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MANUAIS DOS SISTEMAS

 

                                                                           

                                                                                    eGestao

                                 1º Grau

                                 2º Grau

Manual Basico

 

Manual do Descarte

Descarte

 Limpar e organizar…

é só começar!

 

Mapa de Riscos

Emissão de empenho e liquidação de despesas HTML

Empenho e Liquidação 2025_1.html — HTML, 277Kb

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class="t m0 x1 h2 y1 ff1 fs0 fc0 sc0 ls0 ws0">2 – IDENTIFICAÇÃO<span class="_ _0"> </span>3 – ANÁLISE<span class="_ _1"> </span>4 – AVALIAÇÃO</div><div class="t m0 x2 h2 y2 ff1 fs0 fc0 sc0 ls0 ws0">ID<span class="_ _2"> </span>RISCO<span class="_ _3"> </span>PROBABILIDADE<span class="_ _4"> </span>IMPACTO<span class="_ _5"> </span>NÍVEL<span class="_ _6"> </span>APETITE<span class="_ _7"> </span>RESPOSTA</div><div class="t m0 x3 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">1<span class="_ _8"> </span>Erro na classicação da natureza da despesa (A2)</div><div class="t m0 x4 h4 y4 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y4 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y3 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">2<span class="_ _8"> </span>Erro na informação da disponibilidade orçamentária (A2);</div><div class="t m0 x4 h4 y6 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">4</div><div class="t m0 x6 h4 y6 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y5 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">3</div><div class="t m0 x4 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">Baixa (5% a 10%)<span class="_ _a"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x8 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">10</div><div class="t m0 x9 h4 y8 ff3 fs0 fc0 sc0 ls0 ws0">Inaceitável</div><div class="t m0 x7 h3 y7 ff2 fs0 fc0 sc0 ls0 ws0">Mi#gar</div><div class="t m0 x3 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">4<span class="_ _8"> </span>Autorizar sem ter disponibilidade orçamentária (A4)</div><div class="t m0 x4 h4 ya ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">4</div><div class="t m0 x6 h4 ya ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y9 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">5<span class="_ _8"> </span>Autorizar o empenho fora do prazo (A4)</div><div class="t m0 x4 h4 yc ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Médio (10% a 25%)</div><div class="t m0 x5 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">3</div><div class="t m0 x6 h4 yc ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 yb ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">6<span class="_ _8"> </span>Erro na modalidade de aquisição (A1; A4)</div><div class="t m0 x4 h4 ye ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Alto (15% a 20%)</div><div class="t m0 x5 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">4</div><div class="t m0 x6 h4 ye ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 yd ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">7<span class="_ _8"> </span>Autorização do empenho após a realização da despesa (A4)</div><div class="t m0 x4 h4 y10 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Médio (10% a 25%)</div><div class="t m0 x5 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">3</div><div class="t m0 x6 h4 y10 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 yf ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">8<span