<?xml version='1.0' encoding='UTF-8'?><?xml-stylesheet href="http://www.blogger.com/styles/atom.css" type="text/css"?><feed xmlns='http://www.w3.org/2005/Atom' xmlns:openSearch='http://a9.com/-/spec/opensearchrss/1.0/' xmlns:blogger='http://schemas.google.com/blogger/2008' xmlns:georss='http://www.georss.org/georss' xmlns:gd="http://schemas.google.com/g/2005" xmlns:thr='http://purl.org/syndication/thread/1.0'><id>tag:blogger.com,1999:blog-3748572552178909582</id><updated>2024-09-20T14:58:34.418-07:00</updated><title type='text'>Linguagem Cognitiva Comportamental</title><subtitle type='html'></subtitle><link rel='http://schemas.google.com/g/2005#feed' type='application/atom+xml' href='http://linguagemcognitivacomportamental.blogspot.com/feeds/posts/default'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default?redirect=false'/><link rel='alternate' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/'/><link rel='hub' href='http://pubsubhubbub.appspot.com/'/><author><name>Walker Modena</name><uri>http://www.blogger.com/profile/05625543747468127876</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfj2Q7RvA2eaGNxwoz_7BCGS37pKwO_oVPtBZ0jOvRooMV6aerM0ilGigeIjGlajpEzEHNS4i8WNLi5G02TKCEwXcT0ZHvs8U_Vytd0hSjWMCF5WH9PIiWX8NiDtskW8/s220/walker+1.png'/></author><generator version='7.00' uri='http://www.blogger.com'>Blogger</generator><openSearch:totalResults>4</openSearch:totalResults><openSearch:startIndex>1</openSearch:startIndex><openSearch:itemsPerPage>25</openSearch:itemsPerPage><entry><id>tag:blogger.com,1999:blog-3748572552178909582.post-9102163944643707757</id><published>2013-05-13T15:07:00.001-07:00</published><updated>2013-05-13T15:07:47.273-07:00</updated><title type='text'>A importância de fatores sociais e comportamentais no desenvolvimento organizacional</title><content type='html'>&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;É natural do ser humano ter a necessidade de sentir
se útil, sentir se como um profissional competente que ajuda a empresa crescer
e essa energia se torna essencial para a organização para que todos os
processos sejam cumpridos e finalizados. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;A organização tem uma figura central de busca
do lucro e é isso que é caracterizado por um comportamento de ação conjunta com
seus colaboradores buscando juntos a eficiência e a eficácia de sua atividade
em um ambiente onde apenas são valorizadas as competências técnicas e não e
desenvolvidas as competência sociais, emocionais e comportamentais.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;Na maioria das vezes a única satisfação do
trabalho realizado está em receber o salário que por sua vez está
correlacionado com pessoas sem muitas perspectivas de vida, mas o salário tem,
de fato, correlação com a satisfação no trabalho e com a felicidade de maneira
geral. &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;mso-bidi-font-weight: bold;&quot;&gt;O indivíduo que alcança um nível superior de
qualidade de vida em seu trabalho, a relação entre salário e satisfação quase desaparece,
o coletivismo enfatiza uma estrutura social forte, em que os indivíduos esperam
que os membros do grupo ao qual pertençam cuidem-se e protejam-se mutuamente.&lt;/span&gt;&lt;/div&gt;
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As organizações
e seus colaboradores através de uma dissonância podem acabar inextricavelmente
caindo em seus próprios ardis cognitivos, isso poderá ocorrer através de um
falso pressuposto, sendo esta uma crença estabelecida por uma de uma dissonância,
isso poderá correr com regras operacionais sem questionamento e numerosos erros
de premissas ou de práticas que podem misturar-se com dissonâncias para criar
um olhar, um ponto de vista muito limitado, muito pequeno ou estreito de seu
ambiente. &lt;/div&gt;
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Em suma o mundo
vive e gera a estrutura, como uma limitação para ações organizadas, isso ocorre
quando apenas damos importância às competências técnicas e não sócio-comportamentais.&lt;/div&gt;
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Ainda de forma
velada é dada uma maior importância nas competências técnicas e nos
conhecimentos técnicos por serem adquiridos e assimilados, e enquanto as
competências sociais e comportamentais (emocionais) não são tão fáceis de serem
assimiladas. &lt;/div&gt;
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&lt;span style=&quot;line-height: 150%; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt;&quot;&gt;Para&lt;/span&gt;&lt;span style=&quot;line-height: 150%; mso-bidi-font-size: 11.0pt;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;line-height: 150%; mso-bidi-font-family: Arial; mso-bidi-font-size: 11.0pt;&quot;&gt;a&lt;/span&gt;&lt;span style=&quot;line-height: 150%; mso-bidi-font-size: 11.0pt;&quot;&gt; busca de um crescimento das
