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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) 126.034.864,45 126.332.667,06 148.214.035,96 175.730.397,37
Dívida Mobiliária 0,00 0,00 0,00 0,00
Dívida Contratual 126.034.864,45 125.659.302,90 147.540.671,80 169.086.522,76
Empréstimos 126.034.864,45 125.659.302,90 145.669.632,27 167.183.770,71
Internos 14.215.073,33 13.839.511,78 13.777.841,15 14.023.979,59
Externos 111.819.791,12 111.819.791,12 131.891.791,12 153.159.791,12
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 0,00 0,00 1.871.039,53 1.902.752,05
De Tributos 0,00 0,00 0,00 0,00
De Contribuições Previdenciárias 0,00 0,00 1.871.039,53 1.902.752,05
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 DEZEMBRO/2022
SALDO DO EXERCÍCIO DE 2022
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 0,00 673.364,16 673.364,16 6.643.874,61
Outras Dívidas 0,00 0,00 0,00 0,00
DEDUÇÕES (II) 135.526.626,10 164.907.278,22 183.166.737,40 122.016.469,06
Disponibilidade de Caixa¹ 135.526.626,10 164.907.278,22 183.166.737,40 122.016.469,06
Disponibilidade de Caixa Bruta 213.159.038,87 206.473.141,16 216.003.518,60 178.757.517,05
(-) Restos a Pagar Processados 77.632.412,77 33.830.164,64 24.447.921,21 49.013.633,74
(-) Depósitos Restituíves e Valores Vinculados 0,00 7.735.698,30 8.388.859,99 7.727.414,25
Demais Haveres Financeiros 0,00 0,00 0,00 0,00
DÍVIDA CONSOLIDADA LÍQUIDA² (DCL) (III) = (I - II) -9.491.761,65 -38.574.611,16 -34.952.701,44 53.713.928,31
RECEITA CORRENTE LÍQUIDA - RCL (IV) 825.133.225,46 884.839.049,46 945.674.960,67 997.603.477,13
(-) Transferências obrigatórias da União relativas às emendas individuais (art. 166-A, § 1º, da CF) (V) 4.950.000,00 4.950.000,00 7.941.733,00 6.341.733,00
RECEITA CORRENTE LÍQUIDA AJUSTADA PARA CÁLCULO DOS LIMITES DE ENDIVIDAMENTO (VI) = (IV - V) 820.183.225,46 879.889.049,46 937.733.227,67 991.261.744,13
% da DC sobre a RCL AJUSTADA (I/VI) 15,37 14,36 15,81 17,73
% da DCL sobre a RCL AJUSTADA (III/VI) -1,16 -4,38 -3,73 5,42
LIMITE DEFINIDO POR RESOLUÇÃO DO SENADO FEDERAL - 120 % 984.219.870,55 1.055.866.859,35 1.125.279.873,20 1.189.514.092,96
LIMITE DE ALERTA (inciso III do § 1º do art. 59 da LRF) - 108% 885.797.883,50 950.280.173,42 1.012.751.885,88 1.070.562.683,66
Continua 1/2