tag:blogger.com,1999:blog-21701406479546367412024-03-14T10:44:01.278-07:00Psicanálise em Ação - José NiltonEste blog, é um espaço aberto para a discussão da Psicanálise e de sua prática clínica considerando as contribuições dos autores que sucederam a esta original Teoria de Freud.
Atenção: Não será permitido postagens que não tenha relação com os objetivos deste blog.José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.comBlogger72125tag:blogger.com,1999:blog-2170140647954636741.post-21200885609083399322021-12-11T07:39:00.005-08:002021-12-11T07:39:56.246-08:00Sentimento de culpa<p><span style="font-family: arial;"></span></p><div class="separator" style="clear: both; text-align: center;"><span style="font-family: arial;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7gWqarx8cJpvwPwWDMbDeYdkqnpSp3UMmd2a8gQePa34RH4STRc_Udf9V4hi6IXiIEuZZCzqXRGJ15HgIB6ldci52cwDzuzMATzHyGvZ0iRYkUbLMp6IbLtE6IDdmFTYqskZtWyTVBnFc/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="500" data-original-width="870" height="184" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7gWqarx8cJpvwPwWDMbDeYdkqnpSp3UMmd2a8gQePa34RH4STRc_Udf9V4hi6IXiIEuZZCzqXRGJ15HgIB6ldci52cwDzuzMATzHyGvZ0iRYkUbLMp6IbLtE6IDdmFTYqskZtWyTVBnFc/" width="320" /></a></span></div><span style="font-family: arial;"><br /></span><b style="font-family: arial;"><span style="font-size: medium;">Que é o sentimento de culpa? Como ele aparece? como lidar com ele? Como evitá-lo?</span></b><p></p><p style="text-align: justify;"><span style="font-family: arial;">Essas são algumas perguntas que normalmente são feitas. Esse artigo tem como objetivo tentar responder as essas perguntas. a partir do conceito ado pela psicanálise. </span></p><p style="text-align: justify;"><span style="font-family: arial;">Quem nunca se sentiu culpado por alguma coisa, que fez ou deixou de fazer, ou mesmo que pensou?</span></p><p style="text-align: justify;"><span style="line-height: 107%;"><span style="font-family: arial;">A
psicanálise explica a culpa como um sentimento emocional que está intimamente
relacionado ao remorso e ocorre quando uma pessoa acredita, ou percebe que
comprometeu seus próprios padrões de conduta.</span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: arial;">Este é um sentimento normal, que todo mundo já experimentou em algum momento na vida, de
diferentes formas. <span style="background-color: transparent;">Porém, quando esse sentimento persiste de forma exagerada, pode desencadear
pensamentos não funcionais e paralisar a vida da pessoa.</span><span style="background-color: transparent; font-size: 14pt;"> </span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="background-color: transparent; font-size: 14pt;"><b><span style="font-family: arial;">Como aparece o sentimento de culpa</span></b></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: arial;"><span style="background-color: transparent;">Primeiramente é importante entender, que<b>:</b> </span><span style="background-color: transparent; text-align: left;">ninguém
nasce com sentimento de culpa. Ele aprece no decorrer da nossa existência, ele é construído socialmente, e surge a partir da relação
com outras pessoas e seres vivos, e está ligado ao desejo de ser perfeito.</span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: arial; font-size: medium;"><span style="background-color: transparent; text-align: left;"><b>Como lidar com esse sentimento</b></span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">Entenda, que o sentimento
de culpa pode trazer algo de positivo, desde que venha acompanhado de algum
aprendizado. E para isso é preciso enfrentar os desafios, os medos, assumir a
responsabilidade (em lugar do peso da culpa) e se permitir viver plenamente e
desfrutar do bem-estar. “A maneira como pensamos sobre nós, os outros, a vida e
o mundo acaba por tornar-se um hábito, por vezes, traduzido como traços da
personalidade”, (</span><span style="background-color: transparent; font-family: Arial, sans-serif; text-align: left;">Sonia
Nogueira Pedreira, Psicóloga e terapeuta, diretora de Ética da UNAT (União Nacional de Analistas
Transacionais))</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif; line-height: 107%;">Então como agir diante do sentimento de culpa? </span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif; line-height: 107%;">1º Ao surgir esses pensamentos que geram sentimentos de culpa, procure adotar novos pensamentos e comportamentos todos somos capazes de mudar crenças
(disfuncionais) e transformar velhos hábitos e o jeito como enxergamos a nós, o
mundo, melhorando muito os relacionamos. </span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif; line-height: 107%;"></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">2º Busque
identificar a decorrência da culpa: Quais pensamentos surgem? Em que situações?
Como reage a eles? Quais as consequências? Isto vai permitir a ativação e a
capacidade de pensar com lógica, conseguindo avaliar a situação e as
probabilidades;<span style="font-size: 14pt;"><o:p></o:p></span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">3º </span><span style="font-family: Arial, sans-serif;">Não
transfira a culpa para os demais. Assuma a responsabilidade que lhe cabe e
busque soluções;</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">4º E</span><span style="font-family: Arial, sans-serif;">vite que o pessimismo se instale em sua vida;</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">5º </span><span style="font-family: Arial, sans-serif;">Mantenha
sua autoconfiança e busque ser otimista. Seja realista;</span></p>
<p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">6º Aprenda
e lidar com os erros como algo da condição humana. Veja-os como oportunidade de crescer;<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">7º </span><span style="background-color: transparent; font-family: Arial, sans-serif; text-align: left;">Busque
ajuda de um profissional especializado sempre que necessário.</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Quando se
torna preocupante</span></b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;">
</p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">Como foi dito, o sentimento de culpa é normal, em todos nós. mas torna-se
preocupante quando não conseguimos administrar o sentimento de culpa, quando a pessoa fica pensando
o tempo todo e quanto mais fica remoendo, mais aprisionado fica
nesse círculo vicioso, a pessoa passa a sentir raiva dela mesma, sente culpa,
vergonha e remorso e, consequentemente, termina por paralisar-se, comprometendo toda a sua vida.</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Sintomas comuns:</span></b></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">Não é
regra, mas geralmente a pessoa que sente culpa, se queixa de:<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">•
Remorsos<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">•
Diálogos internos de autoacusação, e se vê como uma pessoa indigna<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;"><a href="https://www.revistaabm.com.br/artigos/costuma-ter-insonia-veja-10-dicas-que-vao-te-ajudar-a-dormir-melhor"><span style="color: windowtext;">• Insônia</span></a>,
pavor noturno, pesadelos<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">• Mau
humor, <a href="https://www.revistaabm.com.br/artigos/o-trastorno-de-ansiedade-generalizada-tag-afeta-a-qualidade-de-vida-saiba-mais"><span style="color: windowtext; text-decoration-line: none;">ansiedade</span></a>,
angústia<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: Arial, sans-serif;">Também
podem ocorrer sintomas psicossomáticos</span></b><span style="font-family: Arial, sans-serif;"> que afetam o sistema digestivo,
cardiorrespiratório e a <a href="https://www.revistaabm.com.br/artigos/cuidar-da-pele-e-uma-questao-de-saude"><span style="color: windowtext; text-decoration-line: none;">pele</span></a>.<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: Arial, sans-serif;">Já os
sinais clínicos mais comuns são</span></b><span style="font-family: Arial, sans-serif;"> batimento descompassado do coração,
alterações da pressão arterial, quadro de psoríase, dermatites, herpes etc.<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;">
</p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: Arial, sans-serif;">E pode
haver sinais comportamentais</span></b><span style="font-family: Arial, sans-serif;">: comprar, comer e beber de forma compulsiva, <a href="https://www.revistaabm.com.br/artigos/fuja-do-sedentarismo-ele-tira-a-disposicao-e-e-fator-de-risco-para-doencas-cronicas-perigosas"><span style="color: windowtext; text-decoration-line: none;">sedentarismo</span></a>,
agitação, autossabotagem, pensamentos e comportamentos autodestrutivos
(automutilação e até mesmo <a href="https://www.revistaabm.com.br/artigos/o-suicidio-pode-ser-evitado-para-cada-ato-cometido-20-tentativas-sao-feitas-veja-os-sinais-como-prevenir-e-como-ajudar"><span style="color: windowtext; text-decoration-line: none;">ideação de
suicídio</span></a>), e ocorrência de acidentes evitáveis (por imprudência,
Imperícia ou negligência).<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Quando
procurar ajuda</span></b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: arial; text-align: left;">Se você leitor está passando por isso, se esses sintomas estão presentes em sua vida é hora de você procurar um profissional. Procure ajuda, não guarde esses sentimentos. </span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">O momento
ideal para procurar ajuda é quando a culpa é desproporcional aos
acontecimentos, é persistente, interferindo na vida pessoal, familiar, social, acadêmica
e/ou profissional, afetando a autoestima e a saúde.<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">No caso
de muita dor emocional, quando a culpa pode paralisar, desencadear comportamentos
agressivos, de autosabotagem e até mesmo autodestrutivos, é imprescindível o
auxílio de um profissional especializado, com uma orientação adequada para
converter tudo isso em um processo de aprendizado e de novas perspectivas”, </span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Tem
origem na infância</span></b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">Segundo os psicoterapeutas, o sentimento de culpa é desenvolvido a partir das relações que
estabelecemos na infância com pais, professores, cuidadores, irmãos, amigos e
outras pessoas que convivemos. Enquanto somos crianças, e totalmente
dependentes de adultos, vivemos a necessidade de cumprir com as expectativas
delas. E o modo como cometemos os erros na infância (por vezes, naturais para a
idade) é vivenciado e vai influenciar nossa personalidade, e o modo como
lidaremos com a culpa.</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O grupo mais suscetível a esse sentimento</span></b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">De acordo com um estudo da Universidade de Reading (Inglaterra) as mulheres tendem a se
sentir mais culpadas que os homens e, isso é fácil
de entender, levando em consideração o processo social no qual ainda cabe muito
mais às mulheres a educação doméstica e orientação dos filhos, além de cada vez
mais as mulheres estarem inseridas e convocadas a assumir novos papeis
profissionais para a manutenção das despesas familiares. “Quantas mães se
sentem culpadas ao se darem conta de que os filhos estão crescendo e não
conseguem acompanhar este momento por conta de afazeres que precisam assumir?”.<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">Outro
aspecto que mostra o perfil feminino no sentimento de culpa se reflete nos
inúmeros casos clínicos de mulheres que sofreram abuso sexual e ainda acreditam
que foram as culpadas e merecedoras de tal situação. “Sem contar os outros
tipos de abuso sofridos por elas, quando vão buscar ajuda e, em lugar disso,
são desrespeitadas e não acolhidas”. <span style="font-size: 14pt;"><o:p></o:p></span></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><br /></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Livros
que ajudam</span></b><span style="font-family: "Arial",sans-serif; font-size: 14.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;">A
psicóloga Sonia nogueira Pereira, indica três livros que ela considera positivos para entendimento e
aplicação das dicas e orientações que os autores compartilham:<o:p></o:p></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><b><span style="font-family: Arial, sans-serif;">“Antes de
partir: Os 5 principais arrependimentos que as pessoas têm antes de morrer”</span></b><span style="font-family: Arial, sans-serif;">, <i>best seller</i> da
escritora australiana Bronie Ware; <b>“As cinco linguagens do perdão”</b> de
Gary Chapman e Jennifer M. Thomas; e <b>“Como ser firme sem ser agressivo:
os 10 passos para a Assertividade” </b>(2019), último lançamento dos
autores Antônio Pedreira e Sonia Nogueira Pedreira.</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;"><br /></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: Arial, sans-serif;"><b>Fonte:</b> pesquisa feita no site: r</span><span style="background-color: transparent; font-family: Arial, sans-serif; text-align: left;">evistaabm.com.br/artigos/sentimento-de-culpa-entenda-melhor-saiba-como-lidar-e-evite-mais-dor</span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="background-color: transparent; font-family: Arial, sans-serif; text-align: left;"><br /></span></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;">
</p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><br /></p><p class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 7.5pt; text-align: justify;"><span style="font-family: arial;"><span style="background-color: transparent; text-align: left;"><br /></span></span></p>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-54430685153261604752021-03-11T04:05:00.001-08:002021-03-11T04:16:30.835-08:00Hiperatividade<div class="separator" style="clear: both;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8KwQ4pFmh_P_tgAzshC9P8LgJMHxEgjEfOIhCq1s3ksIYvjhllmPOYS9123uGttd8RxvPuANlQdb37x8ETmQPVOd73Rr-xWe2fFOBSmeEspgwZY9S4Z7nEcQjxTKtCKTgTsnfxDhPOfU7/s273/imagem+pra+o+blog.png" style="display: block; padding: 1em 0px; text-align: center;"><img alt="" border="0" data-original-height="181" data-original-width="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi8KwQ4pFmh_P_tgAzshC9P8LgJMHxEgjEfOIhCq1s3ksIYvjhllmPOYS9123uGttd8RxvPuANlQdb37x8ETmQPVOd73Rr-xWe2fFOBSmeEspgwZY9S4Z7nEcQjxTKtCKTgTsnfxDhPOfU7/s320/imagem+pra+o+blog.png" width="320" /></a>
</div>
<b><div style="text-align: center;"><b><span style="font-size: medium;">TDAH – Transtorno do Déficit de Atenção e Hiperatividade </span></b></div></b><div><br /></div><div><div style="text-align: justify;">Seu filho é hiperativo? Muitos pais, de brincadeira, associam a grande
quantidade de energia de seus filhos pequenos à hiperatividade. Enquanto a
criança está crescendo, múltiplas partes de seu corpo estão se desenvolvendo. A
habilidade de administrar emoções é apenas adquirida por completo por volta dos
12 anos e, ainda assim, a criança entra na adolescência com dificuldade para
entender o que sente. Por isso, crianças costumam apresentar comportamentos
inusitados que ora causam boas gargalhadas nos mais velhos. Mas será que você
consegue distinguir o Transtorno do Déficit de Atenção e Hiperatividade (TDAH)
da vivacidade natural das crianças? Os sintomas não se limitam apenas a
hiperatividade. Há outros fatores que devem estar presentes para resultar em um
diagnóstico. </div><div><b><br /></b></div><div><b>O que é TDAH?</b> </div><div><br /></div><div style="text-align: justify;"> O Transtorno do Déficit de Atenção e Hiperatividade é um transtorno
neurobiológico caracterizado pela desatenção extrema, desorganização,
comportamento impulsivo, inquietude, entre outros. Geralmente, os sintomas se
manifestam antes dos sete anos. Aliás, é estimado que 5% dos adultos tenham
TDAH. </div><div><br /></div><div style="text-align: justify;">Por mais que as pessoas estejam falando mais e mais sobre este transtorno,
pois geralmente interfere no rendimento escolar dos filhos, ainda é comum
encontrar adultos que foram diagnosticados tardiamente. Muitas vezes, não sabiam
que eram hiperativos. Ademais, outro cenário comum é a falta de conhecimento dos
pais em relação ao transtorno. </div><div><br /></div><div style="text-align: justify;">Os sintomas do TDAH podem ser facilmente
confundidos com má criação, mania, ansiedade ou medo. Às vezes, os pais podem
brigar com o filho por expressar comportamentos desagradáveis, mas não
compreendem que ele não consegue controlá-los. Em qualquer transtorno, quanto
mais rápido for o diagnóstico mais eficiente é o tratamento. Ou seja, pais,
tutores, familiares e professores devem estar atentos ao comportamento da
criança para identificar possíveis sintomas de TDAH. </div><div><br /></div><div><span style="font-size: medium;">
<b>Sinais típicos da hiperatividade</b> </span></div><div><br /></div><div style="text-align: justify;"> Para identificar se seu filho é hiperativo ou não, é preciso prestar atenção
redobrada aos seus comportamentos e manias. Eles podem passar batido pelos pais
que, atarefados e cheios de preocupações, não possuem tempo de vigiar as
crianças por 24 horas. É um cenário extremamente comum na sociedade moderna. </div><div><br /></div><div>
<b>Desempenho escolar ruim</b> </div><div style="text-align: justify;"> O fator que costuma alertar os pais é a súbita queda do desempenho escolar. É
possível também que a criança nunca tenha tido uma performance como a dos
colegas de turma. Em vez de exigir mais do filho, os pais devem procurar
compreender as suas limitações e dificuldades. Se estas estão relacionados à
apenas uma matéria ou atividade ou se estendem-se para as demais esferas da vida
escolar da criança. </div><div> </div><div>
<b>Desatenção</b> </div><div style="text-align: justify;"> A criança se distrai facilmente. É só aparecer um brinquedo novo, uma atividade
diferente ou algum barulho um pouco alto que a concentração se esvai. Ela
simplesmente para de ouvir você para ocupar a mente com outra coisa.
Consequentemente, a desatenção também aparece na hora de fazer as tarefas da
escola ou concluir afazeres domésticos simples. </div><div><br /></div><div>
<b>Agitação incontrolável</b> </div><div style="text-align: justify;"> O hiperativo não consegue permanecer quieto. Ele corre, anda pelo cômodo, mexe
nos objetos ao seu redor e fala sem parar, tudo para conter a necessidade de
estar sempre ocupando-se com algo. A criança nunca parece se cansar de suas
artimanhas e demanda constante atenção dos pais. As pessoas costumeiramente
confundem essa agitação com má criação, reprimindo a criança com sermões. </div><div> </div><div>
<b>Tagarelice</b> </div><div style="text-align: justify;"> A criança fala, fala e fala, interrompendo conversas com frequência. A fala
excessiva acontece porque ela procura verbalizar seus pensamentos assim que
possível para que ela mesma consiga compreendê-los. Caso contrário, pode até
esquecer o que ia dizer ou do assunto principal. </div><div><br /></div><div>
<b>Distração</b> </div><div style="text-align: justify;"> Quebrar ou derrubar objetos por acidente é outro indicativo de TDAH. Com a
cabeça no mundo da lua, a criança perde um pouco da percepção do ambiente e
acaba ganhando fama de desastrada. Na verdade, ela tem dificuldade para
identificar todos os detalhes (objetos, móveis, pilares, degraus) de seus
arredores. Neste caso, a criança também pode apresentar machucados arroxeados no
corpo por bater acidentalmente em objetos e móveis. </div><div> </div><div>
<b>Dificuldade de compreender instruções</b> </div><div style="text-align: justify;"> Se seu filho não entende as suas orientações da primeira nem da segunda e
terceira vez, é provável que ele seja hiperativo. A criança com TDAH não conclui
ou não executa tarefas da forma indicada não porque é preguiçosa ou está com má
vontade, mas, sim, porque não conseguiu compreender a totalidade do que foi
falado. </div><div><br /></div><div>
<b>Ansiedade</b> </div><div style="text-align: justify;"> A ansiedade, neste contexto, é passageira. Incapaz de se acalmar, a criança
acaba atropelando os amiguinhos e colegas. Se atravessa nas brincadeiras,
responde as perguntas feitas pelos professores a outros colegas, e não aguenta
esperar a sua vez em filas ou para realizar atividades escolares. Este sintoma
também pode ser mal interpretado pelos demais, já que passam a rotular o seu
filho de inconveniente. </div><div><br /></div><div style="text-align: justify;">
<b>Impulsividade</b>
Este sintoma pode até mesmo ser perigoso, pois a criança pode fazer alguma coisa
perigosa sem pensar nas consequências. Brincadeiras simples podem sair do
controle e causar machucados ou ferimentos. </div><div><br /></div><div>
<span style="font-size: medium;"><b>O diagnóstico</b> </span></div><div><br /></div><div style="text-align: justify;"> Para você sanar as suspeitas de que seu filho possa ser hiperativo, existem
alguns critérios os quais devem ser levados em consideração. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">O primeiro é que os
sintomas devem se repetir com certa frequência e não apenas uma vez ou outra.