organizações sustentável e &lt;/span&gt;do desenvolvimento organizacional os gestores
têm que investir nos processos de qualidade de vida, e em um maior
desenvolvimento das competências emocionais, sociais e comportamentais. Com as
necessidades organizacionais, crescimento, ganho e manutenção de seus clientes,
diminuição de custos operacionais.&lt;/div&gt;
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Com a
necessidade de melhorar os resultados de atendimento, os gestores se adaptam
aos valores das organizações, mas não deixam claro nem o que é necessário nem
como se devam realizar determinadas tarefas, assumindo assim uma posição de
liderança liberal ou autocrática.&lt;/div&gt;
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Esta alteração
da má gestão operacional e comercial que não possuem uma visão da gestão de
pessoas no mercado de trabalho leva os Recursos Humanos a uma tomada de decisão
e adequação às necessidades humanas na organização, onde muitas vezes esta é má
vista por tentar reter talentos, ouvir as necessidades e entrar em contato com
cada Humano da empresa. &lt;/div&gt;
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Este contato
também está ligado ao desenvolvimento pessoal de cada colaborador que descobrem
as suas limitações e seus potenciais, tornando se assim mais efetivo para a
empresa e que os atos de sentir e reagir em relação às situações, ocasiões,
problemas, pessoas, questões e os demais acontecimentos vivenciados no trabalho,
define uma atitude de soma entre o pensar, o racionalizar e a conduta que
obtemos o agir. Assim trabalhar o agir (atitude) em cima de um valor pré-estabelecido
pela organização que infelizmente pode variar de cliente para cliente, tornando
se quase impossível à aplicação de uma visão, uma missão, um objetivo e um
valor para o corpo operacional. Seu desempenho não só estará envolvido com uma
motivação interna, mas também por uma política organizacional. A grande parte
das empresas não trabalham o clima organizacional, a qualidade de vida e as
competências sociais, emocionais e comportamentais.&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
Assim resta ao
RH ter a percepção para agir e tentar corrigir a falha dessa política
organizacional ineficaz, onde a gestão das empresas sabe ou não se quer gerir
pessoas, mas sim números.&lt;/div&gt;
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Quando ocorre o aprendizado
correto, sem dissonância, o trabalhador aprende a lidar com as cognições, com o
comportamental e competências emocionais, tais como&lt;span lang=&quot;PT&quot; style=&quot;mso-ansi-language: PT;&quot;&gt;; quando e como atua, no controle estados
interiores, das preferências e dos recursos, da percepção emocional, da auto avaliação
dos pontos fortes e das limitações, na autoconfiança em seu valor e em sua capacidade,
de autocontrole nas emoções perturbadoras e seus impulsos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; text-align: justify;&quot;&gt;
&lt;span lang=&quot;PT&quot; style=&quot;mso-ansi-language: PT;&quot;&gt;&lt;span style=&quot;mso-spacerun: yes;&quot;&gt;&amp;nbsp;&lt;/span&gt;O trabalhador
consciente em assumir a responsabilidade por seu desempenho pessoal, a
adaptabilidade e a flexibilidade para lidar com as mudanças e com as outras
pessoas, a inovação em ser aberto diante de novas ideias, enfoques e novas informações,
desenvolvendo a vontade de realizar e de se esforçar para melhorar ou
satisfazer um padrão de excelência, demostrando dedicação em alinhar-se com as
metas do grupo ou da organização e iniciativa de estar pronto para agir diante
das oportunidades, ser otimisma e perseverante na busca das metas, as quais
quer alcançar, apresenta condição &lt;/span&gt;essencial para ter competências
emocionais e sociais. &lt;/div&gt;
