tag:blogger.com,1999:blog-53495968570574903652024-03-14T04:00:05.078-07:00Psicologia do DesenvolvimentoAna Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.comBlogger28125tag:blogger.com,1999:blog-5349596857057490365.post-92201117344900855172011-07-02T16:39:00.000-07:002011-07-03T07:58:02.431-07:00 <img height="156" src="http://files.psicologiafcdef.webnode.com.br/200000005-2f0a730050/Sem%20t%C3%ADtulo.jpg" width="640" /><br />
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<div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">No blog é apresentada uma parte da matéria de psicologia do desenvolvimento que foi dada nas aulas. Ficará muito por explicar..<o:p></o:p></span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-55636565308478386462011-07-02T16:38:00.000-07:002011-07-03T07:58:50.686-07:00Experiência precoce<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="color: #4f81bd; font-size: 14pt;">Que influência tem a aprendizagem no nosso desenvolvimento? Onde acaba a aprendizagem e começa a maturação?<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> É difícil separar o efeito de cada um ou mesmo saber qual tem mais influência relativamente ao desenvolvimento psicológico. A verdade é que a aprendizagem precoce ajuda no desenvolvimento de uma criança, mas só a maturação determina quando está preparado para avançar no processo de desenvolvimento.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> Podemos observar isso mesmo a partir de um exemplo dado pela professora na aula de psicologia do desenvolvimento. As crianças desde cedo são estimuladas a caminhar, através do gatinhar ou da insistência dos pais para que se mantenham de pé e as crianças começam realmente a caminhar em determinada idade, geralmente, entre os 13 e 18 meses. No entanto crianças dos índios Hopis são mantidos nos seus berços durante os 3 primeiros meses da sua vida com muito pouca estimulação muscular começam a caminhar com a mesma idade que as outras crianças. Isto porque é necessário a maturidade neural e muscular devida para que as capacidades motoras se desenvolvam.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;">Isto significa que a capacidade de andar é inata no ser humano, no entanto é preciso o tempo necessário para que o bebé se desenvolva para ser capaz de exercer essas mesmas actividades.<b> </b><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><b><span style="font-size: 14pt;">Projecto de Treino Precoce</span></b><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> Este projecto teve início em 1962 e estuda o crescimento e desenvolvimento de crianças com ligeiros atrasos psicológicos e com idades entre os 4-5 anos.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> O estudo é feito com 90 crianças que são divididos em dois grupos. o primeiro grupo é submetido a determinados tratamentos a fim de uma maior e melhor evolução,o enquanto que o outro serve apenas de controlo.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> O programa envolve visitas semanais por parte da equipa a casa das crianças durante todo o ano e ainda, no verão, durante 10 semanas as crianças são integradas em pré-escolas durante parte do dia. Este programa dura 2-3 anos, a partir daí o desenvolvimento da criança dá-se naturalmente.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> Quando estas crianças atingem os 18 anos de idade são feitas as comparações finais entre os dois grupos e o que se verifica é que o grupo sujeito a tratamentos passou a necessitar de menos assistência a nível educacional.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14pt;"> O objectivo deste programa influenciar positivamente a evolução destas crianças através de alteração de atitudes e aumento das aptidões destas crianças.<o:p></o:p></span></div><span style="font-family: Calibri; font-size: 14pt; line-height: 115%;"> No nosso ponto de vista este projecto teve um impacto positivo no desenvolvimento destas crianças uma vez que a longo prazo trás bastantes benefícios </span><span style="font-family: Calibri; font-size: 14pt; line-height: 115%;">para o nível cognitivo da criança.</span><br />
<a href="http://download.postais.net/images/postais/crianca-2.jpg" imageanchor="1"><img border="0" src="http://download.postais.net/images/postais/crianca-2.jpg" /></a>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com1tag:blogger.com,1999:blog-5349596857057490365.post-17560327016647635122011-07-02T16:35:00.000-07:002011-07-03T08:00:24.850-07:00Fim de vida: morte e luto<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 21.4pt;"><span style="font-size: 14pt;"><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiz_7nMEYJtAyvFN89iGQjEmhsxMECnx5cAEIRSXgarVjHUOIwQM62xIy8iFKKZ-juYGOJr_6Ub4rDOGZuHWu7lYIkyK1ykdsWVFUb4vq3Lqo1NqY-mdH1MEQHhqoPbMIg-BPnkMqzwGv4/s1600/cemiterio.jpg" /></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 21.4pt;"><span style="font-size: 14pt;"><br />
</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 21.4pt;"><span style="font-size: 14pt;">A reacção à morte depende do contexto. No caso da morte oportuna, a pessoa morre quando tal deveria previsivelmente ocorrer, e os que devem suportar o luto não se surpreendem com a morte. No caso da morte inoportuna, refere-se a:<o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #ff3399; font-family: Wingdings; font-size: 14pt;">à-</span><span style="color: #ff3399; font-size: 14pt;"> --> </span><i style="mso-bidi-font-style: normal;"><span style="font-size: 14pt;">Morte prematura de pessoa muito jovem;</span></i><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #ff3399; font-family: Wingdings; font-size: 14pt;">à</span><span class="Apple-style-span" style="color: #ff3399; font-family: Wingdings; font-size: 19px;">-</span><span style="color: #ff3399; font-size: 14pt;"> --> </span><i style="mso-bidi-font-style: normal;"><span style="font-size: 14pt;">Morte súbita, inesperada; ou</span></i></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span style="color: #ff3399; font-family: Wingdings; font-size: 14pt;">à</span><span style="color: #ff3399;"><span style="font-family: Wingdings;">-</span></span><span style="color: #ff3399; font-size: 14pt;"> --> </span><i style="mso-bidi-font-style: normal;"><span style="font-size: 14pt;"> Morte catastrófica, associada a acidentes ou actos de violência, vista como absurda.</span></i></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><span class="Apple-style-span" style="font-size: 19px;"><i><span style="color: #ff3399;"></span></i></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 21.4pt;"><span style="font-size: 14pt;">A morte também pode ser intencional (a pessoa exerce papel em seu suicídio) e sub-intencional (apressada por maus hábitos). A morte pode ter muitos significados psicológicos, podendo ter papel de uma metáfora ou ser vista como castigo.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 21.4pt;"><span style="font-size: 14pt;">O luto é uma resposta normal e manifesta-se, inicialmente, por um estado de choque, caracterizado por entorpecimento e completo atordoamento. Seguem-se expressões de desespero ou outras expressões de dor, como: sentimento de fraqueza, diminuição do apetite, perda de peso, dificuldade para concentrar-se, respirar e falar, perturbações do sono. Auto-recriminações podem ocorrer mas são mais comuns e intensas no luto patológico. Ocorrem formas de negação durante todo o período de luto, a pessoa age como se a perda não tivesse ocorrido. A pessoa pode sentir a presença do falecido tão forte a ponto de ter ilusões ou alucinações.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: 21.4pt;"><span style="font-size: 14pt;"> As diversas manifestações de tristeza tendem a se tornar menos intensas, com o passar do tempo. A tristeza do luto estende-se, tradicionalmente, por 1 ou 2 anos, à medida que a pessoa tem a oportunidade de experimentar todo um calendário anual sem a presença da pessoa falecida.<o:p></o:p></span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-66652139932013874892011-07-02T16:33:00.000-07:002011-07-02T16:33:48.551-07:00Envelhecimento<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/LqeN4CBPBq0?feature=player_embedded' frameborder='0'></iframe></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14.0pt; mso-fareast-language: PT;"><br />
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</span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14.0pt; mso-fareast-language: PT;">De facto, a nossa população não só em Portugal, mas pelo mundo tem vindo a envelhecer. Tudo isto, porque cada vez mais tarde os casais têm filhos, havendo assim uma diminuição da população jovem. Isto deve-se essencialmente a uma baixa taxa de natalidade, ao casamento tardio, à emancipação da mulher e participação no mercado de trabalho, à generalização dos métodos contraceptivos….<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14.0pt; mso-fareast-language: PT;">Segundo uma noticia publicada no Diário de Noticias, Portugal pode perder um elevado numero de habitantes até 2100, o que torna este acontecimento preocupante.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span class="Apple-style-span" style="font-size: 19px;"><br />
</span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFUKe7UrgoXKsK0a1b87uthyphenhyphenAwxcR9tKccFlrEeCqO3KECKFCL3MK-Y32u8A1k9RkWSYpoIoGgWV4bwyNCdOCsE_fqu75QGfHHDJ2kFd6rbN_VhIKipRbr28afBDwYnYdVgzh5wICSUQAM/s1600/dn.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="262" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjFUKe7UrgoXKsK0a1b87uthyphenhyphenAwxcR9tKccFlrEeCqO3KECKFCL3MK-Y32u8A1k9RkWSYpoIoGgWV4bwyNCdOCsE_fqu75QGfHHDJ2kFd6rbN_VhIKipRbr28afBDwYnYdVgzh5wICSUQAM/s320/dn.jpg" width="320" /></a></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span class="Apple-style-span" style="font-size: 19px;"><br />
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</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14.0pt;"><a href="http://www.dn.pt/inicio/portugal/interior.aspx?content_id=1849352"><span style="mso-fareast-language: PT;">http://www.dn.pt/inicio/portugal/interior.aspx?content_id=1849352</span></a></span><span style="font-size: 14.0pt; mso-fareast-language: PT;"> <o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com2tag:blogger.com,1999:blog-5349596857057490365.post-67792086666909915412011-07-02T16:30:00.003-07:002011-07-02T16:31:17.600-07:00Desenvolvimento do adulto e do trabalho<span style="font-family: Calibri; font-size: 14pt; line-height: 115%;">Neste desenvolvimento, pode-se dividir em três períodos: o primeiro é o período de entrada e exploração no mundo do trabalho, onde o indivíduo se dá conta da grande distância existente entre as aprendizagens escolares e as que são requeridas para a prática profissional (20-35 anos); 2) o segundo período é caracterizado pelo processo reflexivo do indivíduo acerca do seu percurso profissional ajudando-o a definir o seu próprio caminho pessoal (35-50 anos); 3) no terceiro período o adulto procura criar as condições para uma retirada proveitosa do mundo trabalho. Ao longo destes três períodos, o adulto vai atravessando nove etapas que se alternam segundo um ciclo de questionamento e estabilização: a vida adulta é, pois, caracterizada por um constante dinamismo.</span><br />
<span style="font-family: Calibri; font-size: 14pt; line-height: 115%;"><img src="http://files.psicologia-paulo-rafa.webnode.com.pt/200000037-3fb2d40ac8/trabalho%20(1).jpg" /></span>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-31350907613133403212011-07-02T16:30:00.001-07:002011-07-02T16:30:18.151-07:00Desenvolvimento ao longo da vida adulta<div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; mso-outline-level: 3;"><span style="font-size: 14.0pt; mso-bidi-font-weight: bold; mso-fareast-language: PT;"> Este desenvolvimento acentua o facto de se poder identificar períodos de transição e mudança na vida da pessoa, estando esses períodos ligados não só à idade do indivíduo, como também às expectativas sociais que envolvem o mesmo.<o:p></o:p></span></div><table border="1" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border: none; mso-border-alt: solid windowtext .5pt; mso-padding-alt: 0cm 5.4pt 0cm 5.4pt; mso-yfti-tbllook: 160;"><tbody>
<tr style="height: 22.5pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid windowtext 1.0pt; height: 22.5pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" width="192"> <div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">Jovem adulto</span></b><span style="font-size: 14.0pt; mso-fareast-language: PT;"><o:p></o:p></span></div></td> <td style="border-left: none; border: solid windowtext 1.0pt; height: 22.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" width="192"> <div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">Meia Idade</span></b><span style="font-size: 14.0pt; mso-fareast-language: PT;"><o:p></o:p></span></div></td> <td style="border-left: none; border: solid windowtext 1.0pt; height: 22.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" width="192"> <div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">Velhice</span></b><span style="font-size: 14.0pt; mso-fareast-language: PT;"><o:p></o:p></span></div></td> </tr>