Diversas crianças têm dificuldade na escola. Algumas acham uma matéria mais
difícil do que as outras e precisam de tutoria particular para ter as mesmas
notas que os colegas. É quando esta dificuldade atinge diversas (ou todas) as
matérias de forma generalizada que os pais devem se preocupar. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">O TDAH pode
variar de leve para grave, portanto, cabe aos pais ficarem atentos para a
intensidade dos sintomas e relatarem suas observações para um profissional. Como
o diagnóstico pode ser confundido com comportamentos típicos da criança, a
análise comportamental pode levar tempo. Esta cautela é necessária para fazer o
diagnóstico corretamente. Existe também uma diferença na manifestação de
sintomas em meninos e meninas. Normalmente, é mais fácil diagnosticar os meninos
por conta da hiperatividade que apresentam logo nos primeiros anos de vida. Já
as meninas sofrem mais com o déficit de atenção. </div><div style="text-align: justify;"><br /></div><div style="text-align: justify;">É mais fácil perceber o TDAH
nelas quando ingressam na escola, pois passam a dar sinais que não compreendem o
conteúdo da mesma forma que os colegas de turma. </div><div><br /></div><div>
<b>TDAH na escola </b></div><div><br /></div><div style="text-align: justify;">
Como seu filho passa a maior parte de seu tempo na creche ou na escola, é
necessário pensar nos efeitos deste ambiente em sua saúde mental. Na escola, a
criança pode ser tratada como a bagunceira ou rebelde da turma devido a
impulsividade. Além de que também pode ser rotulada de preguiçosa por tirar
notas ruins e entregar atividades mal feitas. Por desconhecerem o que é
hiperatividade, os professores acabam reagindo com sermões, ameaças de punição
(sair de sala, suspensão) e chamando os pais na escola para conversar. </div><div><br /></div><div style="text-align: justify;">A criança
com TDAH também pode, sem querer, causar inconveniências para os seus colegas de
classe. Aos poucos, eles começam a se afastar para evitar a convivência. A
rejeição ou dificuldade para se entrosar afeta a confiança da criança,
deixando-a frustrada. Seguir as regras da escola e padrões sociais de
comportamento pode ser estressante para o hiperativo. Ele não consegue obedecer
ou interpretar ordens com facilidade. Assim, passa a ser visto como o “aluno
problema” pelos professores. </div><div><br /></div><div style="text-align: justify;">A maioria das escolas, infelizmente, ainda tem
docentes despreparados para lidar com alunos com TDAH. A tarefa de ficar de olho
e acompanhar a vida escolar dos filhos de perto para que o transtorno possa ser
identificado com vantajosa rapidez é dos pais. Participar ativamente na vida do
seu filho garante que ele não sofrerá com professores despreparados para lidar
com crianças hiperativas. </div><div><br /></div><div>
<b>Tratamento do TDAH</b> </div><div><br /></div><div style="text-align: justify;"> Como tratar o TDAH? Existem maneiras de tornar o meu filho menos hiperativo? O
tratamento do transtorno é medicamentoso, ou seja, é feito através de remédios
indicados pelo psiquiatra. Os fármacos (antidepressivos, ansiolíticos, entre
outros) reduzem a agitação e a impulsividade. Dessa forma, a criança consegue
levar uma vida mais tranquila e melhorar as suas interações sociais. </div><div><br /></div><div style="text-align: justify;">A
psicoterapia também é essencial para o tratamento do TDAH. </div><div style="text-align: justify;">A abordagem
cognitivo-comportamental demonstrou-se ter os melhores resultados. É focada em
mudanças comportamentais através da inserção de hábitos mais saudáveis na vida
cotidiana do paciente. A criança, então, tem maiores possibilidades de enfrentar
as dificuldades causadas pelo transtorno. Novamente, a presença dos pais é
essencial. É o papel deles apoiar a criança durante todo o tratamento, inclusive
quando o filho colocar em prática os ensinamentos da terapia e fizer os
enfrentamentos. </div><div><br /></div><div style="text-align: justify;">A família pode modificar hábitos simples para colaborar com o
tratamento de TDAH, como providenciar uma alimentação balanceada, estimular a
realização de atividades físicas e criar horários regulares para formar uma
rotina para o filho. Crianças hiperativas não gostam de imprevisibilidade. No
entanto, essas atividades são complementares. O tratamento com medicamentos é
indispensável.
</div></div>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-14782783426758184682021-02-10T12:57:00.005-08:002021-03-11T04:18:22.814-08:00As fases da infância - Freud<p> </p><p></p><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP6UorcR7zdylnFPabO11CGNEYSlBwzj1TSi1GaiS_W9p5PNITdUQyQz-stuzWxLDaCdcWrPjtqclqxwGh7Eg5HEBFvQJDNxicK1_w-MTK3jeA_wdioTLYwQRoHitvcn1yPfyivag6KG8t/" style="margin-left: 1em; margin-right: 1em;"><img alt="" data-original-height="723" data-original-width="720" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiP6UorcR7zdylnFPabO11CGNEYSlBwzj1TSi1GaiS_W9p5PNITdUQyQz-stuzWxLDaCdcWrPjtqclqxwGh7Eg5HEBFvQJDNxicK1_w-MTK3jeA_wdioTLYwQRoHitvcn1yPfyivag6KG8t/" width="239" /></a></div><br /><p></p><p style="text-align: justify;">A infância é o período de formação do indivíduo e de construção da personalidade. Baseando-se nisso, Freud dividiu a infância em etapas, de acordo com o desenvolvimento de cada fase.</p><p style="text-align: justify;">De acordo com Freud, as crianças passam por cinco fases de desenvolvimento:</p><p><b>I – A fase oral</b></p><p style="text-align: justify;">Tem início no nascimento, Freud afirma que nessa fase o desenvolvimento de uma criança se concentra na região oral. Tendo como principal foco a amamentação da mãe, o bebê obtém prazer no momento da sucção e sente satisfação com a nutrição proporcionada pelo ato.</p><p><b>II – A fase anal</b></p><p style="text-align: justify;">Acontece após a criança receber orientações sobre higiene íntima, então ela desenvolve uma obsessão com a região anal e o ato de brincar com as próprias fezes. Freud afirmava que a criança vê esta fase como uma forma de se orgulhar das suas "criações", o que levaria à personalidade "anal expulsiva". A criança poderia também propositadamente reter seu sistema digestivo como forma de confrontar os pais, o que levaria à personalidade "anal retentiva"</p><p><b>III – A fase fálica</b></p><p style="text-align: justify;">De acordo com o pai da Psicanálise, a fase fálica é a mais crucial para o desenvolvimento sexual na vida de uma criança. Ela se concentra nos órgãos genitais e o complexo de Édipo surgiria. Para um homem, a energia sexual é canalizada no amor por sua mãe, levando a sentimentos de inveja (às vezes violentos) contra o pai.</p><p><b>IV – O período de latência</b></p><p style="text-align: justify;">Freud dizia que o período de latência no desenvolvimento da criança não é um período psicossexual, mas sim uma fase de desejos inconscientes reprimidos. Neste período, a criança já superou o complexo da fase fálica e, embora desejos e impulsos sexuais possam ainda existir, eles são expressos de forma assexuada em atividades como amizades, estudos ou esportes, até o começo da puberdade.</p><p><b>V- A fase genital</b></p><p style="text-align: justify;">Segundo Freud, na fase genital, a criança mais uma vez volta a sua energia sexual para seus órgãos genitais e, portanto, em direção às relações amorosas. Neste momento, meninos e meninas estão ambos conscientes de suas identidades sexuais distintas e começam a buscar formas de satisfazer suas necessidades eróticas e interpessoais.</p>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-4921733745981399062020-09-03T04:28:00.006-07:002020-09-03T04:48:05.248-07:00SETEMBRO AMARELO<p style="text-align: center;"><img alt="" src="data:image/png;base64,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" style="text-align: left;" /> </p><div class="txtNew" data-packed="true" data-vertical-text="false" id="comp-jhwbjsnw" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; grid-area: 1 / 1 / 2 / 2; left: 1px; margin: 0px 0px 15px; outline: 0px; overflow-wrap: break-word; padding: 0px; place-self: start; pointer-events: none; position: relative; vertical-align: baseline; width: 850px;"><h2 class="font_2" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: normal; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><span style="font-family: georgia; font-size: medium;">A campanha Setembro Amarelo<span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">® </span>salva vidas!</span><span face="" style="font-size: 35px; font-weight: normal;"> </span></span></h2></div><div class="txtNew" data-packed="true" data-vertical-text="false" id="comp-jhwbolvs" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: arial, helvetica, sans-serif; font-size: 10px; grid-area: 2 / 1 / 3 / 2; left: 0px; margin: 0px; outline: 0px; overflow-wrap: break-word; padding: 0px; place-self: start; pointer-events: none; position: relative; vertical-align: baseline; width: 849px;"><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;">Esta campanha foi criada desde 2014, quando a Associação Brasileira de Psiquiatria – ABP, </p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;">em parceria com o Conselho Federal de Medicina – CFM, organiza nacionalmente o </p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;">Setembro Amarelo®. </p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;">O dia 10 deste mês é, oficialmente, o <span face="" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Dia Mundial de Prevenção ao Suicídio</span>, mas a campanha </p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;">acontece durante todo o ano.</p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"></span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Segundo pesquisas, são registrados cerca de 12 mil suicídios todos os anos no Brasil e mais de </span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">01 milhão no mundo. </span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Cerca de </span><span face="" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">96,8% dos casos de suicídio estavam relacionados a transtornos mentais</span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">. </span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Em primeiro lugar está a depressão, </span>seguida do transtorno bipolar e abuso de substâncias.</p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"></span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Com o objetivo de prevenir e reduzir estes números estamos envolvidos com a campanha </span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Setembro amarelo.</span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"></span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Participe conosco, divulgue a campanha entre os seus amigos e </span><span face="" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">nos ajude a salvar vidas</span><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">!</span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;"><br /></span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">______________________</span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">Maiores informações sobre essa campanha, você encontra no site: </span></p><p class="font_8" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; font-family: wfont_26b667_4747b261944b4ef5a47586432d705c4d, wf_4747b261944b4ef5a47586432, orig_nerislight; font-size: 16px; font-stretch: normal; font-variant-east-asian: normal; font-variant-numeric: normal; line-height: 1.4em; margin: 0px; outline: 0px; padding: 0px; pointer-events: auto; vertical-align: baseline;"><span style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: 0px 0px; background-repeat: initial; background-size: initial; border: 0px; margin: 0px; outline: 0px; padding: 0px; vertical-align: baseline;">https://www.setembroamarelo.com/</span></p></div>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com1tag:blogger.com,1999:blog-2170140647954636741.post-81311829692719626742019-06-19T08:55:00.000-07:002019-06-19T08:55:06.408-07:00TEMPERAMENTOS<div style="text-align: center;">
<img alt="Resultado de imagem para temperamento" src="data:image/jpeg;base64,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" /></div>
<b><br /></b>
<b>Conheça o seu Temperamento</b><br />
<b><br /></b>
<b>Porque conhecer o temperamento?</b><br />
<div style="text-align: justify;">
O temperamento, e a personalidade nos fazem ser muito diferentes em nossa maneira de pensar, agir, sentir, mesmos iguais fisiologicamente. Daí, porque é importante conhecermos o nosso temperamento, e assim sabermos lidar com as diversas situações, conhecendo o temperamento, vamos entender porque cada pessoa age de um jeito ou de outro, e consequentemente vamos melhorar o nosso relacionamento uns com os outros.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>O que é temperamento? </b> Temperamento é um termo usado na psicologia para designar um aspecto especial da personalidade: as particularidades de uma pessoa estão ligadas à forma do comportamento, principalmente ligadas aos "três <b>As</b> da personalidade": <b>afetividade, atividade e atenção</b>. O conceito de temperamento é no entanto difícil, e se confunde muitas vezes com outros conceitos como traços de personalidades e motivos. </div>
<div style="text-align: justify;">
<b>Como surgiu a teoria dos temperamentos: </b> O termo etimológico da palavra vem do Latim. é uma combinação de dois termos <b>temperamentum + temperare</b>. <b>Temperaramentum = da mente no tempo</b> e <b>temperare = por na medida conveniente.</b></div>
<div style="text-align: justify;">
</div>
<div style="text-align: justify;">
Esse termo Temperamentos surgiu com Hipócrates, filósofo grego, ele foi o primeiro a formular uma teoria do temperamento, baseando-se na teoria dos quatro elementos de Empédocles. Segundo ele <b>há quatro tipos de temperamento</b>, conforme domine no corpo do indivíduo um dos quatro fluidos corporais (humores): <b>sanguíneo</b> (sangue), <b>fleumático</b> (linfa ou fleuma), <b>colérico</b> (bílis) e<b> melancólico </b>(astrabílis ou bílis negra). </div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Cada um deles possui uma determinada característica. Sobre essas características analisaremos numa próxima postagem.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
José Nilton Barbosa, psicanalista</div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-10752313470716960842019-06-15T12:17:00.000-07:002019-06-19T08:57:20.286-07:00O SUICÍDIO<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1; text-align: justify; text-indent: 35.4pt;">
<br />
<div style="text-align: center;">
<img alt="Resultado de imagem para SUICIDIO" src="data:image/jpeg;base64,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" style="text-indent: 35.4pt;" /></div>
</div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 1; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif; font-size: 14.0pt;"><br /></span>
<span style="color: #111111; font-family: "georgia" , serif;">O suicídio é um tema que deve ser conversado e
compreendido por nós cristãos, hoje, mais do que nunca. Cada vez mais os
índices de suicídios crescem em quase todos os países do mundo. No Brasil,
segundo pesquisas feita por especialistas da OMS, a</span><span style="color: black; font-family: "georgia" , serif;"> cada 45 minutos, uma
pessoa se suicida no Brasil.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Podemos até estranhar esse fato porque raramente
temos notícias dessas mortes nas grandes mídias, mas essa ausência de notícias
é apenas uma precaução tomada para evitar o alarde da população.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #111111; font-family: "georgia" , serif;">Como cristãos precisamos compreender:<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><span style="color: #111111; font-family: "georgia" , serif;"><span style="mso-list: Ignore;">1.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><!--[endif]--><span style="color: #111111; font-family: "georgia" , serif;">O que leva alguém a se suicidar<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo1; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><b style="mso-bidi-font-weight: normal;"><span style="color: #111111; font-family: "georgia" , serif;"><span style="mso-list: Ignore;">2.<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;"> </span></span></span></b><!--[endif]--><span style="color: #111111; font-family: "georgia" , serif;">O que fazer para prevenir e ajudar pessoas que
pensam em suicídio<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Compreendendo essas questões poderemos ajudar não
só pessoas que estão pensando em suicídio como também os familiares e amigos
que também acabam sofrendo.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 25.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<b><span style="color: #111111; font-family: "georgia" , serif;">Por
que alguém pensa em suicídio?<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Muitas pessoas procuram na internet tutorais que
ensinam a pessoa COMO SE MATAR, outras leem ou assistem filmes que
incentivam a prática e por fim, muitas vezes, acabam concretizando seus planos.
Mas isso não acontece de uma hora para outra, o suicídio geralmente é planejado
por muito tempo e as situações que levam a pessoa a isso estendem-se por muitos
anos. Existem alguns fatores que predispõem geneticamente os indivíduos a
buscarem o suicídio e alguns desses fatores são circunstanciais, vamos falar
sobre cada um deles nos tópicos abaixo:<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.1pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo2; mso-outline-level: 3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #111111; font-family: "symbol";"><span style="mso-list: Ignore;">·<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><b><span style="color: #111111; font-family: "georgia" , serif;">Propensão genética<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Doenças da mente como <b style="mso-bidi-font-weight: normal;">depressão, esquizofrenia e transtorno de ansiedade</b> geralmente estão
envolvidas nos casos onde há suicídio. Cada indivíduo tem uma chance de
desenvolvê-las de acordo com sua genética. Você pode observar que geralmente os
casos de depressão não são isolados, mas familiares. Irmãos, pais e avós
apresentam episódios depressivos em algum momento da vida.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Precisamos estar conscientes de que as doenças da
mente são extremamente dolorosas, tanto para o indivíduo, como para o seu
entorno. Na depressão, por exemplo, o funcionamento do cérebro e, portanto, do
corpo inteiro altera-se drasticamente. A pessoa começa a enxergar a vida de
maneira extremamente negativa e perde qualquer interesse e alegria que possa
ter tido. O sono, o apetite, a concentração e a imunidade também sofrem com o
processo depressivo, isso porque os hormônios e neurotransmissores do indivíduo
começam a operar de uma maneira muito diferente.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Por essa razão a medicação psiquiátrica (que age
para regular neurotransmissores e hormônios) é muito importante e
imprescindível em muitos casos. Como cristãos, devemos apoiar e não resistir a
esses medicamentos que podem ajudar a curar a dor de tantas pessoas e que,
deste modo, não deixam de ser providência divina (<i><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">Tg 1:17</span></i>)<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Muitas vezes pessoas que sofrem de transtornos
mentais como esses citados se matam não porque não querem viver, mas porque
querem SER LIVRES DA DOR.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: 22.1pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l3 level1 lfo3; mso-outline-level: 3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #111111; font-family: "symbol";"><span style="mso-list: Ignore;">·<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><b><span style="color: #111111; font-family: "georgia" , serif;">Fatores
circunstanciais<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Entre os fatores circunstanciais, podemos citar
todas aquelas situações que <b style="mso-bidi-font-weight: normal;">são difíceis</b>
e que <b style="mso-bidi-font-weight: normal;">geram stress</b> para o ser
humano: o <b style="mso-bidi-font-weight: normal;">abandono dos pais</b>, a <b style="mso-bidi-font-weight: normal;">perda de alguém amado</b>, <b style="mso-bidi-font-weight: normal;">uma separação,</b> falta de <b style="mso-bidi-font-weight: normal;">recursos financeiros</b>, o sentimento de <b style="mso-bidi-font-weight: normal;">culpa por algum pecado</b>, etc.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Essas situações juntamente com as propensões
genéticas desencadeiam os processos doentios, que por sua vez, desencadeiam o
suicídio.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Há também o <b style="mso-bidi-font-weight: normal;">suicídio
passional</b>, que não tem a ver com doenças mentais, mas que ocorre no momento
de um desespero extremo. É o caso do homem que perde todo o seu dinheiro em um
fracasso financeiro ou de alguém que descobre que tem uma doença fatal.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 25.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<b><span style="color: #111111; font-family: "georgia" , serif;">O
que fazer para prevenir e ajudar pessoas que pensam em suicídio<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm;">
<span style="color: #111111; font-family: "georgia" , serif;">Algumas maneiras de prevenir o
suicídio são:<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 6.0pt; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #111111; font-family: "symbol";"><span style="mso-list: Ignore;">·<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span style="color: #111111; font-family: "georgia" , serif;">Cuidar da saúde e praticar exercícios que acelerem
o coração</span></b><span style="color: #111111; font-family: "georgia" , serif;"> (isso ajuda a regular a saúde mental).<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #111111; font-family: "symbol";"><span style="mso-list: Ignore;">·<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span style="color: #111111; font-family: "georgia" , serif;">Administrar o nível de stress:</span></b><span style="color: #111111; font-family: "georgia" , serif;"> essa administração pode ser feita de muitas
formas, um bom <b style="mso-bidi-font-weight: normal;">tempo de oração por dia</b>,
realizar <b style="mso-bidi-font-weight: normal;">atividades prazerosas</b>, no
mínimo semanalmente, ter um bom <b style="mso-bidi-font-weight: normal;">período
de sono</b> todos os dias e <b style="mso-bidi-font-weight: normal;">passar tempo
com pessoas amadas</b>.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: 6.0pt; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #111111; font-family: "symbol";"><span style="mso-list: Ignore;">·<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span style="color: #111111; font-family: "georgia" , serif;">Sempre ser sincero</span></b><span style="color: #111111; font-family: "georgia" , serif;"> e <b style="mso-bidi-font-weight: normal;">aberto
sobre os sentimentos</b>: procurar alguém de confiança para contar o que se
passa no interior.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 18.0pt; margin-right: 0cm; margin-top: 0cm; mso-list: l2 level1 lfo4; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="color: #111111; font-family: "symbol";"><span style="mso-list: Ignore;">·<span style="font-family: "times new roman"; font-stretch: normal; font-style: normal; font-variant: normal; font-weight: normal; line-height: normal;">
</span></span></span><!--[endif]--><b style="mso-bidi-font-weight: normal;"><span style="color: #111111; font-family: "georgia" , serif;">Conhecer a si mesmo</span></b><span style="color: #111111; font-family: "georgia" , serif;"> e entender minimamente o funcionamento do seu
próprio cérebro e corpo.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 25.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2;">
<b><span style="color: #111111; font-family: "georgia" , serif;">Como
posso ajudar?<o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; line-height: 22.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify; text-indent: 35.4pt;">
<span style="color: #111111; font-family: "georgia" , serif;">Uma das coisas mais importantes que você pode fazer
para ajudar alguém que está pensando em suicídio é em primeiro lugar, ouvir sem
julgamentos o que essa pessoa tem para dizer, não se precipite a dar conselhos
e vereditos sobre o que ela está passando, antes disso, esteja presente. Faça
com que ela saiba que <b>pode contar com você</b>, esteja sempre perto,
mesmo que não diga nada. Convide-a para assistir um filme, para um café ou uma
atividade recreativa. Ore com ela. Incentive essa pessoa a procurar ajuda
médica psiquiátrica (de preferência, um profissional cristão) e converse com os
membros da família de uma maneira amorosa e compreensiva. Tente fazer com que a
pessoa encontre um novo “sentido” para sua vida, esse sentido pode se pequeno
como “tricotar sapatinhos de lã para bebês em necessidade” ou “escrever um blog
contando suas experiências de vida”. </span><br />
<span style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;">Muitas pessoas conseguem sair de quadros envolvendo
suicídio </span><b style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;">pelo simples fato de serem amadas por alguém</b><span style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;">, isso não só
está ao nosso alcance, mas é o que </span><b style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;">Deus espera de nós</b><span style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;">: que possamos
nos solidarizar com a miséria e com a dor daqueles que lutam para continuar
vivos (</span><i style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;"><span style="border: none windowtext 1.0pt; mso-border-alt: none windowtext 0cm; padding: 0cm;">Mt 22:39</span></i><span style="color: #111111; font-family: georgia, serif; text-indent: 35.4pt;">).</span></div>
<br />José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-7409161140153945902018-03-11T03:40:00.000-07:002018-03-11T03:40:03.486-07:00DÉJÀ VU<div style="text-align: center;">
<img alt="Resultado de imagem para DÉJA VU" height="224" src="data:image/jpeg;base64,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" width="400" /></div>
<div style="text-align: center;">
<br /></div>
<div style="text-align: center;">
<b><span style="font-size: large;">Por que vivemos a sensação de déjá vu?</span></b></div>
<br />
<br />
<br />
<div style="text-align: justify;">
<b>Déjá vu</b> é uma expressão francesa, que significa “já visto”, é uma expressão usada para indicar um fenômeno que acontece no cérebro. O termo foi utilizado pela primeira vez por Emile Boirac, um investigador dos fenômenos psicológicos.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Esta palavra também é usada nos manuais de neurologia, psicologia e biologia, assumindo vários significados. Existem diferentes teorias dúbias, como as de vidas passadas, aparições sobrenaturais e o senso comum, que aparecem para mistificar o fenômeno.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Assim <b>Déjà vu </b>é quando sentimos alguma coisa pela primeira vez e temos a sensação de já ter visto ou experimentado aquela sensação antes, ou melhor, como que um “replay” de alguma cena ou momento, mas que nunca aconteceu.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Déjá vu </b>surge quando determinada lembrança, por algum motivo desconhecido, vai para a memória em longo prazo, sem passar pela memória em curto prazo. Alguns cientistas acreditam que esse fenômeno é disparado por uma ação neuroquímica no cérebro, que não está conectada a nenhuma experiência do passado.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
