: "Comic Sans MS"; font-size: 14pt;"> são conscientes da capacidade exclusiva de refletir sobre sua própria existência e sobre o seu meio ambiente; de perceber a injustiça; de evitar o perigo; de assumir responsabilidade; de buscar cooperação e de demonstrar o sentido moral que dá expressão a princípios éticos.</span></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0tag:blogger.com,1999:blog-845030684134504450.post-77419053932038827562011-04-28T19:43:00.000-07:002011-05-02T18:25:43.824-07:00<div style="border: 1pt solid windowtext; padding: 1pt 4pt;"><div class="MsoNormal" style="border: medium none; padding: 0cm; text-align: justify;"><br />
<img src="http://4.bp.blogspot.com/_01UuGXv-rtI/Rgh_y_G6kVI/AAAAAAAAABM/JtAxJjdtBZM/s320/bullying4.gif" /><span><span style="background-color: #ffd966;"></span></span><span><span style="background-color: #ffd966;"></span></span><br />
<div style="font-family: Verdana,sans-serif;"><span style="color: blue; font-size: 10pt;"><i>Bullying</i> é uma palavra de origem inglesa que não tem tradução específica para a língua portuguesa. É derivada do verbo inglês<i> “bully”,</i> que significa usar de poder para subordinar alguém. No Brasil, seu significado compreende todas as atitudes agressivas, intencionais e repetitivas adotadas por uma ou mais pessoas contra outra, numa relação desigual de poder. Dentre estas opressões aparecem apelidos, trotes, todos os tipos de abusos, violências físicas e verbais, intimidações, piadinhas, xingamentos, furtos, discriminações, ameaças, assédios, exposição da vítima a situações ridículas, racismo, xenofobias, alienação e outras mais. O índice de maior ocorrência do Fenômeno<i> Bullying,</i> de acordo com Cléo Fante, acontece dentro de Instituições Educacionais, mais especificamente entre crianças de 7 a 18 anos, tendo como protagonistas: a vítima, o agressor e o espectador.</span></div><div style="font-family: Verdana,sans-serif;"><br />
</div><div style="font-family: Verdana,sans-serif;"><br />
</div></div></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com1tag:blogger.com,1999:blog-845030684134504450.post-59537237786918858732011-04-28T19:03:00.001-07:002011-05-02T18:46:05.675-07:00Estresse no trabalho<div style="color: red; font-family: Verdana,sans-serif; text-align: justify;"><br />
<a href="http://photos3.fotosearch.com/thumb/IMZ/IMZ238/cwa0023.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" src="http://photos3.fotosearch.com/thumb/IMZ/IMZ238/cwa0023.jpg" /></a><i><b><span style="font-size: small;">Estresse do trabalho resulta quando as exigências da função não combinam com as capacidades, os recursos, ou as necessidades do trabalhador. </span></b></i></div><div style="color: red; font-family: Verdana,sans-serif; text-align: justify;"><br />
</div><div style="color: red; font-family: Verdana,sans-serif; text-align: justify;"><i><b><span style="font-size: small;">As pessoas reagem ao estresse de diferentes maneiras: umas consideram como ameaça, outras consideram como um desafio. </span></b></i></div>Neide Sobralhttp://www.blogger.com/profile/07484822931671718138noreply@blogger.com0