<tr style="height: 109.1pt; mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 109.1pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192"> <div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">1.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Entrada no mundo adulto (22-28 anos);<o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">2.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;"> Transição dos 30 anos (28-33 anos); <o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">3.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Estabilização (33-40 anos)<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
</div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 109.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.05pt;" valign="top" width="192"> <div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">1.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Transição para a meia idade (40-45 anos);<o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">2.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Entrada na meia idade (45-50 anos) ;<o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">3.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Transição dos 50 anos (50-55 anos); <o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">4.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Culminar da meia idade (55-60 anos)<o:p></o:p></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 109.1pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 5.4pt 0cm 5.4pt; width: 144.1pt;" valign="top" width="192"> <div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">1.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Transição para a velhice (60-65 anos);<o:p></o:p></span></div><div class="MsoNormalCxSpMiddle" style="line-height: normal; mso-add-space: auto; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-indent: -18.0pt;"><b style="mso-bidi-font-weight: normal;"><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;">2.</span></b><span style="color: #ff3399; font-size: 14.0pt; mso-fareast-language: PT;"> </span><span style="font-size: 14.0pt; mso-fareast-language: PT;">Velhice<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
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</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14.0pt; mso-fareast-language: PT;"> A nosso ver, a vida adulta é composta por períodos de transição e integração, a que correspondem mudanças na forma de ele se ver a si próprio, o mundo e os outros. Nestes períodos de transição na vida da pessoa, os papéis (casamento, nascimento de filhos, divórcio, viuvez, etc.) que o indivíduo assume têm crucial importância. <o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14.0pt; mso-fareast-language: PT;"> Na vida adulta, dá-se uma grande importância ao próprio ser, pensasse no futuro, no trabalho, na família, no amor, é uma vida de responsabilidades, onde somos os responsáveis dos nossos actos, quer sejam bons ou maus, somos nós quem tem de enfrentar as consequências.<o:p></o:p></span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-39695898502412317942011-07-02T16:27:00.000-07:002011-07-02T16:29:18.165-07:00Desenvolvimento pessoal<table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="margin-left: 12.0pt; mso-cellspacing: 0cm; mso-padding-alt: 0cm 0cm 0cm 0cm; mso-yfti-tbllook: 160;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="padding: 0cm 0cm 0cm 0cm;"><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSvNQL57a0ub63wz90Y0yT1hG1TKfra-fymZrLj6DqS1bptuAzvaW0fbAlKYCWGvyX4_QpDSWWRpGh4xuM5TU5IuJtsf0GH4i9Qmpm9Xar02bAunZ70vzYsXFo_RlaKPphx2yK9UjTo0Ke/s1600/dddd.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="238" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiSvNQL57a0ub63wz90Y0yT1hG1TKfra-fymZrLj6DqS1bptuAzvaW0fbAlKYCWGvyX4_QpDSWWRpGh4xuM5TU5IuJtsf0GH4i9Qmpm9Xar02bAunZ70vzYsXFo_RlaKPphx2yK9UjTo0Ke/s320/dddd.jpg" width="320" /></a></div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><br />
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<tr style="mso-yfti-irow: 1; mso-yfti-lastrow: yes;"> <td style="padding: 0cm 0cm 0cm 0cm;"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #4f81bd; font-family: 'Times New Roman'; font-size: 16pt;">Estádios nas diferentes etapas da vida<o:p></o:p></span></div></td> </tr>
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</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">Erikson propõe que o desenvolvimento ocorre ao longo de toda a vida e é influenciado pelas características dos contextos sociais em que o indivíduo está inserido. Na sociedade, existem oito tarefas (8 estádios psicossociais) com as quais as pessoas têm de lidar em todos os estádios do seu desenvolvimento. No entanto, em cada estádio, há um predomínio de uma tarefa, que assume a forma de um conflito ou crise (psicossocial) entre duas dimensões (uma positiva e uma negativa), induzido pela interacção entre as exigências da sociedade e as características do indivíduo. Neste momento de crise o indivíduo cresce psicologicamente e a forma como resolveu os diversos conflitos vai afectar a forma como lida com eles no presente e no futuro.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">Na nossa opinião, estes estádios correspondem à realidade, pelo que nós passamos pela vida, e vemos o mundo e as pessoas à nossa volta. Estes estádios impõem-se no dia-a-dia, todos nós passamos por diferentes fases de desenvolvimento, uma delas é o pessoal, o que está mais relacionado com a nossa forma de ser. As nossas etapas da vida, como ultrapassamos, o porquê de sermos de certa forma.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
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<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td colspan="2" style="border: none; padding: 0cm 0cm 0cm 0cm; width: 439.45pt;" valign="top" width="586"><div align="center" class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: center;"><span style="color: #4f81bd; font-size: 16pt;">Estádios</span><span style="color: #4f81bd; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Confiança vs.</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Desconfiança</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(até aos 18 meses)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">Este estádio é marcado pela relação que o bebé estabelece com a mãe: se é compensadora, a criança sente-se segura manifestando uma atitude de confiança face ao mundo, se não é satisfatória desenvolve sentimentos que conduzem ao medo/desconfiança em relação aos outros.<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Autonomia vs.</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Dúvida e Vergonha</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(18 meses-3</span><span style="font-size: 14pt;"> <span style="color: purple;">anos)</span><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">Se é encorajada a criança explora o mundo autonomamente; se é muito controlada pelos outros, sente dúvida (precisa da sua aprovação) e vergonha.<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Iniciativa vs. Culpa</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(3-6 anos)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">A criança obtém prazer da realização de actividades por iniciativa própria; se é muito punida, sente-se culpada por agir de acordo com os seus desejos.<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Indústria vs.</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Inferioridade</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(6-12 anos)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">Na escola, a criança desenvolve aprendizagens (escolares, sociais…), que podem fazê-la sentir que é competente ou que é menos capaz que os colegas.<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 5;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Identidade vs.</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Difusão/Confusão</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(12-18/20 anos)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">O adolescente procura saber quem é (construção da identidade) em que quer tornar-se; pode também ficar confuso face a tantas possibilidades, sem saber o que quer, como agir, que pessoa é (confusão de identidade e de papéis).<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 6;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Intimidade vs.</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Isolamento</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(18/20-30 e tal anos)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">O jovem adulto pode estabelecer relações de proximidade e partilha com pessoas íntimas ou pode distanciar-se e fechar-se.<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 7;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Generatividade vs. Estagnação</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(30 e tal – 60 e tal)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">O conflito centra-se na expansão das potencialidades de adulto e na sua transmissão aos outros; pode tornar-se inactivo, por exemplo, se acha que não consegue ou que não tem nada de interessante para transmitir.<o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 8; mso-yfti-lastrow: yes;"> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 116.05pt;" valign="top" width="155"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">Integridade vs. Desespero</span><span style="font-size: 14pt;"><o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="color: purple; font-size: 14pt;">(mais de 65 anos)</span><span style="font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border: none; padding: 0cm 0cm 0cm 0cm; width: 323.4pt;" valign="top" width="431"><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">As pessoas fazem um balanço da sua vida: positivo ou negativo (consideram que a desperdiçaram e vêem com desespero que o fim está próximo.<o:p></o:p></span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><br />
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</div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;"><span style="font-size: 14pt;">A família tem um papel decisivo no processo de socialização, isto é, no processo de integração do indivíduo na sociedade. É neste grupo que a criança aprende os comportamentos, valores, normas e atitudes vigentes numa dada sociedade. A família tem, portanto, um papel fundamental como agente de socialização, ao dotar a criança de todo um conjunto de conhecimentos e comportamentos que lhe permitirão dar respostas adequadas às situações sociais, como os comportamentos, valores, normas e atitudes. É através da interacção mãe-bebé que a criança aprende a atribuir significados aos comportamentos dos outros e às situações. As características desta relação precoce entre a mãe e o bebé, vão ter uma grande influência no desenvolvimento futuro da criança: na sua personalidade, auto-estima, confiança em si própria, na forma como se relacionará com os outros e o modo como encarará as situações. Freud e Erikson consideraram muito importante esta relação no processo de desenvolvimento humano.<o:p></o:p></span></div><div class="MsoNormal" style="line-height: normal; mso-margin-bottom-alt: auto; mso-margin-top-alt: auto; text-align: justify;"><span style="font-size: 14pt;"> Em baixo encontram-se dois vídeos, o primeiro faz um resumo da teoria de Erickon, e o segundo mostra o ciclo de vida completo, através de imagens (Erikson).<o:p></o:p></span><br />
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</span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-24644115772691685642011-07-02T16:24:00.000-07:002011-07-02T16:24:06.392-07:00Desenvolvimento motor e desenvolvimento sensorial<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM-cGou5t8ypHN2poi93AJWZ2e_6NP0tjiGFptCzf6OSNWiHfewqptVt9sys7tUDfMc2JehTRcgtC_TPcex1ZbQQ5vK3ukNVn-cS8SgbLsK9DJZafzYZzyaUNT4aEQqv4I9kyzOtQqCc-Z/s1600/222a.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="292" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhM-cGou5t8ypHN2poi93AJWZ2e_6NP0tjiGFptCzf6OSNWiHfewqptVt9sys7tUDfMc2JehTRcgtC_TPcex1ZbQQ5vK3ukNVn-cS8SgbLsK9DJZafzYZzyaUNT4aEQqv4I9kyzOtQqCc-Z/s320/222a.jpg" width="320" /></a></div><div style="text-align: center;"><span class="Apple-style-span" style="font-family: Calibri;"><span class="Apple-style-span" style="font-size: 19px; line-height: 21px;"><br />
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</div><div style="text-indent: 35.4pt;"><span style="font-family: Calibri; font-size: 14.0pt;">Esta imagem representa, em resumo, as etapas de desenvolvimento motor de uma criança. <o:p></o:p></span></div><div style="text-indent: 35.4pt;"><br />
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</div><div style="text-indent: 35.4pt;"><span style="font-family: Calibri; font-size: 14.0pt;">Quando uma criança nasce, todos os que o rodeiam, têm uma tendência natural para começar a falar com ela, a sorrir-lhe e a fazer todo o tipo de expressões. Mas será que já se perguntaram se a criança consegue perceber qualquer tipo de gestos que lhe são dirigidos?<o:p></o:p></span></div><span style="font-family: Calibri; font-size: 14.0pt;"> <o:p></o:p></span><br />