</content><link rel='replies' type='application/atom+xml' href='http://linguagemcognitivacomportamental.blogspot.com/feeds/9102163944643707757/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2013/05/a-importancia-de-fatores-sociais-e.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/9102163944643707757'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/9102163944643707757'/><link rel='alternate' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2013/05/a-importancia-de-fatores-sociais-e.html' title='A importância de fatores sociais e comportamentais no desenvolvimento organizacional'/><author><name>Walker Modena</name><uri>http://www.blogger.com/profile/05625543747468127876</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfj2Q7RvA2eaGNxwoz_7BCGS37pKwO_oVPtBZ0jOvRooMV6aerM0ilGigeIjGlajpEzEHNS4i8WNLi5G02TKCEwXcT0ZHvs8U_Vytd0hSjWMCF5WH9PIiWX8NiDtskW8/s220/walker+1.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3748572552178909582.post-6565105070897301453</id><published>2012-06-19T13:30:00.000-07:00</published><updated>2012-06-19T13:33:43.821-07:00</updated><title type='text'>Competências Sociais</title><content type='html'>&lt;br /&gt;&lt;!--[if gte mso 9]&gt;&lt;xml&gt;
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&lt;![endif]--&gt;

&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;&quot;&gt;Nossas&lt;/span&gt;&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-fareast-language: EN-US;&quot;&gt; características e nossas atitudes
individuais estão impregnadas de trocas de experiências com o coletivo, ou
seja, mesmo que nossas atitudes, enquanto seres humanos, sempre sejam muito
particulares, conforme percebemos e por tudo que aprendemos ao decorrer de
nossas vidas, temos que estar abertos ao novo, ao conjunto e a novas maneiras
de pensarmos e nos relacionarmos com o coletivo, pois coexistimos em sociedade,
construimos assim nossas relações com o coletivo.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Temos
que entender qual é &lt;span style=&quot;color: windowtext;&quot;&gt;nosso papel neste contexto, o
que devemos saber para identificar nossas habilidades e competências sociais
para podermos fazer profundas mudanças, não somente administrá-las, mas, mais
importante é saber liderar, orientar e clarificar.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;As habilidades sociais correspondem à nossa rede de
relacionamentos, nas trocas pessoais e naquilo que aprendemos com elas, como
construí-las, mantê-las ou destruí-las; as nossas relações e as pessoas
precisam não apenas de competências técnicas, de inteligência ou de alta
qualificação, mas também de competências emocionais e sociais.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;O &lt;span style=&quot;mso-bidi-font-style: italic; mso-bidi-font-weight: bold;&quot;&gt;Comportamento das pessoas é determinado por uma parte genética e uma
parte gerada conforme o ambiente em que se desenvolvem, em que nosso
aprendizado e a nossa cognição está ligada a fatores sociais externos onde nós
nos adaptamos às demandas do contexto (da circunstância&lt;/span&gt; &lt;span style=&quot;mso-bidi-font-style: italic; mso-bidi-font-weight: bold;&quot;&gt;que provoca
determinada ação ou comportamento). Durante nosso roteiro a caminho de nossas
necessidades, nós vamos aprendendo e nos ajustando a nossa forma de nos relacionarmos
e convivermos com as outras pessoas.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;color: windowtext; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;Assim como as competências emocionais e sociais melhoram
nossa qualidade de vida, nossa produtividade, nossa saúde, nossa realização
profissional, como também a qualidade de nossos relacionamentos interpessoais e&lt;/span&gt;&lt;span style=&quot;color: #7030a0; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt; &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;profissionais, e nas relações expressas durante
toda nossa vida.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%;&quot;&gt;As
nossas competências sociais correspondem a um ambiente mais complexo e vasto em
nossas relações &lt;span style=&quot;color: windowtext;&quot;&gt;interpessoais, temos que expandir
além da assertividade e é por isso que temos que usar as competências
emocionais, já a competência social representa a expressão de um comportamento
ou uma consequência de comportamentos em uma situação social em que vivemos, mas
temos que saber que existem diferentes pessoas, diferentes ambientes e com isso
teremos que ter diferentes formas de comportamentos sociais, isto é, temos que
lidar de maneira adequada com as demandas das diferentes situações
interpessoais, sempre sem perder a nossa ética e nossa moralidade assim não
provocamos desempenhos sociais inadequados, gerando assim, menos conflitos
interpessoais e no ambiente que nós dividimos.&lt;/span&gt;&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: .0001pt; margin-bottom: 0cm; mso-layout-grid-align: none; tab-stops: 2.0cm; text-align: justify; text-autospace: none;&quot;&gt;
&lt;span style=&quot;color: #000033; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12.0pt; line-height: 150%; mso-bidi-font-style: italic; mso-bidi-font-weight: bold;&quot;&gt;Para
