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Notícia

Duran pede união para manter sede da circunscrição judiciária em Venceslau

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
30/11/2013

Na tarde desta sexta-feira, 29, o prefeito venceslauense Jorge Duran, organizou uma audiência pública no plenário da Câmara Municipal de Presidente Venceslau, que contou com a presença do diretor do Fórum de Presidente Venceslau, Dr. Thomaz Correa Farqui, a Presidente da 64ª Subseção da Ordem dos Advogados do Brasil, Dra. Roseli Oliva, a Juíza Titular da 2ª Vara Judicial, Daiane Thais Souto Oliva de Souza, e o presidente da Câmara dos Vereadores, Nilson Scalon, além de advogados, autoridades militares, representantes de entidades e associações.
O objetivo foi buscar soluções e apoio da população para manter a sede da Circunscrição Judiciária em Presidente Venceslau e esclarecer as questões que envolvem o caso.
O imbróglio surgiu após a apresentação do Projeto de Lei Complementar de número 54 de 2013, de autoria do Tribunal de Justiça, que retira do município de Presidente Venceslau a 28° Circunscrição Judiciária.
A informação surpreendeu as autoridades venceslauenses e da região, uma vez que em meados do último mês de setembro, uma comitiva de integrantes do poder judiciário juntamente com o prefeito Duran, além do prefeito de Marabá Paulista Hamilton Cayres, o vereador Tufy Nicolau Jr e o presidente da câmara Nilson Scalon, estiveram em audiência com o presidente do Tribunal de Justiça de São Paulo, Ivan Sartori, e apresentaram o pedido para elevar a condição de Presidente Venceslau para entrância intermediária. O pedido foi bem recebido pelo presidente.
No entanto, na última semana o Tribunal apresentou o projeto com dados objetivos onde levou-se em consideração o número de eleitores das comarcas de Venceslau e Epitácio, mas não foram computados os eleitores de Marabá e Caiuá que pertencem a Zona Eleitoral venceslauense, o que deixa Presidente Epitácio com 31.236 eleitores, contra 37.136 eleitores da comarca venceslauense.
Na última terça-feira, 26, as autoridades venceslauenses estiveram mais uma vez com o presidente Ivan Sartori em São Paulo e pediram a revisão do projeto por conta do número de eleitores atribuídos a Venceslau estar incompleto.
Mesmo diante da argumentação, o projeto não foi alterado e encaminhado para votação dos deputados estaduais na Assembléia. Diante da situação, o Deputado Major Olímpio apresentou emenda ao projeto, para que seja feita a correção no número de eleitores, o que seguindo o critério estabelecido garante a Circunscrição em Presidente Venceslau.
O prefeito Jorge Duran esteve na Assembléia Legislativa na capital paulista e buscou apoio de parlamentares para a medida de correção. Na audiência desta sexta-feira, o prefeito destacou que é preciso união de todas as esferas para que a Circunscrição Judiciária seja mantida na cidade.
“A mudança de sede seria um retrocesso, já que a Circunscrição está instalada em Presidente Venceslau há mais de 70 anos, e já temos uma estrutura física pronta e adequada para atender as questões judiciárias. Temos três juízes titulares, e toda condição para atender a região. Uma mudança como esta, poderia comprometer um serviço de qualidade que vem sendo realizado pelo poder judiciário que atende toda região. É incompreensível e inexplicável a mudança, e o que buscamos é a união para lutar por uma causa que defende os interesses de uma população regional que fazem parte da 28ª Circunscrição, para que o serviço não caia de qualidade”, afirmou Duran.
A iniciativa do prefeito encontrou apoio da sociedade venceslauense que está mobilizada. Os vereadores Zé Carlão, Serafim Gomes, Tufy Nicolau Jr, Ezequias Dassie, Vandeir de Novaes, João do Laboratório e Nilson Scalon, estiveram presentes na audiência.
Os ex prefeitos Inocêncio Erbella e Ernane Erbella também participaram e se comprometeram em auxiliar na questão.
A presidente da OAB de Presidente Venceslau, Roseli Oliva, destacou que irá apoiar de forma incondicional o trabalho para manter a Circunscrição na cidade.
“Observando o critério correto que é o número de eleitores, vamos lutar até o fim para que os serviços do judiciário melhorem. A mudança só irá prejudicar os serviços. Recebemos com perplexidade esta informação, e vamos buscar a correção deste projeto com o apoio de todos”, destacou Roseli Oliva.
Na próxima terça-feira, 03, o prefeito Duran, autoridades políticas e do poder judiciário, além de representantes de classes estarão mais uma vez em São Paulo em contato com deputados em busca de apoio com a emenda que visa a análise correta do número de eleitores da comarca venceslauense para a manutenção da Circunscrição Judiciária em Presidente Venceslau, o que poderá resultar na condição de ser promovida a Entrância Intermediária.
(Assessoria Municipal de Imprensa)


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