<span style="font-family: Calibri; font-size: 14.0pt;">Este foi mais um dos temas tratados nas aulas de Psicologia do Desenvolvimento. Os sentidos de uma criança, nomeadamente, o paladar o olfacto, a audição e a visão, não lhe são inatos à nascença, a criança passa por vários processos de adaptação para os desenvolver. A este conjunto de processos dá-se o nome de Desenvolvimento Sensorial. <o:p></o:p></span><br />
<div style="text-indent: 35.4pt;"><span style="font-family: Calibri; font-size: 14.0pt;">Há três sentidos que o bebé desenvolve ainda no período de gestação dentro do útero. São eles o paladar que, é notório desde cedo, pois criança alimenta-se do leite da mãe e sabe distinguir o seu sabor, por exemplo, se lhe derem água o bebé recusa, porque nota a diferença.<o:p></o:p></span></div><div style="text-indent: 35.4pt;"><span style="font-family: Calibri; font-size: 14.0pt;">O olfacto é também um destes três sentidos que se desenvolvem cedo, ainda no período embrionário o recém-nascido consegue distinguir odores experienciados pela mãe.<o:p></o:p></span></div><div style="mso-layout-grid-align: none; text-autospace: none;"><span style="font-family: Calibri; font-size: 14.0pt;">A visão é o terceiro destes sentidos que se desenvolve ainda no útero. Quando nascem, os bebés já possuem audição, suficientemente apurada para serem capazes de descriminar o que gostam de ouvir sendo que no topo da lista de preferências está a voz da mãe.<o:p></o:p></span></div><div style="mso-layout-grid-align: none; text-autospace: none; text-indent: 35.4pt;"><span style="font-family: Calibri; font-size: 14.0pt;">Quanto à visão, ela é muito primitiva no nascimento, uma vez que é a única que não recebe estimulação durante a gestação. Assim sendo, à nascença a criança consegue ver, no entanto só consegue distinguir manchas que são a preto e branco não portanto, conseguindo focar os olhos. A definição das formas só acontece com o passar do tempo, à medida que, também a distinção das cores começa a ser-lhe possível mas só com um ano de idade é que o bebé consegue coordenar o movimento dos olhos com os movimentos do corpo.<o:p></o:p></span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-75291635439535675812011-07-02T16:16:00.000-07:002011-07-03T08:14:54.860-07:00Sigmund Freud<div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;"><img height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCCNnHtRO6a44PYC159PlLd12ciBWt9ijC-KY_CkXBDpu-EcPJt6BnSRhyphenhyphenuPcutBMeBtvEmuO4kqJcpgWHhxrmaW4ayoUWiHwpQmvq92U6EAF57XmwqpxOLqPGD6t7GKopWQEW-ZccL5U/s200/sigmund_freud.jpg" width="144" /></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;"><br />
</span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">Nascido no ano de 1856 em Freiberg, na Morávia, Sigmund Freud é considerado o pai da psicanálise. Estudou medicina na Universidade de Viena e desde cedo se especializou em neurologia. Os seus estudos foram os pioneiros acerca do inconsciente humano e suas motivações. Ele, durante muito tempo (de fins do século passado até início do nosso século), trabalhou na elaboração da psicanálise.<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">O seu objecto de estudo é o inconsciente.<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">1- hipnose 2- interpretação de sonhos 3- associação livre 4-actos falhados 5-transferência<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><b><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">Existência de actividade física inconsciente:</span></b><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">ID<span class="apple-converted-space"> </span>à<span class="apple-converted-space"> </span>desejos. Não obedece à lógica nem à moral<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">EGO<span class="apple-converted-space"> </span>à<span class="apple-converted-space"> </span>operações lógicas, raciocínio<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">SUPEREGO<span class="apple-converted-space"> </span>à<span class="apple-converted-space"> </span>castiga o ego quando aceita impulsos vindos do Id<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt;"><br />
</div><div class="ecxmsonormal" style="margin-bottom: .0001pt; margin: 0cm;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">A psicanálise centra-se no estudo do inconsciente, utilizando o método psicanalítico e as suas técnicas. Freud veio introduzir, na Psicologia, dois conceitos importantes: o inconsciente e a sexualidade infantil. Por um lado, apresentou o psíquico humano constituído pelo consciente e pelo inconsciente. Esta zona introduzida pelo autor, seria constituída por desejos, pulsões, medos recalcados, e seria produtora de comportamentos e pensamentos. O inconsciente, ao contrário do consciente, não seria acessível pela introspecção. Assim o psíquico humano possuiria duas principais zonas: o consciente e o inconsciente. No entanto, entre estas 2 zonas, existiria o pré-consciente, constituído por material que poderia aceder ao consciente, mas, quando traumatizantes, prejudiciais, seriam impossibilitadas de aceder à consciência pelo processo de recalcamento, mantendo-se no inconsciente. Além disso, Freud veio afirmar a existência duma sexualidade infantil: os desejos e pulsões sexuais seriam o material dominante no inconsciente, e seriam influenciadores no comportamento humano, e, na infância, no processo de formação da personalidade.<o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: .0001pt; margin: 0cm;"><br />
</div><div class="ecxmsonormal" style="margin-bottom: .0001pt; margin: 0cm;"><span style="color: #2a2a2a; font-family: Calibri; font-size: 14pt;">Resumo:<o:p></o:p></span></div><table border="0" cellpadding="0" cellspacing="0" class="MsoNormalTable" style="border-collapse: collapse; border-color: initial; border-width: initial; mso-padding-alt: 0cm 0cm 0cm 0cm;"><tbody>
<tr style="mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.5pt;" valign="top" width="125"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Fundador</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border-left-color: initial; border-left-width: initial; border-left: none; border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 338.7pt;" valign="top" width="452"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Freud</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 1;"> <td style="border-top-color: initial; border-top-width: initial; border-top: none; border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.5pt;" valign="top" width="125"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Pressuposto</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left-color: initial; border-left-width: initial; border-left: none; border-right: solid windowtext 1.0pt; border-top-color: initial; border-top-width: initial; border-top: none; padding: 0cm 3.5pt 0cm 3.5pt; width: 338.7pt;" valign="top" width="452"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Salienta a influencia determinante do inconsciente para a vida psíquica do ser humano.</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Explica o desenvolvimento humano pela evolução da psicossexualidade e , salientando o papel da sexualidade infantil (que, no entanto, não coincide com a noção de sexualidade do senso comum).</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 2;"> <td style="border-top-color: initial; border-top-width: initial; border-top: none; border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.5pt;" valign="top" width="125"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Objecto</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left-color: initial; border-left-width: initial; border-left: none; border-right: solid windowtext 1.0pt; border-top-color: initial; border-top-width: initial; border-top: none; padding: 0cm 3.5pt 0cm 3.5pt; width: 338.7pt;" valign="top" width="452"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Aparelho psíquico humano</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 3;"> <td style="border-top-color: initial; border-top-width: initial; border-top: none; border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.5pt;" valign="top" width="125"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Objectivo</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left-color: initial; border-left-width: initial; border-left: none; border-right: solid windowtext 1.0pt; border-top-color: initial; border-top-width: initial; border-top: none; padding: 0cm 3.5pt 0cm 3.5pt; width: 338.7pt;" valign="top" width="452"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Compreender como a personalidade do indivíduo se desenvolve</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 4;"> <td style="border-top-color: initial; border-top-width: initial; border-top: none; border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.5pt;" valign="top" width="125"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Método</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left-color: initial; border-left-width: initial; border-left: none; border-right: solid windowtext 1.0pt; border-top-color: initial; border-top-width: initial; border-top: none; padding: 0cm 3.5pt 0cm 3.5pt; width: 338.7pt;" valign="top" width="452"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Associação livre de ideia; interpretação dos sonhos; actos falhados; etc.</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
<tr style="mso-yfti-irow: 5; mso-yfti-lastrow: yes;"> <td style="border-top-color: initial; border-top-width: initial; border-top: none; border: solid windowtext 1.0pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 93.5pt;" valign="top" width="125"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Contributo</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left-color: initial; border-left-width: initial; border-left: none; border-right: solid windowtext 1.0pt; border-top-color: initial; border-top-width: initial; border-top: none; padding: 0cm 3.5pt 0cm 3.5pt; width: 338.7pt;" valign="top" width="452"><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Introduz uma nova concepção de ser humano, dando ênfase aos processos inconscientes e à sexualidade, contrastando <span class="apple-converted-space"> </span>com a noção que prevalecia na época, segundo o qual o ser humano era visto como essencialmente racional e controlava os seus impulsos através da razão.</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Atribui à criança uma vivência de sexualidade, alterado profundamente a concepção existente na sexualidade.</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Pressupõe a existência de aspectos inatos, para além dos aprendidos.</span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div><div class="ecxmsonormal" style="margin-bottom: 16.2pt; margin-left: 0cm; margin-right: 0cm; margin-top: 0cm; mso-line-height-alt: 12.75pt; text-align: justify;"><span style="font-family: Calibri; font-size: 14pt;">Introduz uma concepção dinâmica da personalidade. Utiliza métodos subjectivos de simbilização (ex. interpretação de sonhos)<span class="apple-converted-space"> </span></span><span style="font-family: Calibri; font-size: 14pt;"><o:p></o:p></span></div></td> </tr>
</tbody></table>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-59510258722397119852011-07-02T15:13:00.000-07:002011-07-03T08:02:07.438-07:00Críticas à teoria de Lawrence Kohlberg<h3 style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; font-weight: normal;">Existem quatro críticas a esta teoria - duvidas sobre:<br />
</span><span style="font-family: "Calibri","sans-serif";">- </span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; font-weight: normal;">universalidade dos estádios</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; font-weight: normal;">- acusação de elitismo</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; font-weight: normal;">- ignorância da especificidade do desenvolvimento moral das mulheres</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; font-weight: normal;">- desvalorização do papel da emoção e do hábito no processo de desenvolvimento moral</span></h3><img alt="" src="data:image/png;base64,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<h3 style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt; font-weight: normal;">Carol Gilligan critica o facto <span style="color: #4f81bd;">da teoria de Kohlberg ter sido desenvolvida a partir de um estudo conduzido por uma amostra unicamente de rapazes</span>. São esquecidas a especificidade do desenvolvimento moral das raparigas e a tradução apenas de valores masculinos.<br />
Carol afirma que o nível pós convencional (3º nível) esquece a forma como as mulheres raciocinam sobre as questões morais. Considera que o desenvolvimento moral dos indivíduos deve ir além do reconhecimento das diferenças de género e precisa de incorporar quer o conceito de injustiça quer o conceito de cuidar dos outros, tanto nos homens como nas mulheres, de forma que a maturidade moral seja o resultado da evolução conjunta do que é mais típico no desenvolvimento dos homens e nas mulheres.</span></h3>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com1tag:blogger.com,1999:blog-5349596857057490365.post-85385498630865289732011-07-02T15:05:00.000-07:002011-07-02T15:05:22.316-07:00Lawrence Kohlberg<!--[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</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> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <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"
