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Totvs DMS (Linha Protheus) - Oficina (SIGAOFI) Totvs DMS (Linha Protheus) - Auto-Peças (SIGAPEC) | |||||||||||||
| Função: | Painel do Orçamento (OFIXA018) | |||||||||||||
| País: | ArgentinaTodos Países | |||||||||||||
| Ticket: | Não se aplica. | |||||||||||||
| Requisito/Story/Issue (informe o requisito relacionado) : | DVARMIL-15196 |
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<div style="font-family: 'Segoe UI', Arial, sans-serif; border: 1px solid #d1d1d1; border-radius: 15px; width: 100%; margin: 10px 0; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.1); overflow: hidden;">
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<h2 style="color: #ffffff; margin: 0; font-size: 1.3em; font-weight: 600; text-transform: uppercase; letter-spacing: 0.5px;">Análise Técnica da Inconsistência</h2>
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<div style="padding: 30px; color: #333333;">
<div style="margin-bottom: 30px; padding-bottom: 20px; border-bottom: 1px solid #eeeeee;">
<p style="font-size: 1.05em; line-height: 1.6; margin: 0; color: #1a1a1a;">
Foi identificado que, ao utilizar se ter itens que possuem quantidades aguardando sugestão de compra ou transferência entre filiais com <strong>itens já reservados no orçamento</strong>, se por acaso a houver a troca de uma TES e a mesma não movimente estoque, pode ocasionar o <strong>estorno indevido das quantidades reservadas dos itens para o armazém lógico de origem</strong>.
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<div style="display: grid; grid-template-columns: 1.2fr 1fr; gap: 40px; margin-bottom: 35px;">
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<h4 style="color: #367C2B; margin-top: 0; font-size: 1.1em; text-transform: uppercase;">Análise da Causa - Argentina<Causa</h4>
<p style="font-size: 1em; line-height: 1.7; color: #444444; margin: 10px 0 0 0;">
O comportamento ocorre porque, durante essa etapa, é acionada uma rotina de reserva que valida se a TES movimenta estoque. Como no cenário de Entregareserva Futura deve-se utilizar uma TES que não movimentamovimente estoque, essa validação acaba interpretando incorretamente o processo e executando o estorno das reservas.
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<div style="background-color: #fffdf5; padding: 20px; border-radius: 10px; border: 1px solid #f0e68c;">
<h4 style="color: #856404; margin-top: 0; font-size: 1.05em; display: flex; align-items: center; gap: 8px;">
<span style="font-size: 1.2em;">⚠️</span> Cenários Adicionais Inconsistentes - TODOS PAÍSESspan>Inconsistências:
</h4>
<ul style="margin: 10px 0 0 0; padding-left: 20px; line-height: 1.6; color: #555555; font-size: 0.95em;">
<li>Estorno indevido ao alterar a TES em orçamentos com quantidades aguardadas;</li>
<li>Ausência de validação impedindo o uso de TES incompatível com a reserva;</li>
<li>Permissão conceitual de transferência entre filiais para itens com sugestão de compra gerada.</li>
</ul>
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<div style="background-color: #367C2B; color: #ffffff; padding: 25px 30px; border-radius: 12px; display: flex; align-items: flex-start; gap: 20px; border-left: 10px solid #FFDE00;">
<div style="font-size: 1.8em; line-height: 1; color: #FFDE00;">📌</div>
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<strong style="color: #FFDE00; font-size: 1em; text-transform: uppercase; display: block; margin-bottom: 8px; letter-spacing: 1px;">Conceito Funcional Esperado:<></strong>
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<p style="margin: 0; font-size: 1.05em; font-style: italic; color: #f0f0f0; line-height: 1.5;">
No processo de Entrega Futura, os itens devem permanecer reservados, pois sua movimentação física ocorrerá apenas em um momento posterior, garantindo a integridade da reserva durante todo o fluxo.
