{"id":901,"date":"2025-08-15T13:14:00","date_gmt":"2025-08-15T13:14:00","guid":{"rendered":"https:\/\/microformats.com.br\/blog\/?p=901"},"modified":"2025-08-21T12:03:37","modified_gmt":"2025-08-21T12:03:37","slug":"por-que-nos-apegamos-as-pessoas-entenda-agora","status":"publish","type":"post","link":"https:\/\/microformats.com.br\/blog\/2025\/08\/15\/por-que-nos-apegamos-as-pessoas-entenda-agora\/","title":{"rendered":"Por que nos APEGAMOS as pessoas? Entenda agora!"},"content":{"rendered":"<p>Pessoas com um apego seguro tendem a ter maior autoestima, melhor regula\u00e7\u00e3o emocional e menos sintomas de ansiedade e depress\u00e3o. Elas tamb\u00e9m s\u00e3o mais propensas a estabelecer relacionamentos saud\u00e1veis e satisfat\u00f3rios. A falta de um apego saud\u00e1vel pode ter consequ\u00eancias emocionais significativas. Pessoas com padr\u00f5es <a href=\"https:\/\/compranatelinha.com\/\">tv express<\/a> de apego inseguro ou desorganizado podem experimentar sentimentos de solid\u00e3o, ansiedade, baixa autoestima e dificuldade em regular suas emo\u00e7\u00f5es.<\/p>\n<p>A psican\u00e1lise oferece diversas estrat\u00e9gias para superar bloqueios emocionais e fortalecer os v\u00ednculos afetivos. O processo terap\u00eautico permite que a pessoa explore suas experi\u00eancias passadas, compreenda seus padr\u00f5es de apego e desenvolva novas formas de se relacionar. A neuroci\u00eancia do apego nos ensina que somos seres sociais por natureza e que precisamos de conex\u00f5es emocionais para vivermos plenamente. Ao entender como nosso c\u00e9rebro funciona nas rela\u00e7\u00f5es afetivas, podemos cultivar relacionamentos mais saud\u00e1veis e gratificantes. O apego pode influenciar nossas escolhas amorosas, levando-nos a buscar relacionamentos que reflitam nosso estilo de apego.<\/p>\n<p><a href=\"https:\/\/compranatelinha.com\/\"><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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width=\"305px\" alt=\"Por Que Nos Apegamos Tanto a Certos Universos\"\/><\/a><\/p>\n<h2>Como superar um apego inseguro?<\/h2>\n<p>Estudos indicam que pessoas com apego ansioso tendem a ter mais dificuldade em lidar com rejei\u00e7\u00f5es e mudan\u00e7as na vida. Sim, \u00e9 poss\u00edvel desenvolver um apego saud\u00e1vel mesmo ap\u00f3s experi\u00eancias traum\u00e1ticas. Com apoio terap\u00eautico e autocompaix\u00e3o, \u00e9 poss\u00edvel trabalhar os traumas e construir relacionamentos mais seguros e satisfat\u00f3rios. Uma das principais causas do apego \u00e9 nossa resist\u00eancia \u00e0 mudan\u00e7a e medo do desconhecido .<\/p>\n<h3>\u00bfC\u00f3mo saber si es apego?<\/h3>\n<p>O apego influencia nosso comportamento em relacionamentos amorosos de diversas formas. Pessoas com apego seguro tendem a ser mais confiantes e abertas ao amor, enquanto aquelas com apego ansioso podem ser mais inseguras e dependentes. Al\u00e9m disso, o autoconhecimento nos permite reconhecer padr\u00f5es negativos de comportamento ou cren\u00e7as limitantes que possam estar prejudicando nossos relacionamentos. Ao trabalhar nesses aspectos pessoais, podemos criar bases s\u00f3lidas para um apego seguro e duradouro. Por fim, as pessoas com apego evitante tendem a evitar a intimidade emocional e podem se sentir desconfort\u00e1veis com a proximidade.