As explicações de Freud nos ajudam a compreender o Déjà vu, ele afirma: <b><i>“Todos os fenômenos dentro da psique são determinados, ou seja, desde que investiguemos, encontraremos a causa das associações. Os fenômenos externos, por outro lado, é uma mistura de outras causas e acasos. Melhor dizendo, o que acontece fora de nós não necessariamente vai significar alguma coisa”.</i></b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Esses pressupostos confirmam a explicação, de que <b>Déjà vu</b> se manifesta em uma reação psicológica da transmissão de ideias de que já estivemos naqueles lugares antes, que já se viu aquelas pessoas, mas sem saber ao certo aonde, como e quando vivemos tal situação. Freud resume: <b>“Dito em termos sucintos, a sensação do Déjà vu corresponde à recordação de uma fantasia inconsciente.”</b></div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Assim a psicanálise entende que <b>Déjà Vu</b> é aquele conteúdo que é sentido pela consciência, que é um conteúdo inconsciente que, em outro momento, passou pela consciência em um sonho ou em uma fantasia quotidiana. Devido ao recalcamento, o conteúdo não está mais disponível à consciência, salvo quando acontece.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Déjá vu</b> ocorre em cerca de 60% da população mundial, como sendo uma visão do futuro, uma vez que o fenômeno ocorre apenas em momentos exatos, e nunca em situações precedentes, que dura de 10 a 30 segundos e logo submerge.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Um exemplo é o britânico, de 23 anos, que há oito anos experienciou episódios de <b>Déjá vu,</b> com uma frequência que tem intrigado os cientistas. A dúvida dos pesquisadores é de que o problema tenha sido desencadeado por excesso de ansiedade. O jovem chegou a ter que evitar assistir televisão, ouvir rádio e ler jornais, pois sempre tinha a sensação de ter vivido essas histórias antes.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
Enfim <b>Déjà vu</b> é uma experiência baseada nos vários tipos de memória, como a memória imediata, a memória de pouca duração, que dura algumas horas e a memória de futuro próximo, que dura meses ou até anos, dando assim a sensação que o fato já tenha ocontecido antes.</div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-48054895947766767292017-10-11T19:57:00.002-07:002017-10-11T19:58:14.115-07:00Transtornos De Ansiedade Generalizada<h1 class="entry-title" style="background-color: white; box-sizing: border-box; color: #8a3032; font-family: Roboto, sans-serif; letter-spacing: 0.02em; line-height: 48px; margin: 0px 0px 7px; padding: 10px 85.4375px; text-align: center; text-transform: capitalize; word-wrap: break-word;">
<span style="font-size: large;"> Transtornos De Ansiedade Generalizada</span></h1>
<div>
<img height="265" src="https://www.fasdapsicanalise.com.br/content/uploads/2016/06/transtorno-696x462.jpg" width="400" /></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Ficar nervoso ou ansioso em certas situações da vida como, por exemplo, antes de uma entrevista de emprego ou antes de falar em público, é perfeitamente normal.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
"A ansiedade é uma perturbação do espírito causada pela incerteza e tem relação estreita com a sensação de perigo iminente, por isso ela se manifesta nesses momentos cruciais das nossas vidas."</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
A ansiedade trata-se de um fenômeno que as vezes nos beneficia, as vezes nos prejudica; pois ela leva o indivíduo a entrar em ação, mas, em excesso, torna-se prejudicial ao bom funcionamento físico e mental.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Para saber se uma determinada ansiedade é normal do dia a dia, ou se ultrapassou os limites e se transformou em transtorno, não é fácil.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
A ansiedade se apresenta de diferentes formas – tais como ataques de <b>pânico, fobias, ansiedade social… </b>e a distinção entre um diagnóstico oficial e a ansiedade “normal” nem sempre está muito clara.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Comece observando os sinais abaixo. Se você passa por algum desses sintomas frequentemente, é importante buscar ajuda especializada.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
<strong style="box-sizing: border-box;">1. Preocupação excessiva</strong></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
O principal sintoma do transtorno da ansiedade generalizada (<b>TAG</b>) – o tipo mais amplo da ansiedade – é se preocupar demais com as coisas do dia a dia, sejam elas grandes ou pequenas. Mas o que significa “se preocupar demais”?</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
No caso do transtorno da ansiedade generalizada, significa ter pensamentos ansiosos persistentes em quase todos os dias da semana, por seis meses ou mais.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
E a <a href="http://www.fasdapsicanalise.com.br/tecnica-classica-de-respiracao-para-diminuir-a-ansiedade/" style="background-color: transparent; box-sizing: border-box; color: #4db2ec; text-decoration-line: none;" target="_blank">ansiedade</a> tem que ser tão forte a ponto de interferir no seu dia a dia e estar acompanhada de sintomas físicos, como cansaço frequente, tremores, sobressaltos.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
2.<strong style="box-sizing: border-box;">Dificuldade para dormir</strong></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Dificuldade em adormecer ou manter o sono está associado a uma ampla gama de condições de saúde, tanto físicos como psicológicos.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Se você se vê frequentemente deitado e acordado, preocupado ou agitado com problemas específicos (como dinheiro), ou nada em particular – pode ser um sinal de transtorno da ansiedade.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Segundo algumas estimativas, metade de todas as pessoas com transtorno da ansiedade generalizada experimentam problemas com sono.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
3.<strong style="box-sizing: border-box;">Tensão muscular</strong></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Tente observar se você está com a musculatura frequentemente tensa.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
A tensão muscular quase constante, quer se trate de apertar sua mandíbula, tensionando os punhos, ou flexionando os músculos por todo o corpo, muitas vezes acompanha os transtornos de ansiedade.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Este sintoma pode ser tão persistente e generalizado que as pessoas que viveram com isso por um longo tempo podem parar de perceber depois de um tempo.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
O exercício regular pode ajudar a manter a tensão muscular sob controle.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
4.<strong style="box-sizing: border-box;">Perfeccionismo</strong></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Você está constantemente julgando a si mesmo ou sofre antecipadamente com medo de cometer erros?</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Você tem rituais para determinadas atividades como, por exemplo, revisar três vezes um trabalho antes de entregar e fica nervoso se não puder executar essa ação por algum motivo?</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Então você provavelmente tem um transtorno de ansiedade.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
5.<strong style="box-sizing: border-box;">Sensações de pânico</strong></div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Imagine uma sensação repentina de medo extremo que pode durar vários minutos, acompanhados por sintomas físicos assustadores como aperto na garganta e no peito, coração acelerado, mãos frias, tontura e fraqueza, dores no estômago.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Você costuma ter algum desses sintomas? Sensações de pânico têm relação com transtorno de ansiedade e fazem com os indivíduos estejam sempre esperando pelo pior, por algo ruim que pode acontecer a qualquer momento.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
Existem inúmeras linhas terapêuticas que abordam esse tipo de problema, desde medicação específica, técnicas de relaxamento, prática de exercícios físicos até acompanhamento psicológico.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: justify; word-wrap: break-word;">
O diagnóstico precoce, o tratamento eficaz e o acompanhamento por um prazo longo são imprescindíveis para obter melhores resultados e menores prejuízos.</div>
<div style="background-color: white; box-sizing: border-box; color: #333333; font-family: "Droid Serif"; font-size: 17px; line-height: 32px; margin-bottom: 26px; text-align: right; word-wrap: break-word;">
<strong style="box-sizing: border-box;">(Autora: Celina Sobreira)</strong><br />
<strong style="box-sizing: border-box;">(Fonte: <a href="https://celinasobreira.com.br/2016/03/09/os-5-sinais-do-transtorno-de-ansiedade-generalizada/" style="background-color: transparent; box-sizing: border-box; color: #4db2ec; text-decoration-line: none;" target="_blank">celinasobreira.com.br</a> )</strong></div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-28538867469849222552017-09-26T14:27:00.001-07:002017-09-26T14:27:06.731-07:00QUAIS SÃO OS SINTOMAS DE DEPRESSÃO?<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/09bRHdQvOcg" width="480"></iframe>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com1tag:blogger.com,1999:blog-2170140647954636741.post-69399545466084108602016-10-15T19:29:00.001-07:002016-10-15T19:29:44.092-07:00INSTITUTO BEREANO DE TEOLOGIA<iframe allowfullscreen="" frameborder="0" height="270" src="https://www.youtube.com/embed/ClIlvzjNK1M" width="480"></iframe>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-26372388111411997232016-09-24T17:07:00.004-07:002016-09-24T17:09:36.754-07:00O que é Narcisismo:<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguirCmsF7F9DWicH1p_eeG2o3JQLyDTba49vZ1UF7peqwqWVPZT-tL42o82uHPvsRGL7Zwg7oXl5lSnvVtYXH2Fkd9a35HrO2qpX8SCAf9mgOPrJTG3CfWItQ4cQl2xQLib3Ks3-4XM3ai/s1600/WhatsApp-Image-20160721.jpeg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEguirCmsF7F9DWicH1p_eeG2o3JQLyDTba49vZ1UF7peqwqWVPZT-tL42o82uHPvsRGL7Zwg7oXl5lSnvVtYXH2Fkd9a35HrO2qpX8SCAf9mgOPrJTG3CfWItQ4cQl2xQLib3Ks3-4XM3ai/s320/WhatsApp-Image-20160721.jpeg" width="320" /></a></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; mso-outline-level: 2; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<b><span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">Narcisismo </span></b><span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">é um conceito da <b>psicanálise </b>que
define o indivíduo que <b>admira</b> a sua <b>própria imagem de forma
exagerada,</b> e nutre uma <b>paixão excessiva por si mesmo</b>.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">O termo é derivado de <b>Narciso</b>.
Segundo a mitologia grega, Nasciso era um belo jovem que despertou o amor da
ninfa <b>Eco</b>. Mas Narciso rejeitou esse amor e por isso foi condenado
a apaixonar-se pela sua própria imagem refletida na água. O que o levou a
cometer suicídio por afogamento. Posteriormente, a mãe Terra o converteu em uma
flor (narciso).<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 14.65pt; text-align: justify;">
<span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">Estando relacionado com o auto-erotismo, o narcisismo consiste em uma
concentração do instinto sexual sobre o próprio corpo.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">Pessoas <b>narcisistas</b> normalmente
são fechadas, egocêntricas e solitárias.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: .0001pt; margin-bottom: 0cm; text-align: justify;">
<span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">De acordo com <b>Sigmund Freud</b>,
o pai da psicanálise, o narcisismo é uma característica normal em todos os
seres humanos. Está relacionado com o desenvolvimento da libido (com o desejo
sexual, eros). Seguindo a linha
psicanalítica de Freud, dizemos que o narcisismo como perversão sexual é uma
fixação transitória da infância, em si normal. Está correlacionado, em parte
com a homossexualidade e o exibicionismo, entre outras características da
conduta sexual.<o:p></o:p></span></div>
<br />
<div class="MsoNormal" style="background: white; line-height: normal; margin-bottom: 14.65pt; text-align: justify;">
<span style="color: #333333; font-family: "helvetica" , sans-serif; font-size: 12.0pt;">Todavia o narcisismo se transforma em patologia, ou seja, passa do
estado normal para o doentio, quando a pessoa entra em conflito com ideias
culturais e éticas, de forma excessiva, dificultando as relações normais do
indivíduo no meio social.</span></div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-64138533842088932712016-09-21T14:35:00.001-07:002016-09-21T14:36:43.628-07:00<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;">"Proteja as suas emoções, e serás um gênio na saúde emocional!" (Jose Nilton, Psicanalista)</span><br />
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEWnDeRWIVAEzbb2M-FQPzcgup_gA08JWFlQ7zpIBwxAMXjlzRdFhTOq3HwBe27cEVc3_Fm5wezriO_vKtMORdTCYdt67FvHLQsbq_KtRKbPD-YHIM1qy5MWyP-VAn8zkUpxipqAN3wJ8e/s1600/analise4.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="178" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgEWnDeRWIVAEzbb2M-FQPzcgup_gA08JWFlQ7zpIBwxAMXjlzRdFhTOq3HwBe27cEVc3_Fm5wezriO_vKtMORdTCYdt67FvHLQsbq_KtRKbPD-YHIM1qy5MWyP-VAn8zkUpxipqAN3wJ8e/s400/analise4.png" width="400" /></a></div>
<span style="background-color: white; color: #1d2129; font-family: "helvetica" , "arial" , sans-serif; font-size: 14px;"><br /></span>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-220949384365570392016-07-25T07:42:00.000-07:002016-07-25T08:28:14.061-07:00NOSSO E-BOOK<iframe src="//www.slideshare.net/slideshow/embed_code/key/KLZifJ2hOEGeZ3" width="668" height="714" frameborder="0" marginwidth="0" marginheight="0" scrolling="no" style="border:1px solid #CCC; border-width:1px; margin-bottom:5px; max-width: 100%;" allowfullscreen> </iframe> <div style="margin-bottom:5px"> <strong> <a href="//www.slideshare.net/DrPrJoseNiltonBarbos/vivendo-bem-64360833" title="Vivendo bem" target="_blank">Vivendo bem</a> </strong> de <strong><a href="//www.slideshare.net/DrPrJoseNiltonBarbos" target="_blank">Dr. Pr. Jose Nilton Barbosa</a></strong> </div>
SEJA UM PSICANALISTA, Faça o curso de formação em Psicanalise Clínica. Entre em contato conosco, através do nosso e-mail. José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-37358128891586391442016-05-18T10:15:00.000-07:002016-05-18T06:15:48.376-07:00CONHEÇA AS FOBIAS, E COMO VENCE-LAS<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyVhnFMt4QKiDJabXmmjlbLbBwYXU-Ms3RTh9AzPeeMm1Qv5xhKqOMuNCNeAdAw7L5YAf-dC8o_pHsWiR2m3sEoe2owLrrTTiEPSYYNrG3dQP8lhU23G9cSu9EaHiO34cSt6lQB8p5x4-u/s1600/Fobias1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="274" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiyVhnFMt4QKiDJabXmmjlbLbBwYXU-Ms3RTh9AzPeeMm1Qv5xhKqOMuNCNeAdAw7L5YAf-dC8o_pHsWiR2m3sEoe2owLrrTTiEPSYYNrG3dQP8lhU23G9cSu9EaHiO34cSt6lQB8p5x4-u/s1600/Fobias1.png" width="320" /></a></div>
<div class="MsoNormal" style="background: white; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; text-align: justify;">
<span style="font-family: "arial" , "sans-serif"; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background: white; text-align: justify;">
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0.0001pt;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;">Falar de fobia, é falar de um
problema mais comum que se imagina. A fobia, ou medo persistente de algo... Não são poucas as pessoas que sofrem esse
problema. Se você que está lendo agora sofre com fobia, espero que esse tema
venha ajuda-lo.<o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.85pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.85pt; margin-bottom: 0.0001pt;">
<b><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><a href="http://www.minhavida.com.br/saude/temas/fobia#11-collapse"><span style="border: none 1.0pt; color: #0066cc; font-size: 15.0pt; letter-spacing: -0.75pt; padding: 0cm; text-decoration: none;">DEFINIÇÃO:</span></a></span></b><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Podemos definir a
fobia, como um medo persistente e sem razão, de um determinado objeto, animal,
atividade ou situação que represente pouco ou nenhum perigo real, que
justifique a </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><a href="http://www.minhavida.com.br/saude/temas/ansiedade" target="_blank"><b><span style="color: #0066cc; font-size: 14.0pt; text-decoration: none;">ansiedade</span></b></a></span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"> extrema.<o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<b><span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt;">A DIERENÇA ENTRE A FOBIA E ANCIEDADE:</span></b><b><span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">A Fobia em si, nem
sempre é uma doença. Pode ser apenas um sintoma de outra causa subjacente –
normalmente é um transtorno mental. Daí podemos observar, que o medo sentido
por pessoas que têm fobia é completamente diferente da ansiedade natural dos
seres humanos. <o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">O medo, por si só,
é uma reação psicológica e fisiológica, que surge como resposta a possibilidade
de ameaça ou alguma situação de perigo. Ao passo que a fobia não segue uma
lógica ou seja não há uma razão, tornando a ansiedade algo incoerente com o
perigo real que aquilo representa.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Normalmente a fobia
é de longa duração, e provoca intensas reações físicas e psicológicas, podendo
até comprometer seriamente a qualidade de vida da pessoa.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<b><u><span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt;">Tipos de Fobias</span></u></b><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #252525; font-family: "arial" , sans-serif; font-size: 14pt;"> É difícil definir o número de fobias. Segundo os
dicionários médicos há muitas centenas. As fobias, tem seus nomes derivados da
conjunção do nome grego que indica a coisa temida ao sufixo <i>fobia</i>.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">As fobias, vão
desde o medo intenso de lugares cheios de pessoas (agorafobia) ou de situações
sociais (fobia social), até o medo de animais, objetos ou situações específicas
(fobia simples).</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 15.3pt; margin-bottom: 0.0001pt;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;">1. A agorafobia: inclui medo de
espaços abertos, da presença de multidões, da dificuldade de escapar
rapidamente para um local seguro (em geral a própria casa). A pessoa pode ter
medo de sair de casa, de entrar em uma loja ou shopping, de lugares onde há;
multidões, de viajar sozinho. Muitas pessoas referem um medo aterrorizante de
se sentirem mal e serem abandonadas sem socorro em público. Muitas pessoas com
agorafobia apresentam também o transtorno de pânico. <o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 15.3pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 15.3pt; margin-bottom: 0.0001pt;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;">2. Fobia social: é aquela em que a
pessoa tem medo de se expor a outras pessoas que se encontram em grupos
pequenos. Isto pode acontecer em reuniões, festas, restaurantes e outros
locais. As vezes são situações restritas a uma situação, como por exemplo,
comer ou falar em publico, assinar um cheque na presença de outras pessoas ou
encontrar-se com alguém do sexo oposto. Pessoas há que apresentam também baixa
auto-estima e medo de críticas. Usualmente a pessoa nessas situações apresenta
rubor na face, tremores, náuseas. Em casos extremos pode levar a pessoa a isolar-se
completamente do convívio em sociedade.<o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 15.3pt; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 15.3pt; margin-bottom: 0.0001pt;">
<span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;">3. Fobias especificas (ou isoladas): são
aquelas restritas a uma situação ou objeto altamente específicos, tais como,
animais inofensivos (zoofobia), altura (acrofobia), trovões e relâmpagos
(astrofobia), voar, espaços fechados (claustrofobia), doenças (nosofobia),
dentista, sangue, entre outros. </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">De acordo com o
Manual Diagnóstico e Estatístico de Doenças Mentais, a fobia simples pode ser
dividida em, pelo menos, cinco categorias:</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Sangue, injeções ou feridas</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Aspectos do ambiente natural (trovoadas, terremotos, etc.)</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Animais (aranhas, cobras, sapos, etc.)</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Situações (alturas, andar de avião, elevador ou metrô, etc.)</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Outros tipos (medo de vomitar, contrair uma doença, etc.).</span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<b><span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt;">As Causas das Fobias</span></b><b><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">A causa de muitas
fobias ainda é desconhecida pelos médicos. contudo, há fortes indícios de que a
fobia em muitas pessoas pode estar relacionada ao histórico familiar, levando a
crer que fatores genéticos possam representar um papel importante na origem do
medo persistente e irracional.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">As fobias também
podem ter uma ligação direta com certos traumas e situações passadas. A maioria
dos problemas psicológicos é motivados por dificuldades que uma pessoa enfrentou
ao longo da vida. Todas as pessoas passam por momentos difíceis, e algumas
delas desenvolvem, com o tempo, sentimentos de angústia que no decorrer do
tempo, tende a evoluir para um quadro de fobia.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Apesar dessas
causas, não estarem totalmente esclarecidas, os médicos e psiquiatras acreditam
que há uma série de fatores, como:</span><span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt; letter-spacing: -0.6pt;">Idade</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"> - </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Alguns tipos de fobia se desenvolvem
cedo, <b>geralmente na infância</b>. Outras ocorrem <b>durante a
adolescência</b> e há aquelas que também surgem no <b>início da vida
adulta</b>, até por volta dos <b>35 anos</b> de idade.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt; letter-spacing: -0.6pt;">Histórico familiar</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"> – </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Está provado, que se alguém de sua
família tiver algum tipo fobia, você tem mais chances de desenvolvê-la. Esta
poderia ser uma tendência hereditária, mas muitos especialistas acreditam que
uma criança pode aprender e adquirir uma fobia, somente observando as reações
de uma pessoa próxima, da mesma família, a alguma situação de pouco ou nenhum
perigo.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt; letter-spacing: -0.6pt;">Temperamento</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"> – </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Outra possibilidade de se desenvolver
uma fobia específica está no temperamento. Se você tiver temperamento difícil,
for sensível e tiver um comportamento mais inibido e retraído do que o normal,
isso pode leva-lo a desenvolver esse problema.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt; letter-spacing: -0.6pt;">Evento traumático</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"> - </span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Uma situação traumática ou uma série
de eventos traumáticos que uma pessoa passe ao longo da vida, podem levar a
desenvolver um tipo de fobia.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"><br /></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.85pt; margin-bottom: 0.0001pt;">
<b><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><a href="http://www.minhavida.com.br/saude/temas/fobia#23-collapse"><span style="border: none 1.0pt; color: #0066cc; font-size: 15.0pt; letter-spacing: -0.75pt; padding: 0cm; text-decoration: none;">Os sintomas da Fobia</span></a><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt;">
<span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Dependem muito do
tipo de fobia que você tem. Todavia, independentemente do tipo, algumas
características são comuns em todos os indivíduos que apresentam fobias:</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Sentimento de pânico incontrolável, terror ou temor em relação a uma
situação de pouco ou nenhum perigo real.</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Sensação de que você deve fazer todo o possível para evitar uma
situação, algo ou alguém que você teme.</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Incapacidade de levar sua vida normalmente por causa de um medo ilógico.</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Presença e aparecimento de algumas reações físicas e psicológicas, como
sudorese, </span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><a href="http://www.minhavida.com.br/temas/taquicardia" target="_blank"><b><span style="color: #0066cc; font-size: 14.0pt; text-decoration: none;">taquicardia</span></b></a></span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">, </span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><a href="http://www.minhavida.com.br/saude/temas/dificuldade-para-respirar" target="_blank"><b><span style="color: #0066cc; font-size: 14.0pt; text-decoration: none;">dificuldade para respirar</span></b></a></span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">, sensação de
pânico e </span><span style="font-family: "arial" , sans-serif; font-size: 10.0pt;"><a href="http://www.minhavida.com.br/saude/temas/ansiedade" target="_blank"><b><span style="color: #0066cc; font-size: 14.0pt; text-decoration: none;">ansiedade</span></b></a></span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;"> intensos, etc.</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin: 0cm 0cm 3pt; text-indent: 0cm;">
<!--[if !supportLists]--><span style="color: #333333; font-family: "symbol"; font-size: 10.0pt;">·<span style="font-family: "times new roman"; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 14.0pt;">Saber que o medo que sente é irracional e exagerado, mas mesmo assim não
ter capacidade para controlá-lo.</span><span style="color: #333333; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 16.05pt; margin-bottom: 3pt;">
<br /></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; margin-bottom: 0.0001pt;">
<b><span style="color: #0070c0; font-family: "arial" , sans-serif; font-size: 14.0pt;">COMO TRATAR AS
FOBIAS</span></b></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.85pt; text-indent: -18pt;">
<span style="color: #222222; font-family: "symbol"; font-size: 10.0pt;">·</span><span style="color: #222222; font-family: "times new roman" , serif; font-size: 7.0pt;"> </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;"> O tratamento, na
maioria dos casos dos medos irracionais principalmente nas crianças, pode ter
um bom resultado, um vez que é mais fácil alterar o estilo cognitivo que aplica
o pequeno sobre as coisas.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.85pt; text-indent: -18pt;">
<span style="color: #222222; font-family: "symbol"; font-size: 10.0pt;">·</span><span style="color: #222222; font-family: "times new roman" , serif; font-size: 7.0pt;"> </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;">O terapeuta deverá
ter em conta os elementos presentes no momento, em que a pessoa, manifesta a fobia,
as situações que rodeiam esse momento e coisas que fazem, para que o medo se
manifeste.</span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoNormal" style="background-attachment: initial; background-clip: initial; background-image: initial; background-origin: initial; background-position: initial; background-repeat: initial; background-size: initial; line-height: 13.85pt; text-indent: -18pt;">
<span style="color: #222222; font-family: "symbol"; font-size: 10.0pt;">·</span><span style="color: #222222; font-family: "times new roman" , serif; font-size: 7.0pt;"> </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 14.0pt;">Existem certos medicamentos,
que podem ajudar a tratar as fobias, mais normalmente o método escolhido, e que
recomendamos seja a terapia e aprender técnicas de relaxamento. Há situações,
em que esse tratamento medicamentoso, precisa ter o acompanhamento terapêutico.
