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Empenhadas (i) Liquidadas (j) Pagas (k)
Empenhos de 2021 (regra nova) 16.271.299,03 0,00 0,00 16.271.299,03 0,00 16.271.299,03 15.855.574,09 415.724,94 0,00
Empenhos de 2020 (regra nova) 208.372,24 0,00 0,00 208.372,24 0,00 208.372,24 0,00 208.372,24 0,00 0,00
Empenhos de 2019 (regra nova) 173.538,50 0,00 0,00 173.538,50 0,00 173.538,50 0,00 173.538,50 0,00 0,00
Empenhos de 2018 e anteriores 114.861,32 0,00 0,00 114.861,32 0,00 114.861,32 0,00 114.861,32 0,00 0,00
1.013.000,00 1.013.000,00 3.348.566,94 330,56
Até o bimestre (d) % (d/c) x 100 Até o bimestre (e) % (e/c) x 100 Até o bimestre (f) % (f/c) x 100
35.965.281,86 51.443.388,41 49.699.704,25 96,61 49.211.716,25 95,66 46.031.884,84 89,48 487.988,00
35.664.281,86 51.123.469,13 49.685.749,25 97,19 49.197.761,25 96,23 46.017.929,84 90,01 487.988,00
301.000,00 319.919,28 13.955,00 4,36 13.955,00 4,36 13.955,00 4,36 0,00
150.254.172,74 212.139.117,63 206.842.481,63 97,50 206.828.902,39 97,50 203.849.982,71 96,09 13.579,24
150.243.172,74 211.682.775,50 206.573.814,63 97,59 206.560.235,39 97,58 203.849.982,71 96,30 13.579,24
11.000,00 456.342,13 268.667,00 58,87 268.667,00 58,87 0,00 0,00 0,00
1.248.712,00 1.414.747,06 1.051.985,90 74,36 1.051.985,90 74,36 677.549,90 47,89 0,00
1.248.712,00 1.414.747,06 1.051.985,90 74,36 1.051.985,90 74,36 677.549,90 47,89 0,00
0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00
116.966,60 163.717,51 157.864,51 0,00 157.864,51 0,00 156.344,49 0,00 0,00
116.966,60 163.717,51 157.864,51 0,00 157.864,51 0,00 156.344,49 0,00 0,00
0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00
1.681.739,71 4.624.931,07 4.532.480,88 98,00 4.532.480,88 98,00 4.253.585,69 91,97 0,00
1.681.739,71 4.471.362,52 4.382.480,88 98,01 4.382.480,88 98,01 4.103.585,69 91,77 0,00
0,00 153.568,55 150.000,00 97,68 150.000,00 97,68 150.000,00 97,68 0,00
26.000,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00
26.000,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00
0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00 0,00
241.300,00 3.475.751,03 3.422.525,61 98,47 3.422.525,61 98,47 3.420.874,76 98,42 0,00
241.300,00 3.059.944,90 3.010.065,48 98,37 3.010.065,48 98,37 3.008.414,63 98,32 0,00
0,00 415.806,13 412.460,13 99,20 412.460,13 99,20 412.460,13 99,20 0,00
189.534.172,91 273.261.652,71 265.707.042,78 97,24 265.205.475,54 97,05 258.390.222,39 94,56 501.567,24
OUTRAS SUBFUNÇÕES (XXXVIII)
TOTAL DAS DESPESAS NÃO COMPUTADAS NO CÁLCULO DO MÍNIMO (XXXIX) = (XXXII + XXXIII + XXXIV + XXXV + XXXVI + XXXVII
+ XXXVIII)
VIGILÂNCIA EPIDEMIOLÓGICA (XXXVI)
ALIMENTAÇÃO E NUTRIÇÃO (XXXVII)
SUPORTE PROFILÁTICO E TERAPÊUTICO (XXXIV)
VIGILÂNCIA SANITÁRIA (XXXV)
ASSISTÊNCIA HOSPITALAR E AMBULATORIAL (XXXIII)
