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ORÇAMENTOS FISCAL E DA SEGURIDADE SOCIAL
RGF - ANEXO 2 (LRF, art. 55, inciso I, alínea "b") R$ 1,00
SALDO DO
EXERCÍCIO ANTERIOR Até o 1º Quadrimestre Até o 2º Quadrimestre Até o 3º Quadrimestre
DÍVIDA CONSOLIDADA - DC (I) 175.730.397,37 174.560.403,71 0,00 0,00
Dívida Mobiliária 0,00 0,00 0,00 0,00
Dívida Contratual 169.086.522,76 168.406.529,10 0,00 0,00
Empréstimos 167.183.770,71 166.538.360,78 0,00 0,00
Internos 14.023.979,59 13.378.569,66 0,00 0,00
Externos 153.159.791,12 153.159.791,12 0,00 0,00
Reestruturação da Dívida de Estados e Municípios 0,00 0,00 0,00 0,00
Financiamentos 0,00 0,00 0,00 0,00
Internos 0,00 0,00 0,00 0,00
Externos 0,00 0,00 0,00 0,00
Parcelamento e Renegociação de dívidas 1.902.752,05 1.868.168,32 0,00 0,00
De Tributos 0,00 0,00 0,00 0,00
De Contribuições Previdenciárias 1.902.752,05 1.868.168,32 0,00 0,00
De Demais Contribuições Sociais 0,00 0,00 0,00 0,00
MUNICÍPIO DE SOBRAL
RELATÓRIO DE GESTÃO FISCAL
DEMONSTRATIVO DA DÍVIDA CONSOLIDADA LÍQUIDA
JANEIRO A ABRIL/2023
SALDO DO EXERCÍCIO DE 2023
DÍVIDA CONSOLIDADA
Com Instituição Não financeira 0,00 0,00 0,00 0,00
Demais Dívidas Contratuais 0,00 0,00 0,00 0,00
Precatórios Posteriores a 05/05/2000 (inclusive) - Vencidos e não pagos 6.643.874,61 6.153.874,61 0,00 0,00
Outras Dívidas 0,00 0,00 0,00 0,00
DEDUÇÕES (II) 122.016.469,06 115.268.786,00 0,00 0,00
Disponibilidade de Caixa¹ 122.016.469,06 115.268.786,00 0,00 0,00
Disponibilidade de Caixa Bruta 178.757.517,05 191.550.078,16 0,00 0,00
(-) Restos a Pagar Processados 49.013.633,74 76.281.292,16 0,00 0,00
(-) Depósitos Restituíves e Valores Vinculados 7.727.414,25 0,00 0,00 0,00
Demais Haveres Financeiros 0,00 0,00 0,00 0,00
DÍVIDA CONSOLIDADA LÍQUIDA² (DCL) (III) = (I - II) 53.713.928,31 59.291.617,71 0,00 0,00
RECEITA CORRENTE LÍQUIDA - RCL (IV) 997.603.477,13 1.007.301.918,06 0,00 0,00
(-) Transferências obrigatórias da União relativas às emendas individuais (art. 166-A, § 1º, da CF) (V) 6.341.733,00 6.341.733,00 0,00 0,00
RECEITA CORRENTE LÍQUIDA AJUSTADA PARA CÁLCULO DOS LIMITES DE ENDIVIDAMENTO (VI) = (IV - V) 991.261.744,13 1.000.960.185,06 0,00 0,00
% da DC sobre a RCL AJUSTADA (I/VI) 17,73 17,44 0,00 0,00
% da DCL sobre a RCL AJUSTADA (III/VI) 5,42 5,92 0,00 0,00
LIMITE DEFINIDO POR RESOLUÇÃO DO SENADO FEDERAL - 120 % 1.189.514.092,96 1.201.152.222,07 0,00 0,00
LIMITE DE ALERTA (inciso III do § 1º do art. 59 da LRF) - 108% 1.070.562.683,66 1.081.036.999,86 0,00 0,00
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