{"id":1061,"date":"2018-06-26T16:11:29","date_gmt":"2018-06-26T19:11:29","guid":{"rendered":"http:\/\/www.cm.cb.ce.gov.br\/?p=1061"},"modified":"2018-06-26T16:11:29","modified_gmt":"2018-06-26T19:11:29","slug":"colegio-dos-bombeiros-participa-da-obmep-2018","status":"publish","type":"post","link":"https:\/\/www.ce.gov.br\/cm-cb\/2018\/06\/26\/colegio-dos-bombeiros-participa-da-obmep-2018\/","title":{"rendered":"Col\u00e9gio dos Bombeiros participa da OBMEP 2018"},"content":{"rendered":"<table class=\"contentpaneopen\">\n<tbody>\n<tr>\n<td valign=\"top\">\n<p lang=\"pt-BR\" align=\"justify\"><img loading=\"lazy\" decoding=\"async\" class=\"alignleft\" 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\" alt=\"Imagem relacionada\" width=\"135\" height=\"187\" \/><\/p>\n<p lang=\"pt-BR\" style=\"text-align: justify\" align=\"justify\">O Col\u00e9gio Militar do Corpo de Bombeiros Escritora Rachel de Queiroz (CMCB), nesta ter\u00e7a-feira, 5 de junho, realizou a prova da primeira fase da Olimp\u00edada Brasileira de Matem\u00e1tica das Escolas P\u00fablicas (Obmep). Esta Olimp\u00edada \u00e9 a maior competi\u00e7\u00e3o do pa\u00eds, em sua 14\u00aa edi\u00e7\u00e3o, cerca de 18,2 milh\u00f5es de estudantes de escolas p\u00fablicas e particulares de todas as regi\u00f5es do pa\u00eds, que representam \u2013 99,44% dos munic\u00edpios \u2013 participaram da primeira fase da OBMEP.<\/p>\n<p lang=\"pt-BR\" style=\"text-align: justify\" align=\"justify\">A OBMEP \u00e9 realizada com recursos do Instituto de Matem\u00e1tica Pura e Aplicada (Impa), desde 2005, sendo uma organiza\u00e7\u00e3o social (OS) vinculada ao Minist\u00e9rio da Educa\u00e7\u00e3o e ao Minist\u00e9rio da Ci\u00eancia, Tecnologia, Inova\u00e7\u00f5es e Comunica\u00e7\u00f5es (MTIC).<\/p>\n<p lang=\"pt-BR\" style=\"text-align: justify\" align=\"justify\">\u201cA prova \u00e9 concebida de forma que se possa responder \u00e0s perguntas por meio do racioc\u00ednio l\u00f3gico e da criatividade\u201d, explica o diretor-adjunto do Impa e coordenador-geral da OBMEP, Cl\u00e1udio Landim. \u201cCom isso, alunos que nem sabiam que gostavam de matem\u00e1tica acabam descobrindo o quanto ela pode ser divertida e desafiadora.\u201d<\/p>\n<p lang=\"pt-BR\" style=\"text-align: justify\" align=\"justify\">Destinada a estudantes do sexto ano do ensino fundamental ao terceiro ano do ensino m\u00e9dio, a OBMEP contribui para estimular o estudo da matem\u00e1tica no Brasil, identificar jovens talentosos \u2013 incentivando seu ingresso nas \u00e1reas cient\u00edficas e tecnol\u00f3gicas \u2013 e promover a inclus\u00e3o social pela difus\u00e3o do conhecimento.<\/p>\n<p lang=\"pt-BR\" style=\"text-align: justify\" align=\"justify\">Estudos independentes comprovam um efetivo impacto da OBMEP nos resultados de matem\u00e1tica no pa\u00eds. Escolas que participam ativamente da competi\u00e7\u00e3o acad\u00eamica apresentam acentuada melhora no desempenho de seus alunos na Prova Brasil: a evolu\u00e7\u00e3o \u00e9 da ordem de 26 pontos, o que corresponde a 1,5 ano de escolaridade extra.