class="_ _8"> </span>CNPJ diferente, modalidade errada (A5)</div><div class="t m0 x4 h4 y12 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y12 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y11 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x3 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">9<span class="_ _8"> </span>SIAFI fora do ar (A5)</div><div class="t m0 x4 h4 y14 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y14 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y13 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">10<span class="_ _b"> </span>Falta de energia no TRT13 (A5)</div><div class="t m0 x4 h4 y16 ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y16 ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y15 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">11<span class="_ _b"> </span>Inconsistência na documentação necessária para realização da liquidação(A6)(A7)</div><div class="t m0 x4 h4 y18 ff3 fs0 fc0 sc0 ls0 ws0">Alta (20% a 30%)<span class="_ _c"> </span>Alto (15% a 20%)</div><div class="t m0 x8 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">16</div><div class="t m0 xa h4 y18 ff3 fs0 fc0 sc0 ls0 ws0">Absolutamente Inaceitável</div><div class="t m0 x7 h3 y17 ff2 fs0 fc0 sc0 ls0 ws0">Mi#gar</div><div class="t m0 x2 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">12<span class="_ _b"> </span>Inconsistência no Termo de Liquidação(nº de PROAD, valores, saldo)(A9)</div><div class="t m0 x4 h4 y1a ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Baixo (5% a 10%)</div><div class="t m0 x5 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">2</div><div class="t m0 x6 h4 y1a ff3 fs0 fc0 sc0 ls0 ws0">Oportuno</div><div class="t m0 x7 h3 y19 ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 x2 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">13<span class="_ _b"> </span>Inserção de dados equivocada no SIAFI WEB(A10)</div><div class="t m0 x4 h4 y1c ff3 fs0 fc0 sc0 ls0 ws0">Muito Baixa (&lt;5%)<span class="_ _9"> </span>Muito Alto (&gt;20%)</div><div class="t m0 x5 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">5</div><div class="t m0 x6 h4 y1c ff3 fs0 fc0 sc0 ls0 ws0">Aceitável</div><div class="t m0 x7 h3 y1b ff2 fs0 fc0 sc0 ls0 ws0">Aceitar</div><div class="t m0 xb h2 y1d ff1 fs0 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 xc h2 y1e ff1 fs0 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 xd h2 y1f ff1 fs0 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 xe h2 y20 ff1 fs0 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [EMISSÃO DE EMPENHO E LIQUIDAÇÃO DE DESPESAS]</div><div class="t m0 xf h2 y21 ff1 fs0 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Diretor da Secretaria de Orçamento e Finanças – SOF]</div><div class="t m0 x10 h2 y22 ff1 fs0 fc0 sc0 ls0 ws0">CICLO [1º] - DATA CONCLUSÃO DA ANÁLISE 23/09/2022</div><div class="t m0 x11 h2 y23 ff1 fs0 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Necessidade de criar obrigação de pagamento – Despesa liquidada e paga]</div><div class="t m0 x12 h3 y24 ff2 fs0 fc0 sc0 ls0 ws0">Tempes#vidade (antecedência suciente/tempo hábil) da solicitação de emissão do </div><div class="t m0 x12 h3 y25 ff2 fs0 fc0 sc0 ls0 ws0">empenho (A3);</div><div class="c x0 y26 w2 h5"><div class="t m0 x13 h6 y27 ff2 fs1 fc0 sc0 ls0 ws0">Obs.: As designações (A<span class="ff4">n</span>) fazem referência às a#vidades do processo mapeado onde o risco foi iden#cado.</div></div></div><div class="pi" data-data='{"ctm":[1.000000,0.000000,0.000000,1.000000,0.000000,0.000000]}'></div></div>
