quarta-feira, 4 de fevereiro de 2015

País terá nove feriados nacionais em 2015

Divulgação
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

Dos nove dias de feriados nacionais definidos hoje (4), pelo Ministério do Planejamento para 2015, três serão em sextas-feiras – 3 de abril, 1º de maio e 25 de dezembro –, três, em segundas-feiras (7 de setembro, 12 de outubro e 2 de novembro), um, na terça-feira (21 de abril) e um, em um domingo – 15 de novembro. O primeiro feriado do ano, no dia 1º de janeiro, caiu numa quinta-feira.

Conforme portaria publicada nesta quarta-feira, no Diário Oficial da União, serão considerados pontos facultativos outros sete dias: 16, 17 e 18 de fevereiro (carnaval) – sendo que na Quarta-feira de Cinzas o ponto facultativo vai até as 14h –; 4 de junho, Corpus Christi; 30 de outubro, Dia do Servidor Público; 24 de dezembro, véspera de Natal (ponto facultativo após as 14h), e 31 de dezembro, véspera de Ano-Novo (ponto facultativo após as 14h).

As datas, de acordo com o Ministério do Planejamento, deverão ser respeitadas por órgãos e entidades da administração pública federal direta, autárquica e fundacional do Poder Executivo, sem prejuízo da prestação dos serviços considerados essenciais.

Os órgãos públicos federais terão de respeitar os dias de feriados municipais nas cidades onde houve repartição em funcionamento. Em relação aos dias considerados de guarda dos credos e das religiões, que não foram considerados feriados nacionais nem ponto facultativo, os funcionários públicos poderão fazer a compensação do dia de folga desde que previamente autorizada pelo responsável pela unidade administrativa.

A portaria do Ministério do Planejamento proíbe que os órgãos públicos federais antecipem ou posterguem dias de ponto facultativo.

Da Agência Brasil via Jornal de Fato

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