<\/p>\n<p>A ideia de que diferentes \u201ceus\u201d poderiam existir simultaneamente em diferentes dimens\u00f5es tem implica\u00e7\u00f5es profundas sobre como definimos e entendemos quem somos. Com autoconhecimento e trabalho emocional, podemos aprender a construir relacionamentos mais saud\u00e1veis e seguros, mesmo que tenhamos tido experi\u00eancias negativas no passado. Sim, \u00e9 poss\u00edvel mudar nosso estilo de apego com autoconhecimento e trabalho terap\u00eautico. Ao identificar padr\u00f5es negativos e aprender novas formas de se relacionar, podemos desenvolver um apego mais seguro e saud\u00e1vel.<\/p>\n<p>A no\u00e7\u00e3o de universos paralelos, frequentemente explorada na fic\u00e7\u00e3o cient\u00edfica, suscita diversas reflex\u00f5es filos\u00f3ficas, especialmente em categorias como livre-arb\u00edtrio, identidade e a ess\u00eancia da realidade. Este questionamento ampliado sobre o livre-arb\u00edtrio nos desafia a repensar as limita\u00e7\u00f5es que atribu\u00edmos \u00e0 nossa autonomia e o impacto de nossas escolhas. Se nossas necessidades s\u00e3o atendidas de forma consistente e amorosa, nosso c\u00e9rebro desenvolve uma base s\u00f3lida para o apego seguro. Por outro lado, se nossas necessidades s\u00e3o negligenciadas ou inconsistentemente atendidas, isso pode levar ao desenvolvimento de um apego inseguro.<\/p>\n<p>Ao longo da evolu\u00e7\u00e3o humana podemos ver diversos exemplos de sociedades e <a href=\"https:\/\/pt.wikipedia.org\/wiki\/S%C3%A9rie_de_televis%C3%A3o\">povoados que<\/a> baseavam sua vida nas cren\u00e7as e nos mitos. Agora voc\u00ea sabe o at\u00e9 onde uma escritora brasileira, f\u00e3 de Metallica, leitora de mang\u00e1 e aspirante a roteirista de terror coreano pode levar sua personagem. Estamos desenvolvendo o sistema para ser flex\u00edvel e f\u00e1cil de adaptar para cen\u00e1rios diversos, simples e limpo. Veja que n\u00e3o queremos fazer mais um sistema gen\u00e9rico, pois temos v\u00e1rios e super competentes, mas decidimos isso por nunca encontrar um meio termo no tipo de jogo que gostamos.<\/p>\n<p>Uma das coisas que mais ajudam na hora de criar \u00e9 o uso da mitologia, porque ela une a criatividade e a realidade em uma po\u00e9tica bela. Falar sobre mitologia e deuses \u00e9 pensar, automaticamente, na Gr\u00e9cia Antiga. O ber\u00e7o das grandes lendas envolvendo a explica\u00e7\u00e3o das rela\u00e7\u00f5es do mundo, onde surgiram tantas forma\u00e7\u00f5es pol\u00edticas e sociais, at\u00e9 hoje empregadas entre n\u00f3s.<\/p>\n<ul>\n<li>Em vez de focarmos apenas no que falta ou no que perdemos, passamos a enxergar as li\u00e7\u00f5es e os aspectos positivos de cada situa\u00e7\u00e3o.<\/li>\n<li>Segundo a pesquisadora Mary Ainsworth, uma das pioneiras no estudo do apego, \u201co medo da perda pode ser mais doloroso do que a perda em si\u201d.<\/li>\n<li>Pessoas com padr\u00f5es de apego inseguro ou desorganizado podem experimentar sentimentos de solid\u00e3o, ansiedade, baixa autoestima e dificuldade em regular suas emo\u00e7\u00f5es.<\/li>\n<li>A neuroci\u00eancia do apego nos ensina que somos seres sociais por natureza e que precisamos de conex\u00f5es emocionais para vivermos plenamente.<\/li>\n<li>Momentos bons e ruins passam, e resistir a essa verdade s\u00f3 prolonga o sofrimento.