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class="t m0 x15 h8 y28 ff5 fs2 fc0 sc0 ls0 ws0">5 – TRATAMENTO<span class="_ _d"> </span>6 – MONITORAMENTO</div><div class="t m0 x16 h8 y29 ff5 fs2 fc0 sc0 ls0 ws0">RISCO<span class="_ _e"> </span>AÇÃO<span class="_ _f"> </span>RESPONSÁVEL<span class="_ _10"> </span>DATA PREVISTA<span class="_ _11"> </span>SITUAÇÃO<span class="_ _12"> </span>OBSERVAÇÃO</div><div class="t m0 x17 h9 y2a ff6 fs2 fc0 sc0 ls0 ws0"></div><div class="t m0 x18 ha y2b ff7 fs2 fc0 sc0 ls0 ws0">Novo</div><div class="t m0 x19 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0"><span class="_ _13"> </span></div><div class="t m0 x1a ha y2d ff7 fs2 fc0 sc0 ls0 ws0">Concluído</div><div class="t m0 x1b h8 y2e ff5 fs2 fc0 sc0 ls0 ws0">PODER JUDICIÁRIO</div><div class="t m0 x1c h8 y2f ff5 fs2 fc0 sc0 ls0 ws0">JUSTIÇA DO TRABALHO</div><div class="t m0 x1d h8 y30 ff5 fs2 fc0 sc0 ls0 ws0">TRIBUNAL REGIONAL DO TRABALHO DA 13ª REGIÃO</div><div class="t m0 x1e h8 y31 ff5 fs2 fc0 sc0 ls0 ws0">PROCESSO DE TRABALHO: [EMISSÃO DE EMPENHO E LIQUIDAÇÃO DE DESPESAS]</div><div class="t m0 x1f h8 y32 ff5 fs2 fc0 sc0 ls0 ws0">GESTOR DO RISCO: [Diretor da Secretaria de Orçamento e Finanças – SOF]</div><div class="t m0 x20 h8 y33 ff5 fs2 fc0 sc0 ls0 ws0">CICLO [1º] - DATA CONCLUSÃO DA ANÁLISE 23/09/2022</div><div class="t m0 x21 h8 y34 ff5 fs2 fc0 sc0 ls0 ws0">1 – ESTABELECIMENTO DO CONTEXTO: [Necessidade de criar obrigação de pagamento – Despesa liquidada e paga]</div><div class="t m0 x22 h9 y35 ff6 fs2 fc0 sc0 ls0 ws0"></div><div class="t m0 x12 h9 y36 ff6 fs2 fc0 sc0 ls0 ws0"> !&quot;#</div><div class="t m0 x23 h9 y37 ff6 fs2 fc0 sc0 ls0 ws0">&quot;$%%</div><div class="t m0 x24 h9 y38 ff6 fs2 fc0 sc0 ls0 ws0">&amp;#&apos;</div><div class="t m0 x1 h9 y39 ff6 fs2 fc0 sc0 ls0 ws0">(&quot;&quot;)$%*</div><div class="t m0 x1 h9 y3a ff6 fs2 fc0 sc0 ls0 ws0">*&quot;+$%!</div><div class="t m0 x1 h9 y3b ff6 fs2 fc0 sc0 ls0 ws0">*$</div><div class="t m0 x1 h9 y3c ff6 fs2 fc0 sc0 ls0 ws0">*,#-*</div><div class="t m0 x1 h9 y3d ff6 fs2 fc0 sc0 ls0 ws0">*.<span class="ff8">e-mails</span>**-</div><div class="t m0 x1 h9 y3e ff6 fs2 fc0 sc0 ls0 ws0">/&quot;0</div><div class="t m0 x1 h9 y3f ff6 fs2 fc0 sc0 ls0 ws0">*$12</div><div class="t m0 x25 h9 y3c ff6 fs2 fc0 sc0 ls0 ws0">3</div><div class="t m0 x14 h9 y40 ff6 fs2 fc0 sc0 ls0 ws0">4$%</div><div class="t m0 x14 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0"> ***&quot;,$%</div><div class="t m0 x14 h9 y41 ff6 fs2 fc0 sc0 ls0 ws0">&quot;+$%5#6#</div><div class="t m0 x1 h9 y42 ff6 fs2 fc0 sc0 ls0 ws0">(7*$%<span class="ff8">checklist</span>&quot;)$%</div><div class="t m0 x1 h9 y40 ff6 fs2 fc0 sc0 ls0 ws0">)***</div><div class="t m0 x1 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0">*.<span class="ff8">e-mails</span>**</div><div class="t m0 x1 h9 y41 ff6 fs2 fc0 sc0 ls0 ws0">!&quot;,$% )</div><div class="t m0 x1 h9 y43 ff6 fs2 fc0 sc0 ls0 ws0">*/2</div><div class="t m0 x26 h9 y44 ff6 fs2 fc0 sc0 ls0 ws0">78&quot;&quot;!*-&quot;)</div><div class="t m0 x26 h9 y42 ff6 fs2 fc0 sc0 ls0 ws0">!&quot;, )*/</div><div class="t m0 x26 h9 y40 ff6 fs2 fc0 sc0 ls0 ws0">&amp;69:</div><div class="t m0 x26 h9 y2c ff6 fs2 fc0 sc0 ls0 ws0">;:&lt;&lt;&lt;2*&amp;202!**</div><div class="t m0 x26 h9 y41 ff6 fs2 fc0 sc0 ls0 ws0">**((+(</div><div class="t m0 x26 h9 y43 ff6 fs2 fc0 sc0 ls0 ws0">(!((*8&quot;(&quot;+(</div><div class="t m0 x26 h9 y45 ff6 fs2 fc0 sc0 ls0 ws0">2=&quot;=&lt;</div></div><div class="pi" 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Planejamento Estratégico 2021/2026

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