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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"
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UnhideWhenUsed="false" Name="Medium List 2 Accent 4"/> <w:LsdException Locked="false" Priority="67" SemiHidden="false"
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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"
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UnhideWhenUsed="false" Name="Light Grid Accent 5"/> <w:LsdException Locked="false" Priority="63" SemiHidden="false"
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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"
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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:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> <br />
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" /><span style="font-size: 14.0pt; line-height: 115%;"> </span></div><div class="MsoNormal"><span style="font-size: 14pt; line-height: 115%;">Psicólogo norte-americano, nascido em 1927 e falecido em 1987, doutorou-se em Psicologia na Universidade de Chicago com uma tese sobre o raciocínio moral nas crianças e adolescentes. Depois de ter sido assistente na universidade onde se doutorou, foi para Harvard onde desenvolveu um programa de formação no domínio do desenvolvimento humano.<br />
Kohlberg especializou-se na investigação sobre educação e argumentação moral, sendo mais conhecido pela sua teoria dos níveis de <a href="http://psicdesenv.webnode.com.pt/temas/desenvolvimento%20na%20inf%c3%a2ncia%20e%20na%20adolesc%c3%aancia/desenvolvimento-moral" target="_self"><span style="color: windowtext; text-decoration: none; text-underline: none;">desenvolvimento moral</span></a>. Muito influenciado pela teoria do <a href="http://psicdesenv.webnode.com.pt/temas/desenvolvimento%20na%20inf%c3%a2ncia%20e%20na%20adolesc%c3%aancia/desenvolvimento-cognitivo" target="_self"><span style="color: windowtext; text-decoration: none; text-underline: none;">desenvolvimento cognitivo</span></a> de <a href="http://psicdesenv.webnode.com.pt/temas/personalidades/jean-piaget" target="_self"><span style="color: windowtext; text-decoration: none; text-underline: none;">Jean Piaget</span></a>, o trabalho de Kohlberg reflectiu e desenvolveu as ideias de seu predecessor, ao mesmo tempo criando um novo campo na psicologia: "desenvolvimento moral".<br />
Kohlberg apresenta uma teoria inovadora sobre o desenvolvimento moral baseada em profundos estudos sobre crianças, adolescentes e adultos. Considera que o desenvolvimento moral se desenrola em seis estádios independentemente da cultura, grupo social ou país. Cada estádio apresentaria características próprias, estando relacionado com a idade e representando um sistema de organização mais compreensivo e qualitativamente diferente do estádio anterior. <br />
Tinha como modus operandi apresentar aos sujeitos uma sequência de dilemas morais hipotéticos com o intuito de colocar o individuo perante um conflito entre a conformidade habitual à autoridade em oposição a uma resposta por um bem maior.</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Apresentava 3 níveis de raciocínio moral, sendo cada um deles dividido em 2 estádios.</span></div><div class="MsoNormal"><span style="color: #4f81bd; font-size: 14.0pt; line-height: 115%; mso-themecolor: accent1;">Nível 1: Moralidade pré convencional</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Estádio 1- orientação para a punição e obediência<br />
O certo é a obediência às regras da autoridade, de forma a evitar a punição</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Estádio 2- individualismo e troca instrumental<br />
O certo é a satisfação das nossas necessidades e interesses. A criança reconhece que os outros também têm interesses.</span></div><div class="MsoNormal"><span style="color: #4f81bd; font-size: 14.0pt; line-height: 115%; mso-themecolor: accent1;">Nível 2: Moralidade convencional</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Estádio 3- expectativas interpessoais mútuas, relacionamento e conformidade interpessoal<br />
O certo é ser simpático, leal e digno de confiança., ou seja, viver de acordo com aquilo que os outros esperam de nós. Neste estádio uma pessoa sabe partilhar sentimentos e sabe relacionar diferentes pontos de vista em simultâneo, isto é, sabe-se por no papel dos outros.</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Estádio 4- sistema e consciência social, manutenção da lei e da ordem<br />
O certo é cumprir o dever para com a sociedade, manter a ordem social e velar pelo bem-estar de todos.</span></div><div class="MsoNormal"><span style="color: #4f81bd; font-size: 14.0pt; line-height: 115%; mso-themecolor: accent1;">Nível 3: Moralidade pós convencional</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Estádio 5- contrato social ou direitos individuais democrasticamente aceites<br />
A escolha moral é baseada nos direitos básicos, nos contratos legais e nos valores morais, mesmo quando há conflito com as leis. Ter consciência que as pessoas nem sempre partilham dos mesmos valores e que por vezes as leis e as regras são injustas mas devem ser obedecidas. A pessoa toma decisões na base do maior bem para o maior número.</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%;">Estádio 6- princípios éticos universais<br />
O certo é o que obedece a esses princípios</span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com3tag:blogger.com,1999:blog-5349596857057490365.post-8281015806910255922011-07-02T14:44:00.000-07:002011-07-02T14:44:55.900-07:00Gestalgismo<!--[if !mso]> <style>
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/* 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:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
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DefSemiHidden="true" DefQFormat="false" DefPriority="99"
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/* Style Definitions */
table.MsoNormalTable
{mso-style-name:"Tabela normal";
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mso-tstyle-colband-size:0;
mso-style-noshow:yes;
mso-style-priority:99;
mso-style-qformat:yes;
mso-style-parent:"";
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font-family:"Times New Roman","serif";}
</style> <![endif]--> </div><div class="MsoNormal" style="tab-stops: 72.75pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Tendência para organizar as percepções da imagem que está a ser vista e do fundo sobre o qual ela aparece.</span></div><div class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><br />
</div><div class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo1; tab-stops: list 18.0pt left 72.75pt; text-indent: -18.0pt;"><!--[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</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> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <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"
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsDIb0vfCjcgDTV5mFTgyNk3wlx5DBxD4sxxZo4ri1OQpd9Pk00OdThFca-Aj-w1Zgod5eqTOGs1OCngmNRZp_kHcwWrS7Ut-YVPpEYZWudWLXlaNmjlqvReHEE0-9rLM2x6SP4gx0E5ST/s1600/666.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhsDIb0vfCjcgDTV5mFTgyNk3wlx5DBxD4sxxZo4ri1OQpd9Pk00OdThFca-Aj-w1Zgod5eqTOGs1OCngmNRZp_kHcwWrS7Ut-YVPpEYZWudWLXlaNmjlqvReHEE0-9rLM2x6SP4gx0E5ST/s1600/666.png" /></a></div><div class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><br />
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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"
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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"
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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"
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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:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style> <![endif]--> </div><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Exemplo: vemos uma linha vertical e <span style="mso-spacerun: yes;"></span>uma linha horizontal e não bola</span><br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">3- Semelhança --> os objectos semelhantes tendem a ser visto formando um grupo</span><br />
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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"
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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="59" 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"
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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"
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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"
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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:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style> <![endif]--> <br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiK4psSGiLX3DofVP8uCspaYZNWxAxKd1NvQdcKSFynGv7uLl7vsLSIK7yXHo6rc0tVKMZOGAN9mnM0F2rlfPOsAvKIDCjn61Nq86R93oA5HSOc1rn9g2bvRXYLpqooOowvhmw1xwap8Ry/s1600/888.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhiK4psSGiLX3DofVP8uCspaYZNWxAxKd1NvQdcKSFynGv7uLl7vsLSIK7yXHo6rc0tVKMZOGAN9mnM0F2rlfPOsAvKIDCjn61Nq86R93oA5HSOc1rn9g2bvRXYLpqooOowvhmw1xwap8Ry/s1600/888.png" /></a></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Exemplo: vemos colunas verticais e não bolas e quadrados </span><br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">4- (</span><!--[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</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> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <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="59" 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:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style> <![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-theme-font: minor-latin;">boa) continuidade – tendência da nossa percepção uma direcção para conectar os elementos da imagem, de modo a que eles pareçam contínuos, em vez de vermos esses elementos separados.</span><br />
<br />
<div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4n2_4XqC2pKsmzNnhd0T4R9uAqm9yw7vBg58fvYh0Ddj663C5hDt2domQTF6LDS0lSGZTBGPjju689zTicEzq7rLFbbG_aQRdPtyhPZfdgqHh_XDJ2AKDF0BNCm1qxF_QrqT9JlRU6MsB/s1600/555.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh4n2_4XqC2pKsmzNnhd0T4R9uAqm9yw7vBg58fvYh0Ddj663C5hDt2domQTF6LDS0lSGZTBGPjju689zTicEzq7rLFbbG_aQRdPtyhPZfdgqHh_XDJ2AKDF0BNCm1qxF_QrqT9JlRU6MsB/s1600/555.png" /></a></div><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> </span><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-theme-font: minor-latin;">Exemplo: vemos um triângulo e um rectângulo em vez de tracejado</span><br />
<br />
<div class="MsoNormal" style="margin-left: 18.0pt; mso-list: l0 level1 lfo1; tab-stops: list 18.0pt; text-indent: -18.0pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">5- Preenchimento – tendência da nossa percepção seguir uma direcção para conectar os elementos de modo a que estes pareçam contínuos. Percebemos as figuras mesmo que elas estejam incompletas. </span></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgms3iq9VFblGaTrb1WdLiBKlT_rCTA-6warVrFmPCNQvRa6guhZMCiUJMonG7kWE_aIZumn3GQoUIwZoh_6M47z-4CgNltzE-gzPrsvNuzQuKcI7ot7_ad3XKG2S2Nl0cJv2EaDUoPbayF/s1600/88888.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="126" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgms3iq9VFblGaTrb1WdLiBKlT_rCTA-6warVrFmPCNQvRa6guhZMCiUJMonG7kWE_aIZumn3GQoUIwZoh_6M47z-4CgNltzE-gzPrsvNuzQuKcI7ot7_ad3XKG2S2Nl0cJv2EaDUoPbayF/s320/88888.png" width="320" /></a></div><div class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> </span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Exemplo: </span><!--[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</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> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <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="59" 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"
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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"
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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"
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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:0cm;
mso-para-margin-bottom:.0001pt;
mso-pagination:widow-orphan;
font-size:10.0pt;
font-family:"Times New Roman","serif";}
</style> <![endif]--><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-theme-font: minor-latin;">Nós vemos um quadrado embora que na imagem ele não esteja preenchido</span></div><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> </span> <br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"><br />
