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MUNICÍPIO DE SOBRAL - PODER EXECUTIVO
ORÇAMENTOS FISCAL E DA SEGURIDADE SOCIAL
LRF, art. 48 - Anexo 6 R$ 1,00
RECEITA CORRENTE LÍQUIDA
Receita Corrente Líquida 1.007.301.918,06
Receita Corrente Líquida Ajustada para Cálculo dos Limites de Endividamento 1.000.960.185,06
Receita Corrente Líquida Ajustada para Cálculo dos Limites da Despesa com Pessoal 992.568.654,06
DESPESA COM PESSOAL VALOR % SOBRE A RCL AJUSTADA
Despesa Total com Pessoal - DTP 479.583.440,79 48,32%
Limite Máximo (incisos I, II e III, art. 20 da LRF) -54% 535.987.073,19 54,00%
Limite Prudencial (parágrafo único, art. 22 da LRF) -51,30% 509.187.719,53 51,30%
Limite de Alerta (inciso II do §1º do art. 59 da LRF) -48,60% 482.388.365,87 48,60%
DÍVIDA CONSOLIDADA VALOR % SOBRE A RCL
Dívida Consolidada Líquida 59.291.617,71 5,92%
Limite Definido por Resolução do Senado Federal
RELATÓRIO DE GESTÃO FISCAL
DEMONSTRATIVO SIMPLIFICADO DO RELATÓRIO DE GESTÃO FISCAL
JANEIRO A ABRIL/2023
VALOR ATÉ O QUADRIMESTRE/SEMESTRE
Limite Definido por Resolução do Senado Federal
GARANTIAS DE VALORES VALOR % SOBRE A RCL
Total das Garantias Concedidas SEM MOVIMENTO
Limite Definido por Resolução do Senado Federal 220.211.240,71 22,00%
OPERAÇÕES DE CRÉDITO VALOR % SOBRE A RCL
Operações de Crédito Internas e Externas 0,00 0,00%
Limite Definido pelo Senado Federal para Operações de Crédito Externas e Internas 160.153.629,61 16,00%
Operações de Crédito por Antecipação da Receita SEM MOVIMENTO
Limite Definido pelo Senado Federal para Operações de Crédito por Antecipação da Receita 70.067.212,95 7,00%
Valor Total 55.148.268,39 60.120.517,61
FONTE: Sistema Gestor Municipal, Unidade Responsável: Secretaria do Orçamento e Finanças, Data da emissão: 26/05/2023 às 15:30 h.
NOTA:
RESTOS A PAGAR RESTOS A PAGAR EMPENHADOS E NÃO
LIQUIDADOS DO EXERCÍCIO
DISPONIBILIDADE DE CAIXA LÍQUIDA (APÓS A
INSCRIÇÃO EM RESTOS A PAGAR NÃO
PROCESSADOS DO EXERCÍCIO)
1 Publicação: www.transparencia.sobral.ce.gov.br e Diário Oficial do Municício nº 1585 - Suplementar, em 29/05/2023.
MARIA JEANE MENESCAL ALBUQUERQUE SALES FRANCISCO VALDO CEZAR PINHEIRO JUNIOR
Contadora Controlador
ANA PAULA PIRES DE ANDRADE IVO FERREIRA GOMES
Secretária Executiva das Finanças Prefeito Municipal