finalizar, temos que usar nossas competências emocionais e sociais para sermos
capazes de dizer aos outros indivíduos aquilo que queremos de uma maneira
adequada, sem que isso gere ansiedade em nós, nos outros e ao nosso redor,
temos que pensar, sentir e nos expressarmos de uma forma apropriada e não podemos
permitir que cognições erradas ou que não nos pertença impeça de atuarmos como
gostaríamos.&lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;br /&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin-bottom: 0.0001pt; text-align: justify;&quot;&gt;
&lt;img alt=&quot;&quot; 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&quot; /&gt;&lt;/div&gt;
&lt;br /&gt;&lt;div class=&quot;MsoNormal&quot; style=&quot;line-height: 150%; margin: 0cm 0cm 0.0001pt 70.9pt; text-align: justify;&quot;&gt;
&lt;span style=&quot;color: #000033; font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://linguagemcognitivacomportamental.blogspot.com/feeds/6565105070897301453/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2012/06/competencias-sociais.html#comment-form' title='0 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/6565105070897301453'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/6565105070897301453'/><link rel='alternate' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2012/06/competencias-sociais.html' title='Competências Sociais'/><author><name>Walker Modena</name><uri>http://www.blogger.com/profile/05625543747468127876</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfj2Q7RvA2eaGNxwoz_7BCGS37pKwO_oVPtBZ0jOvRooMV6aerM0ilGigeIjGlajpEzEHNS4i8WNLi5G02TKCEwXcT0ZHvs8U_Vytd0hSjWMCF5WH9PIiWX8NiDtskW8/s220/walker+1.png'/></author><thr:total>0</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3748572552178909582.post-3832168612077330374</id><published>2012-06-04T14:59:00.000-07:00</published><updated>2012-06-06T09:19:21.821-07:00</updated><title type='text'>Competência Emocional</title><content type='html'>&lt;br /&gt;
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&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Os significados das competências emocionais são
construídos pelo próprio indivíduo, através de suas crenças e vivencias, fazendo
o pensar, sentir e se comportar nas diversas situações do cotidiano, assim nossas
competências emocionais irão ditar e transformar o nosso conhecimento
individual em conhecimento coletivo.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&amp;nbsp;A competência e&lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;mocional
é como iremos nos comportar é a energia emocional é a que irá nos permitir que
fatores externos que vão desviar ou não de nossos objetivos. &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;A baixa autoestima, a rejeição, a falta de objetivos, a
dificuldade em dizer não ao outro, o não gostar de si mesmo ou de sua
aparência, a suposição de os outros não gostem de nós ou de nossa aparência são
atitudes, sentimentos e cognições que geram estresse e nos levam a uma baixa
competência emocional.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Quando temos a autoconsciência de nossos processos
internos, trabalhamos para mudar nossas cognições, ou seja, para mudar algo que
não nos faz bem, não nos permitindo que sensações e emoções nos levem a perder
o foco em nossos objetivos, não nos importando as circunstâncias ou as
condições de nosso meio.&amp;nbsp;&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Quando aprendemos a lidar com as nossas cognições,
aprendemos também a ter comportamento e competências emocionais, tais como&lt;/span&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;:&lt;/span&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt; &lt;/span&gt;&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;quando e como lidamos com nós mesmos,
a autopercepção
que consiste em controlar
nossos próprios estados interiores, nossas preferências e nossos recursos, já dentro
da autopercepção ainda encontramos a percepção
emocional, a auto-avaliação dos nossos pontos fortes e das nossas limitações,
a autoconfiança em nosso valor e
em nossa capacidade, o autocontrole de como
&amp;nbsp;lidamos com emoções perturbadoras
e nossos impulsos, o ser consciencioso em
assumir a responsabilidade por nosso desempenho pessoal, a adaptabilidade e a flexibilidade para
lidar com as mudanças e com as outras pessoas, a inovação em ser aberto diante de novas ideias, enfoques e novas
informações, a vontade de realizar e de
se esforçar para melhorar ou satisfazer um padrão de excelência, a dedicação em alinhar-se com as metas
do grupo ou da organização, a iniciativa