</span><br />
<div class="MsoNormal" style="margin-left: 18pt; text-indent: -18pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> </span></div><div class="MsoNormal"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> </span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-5961268803694594652011-07-02T14:26:00.000-07:002011-07-02T14:26:56.068-07:00A teoria da equilibração<!--[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</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"
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<span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"> </span> <div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Esta teoria trata de um ponto de equilíbrio entre a assimilação e acomodação, logo é considerado como um mecanismo auto-regulador para assegurar à criança uma interacção eficiente dela com o meio ambiente.</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Existem dois factores importantes na teoria da equilibração:</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">todo o esquema de assimilação tende a alimentar-se</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">todo o esquema de assimilação é obrigado a acomodar-se aos elementos que assimila</span></div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Se uma pessoa só assimilasse estímulos acabaria com poucos esquemas cognitivos e aí seria incapaz de detectar diferenças nas coisas.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Existem três formas básicas de equilibração:</span></div><div class="MsoListParagraphCxSpFirst" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">a)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">a) Equilibração entre a assimilação destes esquemas e a acomodação dos mesmos aos objectos</span></div><div class="MsoListParagraphCxSpLast" style="mso-list: l1 level1 lfo2; text-indent: -18.0pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-list: Ignore;">b)<span style="font: 7.0pt "Times New Roman";"> </span></span></span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><span style="mso-spacerun: yes;">b) </span>Forma que assegura as interacções entre os esquemas</span></div><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">c) Forma que assegura as interacções entre os esquemas e a totalidade</span><br />
<br />
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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Os esquemas cognitivos do adulto são derivados dos esquemas sensório-motores da criança e, os processos responsáveis por essa mudança nas estruturas cognitivas por assimilação e acomodação.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Assimilação é o </span><span style="font-family: Wingdings; font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-char-type: symbol; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;"></span></span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> processo pelo qual uma pessoa classifica um novo dado nas estruturas cognitivas prévias. Quando uma criança tem uma nova experiência e se adapta à mesma.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">A criança tenta continuamente adaptar os novos estímulos aos esquemas que ela já possui.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Exemplo: quando é apresentado à criança um cavalo ela tenta assimila-lo, figura que já conhecia. Ocorre um processo de similaridade entre o cavalo e o cão.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Acomodação </span><span style="font-family: Wingdings; font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-char-type: symbol; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> acontece quando a criança não consegue assimilar o novo estímulo, ou seja, não existe uma estrutura cognitiva que assimile a nova informação em função da particularidade desse novo estímulo. Nesta situação restam duas saídas: criar um novo esquema ou modificar um esquema que já existe.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Não há assimilação sem acomodações, mas também não existem acomodações sem assimilação, ou seja, o meio não provoca simplesmente o registo de impressões ou a formação de cópias, mas desencadeia ajustamentos activos.</span><span style="font-size: 12.0pt; mso-bidi-font-family: Calibri; mso-bidi-font-size: 14.0pt; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-theme-font: minor-latin;">Assimilação + acomodação = adaptação</span>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com14tag:blogger.com,1999:blog-5349596857057490365.post-72099079262391180042011-07-02T14:23:00.000-07:002011-07-02T14:23:55.846-07:00Jean Piaget<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em;"><img alt="" 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</style> <![endif]--> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Jean Piaget foi um biólogo, zoólogo, filósofo, epistemólogo e um psicólogo francês que ficou conhecido pela sua teoria cognitiva. Considerado o grande estudioso da génese e desenvolvimento dos processos cognitivos da criança e o maior contribuidor para a psicologia do desenvolvimento. O seu único modelo teórico continua a dominar a sua investigação e o seu contributo foi uma mais valia para o conhecimento desta ciência. </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">O cientista suíço revolucionou o modo de encarar a educação de crianças ao mostrar que elas não pensam como os adultos e constroem o próprio aprendizado.<br />
Foi o nome mais influente no campo da educação durante a segunda metade do século 20, a ponto de quase se tornar sinónimo de pedagogia. Não existe, entretanto, um método Piaget, como ele próprio gostava de frisar. Ele nunca actuou como pedagogo. Antes de mais nada, Piaget foi biólogo e dedicou a vida a submeter à observação científica rigorosa o processo de aquisição de conhecimento pelo ser humano, particularmente a criança.<br />
Do estudo das concepções infantis de tempo, espaço, causalidade física, movimento e velocidade, Piaget criou um campo de investigação que denominou epistemologia genética – isto é, uma teoria do conhecimento centrada no desenvolvimento natural da criança.<br />
Segundo ele, o pensamento infantil passa por quatro estágios, desde o nascimento até o início da adolescência, quando a capacidade plena de raciocínio é atingida.<br />
“A grande contribuição de Piaget foi estudar o raciocínio lógico-matemático, que é fundamental na escola mas não pode ser ensinado, dependendo de uma estrutura de conhecimento da criança”.<br style="mso-special-character: line-break;" /> <br style="mso-special-character: line-break;" /> </span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> Em conclusão, o seu conhecimento elucidava a questão da semelhança entre a adolescência da criança e a do adulto, havendo entre elas algumas diferenças quantitativas.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> Na sua ideologia, a inteligência precede o pensamento, desenvolvendo-se então por etapas progressivas que exigem certos processos de adaptação ao meio.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> Defende uma posição construtiva/interaccionista: as estruturas do pensamento são produto de uma construção contínua do sujeito que interage com o meio, tendo um papel activo no seu próprio desenvolvimento cognitivo.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Alguns conceitos importantes:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Estádios</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"><span style="mso-spacerun: yes;"> </span><span style="color: black;">Os estádios de desenvolvimento diferem uns dos outros e o conteúdo de cada estádio consiste num sistema fechado que determina a forma como compreendemos e damos sentido às experiências. Deste modo, se pretendermos proporcionar experiências que alimentem e facilitem o desenvolvimento, temos que ter em consideração o sistema intelectual que a criança utiliza num dado momento.</span></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Cada novo estádio representa uma forma de equilíbrio cada vez maior, que permite uma adaptação mais adequada às circunstâncias.</span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Piaget dividiu o desenvolvimento em quatro estádios:</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
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<tr style="height: 7.85pt; mso-yfti-firstrow: yes; mso-yfti-irow: 0;"> <td style="border: solid windowtext 1.0pt; height: 7.85pt; mso-border-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 112.0pt;" valign="top" width="149"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
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</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">Estádio Sensório – Motor</span></b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;"></span></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">(do nascimento até aos 2<sup> </sup>anos)</span></b><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div></td> <td style="border-left: none; border: solid windowtext 1.0pt; height: 7.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 360.35pt;" valign="top" width="480"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">É caracterizado como o período de adaptação ao mundo exterior. Predomina o desenvolvimento das percepções e dos movimentos. Neste estágio a criança não distingue os objectos que a rodeiam.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">O desenvolvimento físico é acelerado pois constitui-se no suporte para o aparecimento de novas habilidades, de novos comportamentos. O organismo tem que fazer ajustamentos em função das exigências do meio.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">O bebé adquire o conhecimento por meio das suas próprias acções que são controladas por informações sensoriais imediatas.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">No fim deste período já compreende a permanência do objectivo. </span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="color: black; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Este estádio é composto por 6 subestádios sendo estes: o uso de reflexos, as reacções circulares primárias, as reacções circulares secundárias, as reacções circulares coordenadas, as reacções circulares terciárias e a invenção de novos significados para as coisas através de combinações mentais.</span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div></td> </tr>
<tr style="height: 7.85pt; mso-yfti-irow: 1;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 7.85pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 112.0pt;" valign="top" width="149"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">Estádio Pré – Operatório </span></b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;"></span></div><div align="center" class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">(2-6/7 anos)</span></b><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 7.85pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 360.35pt;" valign="top" width="480"> <div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">É o período da preparação e da organização da inteligência operatória concreta. A criança aprende a representar os objectos por palavras e a manipular as palavras mentalmente. Corresponde ao período pré-escolar e é onde surge o uso da linguagem articulada.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">É também caracterizado por consideráveis mudanças físicas.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">A maturação neurofisiológica completa-se, permitindo o desenvolvimento de novas habilidades.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Esta fase é marcada pelo aparecimento da função simbólica, sendo esta a capacidade de criar símbolos para substituir ou representar os objectos e de lidar mentalmente com eles.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">A linguagem permite à criança comunicar com os outros, mas isso não acontece tanto devido ao facto da criança ser egocêntrica, usando o monólogo colectivo em vez do diálogo.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Nesta fase, o desenvolvimento do pensamento da criança acelera.</span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">O jogo simbólico também é marcado pelo egocentrismo, pois a criança torna o real no real dos seus desejos, transformando os objectos naquilo que quer. A esta capacidade chamamos <b style="mso-bidi-font-weight: normal;">realismo.</b></span></div><div class="MsoNormal" style="margin-bottom: .0001pt; margin-bottom: 0cm; mso-line-height-alt: 7.85pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Este estádio é subdividido em 2 subestádios sendo estes: pensamento simbólico pré-conceptual e o pensamento intuitivo.</span></div></td> </tr>