A terapia pode ser individual, cognitiva comportamental (concentrada em ajudar
a pessoa a aprender novas formas de controlar a ansiedade e os ataques de
pânico quando/se ocorrem) ou terapia familiar. </span><span style="color: #222222; font-family: "arial" , sans-serif; font-size: 10.0pt;"><o:p></o:p></span></div>
<br />
<div align="center" class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 36pt; text-align: center;">
<br /></div>
</div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-59431766567737001112015-11-12T10:09:00.001-08:002015-11-12T10:09:16.891-08:00MEDITAÇÃO GUIADA - COMO VENCER O MEDO / KELI SOARES<iframe allowfullscreen="" frameborder="0" height="344" src="https://www.youtube.com/embed/lguOgz8EFMU" width="459"></iframe>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-44670960276156418822015-05-26T21:50:00.000-07:002015-05-26T21:55:42.099-07:00TIPOS DE TERAPIAS<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: center;">
<span style="font-size: 17.079740524292px; line-height: 1.6;"> </span><b style="line-height: 27.3275852203369px;"><span style="font-size: large;">A PSICANÁLISE</span></b></div>
<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: center;">
<img alt="Divan" src="http://fabioterapeuta.com.br/images/stories/TVP/divan.jpg" height="177" style="background-color: transparent; font-size: 17.079740524292px; line-height: 1.6;" width="320" /></div>
<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
<span style="color: #222222; line-height: 18.4799995422363px;">A Psicanálise é a ciência do inconsciente, falar de psicanálise nos tempos atuais é </span><span style="color: #222222; font-size: 17.079740524292px; line-height: 18.4799995422363px;">contar com um recurso fundamental descoberto e inventado por um psicanalista que tinha como formação primeira, a de ser um homem da ciência, médico neurologista, que percebeu que os sintomas e as doenças que seus pacientes tinham, não pertenciam ao âmbito do corporal, portanto, do biológico. </span></div>
<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
Assim, a Psicanálise Auxilia o cliente a partir da investigação do seu inconsciente buscando as causas mais profundas de seus sofrimentos, desconfortos e questionamentos. Embasado nos estudos e experiência clínica dos psicanalistas Freud, Lacan, Jung e Reich. É também uma ferramenta importante para quem não tem um sofrer a ser resolvido mas busca somente aprofundar seu autoconhecimento e aumentar sua lucidez no viver e na interpretação de sonhos.</div>
<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
<span style="font-size: 17.079740524292px; line-height: 1.6;">A Psicanálise atual não precisa necessariamente, de um Divã, como na época de Freud, em que o cliente era deitado no divã, e quase sem contato visual e feedbacks do terapeuta. A Psicanálise foi modernizada em todo mundo de forma a usar toda a teoria da psiquê elaborada por Freud mas agora contando com melhoras significativas e mais humanizadas na relação psicanalista-cliente. Com o devido e merecido direito, toda questão ou colocação feita pelo cliente em sessão deve ser respondida ou explicada pelo Analista e não mais ser praticado o silêncio que muitas vezes acabava atrapalhando ou desestimulando o cliente a continuar seu processo de autoconhecimento pela psicoterapia.</span></div>
<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
Podemos usar um divã como este usado para ilustrar esta página, podemos trabalhar sentados em poltronas ou mesmo no chão (nas clínicas que tem tatami/EVA), um de frente para o outro.</div>
<div class="espacamentoP" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
A duração de cada sessão varia pode durar entre: 55 minutos a uma hora. O tratamento promove uma ordenação progressiva das questões pessoais do cliente.</div>
<h2 class="contentheading" style="background-color: white; color: #333333; font-family: 'Segoe UI', Arial, Helvetica, sans-serif; font-size: 32.8456573486328px; line-height: 1.1; margin: 0px; padding: 5px 0px 8px; text-align: center;">
</h2>
<h2 class="contentheading" style="background-color: white; color: #333333; font-family: 'Segoe UI', Arial, Helvetica, sans-serif; font-size: 32.8456573486328px; line-height: 1.1; margin: 0px; padding: 5px 0px 8px; text-align: center;">
Terapia Fora do Consultório</h2>
<div class="article-content" style="background-color: white; color: #333333; font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; line-height: 18px;">
<div class="espacamentoP" style="line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="http://fabioterapeuta.com.br/images/stories/TVP/terapia-andando.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Terapia andando" border="0" class="imgRight" src="http://fabioterapeuta.com.br/images/stories/TVP/terapia-andando.jpg" height="200" style="border: 1px solid rgb(0, 0, 0);" title="Terapia andando" width="150" /></a></div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
Algumas pessoas gostariam de fazer terapia mas não têm o perfil de ir ao consultório, ou por achar chato, monótono, <q>coisa de doente</q>, <q>coisa de louco ou de maluco</q>, enfim, por qualquer motivo pessoal.</div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
Porém estas pessoas que não se enquadram no <q>modelo</q> de cliente de terapia não podem deixar de ter acesso aos benefícios do processo terapêutico. Para esses casos fazemos a terapia fora do consultório.</div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
Fazer terapia fora do consultório significa que ela pode ser feita enquanto se caminha em parques, bairros, ou locais significativos na história pessoal do cliente. Esta é uma forma muito rica e especial na forma de ocupar os espaços urbanos públicos de forma saudável e criativa, empoderando as pessoas ao viver social e dando vida mais humanizada aos ambientes da cidade.</div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
A terapia fora do consultório não significa necessariamente caminhar e andar, ela pode ser feita de forma estática e sentada.</div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
Nesta forma de atendimento, para o processo de autoconhecimento e de tratamento de sofrimentos psíquicos, emocionais e afetivos, usamos a infraestrutura da cidade como parques, praças, shoppings, cafeterias, restaurantes, lugares emocionalmente importantes como escolas onde estudou, bairro em que viveu a infância etc, o cliente propõe onde gostaria de ser atendido e eu respondo se o lugar proposto é viável em termos de deslocamento.</div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
O interessante desta terapia é que ela se torna altamente dinâmica, o ambiente reage ao assunto que está sendo tratado, apresentando coincidências provocantes. Estas coincidências não tem nada de místico ou sobrenatural, mas sim fundamentadas na teoria do Determinismo Psíquico de Freud e na teoria da Sincronicidade de Jung.</div>
<div style="line-height: 1.6; margin-bottom: 1em; margin-top: 1em; padding: 0px; text-align: justify;">
A terapia peripatética, isto é, a terapia feita enquanto se passeia, além de ter toda utilidade e benefícios do processo terapêutico também se torna um momento divertido e agradável para a alma e positivo para saúde física do corpo pois caminhar é uma das práticas de atividade física mais saudável e recomendável que existe. Pode ser também um momento reservado ao contato com a natureza.</div>
<h2 class="contentheading" style="font-family: 'Segoe UI', Arial, Helvetica, sans-serif; font-size: 32.8456573486328px; font-weight: normal; line-height: 1.1; margin: 0px; padding: 5px 0px 8px; text-align: center;">
Terapia de Casal</h2>
<h3 style="font-family: 'Segoe UI', Arial, Helvetica, sans-serif; font-size: 21.3496761322022px; margin: 25px 0px 1em; padding: 0px;">
<div class="article-content" style="font-family: Arial, Helvetica, sans-serif; font-size: 17.079740524292px; font-weight: normal;">
<div class="separator" style="clear: both; text-align: center;">
<a href="http://fabioterapeuta.com.br/images/stories/TVP/terapia-de-casal.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img alt="Terapia de Casal" border="0" class="imgRight" src="http://fabioterapeuta.com.br/images/stories/TVP/terapia-de-casal.jpg" height="320" style="border: 1px solid rgb(0, 0, 0);" title="Terapia de Casal" width="230" /></a></div>
<div class="espacamentoP" style="line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
Os relacionamentos amorosos é um dos aspectos principais da vida humana e que sempre estão sujeitos a desentendimentos por inadequações e falhas da comunicação do casal.</div>
<div class="espacamentoP" style="line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
Através da mediação e facilitação do diálogo entre um casal sob o entendimento e prática dos saberes da Psicanálise, do uso dos Sinos Tibetanos e das abordagens integralmente acolhedoras das Terapias Holísticas busca-se o entendimento mútuo e eliminação das crises destrutivas dos relacionamentos.</div>
<div class="espacamentoP" style="line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
Na terapia de casal os parceiros com a ajuda do terapeuta podem conversar de uma forma transformadora praticando o verdadeiro ouvir, falar, compreender a si e ao outro eliminando falsas expectativas e nutrindo o verdadeiro amor.</div>
<div class="separator" style="clear: both; text-align: left;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCV4oP6nUz2hyphenhyphen40sG9_POAUiVz6EhBipGst6xn8u7nmYRa3ACO1pY_-ZRIlQbWDP1XCKxIyM7srhrrUXKHJxIDSu9ercCfcC7ElcuJJbun3zbXPfaI7V1bydwilJ1Lge9SkMKvOqUMIFjW/s1600/Honorarios1.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="480" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhCV4oP6nUz2hyphenhyphen40sG9_POAUiVz6EhBipGst6xn8u7nmYRa3ACO1pY_-ZRIlQbWDP1XCKxIyM7srhrrUXKHJxIDSu9ercCfcC7ElcuJJbun3zbXPfaI7V1bydwilJ1Lge9SkMKvOqUMIFjW/s640/Honorarios1.png" width="640" /></a></div>
<div class="espacamentoP" style="line-height: 1.6; margin-bottom: 1em; margin-top: 42px; padding: 0px; text-align: justify;">
<br /></div>
</div>
</h3>
</div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-77314642306238486772014-11-17T05:01:00.000-08:002014-11-17T05:05:35.642-08:00A Importância do Sono <div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;"><b>A Importância do Sono </b></span><br />
<span style="font-family: Arial, Helvetica;"><br /></span>
<span style="font-family: Arial, Helvetica;">Segundo a Dra. </span><b style="text-align: -webkit-center;"><span style="font-family: Arial, Helvetica;">Regeane Trabulsi Cronfli, </span></b><span style="font-family: Arial, Helvetica;"> cerca de 16 a 40% das pessoas em geral sofrem de insônia. </span><span style="font-family: Arial, Helvetica;">Dormir não é apenas uma necessidade de descanso mental e físico: durante o sono ocorrem vários processos metabólicos que, se alterados, podem afetar o equilíbrio de todo o organismo a curto, médio e, mesmo, a longo prazo. </span></div>
<span style="font-family: Arial, Helvetica;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">Estudos provam que quem dorme menos do que o necessário tem menor vigor físico, envelhece mais precocemente, está mais propenso a infecções, à obesidade, à hipertensão e ao diabetes .</span></div>
<span style="font-family: Arial, Helvetica;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">Não dormir o tempo necessário, leva a dificuldades na capacidade de acumular conhecimento e alterações do humor, comprometendo a criatividade, a atenção, a memória e o equilíbrio.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;"><br /></span></div>
<b><span style="color: #cc0000; font-family: Arial, Helvetica; font-size: large;">O sono e os hormônios</span></b><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">Está comprovado que a longo prazo, a privação do sono pode comprometer seriamente a saúde, uma vez que é durante o sono que são produzidos alguns hormônios que desempenham papéis vitais no funcionamento de nosso organismo. Por exemplo, o pico de produção do hormônio do crescimento (também conhecido como GH, de sua sigla em inglês, Growth Hormone) ocorre durante a primeira fase do sono profundo, aproximadamente meia hora após uma pessoa dormir.</span> </div>
<div style="text-align: justify;">
<br /></div>
<span style="font-family: Arial, Helvetica;"><b><br /></b></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDxLuEn4e_WUxKXMoAPWGEfjyh2n8rOFJo_JhMQfhzv4yDaMpD0nthcnmsJpnc1udkXtnsJwbVZ_70gFPpm_GL1Pmanr_CXOoKNGvBHbmFPC2-FQAv6K3Z8tMrkNVzEnFywIYk0MJaGGO4/s1600/Imagem1.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjDxLuEn4e_WUxKXMoAPWGEfjyh2n8rOFJo_JhMQfhzv4yDaMpD0nthcnmsJpnc1udkXtnsJwbVZ_70gFPpm_GL1Pmanr_CXOoKNGvBHbmFPC2-FQAv6K3Z8tMrkNVzEnFywIYk0MJaGGO4/s1600/Imagem1.png" height="300" width="400" /></a></div>
<br />
<span style="font-family: Arial, Helvetica;"><b>Qual é o papel do GH (Hormonio do Crescimento)? </b></span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">O GH , ajuda a manter o tônus muscular, evita o acúmulo de gordura, melhora o desempenho físico e combate a osteoporose. Estudos provam que pessoas que dormem pouco reduzem o tempo de sono profundo e, em conseqüência, diminuem a fabricação do hormônio do crescimento.</span></div>
<span style="font-family: Arial, Helvetica;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">A leptina, hormônio capaz de controlar a sensação de saciedade, também é secretada durante o sono. Pessoas que permanecem acordadas por períodos superiores ao recomendado produzem menores quantidades de leptina. Resultado: o corpo sente necessidade de ingerir maiores quantidades de carboidratos.</span></div>
<span style="font-family: Arial, Helvetica;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">Com a redução das horas de sono, a probabilidade de desenvolver diabetes também aumenta. A falta de sono inibe a produção de insulina (hormônio que retira o açúcar do sangue) pelo pâncreas, além de elevar a quantidade de cortisol, o hormônio do estresse, que tem efeitos contrários aos da insulina, fazendo com que se eleve a taxa de glicose (açúcar) no sangue, o que pode levar a um estado pré-diabético ou, mesmo, ao diabetes propriamente dito. Num estudo, homens que dormiram apenas quatro horas por noite, durante uma semana, passaram a apresentar intolerância à glicose (estado pré-diabético).</span></div>
<span style="font-family: Arial, Helvetica;"><br /></span>
<br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;"><b>Mas qual é a quantidade ideal de horas de sono?</b> </span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">Embora essa necessidade seja uma característica individual, a média da população adulta necessita de 7 a 8 horas de sono diárias. Falando em crianças, é especialmente importante que seja respeitado um período de 9 a 11 horas de sono, uma vez que, quando elas não dormem o suficiente, ficam irritadiças, além de terem comprometimento de seu crescimento (devido ao problema já mencionado sobre a diminuição do hormônio do crescimento), do aprendizado e da concentração.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;"><br /></span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">É na escola que os primeiros sintomas da falta de sono são percebidos. O desempenho cai e a criança pode até ser equivocadamente diagnosticada como hiperativa, em função da irritabilidade e de sua dificuldade de concentração, conseqüentes da falta do sono necessário. É no sono <b>REM</b>, quando acontecem os sonhos, que as coisas que foram aprendidas durante o dia são processadas e armazenadas. Se alguém, adulto ou criança, dorme menos que o necessário, sua memória de curto prazo não é adequadamente processada e a pessoa não consegue transformar em conhecimento aquilo que foi aprendido. Em outras palavras: se alguém - adulto ou criança - não dorme o tempo necessário, tem muita dificuldade para aprender coisas novas.</span></div>
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;"><br /></span></div>
<b><span style="color: #000066; font-family: Arial, Helvetica;">Riscos provocados pela falta de sono a curto prazo</span></b><span style="color: #000066; font-family: Arial, Helvetica;">: </span><br />
<div style="text-align: justify;">
<span style="font-family: Arial, Helvetica;">Cansaço e sonolência durante o dia, irritabilidade, alterações repentinas de humor, perda da memória de fatos recentes, comprometimento da criatividade, redução da capacidade de planejar e executar, lentidão do raciocínio, desatenção e dificuldade de concentração.</span></div>
<b><span style="color: #000066; font-family: Arial, Helvetica;"><br /></span></b>
<b><span style="color: #000066; font-family: Arial, Helvetica;">Riscos provocados pela falta de sono a longo prazo</span></b><span style="font-family: Arial, Helvetica;">: </span><br />
<span style="font-family: Arial, Helvetica; text-align: justify;">Falta de vigor físico, envelhecimento precoce, diminuição do tônus muscular, comprometimento do sistema imunológico, tendência a desenvolver obesidade, diabetes, doenças cardiovasculares e gastro-intestinais e perda crônica da memória.</span><span style="text-align: justify;"> </span><br />
<span style="text-align: justify;"><br /></span>
<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHTCv8_YfpKAYcGkz7hFlvr8mtb2nANB7HJsG6GU5EWnj6zxxg8ZMsw1vvraKmTY7Ba9h-5OjJA8wTFKAq4la_sC1Q-ptf9kd7TnK5R9woa6wKOtPMP20iNLteERiAG3WSNqEdctTaG-_d/s1600/Imagem2.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjHTCv8_YfpKAYcGkz7hFlvr8mtb2nANB7HJsG6GU5EWnj6zxxg8ZMsw1vvraKmTY7Ba9h-5OjJA8wTFKAq4la_sC1Q-ptf9kd7TnK5R9woa6wKOtPMP20iNLteERiAG3WSNqEdctTaG-_d/s1600/Imagem2.png" height="235" width="400" /></a></div>
<br />
Postagem: José Nilton<br />
Fonte: http://www.cerebromente.org.br/n16/opiniao/dormir-bem1.htmlJosé NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-38370998894671689542014-11-13T06:01:00.000-08:002014-11-13T06:01:38.167-08:00Livre-se das drogas<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheQu_A3Et5_OeT64y-cV5DPE9MgQlE8Pr3fxDiebiPGg8b67iWFJ8_fA7yuBbijfqhPYqLNEBkKNuVBewu1BeiAdDMzqJljpn3FpaeLHokspRPNiErKuG1QUluxpHfC630DVHxAb3KupT4/s1600/drogas.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="240" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEheQu_A3Et5_OeT64y-cV5DPE9MgQlE8Pr3fxDiebiPGg8b67iWFJ8_fA7yuBbijfqhPYqLNEBkKNuVBewu1BeiAdDMzqJljpn3FpaeLHokspRPNiErKuG1QUluxpHfC630DVHxAb3KupT4/s320/drogas.jpg" width="320" /></a></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span></b></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Como
se libertar da maconha</span></b><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 16.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></b></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="color: red; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">A pessoa tem que ter
muita força de vontade. Ela tem que querer largar desse vicio imundo e sujo,
que está destruindo ela por completo. Ela tem que ter muita coragem. E deve
acreditar que ela vencerá. que ela não é covarde e é mais forte do que a
maconha. Ela tem que buscar a Deus.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<span lang="SV" style="color: red; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Se a pessoa não quiser não tem
como.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<br /></div>
<div class="MsoListParagraph" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Arial; mso-fareast-language: PT-BR;">02-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> <span lang="SV">Elimine toda a maconha e a
parafernália que você usa para fumá-la.</span></span></b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> </span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 1.05pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraphCxSpFirst" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: #222222; font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Elimine
qualquer isqueiro, fósforo, baganas, bongos ou recipientes.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: #222222; font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Esvazie
seus bolsos para garantir que nada fique para trás.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: #222222; font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Jogue
toda a maconha em seu vaso sanitário. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: #222222; font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Destrua
seu estoque. </span></div>
<div class="MsoListParagraphCxSpMiddle" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: #222222; font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Livre-se
de qualquer coisa que lhe faça desejar fumar maconha novamente, seja seu
videogame favorito ou um pôster no quarto. Isso pode parecer um exagero, mas
remover os gatilhos realmente lhe ajudará a largar o hábito.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoListParagraphCxSpLast" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: -18pt;">
<!--[if !supportLists]--><span style="color: #222222; font-family: Wingdings; font-size: 12.0pt; mso-bidi-font-family: Wingdings; mso-bidi-font-size: 10.0pt; mso-fareast-font-family: Wingdings; mso-fareast-language: PT-BR;">Ø<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal;"> </span></span><!--[endif]--><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Caso
você conheça um traficante, retire o número dele de seu celular.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shapetype
id="_x0000_t75" coordsize="21600,21600" o:spt="75" o:preferrelative="t"
path="m@4@5l@4@11@9@11@9@5xe" filled="f" stroked="f">
<v:stroke joinstyle="miter"/>
<v:formulas>
<v:f eqn="if lineDrawn pixelLineWidth 0"/>
<v:f eqn="sum @0 1 0"/>
<v:f eqn="sum 0 0 @1"/>
<v:f eqn="prod @2 1 2"/>
<v:f eqn="prod @3 21600 pixelWidth"/>
<v:f eqn="prod @3 21600 pixelHeight"/>
<v:f eqn="sum @0 0 1"/>
<v:f eqn="prod @6 1 2"/>
<v:f eqn="prod @7 21600 pixelWidth"/>
<v:f eqn="sum @8 21600 0"/>
<v:f eqn="prod @7 21600 pixelHeight"/>
<v:f eqn="sum @10 21600 0"/>
</v:formulas>
<v:path o:extrusionok="f" gradientshapeok="t" o:connecttype="rect"/>
<o:lock v:ext="edit" aspectratio="t"/>
</v:shapetype><v:shape id="Imagem_x0020_2" o:spid="_x0000_i1030" type="#_x0000_t75"
alt="Descrição: https://3.bp.blogspot.com/-9BeBBqTV4Uw/U90d3Mzx1NI/AAAAAAAAGvs/2twL30x8WmY/s1600/02.jpg"
style='width:425.25pt;height:319.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\Nilton\AppData\Local\Temp\msohtmlclip1\01\clip_image001.jpg"
o:title="02"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><o:p></o:p></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">03-Deixe clara a
sua decisão para os que o apoiam.</span></b><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Conte à família e
amigos confiáveis sobre sua decisão e peça para que o ajudem a largar o vício.
