{"id":174,"date":"2024-08-31T02:04:00","date_gmt":"2024-08-31T02:04:00","guid":{"rendered":"https:\/\/avaliacao.info\/noticias\/?p=174"},"modified":"2024-08-31T14:22:39","modified_gmt":"2024-08-31T14:22:39","slug":"entenda-como-funciona-o-limite-de-idade-em-concursos-publicos-especializado-em-concursos-servidores-e-militares","status":"publish","type":"post","link":"https:\/\/avaliacao.info\/noticias\/2024\/08\/31\/entenda-como-funciona-o-limite-de-idade-em-concursos-publicos-especializado-em-concursos-servidores-e-militares\/","title":{"rendered":"Entenda como funciona o limite de idade em concursos p\u00fablicos Especializado em Concursos, Servidores e Militares"},"content":{"rendered":"<p>Tenha em mente que, independentemente da idade, voc\u00ea ter\u00e1 suas facilidades, desafios e limita\u00e7\u00f5es f\u00edsicas, mas sempre totais condi\u00e7\u00f5es de ser aprovado no concurso que desejar. Caso voc\u00ea tenha uma boa forma\u00e7\u00e3o, tenha acesso a bons materiais de estudo atualizados, cursos e videoaulas, \u00e9 s\u00f3 criar um plano de estudo para concurso e se dedicar bastante para cumprir o conte\u00fado exigido nos editais. \u00c9 imprescind\u00edvel que exista uma adequa\u00e7\u00e3o racional entre o tratamento diferen\u00e7ado constru\u00eddo e a raz\u00e3o diferencial que lhe serviu de suped\u00e2neo. Segue-se que se o fator diferencial n\u00e3o guarda conex\u00e3o l\u00f3gica com a disparidade de tratamentos jur\u00eddicos dispensados a distin\u00e7\u00e3o estabelecida afronta o princ\u00edpio da isonomia e da razoabilidade[14]. O princ\u00edpio da legalidade significa estar a Administra\u00e7\u00e3o P\u00fablica, em toda sua atividade, presa aos mandamentos da Lei, deles n\u00e3o se podendo afastar, sob pena de invalidade do ato e responsabilidade de seu autor. Qualquer a\u00e7\u00e3o estatal sem o correspondente cal\u00e7o legal ou que exceda ao \u00e2mbito demarcado pela lei \u00e9 injur\u00eddica e exp\u00f5e-se \u00e0 anula\u00e7\u00e3o.<\/p>\n<p>Por outro lado, em rela\u00e7\u00e3o \u00e0 idade m\u00e1xima para concurso p\u00fablico, a situa\u00e7\u00e3o pode variar dependendo da natureza do cargo e das regras estabelecidas pelo \u00f3rg\u00e3o ou entidade promotora do concurso. Em termos pr\u00e1ticos, a faixa de limite de idade para concurso p\u00fablico costuma situar-se entre 18 e 60 anos. Essa abrang\u00eancia reflete, em parte, a realidade da aposentadoria no servi\u00e7o p\u00fablico. Geralmente, os concursos p\u00fablicos exigem que o candidato seja brasileiro e tenha idade m\u00ednima de 18 anos. Al\u00e9m disso, as provas podem solicitar um n\u00edvel m\u00ednimo de estudo como Ensino M\u00e9dio, gradua\u00e7\u00e3o, especializa\u00e7\u00e3o, entre outros.<\/p>\n<p>Por isso, nos casos que envolvem carreiras policiais, os tribunais tendem a declarar essa limita\u00e7\u00e3o constitucional. No entanto, se tiver problemas no decorrer do concurso p\u00fablico, recomendo que fale com um advogado especialista nessa \u00e1rea. Nesse sentido, \u00e9 importante se ater ao limite de idade de aposentadoria.<\/p>\n<p>A prefeitura de Florian\u00f3polis abriu um concurso p\u00fablico para a \u00e1rea de educa\u00e7\u00e3o com sal\u00e1rios de at\u00e9 R$ 5 mil (veja lista abaixo). Uma das apostilas mais completas \u00e9 <a href=\"https:\/\/downloadcursostorrent.com\">Download Cursos Torrent<\/a> do Estrat\u00e9gia Concursos, que \u00e9 tamb\u00e9m um dos melhores cursos do pa\u00eds. H\u00e1 apostilas direcionadas para os principais concursos do pa\u00eds, com todos os conte\u00fados solicitados em todas as disciplinas.<\/p>\n<p><a href=\"\"><img decoding=\"async\" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' 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\" width=\"308px\" alt=\"Qual o limite de idade para prestar concurso p\u00fablico?