<tr style="height: 184.95pt; mso-yfti-irow: 2;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 184.95pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 112.0pt;" valign="top" width="149"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">Estádio das Operações Concretas </span></b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;"></span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">(6/7-11/12 anos)</span></b><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 184.95pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 360.35pt;" valign="top" width="480"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Começa a ser ultrapassado o egocentrismo do estádio anterior. A criança adquire autonomia em relação ao adulto. O convívio com o sexo oposto diminui.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Desenvolve o pensamento lógico: desenvolve conceitos e é capaz de realizar operações mentais, mas apenas é capaz de o fazer se estiver perante os objectos e/ou situações.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Desenvolve também a noção de conservação da matéria, peso, volume, e desenvolve também a capacidade de fazer seriações e classificações.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">A criança começa a ter noção da conservação e da classificação e consegue relacionar mais do que 2 objectos ao mesmo tempo.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Por último, tem a noção da reversibilidade.</span></div></td> </tr>
<tr style="height: 185.5pt; mso-yfti-irow: 3; mso-yfti-lastrow: yes;"> <td style="border-top: none; border: solid windowtext 1.0pt; height: 185.5pt; mso-border-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 112.0pt;" valign="top" width="149"> <div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><br />
</div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">Estádio das Operações Formais </span></b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;"></span></div><div align="center" class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: center;"><b><span style="color: #8064a2; font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-themecolor: accent4;">(11/12-16 anos)</span></b><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"></span></div></td> <td style="border-bottom: solid windowtext 1.0pt; border-left: none; border-right: solid windowtext 1.0pt; border-top: none; height: 185.5pt; mso-border-alt: solid windowtext .5pt; mso-border-left-alt: solid windowtext .5pt; mso-border-top-alt: solid windowtext .5pt; padding: 0cm 3.5pt 0cm 3.5pt; width: 360.35pt;" valign="top" width="480"> <div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Aparece um novo tipo de pensamento: o pensamento abstracto, lógico e formal, pelo que a criança já é capaz de resolver problemas sem suporte concreto. Coloca mentalmente as hipóteses deduzindo as consequências </span><span style="font-family: Wingdings; font-size: 14.0pt; mso-ascii-font-family: Calibri; mso-ascii-theme-font: minor-latin; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-char-type: symbol; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; mso-hansi-font-family: Calibri; mso-hansi-theme-font: minor-latin; mso-symbol-font-family: Wingdings;"><span style="mso-char-type: symbol; mso-symbol-font-family: Wingdings;">à</span></span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> raciocínio hipotético – dedutivo. Consegue avaliar para além do que vê. Surge então o egocentrismo intelectual que leva ao adolescente a considerar que através do seu pensamento pode resolver todos os problemas e que as suas ideias e convicções são as melhores.</span></div></td> </tr>
</tbody></table><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">O início e o término destes estádios dependem das características biológicas do indivíduo e de factores educacionais e sociais.</span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Apenas é inata a necessidade de adequação ao meio. Toda a actividade humana é desencadeada por necessidades desencadeadoras de desequilíbrio.</span></div><div style="margin-left: 1em; margin-right: 1em;"><br />
</div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com2tag:blogger.com,1999:blog-5349596857057490365.post-7715967369797830542011-07-02T13:39:00.000-07:002011-07-02T13:39:21.085-07:00Crianças selvagens<div style="text-align: justify;"><!--[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</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"
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UnhideWhenUsed="false" QFormat="true" Name="Emphasis"/> <w:LsdException Locked="false" Priority="59" 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:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
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" /><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> </span></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><br />
</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14pt;">Na última aula de Psicologia do Desenvolvimento, foi-nos apresentado um documentário sobre crianças selvagens, nomeadamente, Victor, uma criança que passou a sua infância numa floresta, sem contacto com a sociedade e Genie uma menina que foi isolada da sociedade de tal maneira que nem chegou a aprender a falar </span></div><div> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">O primeiro caso, chegou mesmo a ser retratado no filme “A criança selvagem” de François Truffaut em 1970.</span></div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Estas crianças apresentavam grandes atrasos (sobretudo na fala e no andar), mas considerava-se possível a sua recuperação, tendo sido então alvo de muitos estudos. </span></div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Para mudar os seus instintos foram preparados exercícios que os estimulassem, o que os levou a conhecer objectos e a aprender a escrever, Genie chegou mesmo a conseguir dizer várias palavras, mas apesar de todos os esforços as crianças nunca recuperaram do seu atraso. </span></div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><br />
</div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><br />
</div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Os seres humanos, tal como os animais, apresentam necessidades básicas, como é o caso da fome, do sono, ou do apetite sexual. No entanto, os animais irracionais não pensam nem reflectem sobre os seus comportamentos, agindo de maneira a satisfazerem as suas necessidades, sem porem em causa os meios que utilizam para o fazer. São então considerados sistemas fechados devido à sua incapacidade de reflectirem sobre os seus actos, pois agem de acordo com os seus instintos mais involuntários.</span></div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Ao contrário dos animais, os seres humanos têm a possibilidade de escolherem se querem, ou não agir de certa forma, mesmo que o resultado das suas acções não lhes satisfaça, propriamente, as necessidades básicas. Apesar do ser humano possuir necessidades que tendem a ser satisfeitas, a decisão pertence apenas ao indivíduo.</span></div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"><span style="mso-spacerun: yes;"> </span>Genie e Victor antes de ser encontrado pelos homens reagia apenas por instintos, comportando-se como um animal, enquanto que, após meses de contacto com a sociedade e com os seus padrões </span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;"><a href="http://pt.shvoong.com/tags/culturais/"><span style="color: windowtext; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT; text-decoration: none; text-underline: none;">culturais</span></a></span><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">, foram-se habituando a comportar de acordo com as normas de boa educação e de higiene com que nunca tinham lidado antes. Com o passar do tempo e com o contacto com uma cultura, ambos foram-se “moldando” às exigências impostas pela sociedade em que se inseriam. O facto de o comportamento de Genie e Victor se ter mudado com a diferença do meio onde se inseriram prova que o ambiente e a educação recebida é um factor condicionante e fundamental para os comportamentos chamados instintivos.</span></div><div style="text-align: justify;"> </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Pode-se concluir que, <span style="color: #8064a2; mso-themecolor: accent4;">a educação e o contínuo contacto com a sociedade, influenciam os comportamentos do ser humano</span>.</span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-4559234204870449562011-07-02T13:31:00.000-07:002011-07-02T13:31:38.043-07:00A solução de Anastasi<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;"><img alt="" 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</div><div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm;">O trabalho de Anastasi lançou considerável luz sobre a controvérsia entre a hereditariedade e o meio. A sua conclusão é que tanto os factores hereditários como os factores do meio são importantes na determinação do comportamento do indivíduo. A herança genética representa o potencial hereditário do organismo que pudera ser desenvolvido dependendo do processo de interacção com o meio, mas que determina os limites da acção deste.</div><div class="MsoNormal" style="tab-stops: 112.75pt;">Anastasi diz que mesmo reconhecendo que determinado traço de personalidade resulte da influência conjunta de factores hereditários e ambientais, uma diferença neste traço entre indivíduos ou entre grupos pode resultar de um dos factores apenas, sendo genético ou ambiental.</div><div class="MsoNormal" style="tab-stops: 112.75pt;">A pergunta não deve ser qual o facto mais importante para o desenvolvimento, ou quanto pode ser atribuído à hereditariedade e quanto pode ser atribuído ao meio, mas como cada um desses factores actua em cada circunstancia. É então mais preocupante o modo como os factores hereditários e ambientais interagem do que propriamente a questão de qual deles é mais importante, ou de quanto entra de cada um na composição do comportamento do individuo. </div><div class="MsoNormal" style="tab-stops: 112.75pt;">Em conclusão, existem alguns problemas que são unicamente influenciados por factores hereditários (doenças).</div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-26561418887999401542011-07-02T13:19:00.000-07:002011-07-02T13:19:51.379-07:00Imprinting<!--[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</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> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <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"
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<div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Existe uma diferença fundamental entre factores genéticos e factores congénitos no processo de desenvolvimento. Genético só é aquilo que o indivíduo recebe através dos genes. Congénito é tudo aquilo que influencia desenvolvimento do indivíduo, e que foi adquirido durante a vida intra-uterina, mas não é transmitido através dos genes (exemplo a sífilis é uma doença congénita, porque pode ser adquirida durante a vida intra-uterina, mas é transmitida através dos genes, logo a sífilis não é hereditária).</span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Konrad Lorenz foi o fundador da moderna etologia. Descobriu que muitos dos mais importantes padrões de comportamento dos animais (comportamentos instintivos) são inatos.<br />
Lorenz estava interessado no estudo dos animais no seu contacto com a natureza e na forma como sobreviviam nos ambientes reais. Sugeriu que as espécies animais estão geneticamente construídas para aprenderem tipos específicos de informação que são importantes para a sobrevivência da espécie.</span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Estudo à cerca do processo <b style="mso-bidi-font-weight: normal;">imprinting </b>que ocorre no desenvolvimento dos animais e dos seres humanos. Em experiências com animais, Lorenz percebeu que nas primeiras horas de vida há um período decisivo para o seu desenvolvimento.</span><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;"> Neste período os animais absorvem intensamente o comportamento de outro animal. Lorenz realizou experiências com pintos e gansos, tendo demonstrado como este processo ocorria. O imprinting tem uma grande importância pois actua como um instinto para a sobrevivência de animais recém-nascidos. Mais tarde descobriu-se que o imprinting apenas ocorre em determinados períodos, tendo-se assim identificado os períodos críticos de aprendizagem. Esta descoberta levou a investigações com crianças, tendo-se demonstrado que na infância este fenómeno também acontece, existindo diversos períodos críticos, nos quais, as crianças estão particularmente aptas a realizar determinadas aprendizagens.</span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Contudo, o seu estudo foi criticado na medida em que Lorenz estudou os animais nos seus ambientes naturais e outros pesquisadores estudaram os animais em contexto de laboratório, onde conseguem controlar rigorosamente todas as características do local onde os analisados vão nascer.</span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Essas mudanças mostraram que o imprinting não é rápido, irreversível e restrito a um período crítico nem a uma espécie.</span></div><div class="MsoNormal"><br />
</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/LGBqQyZid04?feature=player_embedded' frameborder='0'></iframe></div><div class="MsoNormal"><br />