Eles provavelmente ficarão bastante animados em ver você largando a droga e
farão de tudo para ajudá-lo.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify; text-indent: 35.4pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Isto é
especialmente importante se quiser permanecer próximo a fumantes ativos. Diga
que não deseja que <i>eles</i> deixem de fumar, mas que você não se
sentirá bem caso tentem forçá-lo a manter o vício. Pense seriamente se a pessoa
que quer fazê-lo continuar a fumar é realmente importante em sua vida se
ele/ela não respeitar suas escolhas.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 36pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Você pode até mesmo
ter de evitar amigos fumantes por um tempo. Se toda sua vida social com seus
amigos girou em torno da maconha, procure uma nova rede de amizades. Isso pode
parecer um pouco duro, mas é assim mesmo.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 36pt;">
<span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><br /></span></div>
<div class="MsoNormal">
<!--[if gte vml 1]><v:shape
id="Imagem_x0020_3" o:spid="_x0000_i1029" type="#_x0000_t75" alt="Descrição: https://4.bp.blogspot.com/-HlJC9k9lNk0/U90eFMOlaWI/AAAAAAAAGv0/OD-E-ONBhfw/s1600/03.jpg"
style='width:425.25pt;height:319.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\Nilton\AppData\Local\Temp\msohtmlclip1\01\clip_image003.jpg"
o:title="03"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><o:p></o:p></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">04-Prepare-se
para a abstinência.</span></b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O bom é que isso
é temporário: a abstinência de maconha começa 1 dia após a desistência,
atingindo seu pico após 2 ou 3 dias e enfraquecendo após 1 ou 2 semanas. <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O ruim é que
existem sintomas. Talvez você não passe por nenhum deles, mas talvez passe por
todos. O importante é ter um plano e lugar para passar por isso. <o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Aqui estão
alguns sintomas que podem se apresentar:</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Insônia:</span></b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"> Evite o consumo
de cafeína durante os primeiros dias. Durma ao primeiro sinal de sono ou
cansaço durante a noite.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Falta de apetite:</span></b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">
Você pode se sentir nauseado no início. Tente comer alimentos leves e de fácil
digestão: bananas, arroz, torradas, aveia e maçãs.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Irritabilidade: </span></b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Você
terá alterações de humor durante a abstinência, alternando entre pura raiva e
tristeza absoluta em questão de minutos. Planeje-se para isso antes da hora.
Quando acontecer, acalme-se e permaneça consciente da situação. Diga para si
mesmo que “A culpa não é minha e nem do que estou fazendo. É apenas a
abstinência.” Repita quantas vezes for necessário.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Ansiedade: </span></b><span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">O
nervosismo é um sintoma comum da abstinência de qualquer droga. Quando tiver
tempo livre, feche os olhos, respire profundamente e lembre-se que o que está
sentindo é temporário.</span><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<span lang="SV" style="color: #222222; font-family: "Arial","sans-serif"; font-size: 12.0pt; mso-ansi-language: SV; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;">Aumento na
temperatura corporal: você pode sentir muito mais calor que o normal e pode
começar a suar ocasionalmente.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<!--[if gte vml 1]><v:shape id="Imagem_x0020_4" o:spid="_x0000_i1028"
type="#_x0000_t75" alt="Descrição: Stop Smoking Pot_Weed Step 4.jpg" style='width:425.25pt;
height:319.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\Nilton\AppData\Local\Temp\msohtmlclip1\01\clip_image005.jpg"
o:title="Stop Smoking Pot_Weed Step 4"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="color: #222222; font-family: "Arial","sans-serif"; font-size: 10.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin-bottom: 0.0001pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="margin: 0cm 0cm 0.0001pt 21.3pt; text-indent: -18pt;">
<!--[if !supportLists]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">05-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;"> Encontre uma atividade substituta.</span></b><span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 3.3pt;">
<span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;">Ao
invés de usar drogas, dedique seu tempo livre a um esporte ou hobby. Tente
fazer algo rápido e fácil – como tocar violão ou caminhar. Faça isso quando
sentir vontade de voltar a fumar. Se você estiver se sentindo muito entediado
ou deprimido fazendo isso, assista a um filme que lhe faça sorrir ou passe um
tempo com um amigo que não seja usuário. Aqui estão algumas outras coisas para
você experimentar:</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Dar caminhadas longas<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Conversar com um velho amigo pelo telefone<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Nadar<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Cozinhar<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l6 level1 lfo3; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Ler o jornal<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<!--[if gte vml 1]><v:shape
id="Imagem_x0020_5" o:spid="_x0000_i1027" type="#_x0000_t75" alt="Descrição: Stop Smoking Pot_Weed Step 5.jpg"
style='width:425.25pt;height:319.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\Nilton\AppData\Local\Temp\msohtmlclip1\01\clip_image007.jpg"
o:title="Stop Smoking Pot_Weed Step 5"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: 0.0001pt; text-indent: -18pt;">
<!--[if !supportLists]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">05-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Mude sua rotina.</span></b><span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 18pt;">
<span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;">Além
de encontrar um novo hobby, você deve buscar mudar sua rotina para não sentir
vontade de fumar maconha nos horários em que fazia isso. Aqui estão algumas
coisas que você pode fazer:</span><sup><span style="font-family: Helvetica, sans-serif; font-size: 12pt;"><a href="http://pt.wikihow.com/Deixar-de-Fumar-Maconha#_note-4"><span style="text-decoration: none;">[4]</span></a></span></sup><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Mude sua rotina matinal. Tente acordar um pouco mais cedo ou mais tarde,
tomar um café-da-manhã único ou se banhar em um horário diferente.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Mude sua rotina escolar/de trabalho. Vá ao trabalho ou à escola por um
caminho diferente. Sente-se numa cadeira diferente se puder e coma algo
diferenciado no lanche.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Mude sua rotina de estudos. Se você normalmente estuda em seu quarto
(lugar onde fumava maconha), mude as coisas e vá estudar numa cafeteria ou na
biblioteca.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l0 level1 lfo5; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Não comece a comer menos para tentar mudar sua rotina. Você pode
descobrir que está sentindo menos fome, mas deverá continuar comendo
normalmente para manter-se saudável.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<!--[if gte vml 1]><v:shape
id="Imagem_x0020_6" o:spid="_x0000_i1026" type="#_x0000_t75" alt="Descrição: Stop Smoking Pot_Weed Step 6.jpg"
style='width:425.25pt;height:319.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\Nilton\AppData\Local\Temp\msohtmlclip1\01\clip_image009.jpg"
o:title="Stop Smoking Pot_Weed Step 6"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: 0.0001pt; text-indent: -18pt;">
<!--[if !supportLists]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">06-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Controle sua
vontade.</span></b><span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 18pt; text-align: justify;">
<span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;">Você
terá uma vontade, ou um desejo por fumar, regularmente. É importante saber como
reagir a essas vontades se você realmente quiser largar o vício. Aqui estão
algumas coisas que você pode fazer para evitar ceder à tentação:</span><sup><span style="font-family: Helvetica, sans-serif; font-size: 12pt;"><a href="http://pt.wikihow.com/Deixar-de-Fumar-Maconha#_note-5"><span style="text-decoration: none;">[5]</span></a></span></sup><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Evite seus locais-gatilho. Não vá a lugares que lhe façam sentir vontade
de fumar, seja no depósito de um amigo ou o espaço debaixo das arquibancadas do
ginásio.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Fuja do ambiente. Sempre que você notar que está sentindo vontade de
fumar, saia rapidamente do lugar em que está. Mudar rapidamente de ambiente é
sua melhor aposta.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Respire profundamente. Respire fundo com a boca e prenda o ar em seus
pulmões por 5-7 segundos até se sentir mais calmo. Solte o ar através de seus
lábios semicerrados e repita esses passos até a sensação passar.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Coloque algo de diferente em sua boca. Encontrar um substituto para seu
desejo – desde que ele não seja álcool ou outra droga – pode ajudá-lo a lidar
com ele. Tente chiclete sem açúcar, doces sem açúcar, bebidas diet, palitos de
dente, canetas/lápis ou até canudos.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l1 level1 lfo6; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Beba água. Permanecer hidratado o manterá saudável e o ajudará a
combater suas vontades.<o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<br /></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<!--[if gte vml 1]><v:shape
id="Imagem_x0020_7" o:spid="_x0000_i1025" type="#_x0000_t75" alt="Descrição: Stop Smoking Pot_Weed Step 7.jpg"
style='width:425.25pt;height:319.5pt;visibility:visible;mso-wrap-style:square'>
<v:imagedata src="file:///C:\Users\Nilton\AppData\Local\Temp\msohtmlclip1\01\clip_image011.jpg"
o:title="Stop Smoking Pot_Weed Step 7"/>
</v:shape><![endif]--><!--[if !vml]--><!--[endif]--><span style="font-family: Arial, sans-serif; font-size: 10pt;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<br /></div>
<div class="MsoListParagraph" style="margin-bottom: 0.0001pt; text-indent: -18pt;">
<!--[if !supportLists]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">07-<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; font-weight: normal;"> </span></span></b><!--[endif]--><b><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Mantenha-se sobre
controle.</span></b><span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;"> </span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="margin: 0cm 0cm 0.0001pt 18pt;">
<span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;">O
pior da abstinência deve acabar em uma semana ou duas, e todos nós já ouvimos
que qualquer coisa passa após três semanas. Após um mês, você deverá estar
livre de seu vício. Talvez esse tempo parecerá, para você, uma eternidade, mas
tente se lembrar que ele não é </span><i><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">assim</span></i><span style="background: white; font-family: Helvetica, sans-serif; font-size: 12pt;"> tão
longo.</span><span style="font-family: "Times New Roman","serif"; font-size: 12.0pt; mso-fareast-font-family: "Times New Roman"; mso-fareast-language: PT-BR;"><o:p></o:p></span></div>
<div class="MsoNormal" style="background: white; line-height: 18.75pt; margin-bottom: .0001pt; margin-bottom: 0cm; margin-left: 21.3pt; margin-right: 0cm; margin-top: 0cm; mso-list: l5 level1 lfo7; tab-stops: list 36.0pt; text-indent: -18.0pt;">
<!--[if !supportLists]--><span style="font-family: Symbol; font-size: 10pt;">·<span style="font-family: 'Times New Roman'; font-size: 7pt; font-stretch: normal; line-height: normal;">
</span></span><!--[endif]--><span style="font-family: Helvetica, sans-serif; font-size: 12pt;">Planeje uma pequena festa para comemorar o seu primeiro mês sem maconha.