\"\/><\/a><\/p>\n<h2>COMCAP &#8211; Autarquia de Melhoramentos de Florian\u00f3polis (edital)<\/h2>\n<p>Essas exce\u00e7\u00f5es, geralmente, est\u00e3o relacionadas \u00e0 natureza das fun\u00e7\u00f5es do cargo, especialmente em carreiras policiais e militares, em que a exig\u00eancia de um limite de idade est\u00e1 justificada pela necessidade de prepara\u00e7\u00e3o f\u00edsica elevada. [\u2026] XXX \u2014 proibi\u00e7\u00e3o de diferen\u00e7a de sal\u00e1rios, de exerc\u00edcio de fun\u00e7\u00f5es e de crit\u00e9rio de admiss\u00e3o por motivo de sexo, idade, cor ou estado civil. Se o candidato que deseja prestar concurso \u00e9 aposentado pelo Regime Geral de Previd\u00eancia Social n\u00e3o existe nada na legisla\u00e7\u00e3o que pro\u00edba, j\u00e1 que os proventos de sua aposentadoria vir\u00e3o de um regime previdenci\u00e1rio e seu sal\u00e1rio de outro. A pergunta \u00e9 mais recorrente do que parece j\u00e1 que os concursos p\u00fablicos t\u00eam se tornado uma alternativa cada vez mais comum para os aposentados, por garantir uma renda que a aposentadoria geralmente n\u00e3o oferece. Por\u00e9m, uma grande vantagem de quando voc\u00ea \u00e9 mais velho, est\u00e1 na experi\u00eancia. Em grandes concursos, as provas apresentam formatos diferentes dos anteriores, e as pessoas mais experientes conseguem lidar melhor com a press\u00e3o e realizar uma boa prova.<\/p>\n<p>Para isso, deve solicitar a CTC, Certid\u00e3o de Tempo de Contribui\u00e7\u00e3o junto ao INSS e averb\u00e1-la na previd\u00eancia na qual o servidor dar\u00e1 entrada na aposentadoria. N\u00edvel de gradua\u00e7\u00e3o, especializa\u00e7\u00f5es podem ser um diferencial para o candidato tamb\u00e9m. O crit\u00e9rio de desempate \u00e9 usado quando duas ou mais pessoas atingem a mesma pontua\u00e7\u00e3o no teste para a vaga. Al\u00e9m disso, s\u00e3o exigidos forma\u00e7\u00e3o escolar m\u00ednima (normalmente pedem ensino m\u00e9dio completo), e tamb\u00e9m podem ser exigidos gradua\u00e7\u00e3o, especializa\u00e7\u00e3o e outros.<\/p>\n<p>Por\u00e9m, de um modo geral, n\u00e3o h\u00e1 limite m\u00e1ximo de idade para prestar um concurso. Existem muitos detalhes nos cargos p\u00fablicos como idade m\u00e1xima para se aposentar, previd\u00eancia social diferenciada, crit\u00e9rios para desempate em concursos p\u00fablicos baseados em idade, forma\u00e7\u00e3o etc. A imposi\u00e7\u00e3o de limite de idade em concurso p\u00fablico somente \u00e9 poss\u00edvel caso tal fato se encontre justificado pelas circunst\u00e2ncias que cerca o exerc\u00edcio da fun\u00e7\u00e3o. Aos servidores p\u00fablicos aplica-se o disposto no inciso XXX do artigo 7\u00ba da Constitui\u00e7\u00e3o Federal, insto por for\u00e7a de remiss\u00e3o inserta no \u00a7 2\u00ba do artigo 39 nela contido. Relativamente ao magist\u00e9rio descabe cogitar da idade m\u00e1xima de 45 anos. A aposentadoria compuls\u00f3ria para servidores p\u00fablicos ocorre aos 75 anos, de acordo com o que estabelece a Constitui\u00e7\u00e3o Federal.<\/p>\n<p>Por outro lado, a necessidade de se conseguir um emprego acaba gerando ansiedade e nervosismo na hora da prova. \u00c9 solicitado n\u00edvel m\u00e9dico completo e idade entre 17 a 25 anos para vagas que s\u00e3o distribu\u00eddas nas \u00e1reas de mec\u00e2nica de aeronaves, comunica\u00e7\u00f5es e seguran\u00e7a. Montar uma rotina de estudos que se encaixe \u00e0 sua realidade pode ser um desafio, mas com o aplicativo Estudaqui isso fica muito mais f\u00e1cil.<\/p>\n<p>Dessa forma, legalmente, n\u00e3o h\u00e1 limite de idade, contudo, a limita\u00e7\u00e3o pode-se encontrar nos pr\u00e9-requisitos como o n\u00edvel de qualifica\u00e7\u00e3o que pode ser n\u00edvel m\u00e9dio, tecn\u00f3logo ou superior, por exemplo. A jurisprud\u00eancia dos tribunais e a pr\u00f3pria lei se altera com o tempo e pode ser que ao longo da execu\u00e7\u00e3o de um concurso p\u00fablico a lei seja alterada, assim como o entendimento sobre o quesito idade dos candidatos. Ent\u00e3o, nesses casos, \u00e9 poss\u00edvel alegar que a administra\u00e7\u00e3o p\u00fablica, ao permitir a participa\u00e7\u00e3o do candidato, d\u00e1 a ele o direito de