</p>
</div> </div>
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03. SOLUÇÃO
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<div style="font-family: 'Segoe UI', Arial, sans-serif; border: 1px solid #d1d1d1; border-radius: 15px; width: 100%; margin: 10px 0; background-color: #ffffff; box-shadow: 0 4px 12px rgba(0,0,0,0.1); overflow: hidden;"> <div style="background-color: #367C2B; padding: 18px 30px; border-bottom: 6px solid #FFDE00; display: flex; justify-content: space-between; align-items: center;"> <div style="display: flex; align-items: center; gap: 20px;"> </div> </div> </div> |
03. SOLUÇÃO
| HTML |
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<div style="font-familybackground: 'Segoe UI', Arial, sans-serif; border: 1px solid #d1d1d1#ffffff; color: #367C2B; padding: 4px 12px; border-radius: 15px4px; widthfont-weight: 100%bold; marginfont-size: 10px 0.85em; backgroundletter-colorspacing: #ffffff1px; box-shadow: 0 4px 12px rgba(0,0,0,0.1); overflow: hidden;"> ">SOLUÇÃO E EVIDÊNCIAS</div> <div<h2 style="background-color: #367C2B#ffffff; paddingmargin: 18px 30px0; borderfont-bottomsize: 6px solid #FFDE001.3em; displayfont-weight: flex600; justifytext-contenttransform: space-betweenuppercase; alignletter-itemsspacing: center0.5px;"> >Ajuste de Processo | Novas Validações - TODOS <div style="display: flex; align-items: center; gap: 20px;"> PAÍSES</h2> </div> </div> <div style="background: #FFDE00padding: 30px 30px 10px 30px; color: #367C2B#333333;"> padding: 4px 12px; border-radius: 4px; font-weight: bold; <p style="font-size: 01.85em05em; letterline-spacingheight: 1px1.6;">SOLUÇÃO E EVIDÊNCIAS</div> margin: 0 0 20px 0; color: #1a1a1a;"> <h2 style="color: #ffffff; margin: 0; font-size: 1.3em; font-weight: 600; text-transform: uppercase; letter-spacing: 0.5px;">Ajuste de Processo | Entrega Futura - Argentina/ Novas Validações - TODOS PAÍSES</h2> </div> </div> Foi ajustado o comportamento do sistema para garantir a <strong>consistência no processo de reserva</strong>, bem como adicionadas validações para evitar cenários indevidos relacionados à TES e reserva de estoque: </p> <div style="paddingdisplay: grid; grid-template-columns: 30px1fr 30px1fr; 10pxgap: 30px25px; colormargin-bottom: #33333320px;"> <p <div style="font-sizebackground: 1.05em#f8faf8; line-heightpadding: 1.615px; marginborder-left: 04px 0solid 20px 0#367C2B; colorborder-radius: #1a1a1a4px;"> Foi ajustado o comportamento do sistema para garantir a <strong>consistência do processo de Entrega Futura</strong>, bem como adicionadas validações para evitar cenários indevidos relacionados à TES e reserva de estoque: </p> <div style="display: grid; grid-template-columns: 1fr 1fr; gap: 25px; margin-bottom: 20px;"> <h4 style="color: #367C2B; margin-top: 0; font-size: 0.95em; text-transform: uppercase;">Correção de Fluxo</h4> <ul style="margin: 8px 0 0 0; padding-left: 18px; line-height: 1.5; color: #444; font-size: 0.9em;"> <li>Lógica da etapa e <div style="background: #f8faf8; padding: 15px; border-left: 4px solid #367C2B; border-radius: 4px;"> validações dos processos de <strong>"Sugestão de Compra e Transferência entre Filiais"</strong> corrigida para manter reservas.</li> <h4 style="color: #367C2B; margin-top: 0; font-size: 0.95em; text-transform: uppercase;">Correção de Fluxo - Argentina</h4> <li>Adequação da TES para respeitar o conceito de reserva.</li> <ul style="margin: 8px 0 0 0; padding-left: 18px; line-height: 1.5; color: #444; font-size: 0.9em;"></ul> </div> <div style="background: #f8faf8; padding: 15px; border-left: 4px solid <li>Lógica da etapa <strong>"Como Pagar"</strong> corrigida para manter reservas.</li> #367C2B; border-radius: 4px;"> <h4 style="color: #367C2B; margin-top: 0; font-size: 0.95em; text-transform: uppercase;">Novas Validações - <li>Adequação da TES para respeitar o conceito de Entrega Futura.</li> TODOS PAÍSES</h4> <ul style="margin: 8px 0 0 0; padding-left: </ul> 18px; line-height: 1.5; color: #444; font-size: 0.9em;"> </div> <div style="background: #f8faf8; padding: 15px; border-left: 4px solid #367C2B; border-radius: 4px;"> <li>Bloqueio de TES incompatível em itens aguardando atendimento.</li> <h4 style="color: #367C2B; margin-top: 0; font-size: 0.95em; text-transform: uppercase;">Novas Validações - TODOS PAÍSES </h4><li>Inibição de mensagens conflitantes em itens com Sugestão de Compra.</li> <ul style="margin: 8px 0 0 0; padding-left: 18px; line-height: 1.5; color: #444; font-size: 0.9em;"></ul> </div> </div> </div> <style> <li>Bloqueio de TES incompatível em itens aguardando atendimento.