Ter uma linha de chegada pode lhe manter no caminho. Use isso como uma pequena
recompensa para si mesmo.<span style="color: #545454;"><o:p></o:p></span></span></div>
<br />
<div class="MsoNormal" style="background: white; margin: 0cm 0cm 0.0001pt 21.3pt; text-align: justify;">
<br /></div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-74550072600735888222013-05-29T06:53:00.000-07:002013-05-29T06:53:47.686-07:00Depressão na 3ª Idade<br />
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTX8njBoDYtSK43nI0F8Flak9KWapy4OPrX6wc6QAGTNj5HFf5Rejz5V5oeRlgi5SWzGuIZxFlNfhAGGYGVjFJ4xA8We5GNWZNHLPujKUrjJ4_fgCII6zTiejO-VW0VTD-c44qBDcaAuQ3/s1600/depressao.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="320" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgTX8njBoDYtSK43nI0F8Flak9KWapy4OPrX6wc6QAGTNj5HFf5Rejz5V5oeRlgi5SWzGuIZxFlNfhAGGYGVjFJ4xA8We5GNWZNHLPujKUrjJ4_fgCII6zTiejO-VW0VTD-c44qBDcaAuQ3/s320/depressao.jpg" width="271" /></a></div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
<strong><br /></strong></div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
<strong>Resumo: </strong>O presente artigo tem como objetivo evidenciar quais são os principais fatores que desencadeiam a depressão na terceira idade. O delineamento metodológico do estudo foi a pesquisa bibliográfica, que mostrou que a depressão na terceira idade é um caso que merece bastante atenção, pois, embora todo ser humano em qualquer fase de sua vida pode experimentar sintomas depressivos, nos idosos a probabilidade de padecer desta doença é ainda maior (ZIMERMAN, 2000). Desta forma, podemos considerar que os idosos merecem atenção e cuidado e que embora em qualquer fase da vida a depressão seja uma doença preocupante na terceira idade os cuidados devem ser maiores.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
<strong><br /></strong></div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
<strong>Palavras-Chave</strong>: Depressão, Terceira idade, Tratamento.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
</div>
<h2 style="font-family: Tahoma, Geneva, sans-serif; font-size: 22px; font-weight: 300; line-height: 24px; margin: 12px 0px; text-rendering: optimizelegibility;">
1. Introdução</h2>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A depressão na terceira idade é um tema que merece atenção e um estudo aprofundado a respeito, pois este é um grupo que necessita de cuidados e ajuda de terceiros.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
O processo de envelhecimento embora difícil para muitos, é algo que acontece naturalmente, trazendo junto consigo algumas mudanças.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
De acordo com MENDES (2005) <em>et al</em>., a Organização Mundial de Saúde – OMS define o indivíduo como idoso á partir dos 65 anos nos países desenvolvidos e dos 60 anos nos países subdesenvolvidos.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo pesquisas do Instituto Brasileiro de Geografia e Estatística (IBGE) realizada em 2003, no Brasil, em 2020, os idosos chegarão a 25 milhões de pessoas, numa população de 219,1 milhões representando 11,4% da população.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo STELLA (2003) <em>et al.</em>, junto com o aumento da população idosa, vêm o aumento também de doenças crônico-degenerativas, dentre elas aquelas que comprometem o funcionamento do sistema nervoso central, como as enfermidades neuropsiquiátricas, particularmente a depressão.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
De acordo com Oliveira <em>et al. </em>(2006 <em>apud </em>LAWTON, 2001) para se ter uma boa qualidade de vida no envelhecer é necessário o desenvolvimento de pesquisas que enfatizem não aspectos físicos e sociais, mas principalmente aqueles relacionado a saúde emocional.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Desta forma este estudo tem como objetivo identificar e evidenciar, por meio da pesquisa bibliográfica, quais são os principais fatores que desencadeiam a depressão na terceira idade e a melhor forma de tratamento.</div>
<h2 style="font-family: Tahoma, Geneva, sans-serif; font-size: 22px; font-weight: 300; line-height: 24px; margin: 12px 0px; text-rendering: optimizelegibility;">
2. Revisão de Literatura</h2>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
2.1 Terceira idade</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
O envelhecimento é um processo natural e dá-se por mudanças físicas, psicológicas e sociais. É uma fase em que após uma análise, normalmente o indivíduo idoso conclui que alcançou muitos objetivos, mas também sofreu muitas perdas, das quais se destaca a saúde com um dos aspectos mais afetados. (MENDES <em>et al</em>., 2005)</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A teoria do desenvolvimento psicossocial desenvolvida por Erik Erikson propõe uma concepção de desenvolvimento em oito estágios psicossociais, perspectivados por sua vez em oito idades que decorrem desde o nascimento até a morte. O último estágio chamado de Integridade X Desesperança, ocorre na velhice e segundo Erikson, se o envelhecimento ocorre com sentimento de produtividade e valorização do que foi vivido, sem arrependimentos e lamentações sobre oportunidades perdidas ou erros cometidos haverá integridade e ganhos, do contrário, um sentimento de tempo perdido e a impossibilidade de começar de novo trará tristeza e desesperança(RABELLO; PASSOS 2007).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A velhice é o último período da evolução da vida. É natural, indiscutível e inevitável. Implica um conjunto de mudanças biológicas, fisiológicas, psicológicas, sociais, econômicas e políticas que compõem o cotidiano das pessoas que vivem nessa fase em que os idosos avaliam como foi sua vida, bem como suas perdas e ganhos. (BEZERRA <em>et al</em>, 2010).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Neste momento da vida o indivíduo começa a rever a sua vida, fazendo uma reflexão de tudo o que fez ou deixou de fazer. Pensa nas suas realizações e seus significados. Cada um vivencia essa fase de forma diferente. Uns podem entrar em desespero, pois pode surgir um sentimento que o tempo acabou, que a morte esta se aproximando. Essas pessoas vivem numa tristeza por sua velhice. Por outro lado, existem pessoas que encaram isso da maneira positiva, experimentando a sensação de dever cumprido e gosta de dividir sua experiência e sabedoria com outras pessoas. (RABELLO; PASSOS 2007).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Morris; Maisto (2004), em um processo que se inicia na metade da idade adulta e continua na terceira idade, a aparência física e o funcionamento de todos os órgãos passam por várias alterações. O cabelo fica mais fino e muda de cor, a pele enruga, os ossos se tornam mais frágeis, os músculos perdem as forças e as juntas ficam enrijecidas ou desgastadas, a circulação se torna mais lenta, a pressão sangüínea se eleva e, pelo fato de os pulmões terem menos oxigênio, o idoso tem menos energia. Dificuldade para dormir e continuar dormindo se tornam mais comuns, e o tempo de reação fica mais lento. Visão, audição e olfato ficam menos apurados. No início, a maioria das pessoas não percebe essas mudanças, uma vez que elas ocorrem de maneira gradual, mas chega o momento em que as alterações provocadas pela degeneração se tornam inegáveis.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
O ambiente familiar pode determinar as características e o comportamento do idoso. Na família onde se predomina uma atmosfera saudável e harmoniosa entre as pessoas, todos possuem funções, papéis, lugares e posições e as diferenças de cada um são respeitadas e levadas em consideração e isso ajuda para o bem estar do idoso. Em famílias onde há desarmonia, o relacionamento é carregado de frustrações, com indivíduos deprimidos e agressivos. O idoso torna-se isolado socialmente e com medo de cometer erros e ser punidos. (MENDES <em>et al</em>., 2005).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Kübler-Ross (2004, <em>apud </em>MORRIS; MAISTO) ás vezes, os parentes não são capazes de oferecer muito apoio aos idosos à medida que esses envelhecem, seja por viverem muito distantes, por serem incapazes de lidar com a dor de ver outra pessoa querida envelhecer/morrer ou pelo medo que eles próprios têm.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Por isso, é importante a família ter paciência com os idosos e conhecimento sobre as doenças que atingem a terceira idade, bem como a depressão.</div>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
2.2 Depressão</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A depressão tem alto impacto na vida do paciente e de seus familiares, com significativo comprometimento nos aspectos sociais, ocupacionais e em outras áreas de funcionamento. (POWELL, <em>et al </em>2008).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Conforme o Catálogo Internacional de doenças, 10ª edição, CID-10 (OMS, 1999) que apresenta a classificação nosológica de episódios depressivos em F32, o número e a gravidade dos sintomas permitem determinar três graus de um episódio depressivo: leve, moderado e grave e em ambos os graus, o paciente apresenta um rebaixamento do humor, redução da energia e diminuição da atividade. Existe alteração da capacidade de experimentar o prazer, perda de interesse, diminuição da capacidade de concentração, associadas em geral à fadiga importante, mesmo após um esforço mínimo. Observam-se em geral problemas do sono e diminuição do apetite. Existe quase sempre uma diminuição da auto-estima e da autoconfiança e frequentemente ideias de culpabilidade e ou de indignidade, mesmo nas formas leves. O humor depressivo varia pouco de dia para dia ou segundo as circunstâncias e pode se acompanhar de sintomas ditos somáticos, por exemplo, perda de interesse ou prazer, despertar matinal precoce, várias horas antes da hora habitual de despertar, agravamento matinal da depressão, lentidão psicomotora importante, agitação, perda de apetite, perda de peso e perda da libido.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo dados da Organização Mundial da Saúde (OMS), publicado em 2009, só no Brasil existem cerca de 13 milhões de depressivos e que em todo o mundo existem cerca de 340 milhões. Por conta da doença 850 mil suicídios são cometidos anualmente em todo o mundo. Atualmente, a depressão é apontada como a quinta maior questão de saúde pública pela OMS, sendo que até 2020 deverá estar em segundo lugar.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Existem estudos que abordam aspectos psicológicos, ambientais e bioquímicos que tentam explicar o número significativo de casos de depressão. Mas ainda não existe um consenso sobre o que realmente causa a depressão. O depressivo não aceita que o mundo e as pessoas a sua volta não sejam como ele quer e por não conseguir mudá-los, adoece. (DEUS, 2011).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Mckenzie (1999) comenta que o meio em que o indivíduo vive também é um fator importante no risco de se desenvolver uma depressão.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A depressão é uma doença complexa, principalmente pela dificuldade do doente em entender e aceitar a enfermidade. Diante dessa complexidade, a melhor forma de não adoecer é a prevenção. (DEUS, 2011).</div>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
2.3 Depressão na Terceira Idade</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Todo ser humano em qualquer fase de sua vida pode experimentar sintomas depressivos. Nos idosos a probabilidade de padecer desta doença é ainda maior, pois apresentam inúmeras limitações e perdas, tendo como conseqüências sentimentos de autodepreciação (ZIMERMAN, 2000).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Oliveira (2006), é importante destacar a respeito da depressão, que ela tem sido considerada como um dos transtornos que mais afetam o idoso.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Os fatores etiológicos da depressão no idoso podem ser divididos em biológicos e psicossociais. O primeiro refere-se à perda neuronal e diminuição de neurotransmissores; o genético; a doença física e as medicações. Já os fatores psicossociais caracterizam-se pela diminuição de renda, as modificações no papel social, o luto/perdas e a doença física incapacitante e ou/dolorosa.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Frequentemente são atribuídos os acontecimentos estressantes e negativos, como por exemplo, a morte de uma pessoa querida ou doenças e efeitos colaterais de medicações, as principais causas da depressão na velhice. Doenças e efeitos colaterais também podem causar ou exacerbar a depressão. (HAMILTON, 2002).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Morris; Maisto (2004), a incidência de depressão aumenta significativamente após a morte de um cônjuge, tornando desafio mais difícil que as pessoas enfrentam na terceira idade. Para Mckenzie (1999), este é um dos dez acontecimentos mais estressantes na vida que podem levar a depressão.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
As particularidades da depressão do idoso são queixas somáticas como, dores crônicas, distúrbios do sono e apetite. Dentre os sintomas psicológicos, o mais freqüente é a anedonia, que é a perda da capacidade de sentir prazer e déficits cognitivos, particularmente de memória. A depressão em idosos é um importante fator para piora da qualidade de vida destes indivíduos, especialmente para os que permanecem não diagnosticados e sem tratamento (MICHELAN, 2011).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Motti, (s/d) comenta que a depressão desencadeia ou mesmo agrava as doenças preexistentes. Segundo, Stella <em>et al</em> (2003), em idosos deprimidos o risco de suicídio é duas vezes maior do que os não deprimidos. Diante de toda essa complexidade.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Embora as limitações causadas pela idade, as quais podem prejudicar a independência e autonomia do idoso para desenvolver determinadas atividades, é preciso estimular este idoso a organizar seu tempo fazendo projetos de vida com criatividade, energia e iniciativa, isto é, dando significados a vida para que não caia no vazio. (PENNA; SANTO 2006, <em>apud</em> LIMA 2000).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Lobo (s/d), nos idosos, a depressão pode estar associada a algum problema físico, doença ou incapacitação, o que dificulta o seu diagnóstico menos e faz com que alguns médicos afirmem que a depressão é menos comum na terceira idade. Por isso é importante que tanto familiares quanto médicos estejam atentos à depressão nos idosos, que apresentam entre os principais sintomas a falta de disposição e tristeza, entre outros sintomas físicos e psicológicos.</div>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
2.4 Sintomas da depressão</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Alem do humor triste, a depressão apresenta inúmeros sintomas cognitivos, comportamentais, físicos e emocionais. (GREENBERGER; PADESKY, 1999).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Mckenzie (1999), descreve alguns sintomas psicológicos e físicos mais freqüentes em pessoas depressivas, descrevendo os psicológicos em: Baixo-astral, definido como um sentimento persistente de tristeza, vazio, perda e apreensão, acompanhado de uma tendência a chorar mais freqüentemente por qualquer aborrecimento ou até mesmo sem se ter um motivo. Na depressão grave ou moderada, muitas vezes é mais acentuado pela manhã, melhorando um pouco ao longo do dia, embora ainda esteja presente, o que é chamado de variação diurna. Nos casos menos graves pode ser pior a noite do que pela manhã, podendo o depressivo passar bem o dia.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Ansiedade, pode tornar-se o maior sintoma da depressão. Nas pessoas deprimidas, essa sensação pode durar meses. Algumas pessoas acordam de manhã num estado de grande ansiedade, porque temem o decorrer do dia.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Embotamento Emocional, este é um dos mais cruciais sintomas da depressão. As pessoas gravemente deprimidas, freqüentemente sentem-se como se tivessem perdido seus sentimentos, não conseguindo nem chorar. Sentem-se às vezes distante e indiferente em relação às pessoas mais próximas.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Pensamento depressivo, a pessoa depressiva enxerga o mundo sempre por um lado negativo. Sente muita culpa por tudo, esquece-se das coisas boas que já fizeram, relembrando e intensificando as coisas más. Estes tipos de pensamentos negativos destroem a pessoa aos poucos, deixando-a mais deprimida ou ansiosa, formando-se um círculo vicioso.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Concentração e problemas de memória, a pessoa sente dificuldade em se concentrar, se consome por preocupações e pensamentos depressivos tornando-se difícil pensar em qualquer outra coisa. Os problemas com a concentração podem levar á indecisão e falta de atenção, deixando a pessoa confusa e desorganizada.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Delírios e alucinações, a pessoa deprimida tem um pensamento distorcido que se perde da realidade. Os delírios ou convicção falsa, considerada inabalável pela pessoa que o tem, podem ocorrer na depressão grave, refletindo e reforçando o humor depressivo.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Muitas pessoas deprimidas pensam no suicídio, mesmo que seja um pensamento passageiro. Quando a pessoa se encontra num estágio profundo de depressão, o passado lhe parece horrível e cheios de erros, o presente terrível e temem o futuro chega à conclusão de que não vela a pena continuar vivendo, que todos ficariam melhores sem ela, e sendo assim, devem tirar suas próprias vidas.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A pessoa deprimida pode apresentar também alguns sintomas físicos como problemas de sono, lentidão mental e física, perda de apetite. Algumas pessoas no lugar dos sintomas comuns a depressão desenvolvem sintomas físicos reversos como dormirem demais, ter um apetite maior e ganhar peso.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Uma pessoa deprimida tem alterações em cinco aspectos de sua vida, que devem ser avaliados antes de um diagnóstico, são os pensamentos, estados de humor, comportamentos, reações físicas e ambiente. Estas cinco áreas estão interligadas e cada aspecto diferente da vida de uma pessoa influencia todos os outros. (GEENNBERGER; PADESKY, 1999).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Beck <em>et al</em> (1997) os pacientes depressivos apresentam sintomas afetivos, como tristeza, e alguns experimentam períodos oscilantes de melancolia, enquanto outros são incapacitados pela severidade do afeto, além de raiva, distração, humor deprimido, disforia, crises de choro, sentimentos de culpa, vergonha, ansiedade. Sintomas motivacionais como perda de motivação positiva e aumento de desejos de evitação, aumento de dependência. Sintomas cognitivos como a indecisão, visão dos problemas como avassaladores, autocrítica, pensamento absolutista (tudo-ou-nada), dificuldades de concentração e memória. Sintomas comportamentais como passividade, evitação e inércia, <em>déficits</em> em habilidades sociais e sintomas fisiológicos como distúrbio do sono e distúrbios do apetite e sexuais.</div>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
2.5 O luto e a depressão</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Carreteiro (2003) afirma que não existe luto sem depressão, porém, esse estado de depressão pode agravar-se em certas pessoas. Um sinal deste agravamento pode ser quando a comida e a bebida são recusadas, assim como quando pensamentos de suicídio aparecem. Noites insones podem continuar por muito tempo e tornar-se um problema sério. Se a depressão continua por muito tempo, fugindo à norma da fisiologia do luto normal, pode haver necessidade de tratamento médico à base de antidepressivos e psicoterapia por algum tempo. (BALLONE, 2010).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Bowlby (2004), existem quatro fases do luto, que são a fase de entorpecimento, que geralmente dura de algumas horas a uma semana e pode ser interrompida por explosões de aflição e/ou raiva extremamente intensas. A reação imediata a notícia da morte de um cônjuge, pode variar muito. Mas, no geral, todos sentem-se chocados e não querem aceitar a notícia.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A fase de anseio e busca da figura perdida, que duram meses e por vezes anos. Alguns dias após a perda a viúva (o), começa a compreender a realidade e isso leva a crises de desanimo intenso com grande inquietação, insônia entre outros sintomas.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A fase de desorganização e desespero, para que o luto tenha um resultado favorável, é necessário que a pessoa enlutada suporte essas oscilações de emoção. Sendo necessário superar velhos padrões de pensamento, sentimento e ação para poder modelar outros novos.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
E por último a fase de reorganização, onde a viúva (o) reorganiza sua vida de acordo com sua nova realidade. Pode ser que tenha que fazer coisas que antes não fazia, como, cozinhar, limpar casa, pode-se avaliar a hipótese de um novo casamento, embora a maioria rejeite essa idéia.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
O luto é uma coisa natural, mas que varia de pessoa para pessoa, e se não for trabalhado, pode converter-se em depressão.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Capitão; Santos (2009) afirmam que quando o processo de luto se complica, temos um sofrer depressivo, que necessita de cuidados médicos, psicológicos e apoio social. </div>
<h2 style="font-family: Tahoma, Geneva, sans-serif; font-size: 22px; font-weight: 300; line-height: 24px; margin: 12px 0px; text-rendering: optimizelegibility;">
3. Tratamento</h2>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A depressão quase sempre pode ser curada. Algumas abordagens terapêuticas que se mostram eficazes na redução da depressão são: a reestruturação cognitiva, a medicação, a melhora das relações interpessoais e o planejamento de atividades. (GREENBERGER; PADESKY 1997).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Na década de 60 do século passado, Albert Ellis e Aaron Beck chegaram à importante conclusão de que a depressão resulta de hábitos de pensamentos extremamente enraizados. (POWELL <em>et al.</em> 2008).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A pessoa depressiva apresenta uma tríade cognitiva de pensamentos negativos. O primeiro componente da tríade gira em torno da visão negativa que o paciente tem de si mesmo. Ele se vê como defeituoso e inadequado acreditando que devido aos seus supostos defeitos ele é indesejável e sem valor. O segundo componente da tríade cognitiva consiste na tendência da pessoa deprimida interpretar suas experiências atuais de forma negativa. Ele vê o mundo de forma negativa, fazendo exigências exorbitantes sobre ele e apresentando-lhes obstáculos insuperáveis para tingir suas metas. O terceiro componente da tríade cognitiva consiste em uma visão negativa em relação ao futuro. Quando a pessoa deprimida faz projeções a longo prazo, ela antecipa que seu sofrimento ou dificuldades atuais continuarão. (BECK <em>et al.</em> 1997).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Os pensamentos ajudam a definir os estados de humor que experimentamos e influenciam o modo como nos comportamos, o que escolhemos fazer e não fazer e a qualidade de nosso desempenho. Os pensamentos e as crenças afetam nossas respostas biológicas. Enquanto as mudanças no pensamento são, na maioria das vezes fundamentais, muitos problemas também exigem mudanças no comportamento, no funcionamento físico e no meio.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Powell <em>et al.</em> (2008), Beck, observou que humor e comportamentos negativos eram usualmente resultados de pensamentos e crenças distorcidas.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A Terapia Cognitivo-Comportamental da depressão é um processo de tratamento que ajuda os pacientes a modificarem crenças e comportamentos que produzem certos estados de humor. As estratégias terapêuticas da abordagem cognitivo-comportamental da depressão envolvem trabalhar três fases, a primeira é o foco nos pensamentos automático, a segunda fase é o foco no estilo da pessoa relacionar-se com os outros e a terceira e última fase foca na mudança de comportamentos a fim de obter melhor enfrentamento da situação problema. (POWELL <em>et al.</em> 2008).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Pode-se dizer que no que diz respeito a segunda fase das estratégias terapêuticas citadas por Powell <em>et al.</em> (2008), Greenberger; Padesky (1999), discorre da importância da melhora de relacionamentos íntimos. Pois isso pode ajudar o indivíduo a obter apoio enquanto se recupera da depressão.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Como o alívio dos sintomas é o objetivo inicial do tratamento, o comportamento é importante nesta abordagem. Uma das bases teóricas dos procedimentos do tratamento para a depressão na Terapia Cognitiva vem da teoria de Lewinsohn que afirma que os pacientes sentem depressão porque estão experimentando redução no reforço geral do mundo externo – decorrente da redução do reforço positivo e/ou excesso de experiências aversivas. A depressão é conceituada nesse modelo como um círculo vicioso de retraimento gradual do paciente ante as atividades positivas e a perda do reforçamento. Assim, o terapeuta precisa trabalhar de modo incisivo para aumentar o envolvimento do paciente deprimido em atividades de reforço e interações sociais. (POWELL <em>et al. </em>2008).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
