A importância da readequação das leis sobre limites interestaduais e intermunicipais à luz das novas tecnologias e dinâmica territorial.


O Estado de Sergipe, com base na publicação dos Limites dos Estados Unidos do Brasil (1933), pratica limites interestaduais que foram suficientes para aquela época. Porém, diante do avanço das tecnologias e da dinâmica urbana e rural, a Lei dos Limites, não apresenta o detalhamento necessário para a determinação precisa das áreas nos dias atuais.
Georreferenciamento - GPS)
“A descrição existente na legislação é muito generalizada e muitos acidentes geográficos, como rios, poços, lagoas, depressões ou baixadas, cercas de propriedades rurais se alteram com o tempo, dificultando a identificação, explicou Edson Bastos.
Segundo o Superintendente, Walter Uchôa Dias Júnior, as ações relativas aos estudos sobre limites territoriais constitui um dever constitucional das unidades da federação, em cooperação com a União, a qual tem sido representada pelo IBGE. Através da realização do projeto de revisão e determinação precisa dos limites intermunicipais, o AGM (Arquivo Gráfico Municipal), os estados estão fornecendo as bases para que a Assembléia Legislativa confira aos municípios segurança jurídico-administrativa, condição essencial tanto para a regulação de processos que envolvem transferências governamentais como para uma gestão municipal mais atuante nas áreas de fronteiras”.
A Superintendência de Estudos e Pesquisas (Supes), através do Observatório de Sergipe, tem o papel de atuar nas ações concernentes aos limites municipais e interestaduais, realizando estudos técnicos que auxiliem a resolução de várias questões relacionadas à temática, e os resultados produzidos são de grande importância para a manutenção da cartografia oficial do estado, e da infraestrutura estadual de dados espaciais.
Participaram ainda dos trabalhos, o assessor técnico da Diretoria Geral de Geografia e Cartografia da Supes, Márcio dos Reis Santos, e os técnicos do IBGE, Nelson Welausen Dias, Maria de Fátima Moraes e Dominique Marie M. Depuit; da Superintendência de Estudos Econômicos e Sociais da Bahia, Walmar d'Alexandria Baptista e Poliana Silva Oliveira Lorenzo; da Prefeitura de Paripiranga, Clóvis Batista de Santana; e da Prefeitura de Simão Dias, Lourival de Santana Matos.
com irformações: seplag.se.gov.br

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Blog do Farias: A importância da readequação das leis sobre limites interestaduais e intermunicipais à luz das novas tecnologias e dinâmica territorial.
A importância da readequação das leis sobre limites interestaduais e intermunicipais à luz das novas tecnologias e dinâmica territorial.
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