DESPESAS COM SAÚDE NÃO COMPUTADAS NO CÁLCULO DO MÍNIMO
DESPESAS COM SAUDE POR SUBFUNÇÕES E CATEGORIA ECONÔMICA NÃO COMPUTADAS NO CÁLCULO DO MÍNIMO
Inscritas em Restos a Pagar
não Processados (g)
RECEITA DE OPERAÇÕES DE CRÉDITO INTERNAS E EXTERNAS VINCULADAS A SAÚDE (XXIX)
TOTAL DE RECEITAS ADICIONAIS PARA FINANCIAMENTO DA SAÚDE (XXXI) = (XXVIII + XXIX + XXX)
Proveniente de outros Municípios
RECEITAS DE TRANSFERÊNCIAS PARA A SAÚDE (XXVIII)
RECEITAS ADICIONAIS PARA O FINANCIAMENTO DA SAÚDE NÃO COMPUTADAS NO CÁLCULO DO MÍNIMO
Restos a pagar cancelados ou prescritos em 2019 a serem compensados (XXV)
Restos a pagar cancelados ou prescritos em exercícios anteriores a serem compensados (XXVI)
TOTAL DE RESTOS A PAGAR CANCELADOS OU PRESCRITOS A COMPENSAR (XXVII)
Despesas Custeadas no Exercício de Referência
Saldo Final (não aplicado)1 (aa) = (w -
(x ou y))
Restos a pagar cancelados ou prescritos em 2020 a serem compensados (XXIV)
TOTAL DOS RESTOS A PAGAR CANCELADOS OU PRESCRITOS ATÉ O FINAL DO EXERCÍCIO ATUAL QUE AFETARAM O CUMPRIMENTO DO LIMITE (XXI)
TOTAL DOS RESTOS A PAGAR CANCELADOS OU PRESCRITOS ATÉ O FINAL DO EXERCÍCIO ANTERIOR QUE AFETARAM O CUMPRIMENTO DO LIMITE (XXII)
TOTAL DOS RESTOS A PAGAR CANCELADOS OU PRESCRITOS NO EXERCÍCIO ATUAL QUE AFETARAM O CUMPRIMENTO DO LIMITE (XXIII) = (XXI - XXII)
CONTROLE DE RESTOS A PAGAR CANCELADOS OU PRESCRITOS CONSIDERADOS PARA FINS DE APLICAÇÃO DA DISPONIBILIDADE DE CAIXA CONFORME ARTIGO 24§ 1º e 2º DA LC
141/2012
RESTOS A PAGAR CANCELADOS OU PRESCRITOS
Valor inscrito em RP
considerado no Limite
(r) = (p - (o + q)) se < 0,
então (r) = (0)
Total de RP cancelados ou prescritos
(u)
Diferença entre o valor aplicado além do
limite e o total de RP cancelados
(v) = ((o + q) - u))
Valor Mínimo para
aplicação em ASPS
(m)
Valor aplicado em ASPS
no exercício
(n)
Valor aplicado além do
limite mínimo
(o) = (n - m), se < 0,
então (o) = 0
Total inscrito em RP no
exercício (p)
RPNP Inscritos Indevidamente
no Exercício sem Disponibilidade
Financeira q = (XIIId)
Diferença de limite não cumprido em 2020
Diferença de limite não cumprido em 2019
Diferença de limite não cumprido em Exercícios Anteriores
TOTAL DA DIFERENÇA DE LIMITE NÃO CUMPRIDO EM EXERCÍCIOS ANTERIORES (XX)
EXECUÇÃO DE RESTOS A PAGAR
JANEIRO A DEZEMBRO/2022- BIMESTRE NOVEMBRO E DEZEMBRO
RREO – ANEXO XII (LC n° 141/2012 art.35)
CONTROLE DO VALOR REFERENTE AO PERCENTUAL MÍNIMO NÃO CUMPRIDO EM EXERCÍCIOS ANTERIORES PARA FINS DE APLICAÇÃO DOS RECURSOS VINCULADOS CONFORME
ARTIGOS 25 E 26 DA LC 141/2012
Saldo Inicial (no
exercicio atual) (h)
Despesas Custeadas no Exercício de Referência
Saldo Final (não
aplicado)1 (l) =
(h - (i ou j))
RELATÓRIO RESUMIDO DA EXECUÇÃO ORÇAMENTÁRIA
DEMONSTRATIVO DAS RECEITAS E DESPESAS COM AÇÕES E SERVIÇOS PÚBLICOS DE SAÚDE
ORÇAMENTOS FISCAL E DA SEGURIDADE SOCIAL