As sessões iniciais são também dirigidas à definição dos problemas dos pacientes, elaborando-se a conceituação cognitiva ou formulação do caso. (POWELL <em>et al.</em> 2008). Segundo Greenberger; Padesky (1999), as pessoas deprimidas tendem a notar e a lembrar os aspectos positivos ou neutros, interpretando suas vidas com uma tendência negativa. Por isso, o objetivo central da terapia cognitiva para a depressão é ensinar às pessoas a como testar os pensamentos negativos através da revisão de todas as informações em suas vidas, tanto as positivas, neutras, e as negativas. Esse processo é chamado de reestruturação cognitiva.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
As sessões finais são destinadas à avaliação dos ganhos na terapia e à prevenção de recaída. A melhora do paciente pode ser fornecida como recurso para o enfrentamento de novas situações que incluam perdas e adaptações a novas situações-problema. (POWELL <em>et al.</em> 2008).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Normalmente a terapia prioriza o atendimento em curto-prazo, com um número de sessões variando de 6 a 20. Porém, existem pacientes que necessitam de um número maior de sessões para o tratamento com terapia cognitiva. (POWELL <em>et al.</em> 2008).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Quando o indivíduo apresenta uma depressão intensa ou duradoura, com sintomas fisiológicos, pode ser que seja indicado o uso de medicação, para isso, é necessário que procure um médico psiquiatra. Aproximadamente a cada três pessoas deprimidas, duas podem ser ajudadas, por medicação antidepressiva. (GREENBERGER; PADESKY, 1999).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Uma pessoa depressiva tem a produção cerebral de serotonina e/ou noradrenalina, substâncias químicas naturais do cérebro que afetam o pensamento e o humor, encontram-se diminuídas. As medicações antidepressivas ajudam a aumentar os níveis dessas substâncias, restabelecendo ao cérebro um estado mais saudável, não deprimido, de equilíbrio da serotonina e noradrenalina. (GREENBERGER; PADESKY, 1999).</div>
<h2 style="font-family: Tahoma, Geneva, sans-serif; font-size: 22px; font-weight: 300; line-height: 24px; margin: 12px 0px; text-rendering: optimizelegibility;">
4. Materiais e Métodos</h2>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
4.1 Tipo de pesquisa</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Trata-se de uma pesquisa do tipo bibliográfica, que conforme Baruffi (2004) a pesquisa bibliográfica busca explicações a partir de referências teóricas publicadas anteriormente. Este tipo de pesquisa permite que o pesquisador entre em contato com o que já foi publicado sobre o assunto e exige dele uma atitude mais crítica diante dos documentos, artigos e demais documentos, na perspectiva de melhor selecionar o que deve compor seu referencial teórico.</div>
<h3 style="font-family: Tahoma, Geneva, sans-serif; font-size: 18px; font-weight: 200; line-height: 20px; margin: 12px 0px; text-rendering: optimizelegibility;">
4.2 Local de pesquisa</h3>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Os materiais utilizados foram disponibilizados pela biblioteca do Centro Universitário da Grande Dourados – UNIGRAN, vias eletrônicas e aquisição de livros próprios. Entre os materiais utilizados haviam publicações impressas e digitais de artigos científicos, livros, periódicos, e resenhas.</div>
<h2 style="font-family: Tahoma, Geneva, sans-serif; font-size: 22px; font-weight: 300; line-height: 24px; margin: 12px 0px; text-rendering: optimizelegibility;">
5. Resultados e Discussões</h2>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo dados da Organização Mundial de Saúde (OMS), publicado em 2009, só no Brasil existem cerca de 13 milhões de depressivos. O que indica a importância das pessoas entenderem esta doença e terem conhecimento das causas e sintomas.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Os resultados apresentados neste estudo indicam que a depressão tem sido considerada com um dos transtornos que mais afetam os idosos (OLIVEIRA 2006). Zimerman (2000), afirma que neste grupo a probabilidade de sofrer de depressão é maior, pois apresentam inúmeras limitações e perdas.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Embora existam estudos que tentam explicar o número significativo de casos de depressão, ainda não existe um consenso sobre o que realmente causa a depressão (DEUS, 2011). Porém, alguns estudiosos descrevem acerca de prováveis causas da depressão. Para Lobo (s/d), nos idosos, a depressão pode estar associada a algum problema físico, doença ou incapacitação. O ambiente onde o indivíduo está inserido também é um fator importante que pode desencadear uma depressão (Mckenzie, 1999). Morris; Maisto (2004), defendem que a incidência da depressão aumenta significativamente após a morte de um dos cônjuges.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Na maioria das vezes a depressão pode ser curada, sendo que várias são as formas de tratamento, uma delas que têm se mostrado eficaz é a Terapia Cognitiva da Depressão, vários autores como Greenberger; Padesky (1999), Petroff (s/d) e Kley (2010), explicam sobre este tratamento. O objetivo é a reestruturação cognitiva, visto que Beck acreditava que a depressão é um transtorno de pensamento e não emocional (PETROFF, s/d; KLEY, 2010).</div>
<h2 style="font-family: Tahoma, Geneva, sans-serif; font-size: 22px; font-weight: 300; line-height: 24px; margin: 12px 0px; text-rendering: optimizelegibility;">
6. Considerações Finais</h2>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A presente revisão de literatura aponta que, a depressão é um dos transtornos que mais afetam o idoso, sendo preocupante em qualquer momento da vida, mas apresenta na terceira idade, maiores riscos, pois o idoso com depressão tem uma piora significativa na qualidade de vida, o que aumenta o risco de um suicídio.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Segundo Mckenzie (1999), antes dos 65 anos de idade, a depressão acomete mais mulheres, porém a partir desta idade ambos os sexos são afetados igualmente.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Várias são as causas da depressão na terceira idade, entre elas o luto, as mudanças que ocorrem nessa fase, físicas e sociais podem desencadear a doença.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
É muito importante para o idoso que ele esteja inserido em um ambiente saudável. É fundamental que o idoso com depressão tenha cuidados de familiares e pessoas próximas, o que muitas vezes não acontece, pois essas pessoas não sabem como lidar com o doente ou então até mesmo para evitar a dor que sentem ao ver o sofrimento de uma pessoa querida.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Essa falta de apoio dos familiares prejudica ainda mais o idoso depressivo, visto que este já tende a se isolar e apresentar rebaixamento de humor. Quando as pessoas com as quais ele convive, aparenta não se preocupar, o idoso tende a se isolar mais.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A depressão é uma doença complexa e seu diagnóstico tardio dificulta ainda mais o tratamento. Por isso, é importante que as pessoas que convivem com este idoso estejam atento aos sintomas, pois dificilmente o idoso depressivo irá procurar um tratamento por conta própria.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
A depressão pode ser tratada e quase sempre têm cura, por isso a importância de se conhecerem os sintomas, pois quanto mais cedo se procurar ajuda mais rápido e eficaz é o tratamento.</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Aaron Beck na década de 60 postulou o modelo de Terapia Cognitiva da depressão, segundo Beck, a depressão não é um transtorno emocional, mas sim, um transtorno de pensamento (PETROFF, s/d).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
No modelo de Beck, o tratamento tem como objetivo a reestruturação cognitiva, que se entende como a retomada de flexibilidade cognitiva, obtida através da substituição de esquemas disfuncionais por outros mais funcionais e a resolução de problemas, que consiste no desenvolvimento da habilidade de lidar de forma prática com as dificuldades e desafios do dia-a-dia (KLEY, 2010).</div>
<div style="clear: right; font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px; margin-bottom: 10px; text-align: justify; text-indent: 30px;">
Por fim, cabe ressaltar que a depressão em qualquer momento da vida é algo que merece atenção e cuidados, mas que nos idosos precisa além do desempenho da pessoa doente, interesses e cuidados de todos que estão envolvidos com esta pessoa.</div>
<span style="font-family: 'Helvetica Neue', Helvetica, Arial, sans-serif; font-size: 14px; line-height: 20px;"><br /><br />Fonte: <a href="http://artigos.psicologado.com/psicopatologia/transtornos-psiquicos/depressao-na-terceira-idade#ixzz2UgmIuHGu" style="color: #003399; text-decoration: none;">http://artigos.psicologado.com/psicopatologia/transtornos-psiquicos/depressao-na-terceira-idade#ixzz2UgmIuHGu</a><br />Psicologado - Artigos de Psicologia </span>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-5507143893602152552013-05-17T05:16:00.003-07:002013-05-17T05:16:23.634-07:00Axesse também esse site: Ministério de casais = http://casaisibi.wordpress.com/dinamicas/comment-page-4/#comment-241José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-68356551352285862992013-05-01T19:24:00.002-07:002013-05-01T19:24:39.563-07:00Atendimento<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmlv9TstyfgtpzN8KeE-Uq24gRjauG-IecrnrJv7R75lul2bYeypeB-u1TS37hW5mkMbFIFqgX-wd-lcksCgt6UzETZDbtAIzjWP4Wk5_h8u50rTQqD3k6UT3YooX8gNK-1Ta8hA3dBQB7/s1600/divulga%C3%A7%C3%A3o.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="333" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgmlv9TstyfgtpzN8KeE-Uq24gRjauG-IecrnrJv7R75lul2bYeypeB-u1TS37hW5mkMbFIFqgX-wd-lcksCgt6UzETZDbtAIzjWP4Wk5_h8u50rTQqD3k6UT3YooX8gNK-1Ta8hA3dBQB7/s400/divulga%C3%A7%C3%A3o.png" width="400" /></a></div>
<br />José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-51048490976736088452013-04-19T14:45:00.001-07:002013-04-19T14:45:24.403-07:00OS SONHOS NA PSICANÁLISE<br />
<div align="right" class="MsoBodyText" style="text-align: right;">
</div>
<div align="left" class="MsoBodyText">
<b><i>O SONHO NA CONCEPÇÃO DE FREUD</i></b></div>
<div align="left" class="MsoBodyText">
<b><i><br /></i></b></div>
<div class="MsoBodyText" style="text-align: center;">
<span style="font-size: 12pt; text-align: justify;">Concepção freudiana: Sonho
é “<i>um
produto da atividade do inconsciente e que tem </i></span><i style="text-align: justify;"><span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;">sempre um
sentido intencional, a saber: a realização ou a tentativa de realização – mais
ou menos dissimulada, de uma tendência reprimida</span></i><span style="font-size: 12pt; text-align: justify;">”.</span></div>
<div class="MsoNormal" style="text-align: justify;">
<span style="font-size: 12.0pt; mso-bidi-font-size: 10.0pt;"> Sonho
é produzido com os pensamentos, dados e experiências que são recalcados para o
inconsciente, e que o fazemos automaticamente, mas que agridem o psiquismo. O
sonho, portanto, é algo que, por força do superego, não deve acontecer no
pensamento chamado consciente. A censura não o permitiria.<o:p></o:p></span></div>
<div class="MsoBodyText" style="text-align: justify;">
<b>O Sonho</b> é, portanto, a <b>“estrada real do psiquismo”</b>. Freud
entende que o psicanalista, partindo da informação que lhe presta o paciente
(conteúdo onírico manifesto), chegará a obter o conteúdo latente ou “idéias do
sonho”. Este trabalho torna-se desnecessário nos chamados “sonhos infantis”, em
que coincidem ambos os conteúdos e o sonho é, evidentemente, uma satisfação de
desejos (tal é o caso do rapaz que indo dormir sem jantar, sonha que come
saborosos manjares, ou o menino que, na noite de natal, sonha que está ganhando
brinquedos, etc.). Mas não devemos confundir “sonhos infantis” com sonhos de
crianças. A maioria dos sonhos das crianças são infantis, alguns não. Certa
quantidade de sonhos de adultos também são infantis. É uma questão de natureza
do sonho e não de faixa etária.</div>
<div class="MsoBodyText">
<br /></div>
<div class="MsoBodyText">
<span style="text-align: center;"><b><i>O TERAPEUTA E OS
SONHOS</i></b></span></div>
<div class="MsoBodyText">
<span style="text-align: center;"><b><i><br /></i></b></span></div>
<div class="MsoBodyText" style="text-align: justify;">
Ao lidar com sonhos, o terapeuta deve ter sempre em mente
tudo o que se desenrola durante a sessão na qual se relata o sonho, o que sabe
a cerca do paciente por meio das sessões anteriores, e – principalmente - qual
o material que foi abordado na sessão imediatamente anterior.</div>
<div class="MsoBodyText" style="text-align: justify;">
Deve-se,
de um modo geral, acautelar-se contra a demonstração de um interesse muito
especial na interpretação de sonhos, ou despertará no paciente a idéia de que o
trabalho de análise não avançaria se ele não trouxesse à tona nenhum sonho;
pois por outro lado existe um risco de que a resistência do paciente se volte
para a produção dos sonhos, como já vimos, com uma conseqüente cessação dos mesmos,
de outro modo, como já se tem podido observar. O paciente deve ser levado a
acreditar que, pelo contrário, a análise, invariavelmente, encontra material
para prosseguimento, não importando se ele traz à baila sonhos ou qual a dose
de atenção que é dedicada a eles.</div>
<div class="MsoBodyText" style="text-align: justify;">
Os sonhos
são importantes e, quando relatados pelo paciente e devidamente entendidos,
proporcionam um “excelente caminho para o inconsciente”. Entretanto, uma busca
demasiadamente ansiosa das associações do paciente com os vários elementos do
sonho, pode inibir as associações espontâneas do paciente e criar um clima de
teste entre professor e aluno.</div>
<div class="MsoBodyText" style="text-align: justify;">
O
analista deve entender, logo de início, que nenhum sonho pode ser completamente
analisado do decurso de qualquer sessão.</div>
<div class="MsoBodyText" style="text-align: justify;">
O
analista deve acostumar-se, também, ao fato de que um sonho pode, ainda, Ter
muitos significados.</div>
<div class="MsoBodyText" style="text-align: justify;">
Freud
diz, também, que a dose de interpretação que se pode obter numa sessão deve ser
considerada suficiente e não vista com uma perda, se o conteúdo do sonho não
for plenamente desvendado. As produções mais recentes devem ser observadas e
não há razão para embaraços para negligenciar as mais antigas, mesmos sonhos
não desvendados totalmente.</div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-22010834830725411922012-11-13T02:34:00.000-08:002013-04-19T14:49:34.913-07:00ESPOSAS SOLITÁRIAS DE MARIDOS VICIADOS EM PORNOGRAFIA<b>ESPOSAS SOLITÁRIAS DE MARIDOS VICIADOS EM PORNOGRAFIA</b><br />
<div class="header-cap-bottom cap-bottom">
</div>
<div class="tabs-outer">
<div class="tabs-cap-top cap-top">
</div>
<div class="fauxborder-left tabs-fauxborder-left">
<div class="region-inner tabs-inner">
</div>
</div>
<div class="tabs-cap-bottom cap-bottom">
</div>
</div>
<div class="main-outer">
<div class="main-cap-top cap-top">
</div>
<div class="fauxborder-left main-fauxborder-left">
<div class="region-inner main-inner">
<div class="columns fauxcolumns">
<div class="fauxcolumn-outer fauxcolumn-center-outer">
<div class="cap-top">
</div>
<div class="fauxborder-left">
<div class="fauxcolumn-inner">
</div>
</div>
<div class="cap-bottom">
</div>
</div>
<div class="fauxcolumn-outer fauxcolumn-left-outer">
<div class="cap-top">
</div>
<div class="fauxborder-left">
<div class="fauxcolumn-inner">
</div>
</div>
<div class="cap-bottom">
</div>
</div>
<div class="fauxcolumn-outer fauxcolumn-right-outer">
<div class="cap-top">
</div>
<div class="fauxborder-left">
<div class="fauxcolumn-inner">
</div>
</div>
<div class="cap-bottom">
</div>
</div>
<div class="columns-inner">
<div class="column-center-outer">
<div class="column-center-inner">
<div class="main section" id="main">
<div class="widget Blog" id="Blog1">
<div class="blog-posts hfeed">
<div class="date-outer">
<div class="date-posts">
<div class="post-outer">
<div class="post hentry">
<div style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;">
<a href="http://psicoterapeutacristao.blogspot.com.br/2008/11/esposas-solitarias-de-maridos-viciados.html"></a><img src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjqHwfJcN04Img3hp_cO28vGaQOMCqUZQoXlqavB11jEXN3JvG6MwZD2ANH8ZliEGzJnNwbANxhCJF-ZCzUkwxR5XX2pgb6qh5YxM9S6fvVkXKNBzgPJ6DnZ8pKk2SbHaLadtTT06wRkDbw/s320/comput.jpg" /></div>
<span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Tenho ficado impressionado</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> pelo número cada vez maior de mulheres que se queixa de solidão, entendida aqui como solidão sexual, em virtude de seu maridos serem viciados na pornografia da Internet.</span><br />
<br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">E o que causa</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> um impacto ainda maior é saber que muitos desses maridos são cristão evangélicos, bons pais de família e profissionalmente realizados.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Num país como</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> o Brasil, sabe-se que 95% dos homens apreciam revistas de mulheres nuas e entram em contato com algum tipo de pornografia.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Uma parte desse</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> contingente (e aqui, o assunto não diz respeito apenas ao universo masculino, mas inclui as mulheres também) justifica a utilização dessa pornografia como uma espécie de "preliminar" para incrementar seu relacionamento sexual com o cônjuge.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">No entanto, com</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> o passar do tempo, muitos deles viciam-se nos sites e filmes pornográficos e começam a negligenciar a esposa, preferindo satisfazer suas pulsões mediante a prática da masturbação.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">É óbvio que</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> tais indivíduos estão, imaturamente, "compensando" suas frustrações; ou por não se sentirem mais atraídos pelo corpo de suas esposas (que obviamente não podem competir com atrizes pornográficas); ou, por não as amarem mais mesmo e não terem a coragem de assumir isso.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; font-weight: bold; line-height: 18px;">POR QUE PORNOGRAFIA E MASTURBAÇÃO CONSTITUEM IMATURIDADE?</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Porque quando um</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> homem de fato ama sua mulher, ele a deseja. Ela lhe basta e lhe satisfaz sexualmente. O sexo que ele faz com ela é prazeroso, tendo ela um corpinho de "miss" ou estrias e celulite.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Seu amor não</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> está condicionado apenas à estética, mas vai muito mais além, incluindo amizade, companheirismo e cuidado pela satisfação de suas necessidades.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Quando isso não</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> ocorre e há a necessidade compulsiva de de fantasias, masturbação e pornografia, esse homem é imaturo, encontra-se sexualmente regredido e, embora possa ser maduro nos negócios ou nas decisões de trabalho; sexualmente, parte de seu seu caráter está ainda infantilizada.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; font-weight: bold; line-height: 18px;">QUAL É A SAÍDA, ENTÃO?</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Sem dúvida, em</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> primeiro lugar, uma conversa franca e honesta entre os parceiros,</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;">na qual, sem hipocrisias e sem ofensas tudo deve ser dito: as frustrações confessadas, os descontentamento esclarecidos, os gostos e preferências compartilhados e as fraquezas trazidas à luz. Isso, em geral, costuma surtir efeito.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Caso o problema </span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;">persista, o passo seguinte seria obter a ajuda de um conselheiro idôneo e competente ou mesmo a procura por uma psicoterapia de casal que, em muito casos, é realmente a solução ideal para reconduzir as coisas aos trilhos.</span><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><br style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;" /><span style="background-color: white; color: red; font-family: verdana; font-size: 13px; line-height: 18px;">Finalmente, se</span><span style="background-color: white; color: #666666; font-family: verdana; font-size: 13px; line-height: 18px;"> ficar evidente que a causa do problema é o amor que se acabou; por mais contundente que isso possa parecer, a solução seria mesmo a separação formal, pois a infidelidade maior, em tal circunstância, seria carregar sobre as próprias costas e colocar sobre as costas do outro o jugo de uma convivência estéril e sem amor.</span></div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
</div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
</div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
Fonte: <a href="http://psicoterapeutacristao.blogspot.com/2008/11/esposas-solitarias-de-maridos-viciados.html#ixzz2C66JETCB" style="color: #003399;">http://psicoterapeutacristao.blogspot.com/2008/11/esposas-solitarias-de-maridos-viciados.html#ixzz2C66JETCB</a></div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-79953709596838722092012-11-13T02:15:00.005-08:002012-11-13T02:20:00.121-08:00A indisciplina infantil e o TDAH<div style="text-align: justify;">
<div style="text-align: center;">
<b> A indisciplina infantil e o TDAH (transtorno do
déficit de atenção/hiperatividade)</b></div>
<br />
<b>Resumo:</b> Atualmente muito se tem discutido a respeito
de assuntos ligados a indisciplina infantil e o TDAH, muitas vezes
havendo uma confusão e até mesmo tratado como se fosse a mesma coisa. É
frequente crianças serem constantemente rotulados por professores,
colegas, e até mesmo pelos pais de rebeldes, mal-educados,
indisciplinados, burras, preguiçosas... Por apresentarem uma atenção
dispersa, impulsividade, desorganização, impaciência, dificuldade de
aprendizagem e de relacionamento. Comportamentos como esses, dependendo
da intensidade e frequência, são característicos do transtorno do
déficit de atenção/hiperatividade (TDAH), popularmente conhecido como
hiperatividade, classificada pela associação de Psiquiatria Americana
(APA). Um diagnóstico incorreto pode acentuar ainda mais os prejuízos
causados. Diante do exposto, acredita-se ter relevante importância a
identificação do TDAH através de suas sintomatologias, por estudantes e
pesquisadores como objeto de estudo, a fim de sanar maiores complicações
no decorrer do desenvolvimento infantil. </div>
<b>Palavras-chave</b>: Indisciplina, TDAH, Desenvolvimento infantil.<br />
<h2>
Introdução</h2>
<div style="text-align: justify;">
É comum crianças possuírem comportamentos inadequados que causam a
insatisfação dos pais e responsáveis. Essas crianças normalmente são
vistas e rotuladas como: mal-educadas, teimosas e inquietas, na maioria
das vezes esses comportamentos influenciam diretamente no convívio
social e escolar da criança. Crianças com dificuldades em convívio
social e escolar têm seu processo de aprendizagem comprometido por
diversos fatores. Por ser a primeira etapa da vida em que é cobrado algo
de forma mais rigorosa das crianças, na alfabetização é que são
percebidos os desvios de comportamentos das crianças. Diante da não
aprendizagem da criança, os pais e responsáveis procuram explicações
para os comportamentos inadequados e se utilizam de métodos para reparar
essa falha no processo, mas infelizmente na maioria das vezes os pais
deixam de procurar um profissional para diagnosticar se há ou não uma
patologia e para buscar a solução ou amenização dos sintomas.</div>
<div style="text-align: justify;">
Há dois motivos para que uma criança tenha baixo rendimento escolar e
se comporte de forma impulsiva sem se prender a regras e normas da
família e sociedade: essa criança pode ser portadora de Transtorno de
Déficit de Atenção com Hiperatividade ou ser indisciplinada. O TDAH é
uma patologia que se caracteriza por uma alteração no lobo frontal,
causada por fatores externos ou genéticos, enquanto que a indisciplina é
uma falha cometida por pais, responsáveis e educadores, que por algum
motivo não conseguem submeter às crianças ás regras e normas sociais.
Para que a criança não tenha seu futuro comprometido é preciso que ela
seja encaminhada a um profissional que a avalie e faça um diagnostico
indicando se o motivo de seu comportamento inadequado é patológico ou
não (TDAH ou indisciplina). Esse diagnóstico exige muita cautela, pois
os sintomas dos dois problemas são bastante semelhantes.</div>
<h2>
O Transtorno de Déficit de Atenção com Hiperatividade-TDAH</h2>
<div style="text-align: justify;">
O TDAH é um transtorno neurobiológico, resultante de uma alteração do
lobo frontal esquerdo, sendo a área do cérebro que conduz o
comportamento do ser humano. É também neste campo do cérebro que se
cruzam sistemas neurais ligados à razão, ações, regulagem da velocidade e
a quantidade de pensamentos. Essa alteração no funcionamento do cérebro
é provocada pelo baixo nível de dois neurotransmissores, a dopamina e a
noradrenalina; resultando numa eficiência menor de alteração mínima na
ação filtrante do lobo frontal (ROHDE, 1999).</div>
<div style="text-align: justify;">
O TDAH aparece na infância e segue o indivíduo por toda a vida.