</div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com6tag:blogger.com,1999:blog-5349596857057490365.post-52288945392599966252011-07-02T12:23:00.000-07:002011-07-02T12:23:46.799-07:00Desenvolvimento pré-natal<!--[if !mso]> <style>
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/* 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;
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mso-para-margin-left:0cm;
line-height:115%;
mso-pagination:widow-orphan;
font-size:11.0pt;
font-family:"Calibri","sans-serif";
mso-ascii-font-family:Calibri;
mso-ascii-theme-font:minor-latin;
mso-fareast-font-family:"Times New Roman";
mso-fareast-theme-font:minor-fareast;
mso-hansi-font-family:Calibri;
mso-hansi-theme-font:minor-latin;
mso-bidi-font-family:"Times New Roman";
mso-bidi-theme-font:minor-bidi;}
</style> <![endif]--> <span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">A vida começa quando as células germinais dos pais se encontram. </span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Cada um dos pais contribui com 23 cromossomas. Neste momento é definido o potencial genético do indivíduo. Esta única célula possui toda a herança genética do pai e da mãe, mas a sua realização irá depender de factores ambientais e hereditários.</span><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Este desenvolvimento dá-se em 3 períodos: o período germinal, o período embrionário e o período fetal.</span><br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">O <span style="color: #8064a2; mso-themecolor: accent4;">período germinal</span> é desde a concepção até à primeira semana. Neste período ocorrem inúmeras mitoses. É quando se dá a formação do óvulo.</span><br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">O <span style="color: #8064a2; mso-themecolor: accent4;">período embrionário</span> é desde a segunda semana até ao segundo mês. Esta fase caracteriza-se pela formação da maioria dos principais sistemas do corpo.<br />
Cada camada do embrião dá origem a certos sistemas do corpo.</span><br />
<img alt="" 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" /><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span><br />
<div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">O período fetal é desde a oitava semana até ao final da gravidez. É quando o corpo cresce e se aperfeiçoam os órgãos e os sistemas começam a funcionar. E também os órgãos e os músculos se tornam funcionais. Nesta fase o feto também muda para uma posição de cabeça para baixo e então o corpo da mãe prepara-se para o nascimento.</span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><br />
</div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Durante a vida intra-uterina, o indivíduo poder receber a influência de vários factores que determinarão o curso do seu desenvolvimento, sendo alguns deles: a idade e dieta da grávida, o uso abusivo de drogas e medicamentos, infecções. </span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">De uma forma geral, <span style="color: #8064a2; mso-themecolor: accent4;">o período pré-natal tem um significado psicológico, social e biológico quer para a criança, quer para a família</span>. Este afecta a criança mesmo antes do seu nascimento.</span></div><div class="MsoNormal" style="tab-stops: 112.75pt;"><span style="font-size: 14.0pt; line-height: 115%; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin;">Quando maior a idade da mãe maior é a probabilidade do filho ter problemas.</span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com11tag:blogger.com,1999:blog-5349596857057490365.post-40523866270585326412011-07-02T12:02:00.000-07:002011-07-02T12:04:46.128-07:00Genótipo e Fenótipo<div style="text-align: justify;"><img alt="" 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" /></div><div style="text-align: justify;"><br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"></span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Nos seres humanos constata-se que os olhos castanhos são dominantes em relação aos olhos azuis.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"><br />
<span style="color: #4f81bd;">Fenótipo -</span> Traço revelado. Neste caso o fenótipo são os olhos castanhos.</span></div><div style="text-align: justify;"><span style="color: #4f81bd; font-family: "Calibri","sans-serif"; font-size: 14pt;">Genótipo -</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> Gene subjacente. O genótipo é aquilo que herdamos e nos leva a ter olhos castanhos, sendo neste caso genes de olhos castanhos.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">A maior parte dos traços comportamentais resulta da combinação de um grande número de genes, hereditariedade poligénica. </span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="color: #4f81bd; font-family: "Calibri","sans-serif"; font-size: 14pt;">O genótipo</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> é o património hereditário com que fomos dotados, as informações hereditárias de um organismo que estão contidas no genoma de cada um.</span></div><div style="text-align: justify;"><span style="color: #4f81bd; font-family: "Calibri","sans-serif"; font-size: 14pt;">O fenótipo</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> é a manifestação externa do genótipo, isto é, todas as características fisiológicas e psicológicas que cada indivíduo apresenta.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Em conclusão, trata-se do <span style="color: #8064a2;">conjunto de traços que resulta da interacção entre o genótipo </span>(informação genética) <span style="color: #8064a2;">e o meio</span>.</span></div><div style="text-align: justify;"><b style="mso-bidi-font-weight: normal;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">As características de um indivíduo não dependem de apenas do código genético, </span></b><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">pois ele sofre a influencia do meio ambiente. Ele pode contribuir para a possibilidade de um indivíduo desenvolver os membros longos e ter grande massa muscular, mas a subnutrição ou falta de exercício impediram o desenvolvimento das capacidades atléticas.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Da mesma forma, irmãos gémeos idênticos portadores do mesmo ADN podem-se tornar bem diferentes, se tivermos em conta o seu modo de vida, ou seja, a influência que o meio ambiente tem nas suas características físicas e ate psicológicas.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">O genótipo é inalterável enquanto que o fenótipo pode ser alterado constantemente por um individuo.</span></div><div style="text-align: justify;"><span style="color: #8064a2; font-family: "Calibri","sans-serif"; font-size: 14pt;">Exemplos:</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">As pessoas magras podem fazer exercício físico e obter mais massa muscular.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">As pessoas loiras podem pintar o cabelo.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">As características fenotípicas alteradas de uma pessoa ano são passadas aos seus descendentes pois a eles são passadas apenas as características fenotípicas. <br />
Os factores relacionados com a aparência física são quase sempre herdados, excepto nestas situações:<br />
<b style="mso-bidi-font-weight: normal;"><span style="color: #8064a2;">a)</span></b> quando a pessoa sofre um trauma ou é portadora de uma doença<br />
<b style="mso-bidi-font-weight: normal;"><span style="color: #8064a2;">b)</span></b> quando necessita de um tratamento medicamentoso<br />
<b style="mso-bidi-font-weight: normal;"><span style="color: #8064a2;">c)</span></b> quando sofre ferimento ou operação plástica</span></div><div style="text-align: justify;"><br />
</div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">O meio social desempenha um papel determinante na construção da personalidade. Esta forma-se num processo interactivo de vida que a envolvem, sendo estes: a família, a escola / o trabalho, a comunidade.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Uma personalidade é marcada por todo um processo de socialização em que a família, principalmente nos primeiros anos de vida assume um papel muito importante.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">O tipo de ambiente vivenciado também influencia a personalidade.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">O meio ambiente abrange muitas influências:<br />
a) o meio químico pré-natal: as drogas, nutrição e as hormonas<br />
b) o meio químico pós-natal: o oxigénio e a nutrição<br />
c) as experiências sensoriais constantes: os eventos vivenciados por todos<br />
d) as experiências sensoriais variáveis: estes eventos no são vivenciados por todos. São eles que diferem de um animal para outro da mesma espécie.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">O estudo de gémeos demonstrou que é nas características da personalidade que a semelhança é menos sendo maior nas características físicas e intelectuais.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Os gémeos criados por famílias diferentes em meios diferentes adquiriram ao longo da vida uma diferença substancial de comportamento. Podem ser encontradas diferenças quando à estatura e ao seu QI, conceito social, pessoal e objectivos de trabalho. O meio ambiente desempenha um papel importante nessa diferenciação.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Por outro lado, é importante referir que na nossa vida estamos sujeitos a experiência diárias que podem modificar o nosso temperamento e carácter.</span><br />
<br />
<span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">Em conclusão, o potencial hereditário pode ser enriquecido ou empobrecido, dependendo do tipo, quantidade e qualidade dos nossos encontros com o meio e do momento em que estes encontros ocorrem (não devem ser nem demasiado cedo nem demasiado tarde). </span></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-77803119046831465602011-07-02T11:22:00.001-07:002011-07-02T11:22:34.085-07:00Gregor Mendel<!--[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</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> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <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"
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<span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 115%; mso-ansi-language: PT; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 11.0pt; mso-bidi-language: AR-SA; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: Calibri; mso-fareast-language: EN-US; mso-fareast-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Entre os anos de 1851 e 1853 estuda História Natural na Universidade de Viena. Neste curso, adquiri muitos conhecimentos que seriam de extrema importância para o desenvolvimento de suas teorias (leis).<br />
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Aproveitou também os conhecimentos adquiridos do pai, que era jardineiro, para começar a fazer pesquisas com árvores frutíferas.</span><br />
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<b>As Leis de Mendel</b><br />
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Primeira Lei: também conhecida com Lei da Segregação, explica que na fase de formação dos gâmetas, os pares de factores se segregam.<br />
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Segunda Lei: também conhecida como lei da Uniformidade, afirma que as características de um indivíduo não são determinadas pela combinação dos genes dos pais, mas sim pela característica dominante de um dos progenitores (característica dominante).<br />
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Segunda Lei: também conhecida como Lei da Recombinação dos Genes, explica que cada uma das características puras de cada de cada variedade (cor, rugosidade da pele, etc) se transmitem para uma segunda geração de maneira independente entre si. <br />
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Morreu em 6 de Janeiro de 1884 sem que tivesse, em vida, seus estudos reconhecidos. Somente no começo do século XX que alguns pesquisadores puderam verificar a importância das descobertas de Mendel para o mundo da genética.</span>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-21522445730687824612011-07-02T11:20:00.000-07:002011-07-02T11:20:05.312-07:00Interação entre a Hereditariedade e o Meio<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em;"><span style="background-color: blue;"><span style="background-color: white;"></span></span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;">A hereditariedade é o conjunto de projectos biológicos que asseguram que cada ser vivo receba e transmita informações genéticas através da reprodução. Essa informação através dos genes que são porções de informação contida no ADN de cada um sob a forma de sequências de nucletóidos. A hereditariedade pode ser específica ou individual.</span></div><div style="background-color: white; text-align: justify;"><span style="background: none repeat scroll 0% 0% white; font-family: "Calibri","sans-serif"; font-size: 14pt;">A <span style="color: blue;">Hereditariedade específica</span> é responsável pela transmissão de agentes genéticos</span><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"> que determinam a herança de características comuns a uma determinada espécie.</span></div><div class="separator" style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14pt;"><a href="http://www.blogger.com/post-create.g?blogID=5349596857057490365" style="background-color: white;"><span style="color: blue;"><br />
