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CONTRATO Nº 002/01/2023
ESTADO DO RIO DE JANEIRO
PREFEITURA MUNICIPAL DE SANTA MARIA MADALENA
O MUNICÍPIO DE SANTA MARIA MADALENA, inscrito no CNPJ sob o n
0
28.645.760/0001-75, com sede na Praça Coronel Braz, nº 02, Centro, Santa Maria
Madalena/RJ, neste ato, representada pelo Exmo. Senhor Prefeito NILSON JOSÉ
PERDOMO COSTA, brasileiro, casado, portador da carteira de identidade n
0
076796747,
expedida pelo IFP/RJ, inscrito no CPF sob o n
0
974.705.627-53, domiciliado neste Município ,
doravante denominado, simplesmente, MUNICÍPIO, e, de outro lado, a GRÊMIO
RECREATIVO ESCOLA DE SAMBA UNIDOS DE MADALENA (GRESUMA), inscrito no
CNPJ sob o n
0
30.177.489/0001-32, com sede na Rua Cel. Portugal, s/n
0
, Centro, Santa
Maria Madalena, neste ato representada por seu presidente o senhor ELIVELTON DA SILVA
MACHADO, portador da identidade n
0
208532259, expedida pelo DETRAN/RJ, inscrito no
CPF sob o n
0
110.992.427-54, domiciliado nesta Cidade, aqui denominado, simplesmente,
GRESUMA,
Resolvem firmar, na forma e condições seguintes, o presente:
TERMO DE REPASSE DE SUBVENÇÃO
CLÁUSULA PRIMEIRA - DO OBJETO:
O presente Termo objetiva a regulamentação do repasse de recursos à GRESUMA (Grêmio
Recreativo Escola de Samba Unidos de Madalena) visando cobrir despesas no que tange
à alugueres de fantasias, aquisição de material para confecção de carros alegóricos,
confecção de fantasias, contratação de profissionais de criação de carros alegóricos,
contratação de estilistas carnavalescos, contratação de mão de obra temporária diversa,
aquisição de materiais diversos e despesas com refeições e transporte, dentre outras da
mesma natureza para a realização do Carnaval 2023, conforme Lei Municipal de n
0
2364/22.
Parágrafo único. A GRESUMA (Grêmio Recreativo Escola de Samba Unidos de
Madalena), desde já, isenta o MUNICÍPIO de quaisquer recolhimentos de taxas e/ou
impostos decorrentes da apresentação das músicas e sambas enredo de autores, titulares de
direito e intérpretes, não cabendo, pois, qualquer tipo de indenização, por direitos morais,
patrimoniais e autorais dos mesmos, por parte do MUNICÍPIO, pela execução do objeto deste
Termo.
CLÁUSULA SEGUNDA – DA EXECUÇÃO:
A realização dos eventos citados na cláusula anterior se dará no(s) dia(s), horário(s) e
local(is) abaixo discriminados:
I. Desfile da Escola de Samba em questão, no dia 18/02/2023 (Sábado), na Rua Barão
de Madalena, com início previsto para às 21:00 h, com duração de 02 (duas) horas
e 30 (trinta) minutos.
Parágrafo primeiro. A GRESUMA (Grêmio Recreativo Escola de Samba Unidos de
Madalena) se compromete a manter a ordem e disciplina, isentando, desde já, o MUNICÍPIO
de qualquer responsabilidade por danos causados, por si ou por seus integrantes, a terceiros,
durante a realização dos eventos supramencionados.