</li> .jd-tabs { display: flex; flex-wrap: wrap; width: 100%; border-top: 1px solid #eee; } <li>Inibição de mensagens conflitantes em itens com Sugestão de Compra.</li> </ul> </div>.jd-tabs label { padding: 12px 20px; cursor: pointer; background: #f9f9f9; border-right: 1px solid #eee; font-weight: bold; color: #777; transition: all 0.3s; flex-grow: 1; text-align: center; font-size: 0.9em; } </div> </div> <style>.jd-tabs input[type="radio"] { display: none; } .jd-tabs .jd-tab-content { displaywidth: flex100%; flex-wrappadding: wrap25px; widthdisplay: none; order: 100%1; border-topbackground: 1px solid #eee#fff; animation: fadeInJD 0.4s; } .jd-tabs input[type="radio"]:checked + label { padding: 12px 20px; cursor: pointer; background: #f9f9f9; border-right: 1px solid #eee; background: #fff; color: #367C2B; border-bottom: 3px solid #367C2B; } .jd-tabs input[type="radio"]:checked + label + font-weight: bold; color: #777; transition: all 0.3s; flex-grow: 1; text-align: center; font-size: 0.9em;.jd-tab-content { display: block; } } @keyframes fadeInJD { from { opacity: 0; } .jd-tabs input[type="radio"] to { displayopacity: none1; } } .jd-tabs .jd-tab-contentimg-box { width: 100%; border: 1px solid #ddd; border-radius: width6px; padding: 100%8px; paddingbackground: 25px#fcfcfc; displaytext-align: nonecenter; ordermargin-top: 110px; } .img-box img { max-width: 100%; height: auto; backgroundborder-radius: #fff3px; animationdisplay: fadeInblock; JDmargin: 0.4s auto; } </style> }<div class="jd-tabs"> .jd-tabs input[<input type="radio"]:checked + label { background: #fff; color: #367C2B; border-bottom: 3px solid #367C2B; } name="solucao_tabs" id="sol_tab1" checked> <label for="sol_tab1">Validação: Sugestão de Compra</label> .jd-tabs input[type="radio"]:checked + label + .<div class="jd-tab-content { display: block; }"> @keyframes fadeInJD { from { opacity<p style="color: 0#555; } to { opacityfont-size: 1; } } .img-box { width: 100%; border: 1px solid #ddd; border-radius: 6px; padding: 8px; background: #fcfcfc; text-align: center; margin-top: 10px; } 0.9em; margin-bottom: 10px; border-left: 3px solid #FFDE00; padding-left: 10px;"> .img-box img { max-width: 100%; height: auto; border-radius: 3px; display: block; margin: 0 auto; } </style> <div class="jd-tabs"> <strong>Evidência:</strong> Exibição de mensagem impeditiva ao tentar utilizar TES sem movimentação em itens vinculados a compra. </p> <input type="radio" name="solucao_tabs" id="sol_tab1" checked> <div class="img-box"> <label for="sol_tab1">Validação: Sugestão de Compra</label> <div class="jd-tab-content"> <p style="color: #555; font-size: 0.9em; margin-bottom: 10px; border-left: 3px solid #FFDE00; padding-left: 10px;"> <strong>Evidência:</strong> Exibição de mensagem impeditiva ao tentar utilizar TES sem movimentação em itens vinculados a compra. </p> <div class="img-box"> <img src="data:image/png;base64,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" alt="Print Sugestão de Compra"> </div> </div> <input type="radio" name="solucao_tabs" id="sol_tab2"> <label for="sol_tab2">Validação: Transferência Filiais</label> <div class="jd-tab-content"> <p style="color: #555; font-size: 0.9em; margin-bottom: 10px; border-left: 3px solid #FFDE00; padding-left: 10px;"> <strong>Evidência:</strong> Manutenção da reserva e integridade dos dados em itens aguardando transferência entre filiais. </p> <div class="img-box"> <img 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" alt="Print Transferência Filiais"<img 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"> </div> </div> <input type="radio" name="solucao_tabs" id="sol_tab2"> <label for="sol_tab2">Validação: Transferência Filiais</label> <div class="jd-tab-content"> <p style="color: #555; font-size: 0.9em; margin-bottom: 10px; border-left: 3px solid #FFDE00; padding-left: 10px;"> <strong>Evidência:</strong> Manutenção da reserva e integridade dos dados em itens aguardando transferência entre filiais. </p> <div class="img-box"> <img 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"> </div> </div> </div> <div style="background-color: #367C2B; padding: 15px 30px; text-align: center;"> <span style="color: #ffffff; font-size: 0.9em; font-weight: 500;"> ✓ Sistema operando com integridade entre estoque, compra e faturamento. </span> </div> </div> |
04. DEMAIS INFORMAÇÕES
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05. ASSUNTOS RELACIONADOS
| Templatedocumentos |
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