de estar pronto para agir diante das oportunidades, ser otimisma e perseverante na busca das
metas, as quais queremos alcançar e ter uma boa &lt;/span&gt;&lt;span style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;&amp;nbsp;comunicação, essencial para ter competências
emocionais e lidar com elas.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span lang=&quot;PT&quot; style=&quot;font-family: &amp;quot;Arial&amp;quot;,&amp;quot;sans-serif&amp;quot;; font-size: 12pt; line-height: 150%;&quot;&gt;Devemos conhecer bem nossas emoções e sentimentos para melhorar nossas
vidas e ter-mos uma maior certeza e segurança das decisões que tomamos, para
poder gerir as emoções e as
sensações de modo apropriado, reconhecendo as emoções das outras pessoas, saber o que elas precisam ou
desejam e gerir relacionamentos. &lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 150%;&quot;&gt;&lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://linguagemcognitivacomportamental.blogspot.com/feeds/3832168612077330374/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2012/06/competencia-emocional.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/3832168612077330374'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/3832168612077330374'/><link rel='alternate' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2012/06/competencia-emocional.html' title='Competência Emocional'/><author><name>Walker Modena</name><uri>http://www.blogger.com/profile/05625543747468127876</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfj2Q7RvA2eaGNxwoz_7BCGS37pKwO_oVPtBZ0jOvRooMV6aerM0ilGigeIjGlajpEzEHNS4i8WNLi5G02TKCEwXcT0ZHvs8U_Vytd0hSjWMCF5WH9PIiWX8NiDtskW8/s220/walker+1.png'/></author><thr:total>1</thr:total></entry><entry><id>tag:blogger.com,1999:blog-3748572552178909582.post-1583243684937072576</id><published>2012-05-21T15:23:00.000-07:00</published><updated>2012-06-07T07:07:25.177-07:00</updated><title type='text'>Linguagem Cognitiva Comportamental</title><content type='html'>&lt;br /&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Hoje usamos o &lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Coaching, que é
tão somente um &lt;/span&gt;&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;processo motivacional definido em comum
acordo entre o Coach (profissional) e o Coachee (cliente), isso de acordo com a
meta desejada pelo cliente, onde o Coach apoia o cliente em sua busca da
realização de metas num curto prazo de tempo, que acontece através da
identificação e uso das próprias competências desenvolvidas, como também do
reconhecimento e superação de suas fragilidades, assim o Coach (o treinador, numa tradução ao
pé da letra) atua encorajando e/ou motivando seu cliente, procurando transmitir
a ele a capacidade técnica, para melhorar sua capacidade profissional, como também
a pessoal, visando assim à satisfação dos objetivos definidos por ambos, tanto
pelo Coach como com o Coachee.&lt;/span&gt;&lt;br /&gt;
&lt;br /&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Considerando ideias como a de que o simples fato
de compartilhar pensamentos, que até então estariam desprendidos, desatados e
talvez perdidos, podendo somente agrupá-los, sem organizá-los, transformando os
em uma meta desafiante com um Plano de Ação momentâneo, que pode levá-lo a
concretizar sua aspiração, mas apenas do assunto em questão, apenas por sua dificuldade
momentânea, trabalhando o superficial, sem trabalhar o indivíduo como um todo, sem
trabalhar sua cognição, suas crenças e vivências, seu modo de pensar, de se
comportar e agir frente às dificuldades que virão pela frente.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;O Assessment é o que corresponde à avaliação, mas no ambiente corporativo,
corresponde cada vez mais ao conceito de gestão profissional, em síntese, o Assessment permite avaliar as competências,
conhecendo com maior eficiência e critério, as pessoas, o autoconhecimento e a gestão
do conhecimento. Evoluindo, o Assessment
Management é a designação contemporânea para a identificação do
gerenciamento por intermédio de técnicas e avaliações que conduzem ao
diagnóstico do conhecimento potencial das pessoas.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;A Linguagem Cognitiva Comportamental
Corporativa e/ou Empresarial irá trabalhar com aspectos do Coaching e com ferramentas do Assessment. Quaisquer
mudanças duradoras tem que passar por fatores psicosso&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;ci&lt;/span&gt;ais (psíqui&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;c&lt;/span&gt;os,