</span></a><span style="background: none repeat scroll 0% 0% white;"><span style="background-color: white;">A </span><span style="background-color: white; color: blue;">Hereditariedade individual</span> é responsável pela transmissão de agentes genéticos que determinam os traços e características próprias do indivíduo que o tornam diferente. </span></span></div><br />
<a href="http://www.blogger.com/post-create.g?blogID=5349596857057490365" style="margin-left: 1em; margin-right: 1em;"><img alt="" border="0" height="323" 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width="400" /></a><span style="background-color: blue;"><span style="background-color: white;"> </span></span>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-32596088655157847152011-07-02T10:49:00.000-07:002011-07-02T10:53:49.868-07:00O Behaviorismo de John Watson e a experiência de Pavlov<!--[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</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> 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</style> <![endif]--> <div align="center" style="line-height: 150%; text-align: center;"><span style="color: #45818e; font-family: "Calibri","sans-serif"; font-size: 16.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 18.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Behaviorismo</span><span style="font-family: "Calibri","sans-serif"; font-size: 11.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-font-size: 12.0pt; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"></span></div><div style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Behaviorismo, que deriva do inglês behaviour (RU) ou behavior (EUA) significa comportamento/ conduta, e é um termo genérico para agrupar diversas e contraditórias correntes de pensamento na Psicologia que tem como unidade conceitual o comportamento, mesmo que com diferentes concepções.</span></div><div style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">John Broadus Watson foi considerado o pai do behaviorismo metodológico , ao publicar o artigo "Psicologia vista por um Behaviorista", que declarava a psicologia como um ramo puramente objectivo e experimental das ciências naturais, e que tinha como finalidade prever e controlar o comportamento de todo e qualquer indivíduo. </span></div><div style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Watson era um defensor da importância do meio na construção e desenvolvimento do indivíduo. Os seus estudos basearam-se no condicionamento clássico, conceito desenvolvido pelo fisiologista russo Ivan Pavlov, que ganhou o Prémio Nobel de Medicina pelo seu trabalho sobre a actividade digestiva dos cães. Pavlov descobriu que os cães não salivavam apenas ao ver comida, mas também quando associavam algum som ou gesto à "chegada de comida". A este fenómeno de associação ele denominou de condicionamento clássico. </span></div><div style="line-height: 150%; text-align: justify; text-indent: 35.4pt;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; line-height: 150%; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;">Existem três tipos de Behaviorismo: metodológico, radical e filosófico. Muito resumidamente, o Behaviorismo Metodológico consiste na teoria explicativa do comportamento publicamente observável da Psicologia, a qual postula que esta deve ocupar-se do comportamento animal (humano e não humano) apenas quando for possível uma observação pública para obter uma mensuração, ao invés de ocupar-se dos estados mentais que possam gerar ou influenciar tais comportamentos. O Behaviorismo Radical baseia-se numa filosofia da Psicologia, a qual se propõe a explicar o comportamento animal (humano e não humano) com base no modelo de selecção por consequências e nos princípios do comportamento postulados pela Análise Experimental do Comportamento (AEC). O nome que mais fortemente está associado a esta linha do behaviorismo é o de Burrhus Frederic Skinner. Por último, o Behaviorismo Filosófico diz respeito a uma teoria analítica que trata do sentido e da semântica das estruturas de pensamento e dos conceitos. Defende que a ideia de estado mental, ou disposição mental, é na verdade a ideia de disposição comportamental ou tendências comportamentais. Nesta concepção, são analisados os estados mentais intencionais e representativos. Esta linha de pensamento fundamenta-se basicamente nos postulados de Ryle e Wittgenstein.</span></div><div style="text-align: justify;"><span style="font-family: "Calibri","sans-serif"; font-size: 14.0pt; mso-ascii-theme-font: minor-latin; mso-bidi-theme-font: minor-latin; mso-hansi-theme-font: minor-latin;"><br />
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Apresentamos aqui um vídeo para solidificar a nossa explicação da teoria do Behaviorismo, através de um vídeo com a tão conhecida experiência executada por Ivan Pavlov.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/YhYZJL-Ni7U?feature=player_embedded' frameborder='0'></iframe></div><div class="MsoNormal"><br />
</div><span style="font-family: "Calibri","sans-serif"; font-size: 11pt; line-height: 115%;"><a href="http://www.youtube.com/watch?v=YhYZJL-Ni7U&feature=player_embedded"><br />
</a></span>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-62144016186799341942011-07-02T10:01:00.000-07:002011-07-02T10:01:47.747-07:00John Broadus Watson<div class="separator" style="clear: both; text-align: center;"></div><div class="Azul_Titulo_Artigo" style="line-height: 120%; margin-left: 1em; margin-right: 1em;"><img alt="" height="200" 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" 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<span style="font-size: 14pt;">Psicólogo norte-americano nascido em 1878, em Greenville (Carolina do Sul). Completou os seus estudos académicos na Universidade de Chicago com o doutoramento sobre a maturação neurológica e psicológica dos ratos albinos.</span><br />
<div></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 14pt;"><br />
Watson tornou-se depois investigador em Psicologia Experimental na Universidade de Chicago e, mais tarde, professor e investigador em Psicologia Experimental e Comparada na Universidade John Hopkins.<br />
Homem e cientista determinado e polémico, Watson cedo se opôs ao paradigma dominante na psicologia da sua época, caracterizado por uma grande preponderância da filosofia e da dimensão consciente. Como resposta a esta situação, Watson fundou o behaviorismo. Para Watson, a Psicologia não devia ter em conta nenhum tipo de preocupações introspectivas, filosóficas ou motivacionais, mas apenas e simplesmente os comportamentos objectivos, concretos e observáveis.<br />
Grande defensor da importância da observação dos comportamentos animais nas suas pesquisas científicas, trabalhou igualmente sobre os comportamentos infantis, área quase nunca estudado na época. </span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 14pt;">John Broadus Watson é defensor do meio ambiente, a criança não é mais do que um pedaço de barro que é moldado e trabalhado pelo ambiente em que ela se insere. Achava então, que um bebé podia ser moldado, através do uso do processo condicionamento, de modo a ser qualquer tipo de adulto. O seu pensamento era: "se um cão podia ser condicionado, também o bebé o pode ser".</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 14pt;">Com isto, Watson estudou a conhecida experiência do caso do bebé Albert. Conclui que o condicionamento de animais elaborado por Pavlov é eficiente também para condicionar seres humanos.</span></div><div style="text-align: justify;"></div><div class="MsoNormal" style="line-height: normal; text-align: justify;"><span style="font-size: 14pt;">Acreditava que tinha encontrado a verdade máxima da psicologia, concluindo que a estimulação do meio, sob a forma de condicionamento, podia gerar qualquer comportamento.</span></div><div class="Azul_Titulo_Artigo" style="line-height: 120%; margin-left: 1em; margin-right: 1em;"></div><div class="Azul_Titulo_Artigo" style="line-height: 120%; margin-left: 1em; margin-right: 1em;"></div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0tag:blogger.com,1999:blog-5349596857057490365.post-15079479168099567842011-07-02T09:05:00.000-07:002011-07-02T09:05:21.622-07:00Charles Benedict Davenport<div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em;"><img alt="" height="200" 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<div class="MsoNormal" style="line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;"><span style="font-size: 14.0pt; mso-bidi-font-family: Calibri; mso-bidi-theme-font: minor-latin; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT;">Biólogo e zoólogo norte-americano, Charles Benedict Davenport nasceu em 1866, em Brooklyn, e faleceu em 1944. Na escola, Charles Davenport demonstrou, desde cedo, um grande interesse pela ciência e pela engenharia. Entrou na Universidade de Harvard, depois de ter trabalhado durante nove meses como inspector, como era o desejo do seu pai. <br />
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Em 1892, doutorou-se em Biologia pela Universidade de Harvard, onde foi professor até 1899. Casou em 1894 com uma zoóloga, que o apoiou sempre na sua carreira e nas suas investigações.<br />
Charles Davenport tornou-se director do Laboratório de Biologia de Cold Spring Harbor, em 1898. Começou por construir um pequeno centro de investigação científica e, em 1904, convenceu a Instituição de Carnegie de Washington a estabelecer um Centro Experimental de Genética e Evolução em Long Island, Nova Iorque, ao lado do Laboratório de Biologia. Em 1910, Charles Davenport funda o Centro Eugénico de Cold Springs, como seu director, mantendo o seu interesse pela genética humana. <br />
O trabalho, em 1866, de Gregor Mendel tinha sido recentemente conhecido e os cientistas procuravam um estudo quantitativo sobre a evolução. Davenport iniciou esta pesquisa que foi totalmente elaborada no seu laboratório, onde adicionou ao conhecimento básico da variação genética, o conceito de hibridação e da selecção natural.<br />
Mas Davenport necessitava de mais informação sobre a evolução humana, e como as experiências com seres humanos estavam fora de questão, começou um projecto a longo prazo onde coleccionava histórias de família de tantas pessoas quanto as que pôde observar. Era pedido a cada sujeito que relatasse histórias sobre as suas famílias e pesquisado até ao fim da lembrança memória das histórias passadas. Acreditou que estudando estes registos de família, poderia seguir traços através das gerações e determinar uma forma matemática, onde poderia predizer a ocorrência de determinados traços. Acreditava que a nacionalidade estava ligada à distribuição de tais traços e que os povos de países diferentes seriam biologicamente diferentes uns dos outros. Estes dados estiveram no centro das suas ideias de sempre sobre a eugenia.<br />
Os asilos superlotados, a ausência de terapêuticas eficazes e as ideias de degeneração tornavam quase todos os psiquiatras interessados nas ideias eugénicas, mas particularmente Davenport. Os eugénicos mostravam-se particularmente interessados nas doenças mentais, embora algumas fossem conhecidas por nomes diferentes, como a "demência precoce", que nós conhecemos por esquizofrenia, e pela idiotia mongolóide, agora denominada síndroma de Down. A debilidade mental era considerada a doença mental mais importante pelos eugénicos, e juntamente com baixo quociente de inteligência eram associadas a conduta anormal, promiscuidade, criminalidade e dependência social.<br />
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Os eugénicos "temiam" estes débeis mentais, porque podiam passar por normais e procriar com pessoas normais. Este foi o caso de Martin Kallikak, um homem normal que procriou com uma moça atraente, mas de mente fraca e gerou uma prole corrupta. Davenport teve reconhecimento da comunidade científica com o estudo desta família.<br />
De acordo com Davenport, no seu livro mais ilustre, <i>Heredity in Relation to Eugenics</i>, de<i> </i>1911, dizia: "O programa geral de eugenia é claro: pretende-se melhorar a raça, induzindo os jovens a seleccionar melhor os seus parceiros no casamento, para se apaixonarem de uma forma inteligente. Inclui, também, o controlo do Estado sobre a propagação de doenças mentais incapacitantes. Isto não implica a destruição dos que não se encaixam antes ou depois do nascimento, implica sim a possibilidade de esterilização das pessoas mais frágeis e fracas de espírito". </span></div><div class="separator" style="clear: both; text-align: center;"></div><div style="margin-left: 1em; margin-right: 1em; text-align: justify;"><br />
</div>Ana Martins, Jéssica Gomes, Joana Tavares, Joana Fonsecahttp://www.blogger.com/profile/02818396185096848192noreply@blogger.com0