<\/li>\n<\/ul>\n<p>No entanto, tudo na vida \u00e9 passageiro \u2013 rela\u00e7\u00f5es terminam, momentos felizes acabam, situa\u00e7\u00f5es mudam. N\u00e3o estamos testemunhando o nascimento de tudo a partir do nada, mas sim a continua\u00e7\u00e3o de um ciclo c\u00f3smico \u2013 um ciclo moldado pela gravidade, pela mec\u00e2nica qu\u00e2ntica e pelas profundas interconex\u00f5es entre elas. Esse modelo faz mais do que corrigir problemas t\u00e9cnicos da Cosmologia padr\u00e3o. Para come\u00e7ar, o modelo do Big Bang come\u00e7a com uma singularidade \u2013 um ponto de densidade infinita onde as leis da f\u00edsica se rompem. Isso n\u00e3o \u00e9 apenas uma falha t\u00e9cnica; \u00e9 um problema te\u00f3rico profundo que sugere que n\u00e3o entendemos de fato o in\u00edcio de tudo. Em um novo artigo publicado no peri\u00f3dico cient\u00edfico Physical Review D, meus colegas e eu propomos uma alternativa surpreendente.<\/p>\n<h2>O que \u00e9 o sentimento de apego<\/h2>\n<p>Elas podem ter dificuldade em confiar nos outros e em expressar suas emo\u00e7\u00f5es, o que pode levar a relacionamentos distantes e superficiais. Por outro lado, quando nos sentimos amea\u00e7ados ou inseguros no relacionamento, nosso c\u00e9rebro dispara uma resposta de estresse, liberando cortisol e ativando regi\u00f5es cerebrais associadas ao medo e \u00e0 ansiedade. Isso pode levar a comportamentos de busca por proximidade ou afastamento, dependendo do tipo de apego que desenvolvemos. Os v\u00ednculos afetivos referem-se \u00e0s conex\u00f5es emocionais que estabelecemos com outras pessoas ao longo de nossas vidas. Esses la\u00e7os podem ser formados com familiares, amigos, parceiros rom\u00e2nticos e at\u00e9 mesmo com figuras de autoridade. Eles s\u00e3o essenciais para o nosso bem-estar emocional e para a constru\u00e7\u00e3o de uma identidade saud\u00e1vel.<\/p>\n<p>Isso ocorre porque o apego \u00e9 uma necessidade b\u00e1sica para os seres humanos, e a rejei\u00e7\u00e3o vai contra essa necessidade. Quando estamos apegados a algu\u00e9m, nosso c\u00e9rebro libera neurotransmissores como a oxitocina, conhecida como \u201chorm\u00f4nio do amor\u201d. Isso nos faz sentir uma sensa\u00e7\u00e3o de bem-estar e nos conecta emocionalmente com a pessoa amada. O apego parte do desequilibro emocional desenvolvendo ent\u00e3o, a depend\u00eancia emocional, com sensa\u00e7\u00e3o ilus\u00f3ria de seguran\u00e7a e porto seguro. O apego \u00e9 uma caracter\u00edstica de relacionamentos emocionais que envolve troca de conforto, cuidado e prazer.<\/p>\n<p>A escritora Byron Katie, conhecida pelo seu m\u00e9todo de questionamento da mente, diz que \u201csofrimento acontece quando acreditamos em pensamentos que n\u00e3o correspondem \u00e0 realidade\u201d. Segundo a pesquisadora Mary Ainsworth, uma das pioneiras no estudo do apego, \u201co medo da perda pode ser mais doloroso do que a perda em si\u201d. Isso explica por que muitas vezes sofremos antes mesmo de algo ruim acontecer \u2013 nossa mente cria cen\u00e1rios negativos baseados no medo do desapego. Quando nos apegamos a algo, acreditamos que precisamos daquilo para sermos felizes.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Pessoas com um apego seguro tendem a ter maior autoestima, melhor regula\u00e7\u00e3o emocional e menos sintomas de ansiedade e depress\u00e3o. Elas tamb\u00e9m s\u00e3o mais propensas a estabelecer relacionamentos saud\u00e1veis e satisfat\u00f3rios. A falta de um apego saud\u00e1vel pode ter consequ\u00eancias emocionais significativas. 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