![](data:image/png;base64,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)
MUNICÍPIO DE SOBRAL - CONSOLIDADO
ORÇAMENTOS FISCAL E DA SEGURIDADE SOCIAL
LRF, art. 48 - Anexo 6 R$ 1,00
RECEITA CORRENTE LÍQUIDA
Receita Corrente Líquida 997.603.477,13
Receita Corrente Líquida Ajustada para Cálculo dos Limites de Endividamento 991.261.744,13
Receita Corrente Líquida Ajustada para Cálculo dos Limites da Despesa com Pessoal 987.895.933,13
DESPESA COM PESSOAL VALOR % SOBRE A RCL AJUSTADA
Despesa Total com Pessoal - DTP 472.110.558,92 47,79%
Limite Máximo (incisos I, II e III, art. 20 da LRF) - 60% 592.737.559,88 60,00%
Limite Prudencial (parágrafo único, art. 22 da LRF) - 55% 543.342.763,22 55,00%
Limite de Alerta (inciso II do §1º do art. 59 da LRF) - 50% 493.947.966,57 50,00%
DÍVIDA CONSOLIDADA VALOR % SOBRE A RCL
Dívida Consolidada Líquida 53.713.928,31 5,42%
Limite Definido por Resolução do Senado Federal 1.189.514.092,96 120,00%
RELATÓRIO DE GESTÃO FISCAL
DEMONSTRATIVO SIMPLIFICADO DO RELATÓRIO DE GESTÃO FISCAL
JANEIRO A DEZEMBRO/2022
VALOR ATÉ O QUADRIMESTRE/SEMESTRE
GARANTIAS DE VALORES VALOR % SOBRE A RCL
Total das Garantias Concedidas SEM MOVIMENTO
Limite Definido por Resolução do Senado Federal 218.077.583,71 22,00%
OPERAÇÕES DE CRÉDITO VALOR % SOBRE A RCL
Operações de Crédito Internas e Externas 41.679.720,87 4,20%
Limite Definido pelo Senado Federal para Operações de Crédito Externas e Internas 158.601.879,06 16,00%
Operações de Crédito por Antecipação da Receita SEM MOVIMENTO
Limite Definido pelo Senado Federal para Operações de Crédito por Antecipação da Receita 69.388.322,09 7,00%
Valor Total 4.239.770,02 122.557.898,43
FONTE: Sistema Gestor Municipal, Unidade Responsável: Secretaria do Orçamento e Finanças, Data da emissão: 30/01/2023 às 11:00 h.
DISPONIBILIDADE DE CAIXA LÍQUIDA (APÓS A
INSCRIÇÃO EM RESTOS A PAGAR NÃO PROCESSADOS
DO EXERCÍCIO)
MARIA JEANE MENESCAL ALBUQUERQUE SALES FRANCISCO VALDO CEZAR PINHEIRO JUNIOR
Contadora Controlador
RESTOS A PAGAR RESTOS A PAGAR EMPENHADOS E NÃO
LIQUIDADOS DO EXERCÍCIO
ANA PAULA PIRES DE ANDRADE IVO FERREIRA GOMES
Secretária Executiva das Finanças Prefeito Municipal