nomea\u00e7\u00e3o e posse do cargo. No entanto, no Regime Pr\u00f3prio <a href=\"https:\/\/grupotelegramcursos.com\">download cursos google drive<\/a> de Previd\u00eancia Social, \u00e9 adotado para a maioria dos servidores p\u00fablicos de cargo efetivo no Brasil, sejam eles entes da Uni\u00e3o, Estados, Distrito Federal e Munic\u00edpios e est\u00e1 previsto no artigo 40 da Constitui\u00e7\u00e3o Federal. No Regime Geral de Previd\u00eancia Social, enquadram-se os servidores p\u00fablicos, servidores tempor\u00e1rios, servidores comissionados que optem por esse sistema e trabalhadores da iniciativa privada, regulamentados pelo artigo 201 da Constitui\u00e7\u00e3o Federal.<\/p>\n<h3>Existe idade m\u00e1xima em concursos p\u00fablicos? Entenda!<\/h3>\n<p>No entanto, se a Proposta de Emenda \u00e0 Constitui\u00e7\u00e3o (PEC) 287 for aprovada, pode haver mudan\u00e7as nas regras para os servidores p\u00fablicos. Por isso, o ideal \u00e9 acompanhar esse projeto para ter certeza de como ficar\u00e1 a situa\u00e7\u00e3o. H\u00e1 tamb\u00e9m a possibilidade de o servidor p\u00fablico se aposentar antes do limite de idade. Para tanto, deve-se observar as regras estabelecidas na Constitui\u00e7\u00e3o Federal. Muitas vezes, alguns editais at\u00e9 indicam como crit\u00e9rio de desempate nas provas a idade da pessoa, a condi\u00e7\u00e3o familiar, o n\u00edvel de gradua\u00e7\u00e3o, entre outras situa\u00e7\u00f5es.<\/p>\n<h2>Limite de idade em concursos p\u00fablicos: entenda como funciona<\/h2>\n<p>Algumas pessoas que trabalham acabam ficando desanimadas ao estudar para concurso publico por n\u00e3o terem a mesma disponibilidade de outras pessoas que est\u00e3o se dedicando somente a estudar. Mas isso n\u00e3o \u00e9 motivo para desanimar, j\u00e1 que o que importa realmente \u00e9 o tempo de estudo com qualidade. Deve-se prestar aten\u00e7\u00e3o nos crit\u00e9rios de desempate, que geralmente trazem a idade, condi\u00e7\u00e3o familiar, n\u00edvel de gradua\u00e7\u00e3o e outras situa\u00e7\u00f5es.<\/p>\n<p>Vale ressaltar, que o artigo 7\u00ba, inciso XXX, da Constitui\u00e7\u00e3o Federal pro\u00edbe a diferen\u00e7a de sal\u00e1rios, exerc\u00edcio de fun\u00e7\u00f5es e de crit\u00e9rio de admiss\u00e3o por motivo de sexo, idade, cor ou estado civil. Uma das d\u00favidas que os concurseiros podem ter \u00e9 qual a idade m\u00e1xima para prestar concursos p\u00fablicos. Afinal, o sonho da estabilidade e boas remunera\u00e7\u00f5es pode vir logo ap\u00f3s o ensino m\u00e9dio ou mesmo ap\u00f3s anos de trabalho na iniciativa privada. De um modo geral, n\u00e3o h\u00e1 limite m\u00e1ximo de idade para prestar um concurso, com exce\u00e7\u00e3o dos cargos que exigem prova f\u00edsica.<\/p>\n","protected":false},"excerpt":{"rendered":"<p>Tenha em mente que, independentemente da idade, voc\u00ea ter\u00e1 suas facilidades, desafios e limita\u00e7\u00f5es f\u00edsicas, mas sempre totais condi\u00e7\u00f5es de ser aprovado no concurso que desejar. Caso voc\u00ea tenha uma boa forma\u00e7\u00e3o, tenha acesso a bons materiais de estudo atualizados, cursos e videoaulas, \u00e9 s\u00f3 criar um plano de estudo para concurso e se dedicar [&hellip;]<\/p>\n","protected":false},"author":1,"featured_media":0,"comment_status":"closed","ping_status":"open","sticky":false,"template":"","format":"standard","meta":{"footnotes":""},"categories":[1],"tags":[37,33,39,34,36,35,41,38,40],"class_list":["post-174","post","type-post","status-publish","format-standard","hentry","category-uncategorized","tag-concursos","tag-entenda","tag-especializado","tag-funciona","tag-idade","tag-limite","tag-militares","tag-publicos","tag-servidores"],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v26.9 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Entenda como funciona o limite de idade em concursos p\u00fablicos Especializado em Concursos, Servidores e Militares<\/title>\n<meta name=\"description\" content=\"Tenha em 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