Segundo Silva (2009, p. 23 apud ROGAR, 2009) “ninguém adquire TDA ao
logo da vida. Quem tem o transtorno já nasceu com esse tipo de
funcionamento cerebral”.</div>
<div style="text-align: justify;">
Portanto estamos diante de uma disfunção crônica inata, herdada na
maioria das vezes, visto que a genética tem um papel importante nesta
alteração. Todavia não se pode excluir os fatores externos que interfere
na evolução do transtorno, como a nicotina de cigarro, bebidas
alcoólicas consumidos pela mãe ainda gestante podem causar anormalidade
na região frontal do cérebro do feto, traumas obstétricos, rubéola intra
- uterino, encefalite e meningite pós - natal.</div>
<div style="text-align: justify;">
Os portadores de TDAH não têm problema de inteligência, ao contrário
são inteligentes, criativos e intuitivos, porém apresentam dificuldades
em administrar o tempo, fixar a atenção e dar continuidade ao que
inicia, não conseguindo realizar todo seu potencial em função do
transtorno que se caracteriza em três principais sintomas: desatenção,
impulsividade e hiperatividade. Conforme Rogar (2009, não paginado) “a
mente de um TDA funciona como um receptor de alta sensibilidade que, ao
captar um pequeno sinal, reage automaticamente sem avaliar a
característica do objeto gerador do estimulo”.</div>
<div style="text-align: justify;">
Desta forma observam que os TDAHs reagem a pequenos estímulos com
grandes emoções, falando o que vem a mente, se os comportamentos dos
TDAHs não forem compreendidos e bem administrados por eles e pelas
pessoas com quem convive, poderão ocasionar diversas formas de agir
assim como; agressividade, descontrole alimentar, uso de drogas, gastos
demasiados etc., percebe-se então que este tipo de ação faz parte dos
atos impulsivos. </div>
<div style="text-align: justify;">
Assim é necessário que os TDAHs aprendam a controlar ou redirecionar
seus impulsos para usufruir de uma vida com qualidade. Segundo Mello
(2003, não paginado) “a importância de se fazer o diagnóstico na
infância se deve ao fato de que o tratamento minimizará os
comprometimentos sociais, escolares e familiares [...]”.</div>
<div style="text-align: justify;">
Para identificar o transtorno deve-se consultar um médico para que
seja analisado o histórico clínico, realizar avaliações de exames
complementares, tais como exames de sangue, avaliação da visão e
audição, exames neurológicos e de imagens para descartar diagnósticos
diferenciais e em seguida seja encaminhado a um psicólogo para uma
analise detalhada do caso e aplicação de testes.</div>
<div style="text-align: justify;">
Conforme a CID-10 (F90.0, perturbações da atividade e atenção) e o
DSM-IV-TR(2002) para haver um diagnostico de TDAH o paciente tem de
apresentar claras evidencias de prejuízo clinicamente significativo no
funcionamento social, acadêmico ou ocupacional; os sintomas não devem
ocorrer exclusivamente durante o curso de um dos transtornos invasivos
do desenvolvimento; e o mesmo precisa evidenciar seis ou mais dos
seguintes sintomas de desatenção, hiperatividade e impulsividade, os
quais persistiram por pelo menos seis meses, em grau mal-adaptativo e
inconsciente com o nível de desenvolvimento (CID-10, 2011):</div>
<div style="text-align: justify;">
a) Desatenção</div>
<ul>
<li>Em geral deixar de prestar atenção a detalhes;</li>
<li>Com frequência tem dificuldades para manter a atenção em tarefas;</li>
<li>Parece não ouvir quando lhe dirigem a palavra;</li>
<li>Não segue instruções e não termina seus deveres;</li>
<li>Tem dificuldade para se organizar;</li>
<li>Reluta com frequência a engajar-se em tarefas que envolva esforço mental;</li>
<li>Constantemente perde coisas necessárias para tarefas;</li>
<li>É facilmente distraído por estímulos alheio à tarefa; e.</li>
<li>Frequentemente apresenta esquecimento em atividades diárias.</li>
</ul>
b) Hiperatividade<br />
<ul style="text-align: justify;">
<li>Frequentemente agita as mãos e os pés ou se remexe na cadeira;</li>
<li>Em sala costuma abandonar sua cadeira ou em outras situações que exige que o mesmo permaneça sentado;</li>
<li>Constantemente corre ou escala em demasia, em situações nas quais isso é inapropriada;</li>
<li>Tem dificuldade para brincar ou se envolver silenciosamente em atividades de lazer;</li>
<li>Está todo tempo a mil, ou age como se estivesse a todo vapor; e</li>
<li>Fala demasiadamente.</li>
</ul>
<div style="text-align: justify;">
c) Impulsividade</div>
<ul style="text-align: justify;">
<li>Precipita-se em responder perguntas, ates de seu termino;</li>
<li>Tem dificuldade para aguardar a sua vez;</li>
<li>E sempre interrompe ou se mete em assuntos de outros;</li>
<li>Alguns dos sintomas já estavam presentes antes dos sete anos de idade;</li>
<li>Os prejuízos causados pelos sintomas estão presentes em dois ou mais situações.</li>
</ul>
<div style="text-align: justify;">
Tendo o diagnóstico de TDAH, deve-se começar imediatamente o
tratamento, que normalmente é combinado de auxilio psicológico de
fármacos. No Brasil o medicamento mais comum é a Ritalina (essa tem
duração de 4 a 6 horas, e seu uso é por toda a vida); porem usa-se
também o Metilfenidato, a Imipramina, a Nortriptilina, a Bupropiona e
a Clonidina (ROHDE, 1999).</div>
<div style="text-align: justify;">
O tratamento e a medicação são partes importantes aos TDAHs, pois
ajuda na concentração. Pais, professores e o próprio portador deve ser
orientado com técnicas especificas para amenização do comportamento.
Cerca de 80% dos casos, a medicação ajuda os TDAHs a reduzir, a
impulsividade e a agitação (TEIXEIRA, 2006). Atualmente a terapia
cognitiva comportamental é a melhor indicação para o tratamento na
obtenção de bons resultados, pois ela trabalha com a psicoeducação dos
pacientes e dos que os rodeiam. Os TDHs aprendem sobre seu transtorno e
assim conhecem métodos e técnicas para lidarem melhor com sua
impulsividade e com os demais sintomas.</div>
<div style="text-align: justify;">
É de suma importância que os profissionais pedagogos conheçam
técnicas que venha a auxiliar os alunos com TDAH a ter um melhor
desempenho em sala; e alguns casos em especial é necessário ensinar
técnicas específicas para minimizar as suas dificuldades, pois se o
transtorno não for diagnosticado e tratado corretamente ainda na
infância pode gerar significantes danos na vida do indivíduo como na
vida profissional, social, pessoal e afetiva, podendo ocasionar
co-morbidades como: ansiedade generalizada, pânico, fobia, depressão,
etc.</div>
<h2>
A Indisciplina</h2>
<div style="text-align: justify;">
A palavra disciplina relaciona-se com o vocábulo “discípulo”,
“aluno”. É mostrar os confins entre certo e errado, os valores os
limites; desta forma indisciplina vem de desobediência, desordem e
rebelião. Essas faltas de limites competem às fronteiras que demarcam o
que é permitido fazer ou não; obsecrado pelos pais. “Portanto, cada vez
que os pais aceitam uma contrariedade, um desrespeito, umas quebras de
limites, estão fazendo com que seus filhos não compreendam e rompam o
limite natural para seu comportamento em família e em sociedade” (TIBA
1996, p. 16). </div>
<div style="text-align: justify;">
Problemas disciplinares aparecem em casos de um contexto familiar
desestruturado onde não há imposição de limites ou regras, surge também
em momentos de conflitos familiares ou ainda pelo fato da criança não
conseguir lidar com determinadas situações. “As crianças aprendem a
comportar-se em sociedade ao conviver com outras pessoas, principalmente
com os próprios pais. A maioria dos comportamentos infantis é aprendida
por meio da imitação, da experimentação e da invenção” (TIBA 1996, p.
15). Portanto se em casa ela tem bons exemplos ela terá um bom convívio
com a sociedade, mas caso essa criança sentir-se “excluído” de alguma
forma pela família, ela poderá se adequar à atitude indisciplinada, como
forma de chamar a atenção dos demais.</div>
<div style="text-align: justify;">
Em situação cujos pais são separados; os mesmos costumam depositar um
no outro a responsabilidade de educar os próprios filhos, gerando
complicações diversas na personalidade da criança, que nem sempre é
atendida, convenientemente, as carências da mesma; acarretando na
colaboração de um comportamento rebelde, devido aos atos tratados,
desrespeitosamente frente a estes, com brigas infindáveis, ódios,
disputas judiciais, desejo de vingança, etc.</div>
<div style="text-align: justify;">
<blockquote>
Por conta dessa atitude irresponsável, a televisão assumiu na
atualidade o papel de companheira e educadora de muitas de nossas
crianças e jovens, que passam mais tempo assistindo a programas sem
nenhum conteúdo moral e quase sempre recheados de pornografia e
violências, do que em sala de aula ou com atividades úteis à formação de
seu caráter como membro ativo da nossa sociedade (Rebouças, 2004).</blockquote>
</div>
<div style="text-align: justify;">
Crianças com problemas de disciplina tendem a ter comportamentos
irritantes, agressivos, de mau humor, impulsivo, entre outros,
comportamentos esses que fazem a sociedade rotulá-las como
indisciplinados. Outros motivos que podem levar a essa indisciplina
infantil é a instabilidade e sofrimento emocional. TIBA (1996) conclui
que filhos precisam de pais para ser educados, alunos precisam de
professores para ser ensinados. “Sem a educação dada pelos pais à
criança não cumpre o seu dever como aluno. Como aprender sem ser educado
para isso?” <b>(<b>Oliveira, Ricardo Augusto A de.)</b>.</b>Não
se pode esperar, o desejo de querer estudar chegar. Pois tal espera
pode ser interminável e aterrorizante para os estudantes. </div>
<div style="text-align: justify;">
Se a escola não apresenta um espaço motivacional ou não contribui
para o desempenho escolar do aluno, e ele não encontra nem mesmo em si
ou na família, estímulos e dedicação para o aprendizado; em sala será
transposta as causas do seu insucesso e da sua inadaptação. Sendo que
consequentemente se manifesta na forma de atos indisciplinares, como
meio de escapar da sua realidade e inobservância das regras de
hierarquia ainda não adquiridas pelo aluno. “Em contrapartida o
professor, cuja função é orientar o processo de aprendizagem não pode se
ocupar de um papel que não é seu. Até porque o trabalho realizado por
ele não surtirá efeito se em casa os hábitos de educação não mudarem” (<b>OLIVEIRA</b>, 2010, não paginado).</div>
<div style="text-align: justify;">
Cabe aos responsáveis da instituição educacional, a escola, usar
métodos como: advertência; encaminhamento aos pais ou responsáveis,
mediante termo de responsabilidade; orientação e apoio, acompanhamento
temporários, matrícula e frequência obrigatórias. Já os pais devem tomar
medidas que favoreça a autonomia, sendo, inclusão em programa
comunitário ou oficial de auxilio e orientação, à família, a criança e
ao adolescente e requisição de tratamento médico, psicológico ou
psiquiátrico. “Observa-se então que a culpa da indisciplina escolar é
múltipla e não pode ser atribuída apenas à família, mas a todo um
conjunto de fatores, em especial a crise ética na sociedade neoliberal
que vivemos”(<b>OLIVEIRA</b>, 2010).</div>
<h2 style="text-align: justify;">
Metodologia</h2>
<div style="text-align: justify;">
Compôs o estudo 29 crianças de ambos os sexos, com idade entre 06 a
12 anos inseridas no ensino de 1ª a 4ª serie, de duas instituições. Para
a obtenção dos dados, contamos com o auxilio de profissionais da
Pedagogia, sendo 11 ao todo; os mesmos avaliaram seus alunos conforme os
itens do questionário que compõe a Escala. A pesquisa ocorreu no
município de Rolim de Moura nas instituições Priscila Rodrigues Chagas e
Aluízio Pinheiro Ferreira.</div>
<div style="text-align: justify;">
O teste aplicado compete à Escala de Transtorno de Déficit de
Atenção/Hiperatividade, versão para professores; este consiste em um
inquérito de questões fechadas, com alternativa de resposta de múltipla
escolha, sendo: Discordo Totalmente (DT), Discordo (D), Discordo
Parcialmente (DP), Concordo Parcialmente (CP), Concordo (C) e Concordo
Totalmente (CT); elaborado em sua primeira versão com 58 itens, porem
com a padronização denota apenas 49 itens, divididos em quatro partes,
sendo, a primeira respondente à área de déficit de atenção, a qual
contem 10 itens negativos (sabe trabalhar independentemente) e 06
positivos (se distrai facilmente por barulhos em sala de aula); a
segunda parte compete a hiperatividade/compulsividade que contem 09
respostas positivas (mexe-se e contorce-se na carteira) e 03 negativas
(parece uma criança tranquila); a terceira parte refere-se aos problemas
de aprendizagem com 06 itens positivos (não rende de acordo com o
esperado em português) e 08 negativos (é rápido para fazer cálculos); e a
quarta parte, compreende ao comportamento anti-social o qual aponta 04
itens positivos ( os colegas da classe o evitam) e 08 negativos (possui
muitos amigos).</div>
<div style="text-align: justify;">
Primeiramente foi solicitado aos responsáveis, pelas duas escolas
estaduais (os diretores), que assinassem o Termo de Consentimento Livre e
Esclarecido, no qual foram explicados os motivos de nossa presença e os
objetivos envolvidos. A coleta de dados se deu por meio de um
questionário que compete a Escala de Transtorno de déficit de
Atenção/Hiperatividade, o qual fornecemos pessoalmente aos pedagogos
para que não houvesse duvidas em seu preenchimento. Os testes foram
entregues nas próprias instituições de ensino. Para cada profissional da
educação foram fornecidos no máximo cinco questionários de avaliação
referente aos seus alunos.</div>
<h2 style="text-align: justify;">
Resultados e Discussão</h2>
<div style="text-align: justify;">
Após a conclusão das aplicações dos testes, averiguamos as
frequências e porcentagens de respostas nas quatro partes dos
questionários respondidos pelos participantes da pesquisa envolvida -
os professores, como constam as Tabelas I e II.</div>
<div style="text-align: justify;">
De acordo com os dados puderam ser evidenciadas grandes porcentagens
afirmativas em relação às questões estudadas na pesquisa, sendo que em
todas as questões os sujeitos da amostra apresentaram maiores
porcentagens positivas de dificuldade e desatenção do que TDAH como
consta a Tabela de classificação dos pressentis no manual da Escala de
Déficit de Atenção/Hiperatividade.</div>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Tabela I. Itens positivos ao TDAH.</b></div>
<div style="text-align: justify;">
<b> </b></div>
<table border="0" cellpadding="0" cellspacing="0" style="margin-left: 0px; margin-right: 0px; text-align: left;">
<tbody>
<tr>
<td valign="top" width="144"><b>Áreas</b></td>
<td valign="top" width="144"><b>Nº de Sujeitos</b></td>
<td valign="top" width="149"><b>Percentil</b></td>
</tr>
<tr>
<td valign="top" width="144">Déficit de Atenção</td>
<td valign="top" width="144">24</td>
<td valign="top" width="149">76% a 99%</td>
</tr>
<tr>
<td valign="top" width="144">Hiperat./Comp</td>
<td valign="top" width="144">13</td>
<td valign="top" width="149">76% a 99%</td>
</tr>
<tr>
<td valign="top" width="144">Problem. de Aprend</td>
<td valign="top" width="144">23</td>
<td valign="top" width="149">76% a 99%</td>
</tr>
<tr>
<td valign="top" width="144">Comp. Anti-Social</td>
<td valign="top" width="144">18</td>
<td valign="top" width="149">76% a 99%</td>
</tr>
</tbody>
</table>
<div style="text-align: justify;">
<br /></div>
<div style="text-align: justify;">
<b>Tabela II. Itens negativos ao TDAH</b></div>
<table border="0" cellpadding="0" cellspacing="0" style="margin-left: 0px; margin-right: 0px; text-align: left;">
<tbody>
<tr>
<td valign="top" width="144"><div align="center">
<b>Áreas</b></div>
</td>
<td valign="top" width="144"><div align="center">
<b>Nº de Sujeitos</b></div>
</td>
<td valign="top" width="149"><div align="center">
<b>Percentil</b></div>
</td>
</tr>
<tr>
<td valign="top" width="144"><div align="center">
Déficit de Atenção</div>
</td>
<td valign="top" width="144"><div align="center">
05</div>
</td>
<td valign="top" width="149"><div align="center">
25% a 75%</div>
</td>
</tr>
<tr>
<td valign="top" width="144"><div align="center">
Hiperat./Comp</div>
</td>
<td valign="top" width="144"><div align="center">
16</div>
</td>
<td valign="top" width="149"><div align="center">
25% a 75%</div>
</td>
</tr>
<tr>
<td valign="top" width="144"><div align="center">
Problem. de Aprend</div>
</td>
<td valign="top" width="144"><div align="center">
06</div>
</td>
<td valign="top" width="149"><div align="center">
25% a 75%</div>
</td>
</tr>
<tr>
<td valign="top" width="144"><div align="center">
Comp. Anti-Social</div>
</td>
<td valign="top" width="144"><div align="center">
11</div>
</td>
<td valign="top" width="149"><div align="center">
25% a 75%</div>
</td>
</tr>
</tbody>
</table>
<div style="text-align: justify;">
Com os dados adquiridos referentes aos 29 candidatos que propusemos a
analisar, na tentativa de conhecer as atitudes destes implicados,
como sendo TDAHs ou Indisciplinados, diante da visão dos professores e
que fogem das condutas normais comparadas, às demais crianças de sua
faixa etária. 24 dos mesmos apresentaram requisitos de Déficit de
Atenção resultantes em comprometimentos, pois 21 dos participantes
evidenciam um percentil variante de 76 a 94%, acarretando em um quadro
acima da expectativa, ou seja, elas encontram-se com mais problemas que a
maioria das crianças, sendo que 03 crianças atingiram o percentil
equivalente ao de 95%, revelando um possível transtorno.</div>
<div style="text-align: justify;">
Assim, foi verificado que a maioria da amostra se prontificou, a
favor do excesso de crianças agitadas em sala, conferente a indisciplina
e a hiperatividade, sendo que quase todas as questões de TDA
apresentaram em altas porcentagens de respostas afirmativas. Na área de
hiperatividade/compulsividade, contivemos 13 crianças que persistiram
acima da expectativa esperada; o equivalente a 9 das crianças,
sujeitou-se a um percentil de 76 a 94%, interpretando assim, essas
incidem a uma problemática que as diferem das outras crianças, 04 se
encontram em um quadro severo de Hiperatividade/Impulsividade. Nesse
sentido, a questão que dizia respeito a se avaliar a patologia não
apresentou maiores porcentagens de respostas afirmativas, seguida pela
questão relacionada a identificá-la. Nesse contexto, os resultados da
pesquisa vêm a ser supérfluo, pois não tem como rotular as crianças como
sendo portadoras do TDAH, já que o teste foi realizado apena com os
professores, mais conforme a escala pode se dizer que as crianças que
contiveram alta nos pressentis, apresentam-se no momento sintomas que
merecem ser acompanhados por um especialista. Já aludindo Problemas de
Aprendizagem observados; 23 dos sujeitos sobressaíram a media da escala,
visto que 19% estão acima da expectativa e 04% emergiram a
probabilidade de Transtorno.</div>
<div style="text-align: justify;">
Quanto ao fator Comportamento Anti-Social, 18 dos analisados
encontram-se com percentil entre 76 a 94%, os quais 13 conferem acima do
esperado e 5 alude a um severo Comportamento Anti-Social, com gradativa
possibilidade de transtorno.</div>
<div style="text-align: justify;">
A presente pesquisa corrobora os achados de antes divulgados como
projeto, o qual se conclui o alto grau de indisciplina na infância, que
nada mais é que a falta de limites estabelecidos pelos pais, os quais
não se sentem na obrigação de educá-los e depositam esta imensa tarefa
em terceiros como os professores, por exemplo. Neste contexto o auxilio
dos profissionais pedagógicos, fora mais que importante. Segundo Rebouça
(2004) “a formação moral é normalmente relegada a segundo plano ou
transferida para a escola, como se a escola tivesse a capacidade de
substituir o papel de nós pais, na formação moral de nossos filhos
[...]”.</div>
<h2 style="text-align: justify;">
Conclusão</h2>
<div style="text-align: justify;">
Com base nos estudos realizados percebe-se o quando é importante uma
diferenciação rápida e eficaz entre a indisciplina e a patologia TDAH,
um diagnostico correto é fundamental para o desenvolvimento social,
cognitivo e afetivo da criança, uma vez que o não tratamento correto
pode vir a comprometer gravemente o dia-a-dia da criança em ambos os
casos.</div>
<div style="text-align: justify;">
Assim é relevante a participação da família como apoio aos
profissionais que tomaram a frente de um diagnostico e posteriormente o
inicio de um tratamento adequado. Para que se possa afirmar que uma
criança é portadora ou não de TDAH é preciso que seja feita uma
investigação detalhada sobre os diversos ângulos da vida do paciente e
também que sejam aplicados testes, o mais indicado e utilizado por nós
foi a Escala de Transtorno de Déficit de Atenção/ Hiperatividade, porém
com testes isolados não se pode simplesmente diagnosticar os alunos os
quais apresentaram altos pressentis, pois mesmo sendo um teste preciso, a
Escala de Transtorno de Déficit de Atenção/ Hiperatividade, necessita
de mais suportes para se diagnosticar, ou seja, é essencial a utilização
de outros testes como o WISC, COLUMBIA, SNAP-IV, e a própria Anamnese,
pois essa forneceria informações adequadas sobre o convívio das
crianças, e uma identificação para a distinção da indisciplina mais
verídica.</div>
<div style="background-color: white; border: medium none; color: black; overflow: hidden; text-align: left; text-decoration: none;">
<br />
Fonte: <a href="http://artigos.psicologado.com/psicopatologia/transtornos-psiquicos/indisciplina-infantil-e-sintomatologia-do-tdah-uma-identificacao#ixzz2C61f8s4S" style="color: #003399;">http://artigos.psicologado.com/psicopatologia/transtornos-psiquicos/indisciplina-infantil-e-sintomatologia-do-tdah-uma-identificacao#ixzz2C61f8s4S</a>
<br />
Psicologado - Artigos de Psicologia
<br />
Siga-nos: <a href="http://ec.tynt.com/b/rw?id=bld6Jw0Oir3PQNab7jrHcU&u=Psicologado" target="_blank">@Psicologado no Twitter</a> | <a href="http://ec.tynt.com/b/rf?id=bld6Jw0Oir3PQNab7jrHcU&u=Psicologado" target="_blank">Psicologado no Facebook</a></div>
José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0tag:blogger.com,1999:blog-2170140647954636741.post-78165566249604066592012-10-29T13:34:00.001-07:002012-10-29T13:34:08.517-07:00Curso De Hipnose Grátis - Persuasão e O Cérebro<iframe allowfullscreen="" frameborder="0" height="344" src="http://www.youtube.com/embed/EZr1i52zgnw?fs=1" width="459"></iframe>José NIlton Barbosa da Silvahttp://www.blogger.com/profile/10618086048671995528noreply@blogger.com0