<\/p>\n<p lang=\"pt-BR\" style=\"text-align: justify\" align=\"justify\">A OBMEP manter\u00e1 a quantidade de premia\u00e7\u00f5es a alunos de escolas p\u00fablicas registrada nas edi\u00e7\u00f5es anteriores (500 medalhas de ouro, 1.500 de prata, 4.500 de bronze e at\u00e9 46.200 men\u00e7\u00f5es honrosas). Tamb\u00e9m ser\u00e3o premiados estudantes de escolas particulares (75 ouros, 225 pratas, 675 bronzes e at\u00e9 5.700 men\u00e7\u00f5es honrosas).\u00a0 A divulga\u00e7\u00e3o dos vencedores est\u00e1 marcada para 21 de novembro. Premiados com medalha de ouro, prata ou bronze garantem o ingresso em programas de inicia\u00e7\u00e3o cient\u00edfica.<\/p>\n<p style=\"text-align: justify\">Em 2017, o Col\u00e9gio Militar do Corpo de Bombeiros Escritora Rachel de Queiroz (CMCB) aprovou na 1\u00aa Fase da OBMEP 43 alunos que se tornaram aptos a seguirem para a 2\u00aa Fase da OBMEP. Desdes alunos, 17 receberam o Certificado de Men\u00e7\u00e3o Honrosa do Instituto Nacional de Matem\u00e1tica Pura e Aplicada e Minist\u00e9rio da Educa\u00e7\u00e3o e Ci\u00eancias e Tecnologia.<\/p>\n<p style=\"text-align: justify\" align=\"justify\"><img decoding=\"async\" class=\"aligncenter\" src=\"https:\/\/www.cm.cb.ce.gov.br\/images\/stories\/2018\/obmep2018.png\" width=\"500\" \/><\/p>\n<\/td>\n<\/tr>\n<\/tbody>\n<\/table>\n<p><span class=\"article_separator\">\u00a0<\/span><\/p>\n","protected":false},"excerpt":{"rendered":"<p>O Col\u00e9gio Militar do Corpo de Bombeiros Escritora Rachel de Queiroz (CMCB), nesta ter\u00e7a-feira, 5 de junho, realizou a prova da primeira fase da Olimp\u00edada Brasileira de Matem\u00e1tica das Escolas P\u00fablicas (Obmep). Esta Olimp\u00edada \u00e9 a maior competi\u00e7\u00e3o do pa\u00eds, em sua 14\u00aa edi\u00e7\u00e3o, cerca de 18,2 milh\u00f5es de estudantes de escolas p\u00fablicas e particulares [&hellip;]<\/p>\n","protected":false},"author":12,"featured_media":0,"comment_status":"closed","ping_status":"closed","sticky":false,"template":"","format":"standard","meta":{"_acf_changed":false,"inline_featured_image":false,"footnotes":""},"categories":[11],"tags":[],"class_list":["post-1061","post","type-post","status-publish","format-standard","hentry","category-lista-de-noticias"],"acf":[],"yoast_head":"<!-- This site is optimized with the Yoast SEO plugin v27.3 - https:\/\/yoast.com\/product\/yoast-seo-wordpress\/ -->\n<title>Col\u00e9gio dos Bombeiros participa da OBMEP 2018 - CMCB<\/title>\n<meta name=\"robots\" content=\"index, follow, max-snippet:-1, max-image-preview:large, max-video-preview:-1\" \/>\n<link rel=\"canonical\" href=\"https:\/\/ww16.ce.gov.br\/cm-cb\/2018\/06\/26\/colegio-dos-bombeiros-participa-da-obmep-2018\/\" \/>\n<meta property=\"og:locale\" content=\"pt_BR\" \/>\n<meta property=\"og:type\" content=\"article\" \/>\n<meta property=\"og:title\" content=\"Col\u00e9gio dos Bombeiros participa da OBMEP 2018 - CMCB\" \/>\n<meta property=\"og:description\" content=\"O Col\u00e9gio Militar do Corpo de Bombeiros Escritora Rachel de Queiroz (CMCB), nesta ter\u00e7a-feira, 5 de junho, realizou a prova da primeira fase da Olimp\u00edada Brasileira de Matem\u00e1tica das Escolas P\u00fablicas (Obmep). 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