comportamentais,&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt; &lt;/span&gt;ambientais&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt; &lt;/span&gt;e culturai&lt;span style=&quot;letter-spacing: 0.05pt;&quot;&gt;s e sociais)&lt;/span&gt; e não apenas apoiando o, encorajando o ou motivando
o, mas o tornando pleno e satisfeito consigo e com suas decisões profissionais
e pessoais.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Assim, com o
profissional bem resolvido tanto quanto seus dilemas e conceitos definidos, a
partir daí podemos trabalhar também a saúde psíquica da empresa, legitimando
assim o interesse da organização junto ao interesse do colaborador. &lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;A saúde psíquica é a
energia que nos move a buscar nossos objetivos, esta energia pode ser afetada
por fatores que independem a nós, por exemplo, quando vivemos em um ambiente
corporativo, onde a saúde psíquica esteja abalada, onde a liderança da empresa
não resolveu seus dilemas e conceitos, podendo assim gerar emoções
desconstrutivas em sua equipe, acarretando a esta equipe doenças
psicossomáticas, depressões, agressividade exagerada, compulsões, distúrbios
alimentares, crises de ansiedade, de pânico e também num aumento da
rotatividade de seus colaboradores.&lt;/span&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Esse processo é baseado
no LCC, Linguagem Cognitiva Comportamental, onde os significados são
construídos pelo próprio indivíduo, ou seja, não são componentes preexistentes
da realidade, no entanto tais significados podem se constituírem como corretos
ou incorretos em relação a um contexto ou a objetivos específicos.&lt;/span&gt;&lt;/div&gt;
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&lt;br /&gt;&lt;/div&gt;
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&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt;Os significados tidos
como incorretos na verdade são denominados como “disfuncionais” ou “mal
adaptativos” no que se referem à ativação dos sistemas, os erros (“distorções
cognitivas” e “preconcepções”) podem acontecer tanto em relação ao conteúdo
cognitivo propriamente dito (significado) como em relação ao processo de
elaboração de significado (processamento cognitivo).&lt;/span&gt;&lt;/div&gt;
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&quot; /&gt;&lt;br /&gt;
&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;font-family: Arial,Helvetica,sans-serif; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; line-height: 115%;&quot;&gt; &lt;/span&gt;&lt;/div&gt;
&lt;div class=&quot;MsoNormal&quot; style=&quot;text-align: justify;&quot;&gt;
&lt;/div&gt;
&lt;div style=&quot;font-family: Arial,Helvetica,sans-serif; line-height: 150%; text-align: justify;&quot;&gt;
&lt;span style=&quot;font-size: 12pt; font-weight: normal; line-height: 150%;&quot;&gt;Os principais
erros cognitivos no mundo empresarial são a baixa autoestima, a dificuldade em
aceitar elogios, o medo da rejeição, a falta de objetivos, a dificuldade em
dizer não ao outro, não gostar de si mesmo ou de sua aparência, a suposição de
os outros não gostem de dela, a pessoa acredita que só alcançará metas fáceis,
duvidando assim, da sua real capacidade, traduzindo, suas crenças adoecem e
acabam comprometendo todo o clima organizacional da empresa com: disputa de vaidades,
gerando fofocas e intrigas causadas por erros cognitivos comportamentais. &lt;/span&gt;&lt;/div&gt;</content><link rel='replies' type='application/atom+xml' href='http://linguagemcognitivacomportamental.blogspot.com/feeds/1583243684937072576/comments/default' title='Postar comentários'/><link rel='replies' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2012/05/linguagem-cognitiva-comportamental_21.html#comment-form' title='1 Comentários'/><link rel='edit' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/1583243684937072576'/><link rel='self' type='application/atom+xml' href='http://www.blogger.com/feeds/3748572552178909582/posts/default/1583243684937072576'/><link rel='alternate' type='text/html' href='http://linguagemcognitivacomportamental.blogspot.com/2012/05/linguagem-cognitiva-comportamental_21.html' title='Linguagem Cognitiva Comportamental'/><author><name>Walker Modena</name><uri>http://www.blogger.com/profile/05625543747468127876</uri><email>noreply@blogger.com</email><gd:image rel='http://schemas.google.com/g/2005#thumbnail' width='30' height='32' src='//blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVfj2Q7RvA2eaGNxwoz_7BCGS37pKwO_oVPtBZ0jOvRooMV6aerM0ilGigeIjGlajpEzEHNS4i8WNLi5G02TKCEwXcT0ZHvs8U_Vytd0hSjWMCF5WH9PIiWX8NiDtskW8/s220/walker+1.png'/></author><thr:total>1</thr:total></entry></feed>