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Notícia

Prefeitura vai realizar a Corrida Pedestre 2 de Setembro no dia do aniversário da cidade.

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
23/08/2017

Será realizada no dia 2 de setembro, aniversário de Presidente Venceslau, a Corrida Pedestre 2 de Setembro. A organização será da Secretaria de Esportes, Recreação e Turismo, com apoio da Prefeitura Municipal de Presidente Venceslau.

A prova está marcada para começar às 17:30 e terá um percurso de 5 km. As inscrições podem ser feitas no dia da corrida, das 15:00 às 17:00. A largada será em frente a Praça Nicolino Rondó, local em que a organização fará as inscrições.

As categorias serão divididas de 10 em 10 anos e também haverá a geral. A premiação para o campeões do masculino e feminino no geral será de R$ 150,00. O segundo lugar leva R$ 100,00 e o terceiro R$ 50,00. A organização da prova colocou um limite de no máximo 150 participantes.

Informações pelos telefones: 3271-7101 ou 3271-1522. Participe! Correr faz muito bem para a saúde.


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