Histórico da Página

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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;">
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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>
        </div>
        <div style="color: #FFDE00; font-weight: bold; font-size: 0.9em; letter-spacing: 1px;">
            PROCESSO: ENTREGA FUTURA
        </div>
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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 o processo de <strong>Entrega Futura com itens reservados no orçamento</strong>, ao chegar na etapa final de faturamento na tela "Como Pagar", ao cancelar essa janela, o sistema realiza o <strong>estorno indevido das peças para o armazém lógico de origem</strong>.
            </p>
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        <div style="display: grid; grid-template-columns: 1.2fr 1fr; gap: 40px; margin-bottom: 35px;">
            
            <div style="border-left: 5px solid #367C2B; padding-left: 20px;">
                <h4 style="color: #367C2B; margin-top: 0; font-size: 1.1em; text-transform: uppercase;">Análise da 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 Entrega Futura deve-se utilizar uma TES que não movimenta estoque, essa validação acaba interpretando incorretamente o processo e executando o estorno das reservas.
                </p>
            </div>

            <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:
                </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>
            </div>
        </div>

        <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>
            <div>
                <strong style="color: #FFDE00; font-size: 1em; text-transform: uppercase; display: block; margin-bottom: 8px; letter-spacing: 1px;">Conceito Funcional Esperado:</strong>
                <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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HTML

<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 style="background: #FFDE00; color: #367C2B; padding: 4px 12px; border-radius: 4px; font-weight: bold; font-size: 0.85em; letter-spacing: 1px;">SOLUÇÃO E EVIDÊNCIAS</div>
            <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</h2>
Futura - Argentina/ Novas Validações</h2>
        </div>
    </div>

    <div style="padding: 30px 30px 10px 30px; color: #333333;">
        <p style="font-size: 1.05em; line-height: 1.6; margin: 0 0 20px 0; color: #1a1a1a;">
            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;">
            <div style="background: #f8faf8; padding: 15px; border-left: 4px solid #367C2B; border-radius: 4px;">
                <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 <strong>"Como Pagar"</strong> corrigida para manter reservas.</li>
                    <li>Adequação da TES para respeitar o conceito de Entrega Futura.</li>
                </ul>
            </div>
            <div style="background: #f8faf8; padding: 15px; border-left: 4px solid #367C2B; border-radius: 4px;">
                <h4 style="color: #367C2B; margin-top: 0; font-size: 0.95em; text-transform: uppercase;">Novas Validações</h4>
                <ul style="margin: 8px 0 0 0; padding-left: 18px; line-height: 1.5; color: #444; font-size: 0.9em;">
                    <li>Bloqueio de TES incompatível em itens aguardando atendimento.</li>
                    <li>Inibição de mensagens conflitantes em itens com Sugestão de Compra.</li>
                </ul>
            </div>
        </div>
    </div>

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    <div class="jd-tabs">
        <input type="radio" name="solucao_tabs" id="sol_tab1" checked>
        <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,INSIRA_AQUI_O_BASE64_DA_SUGESTAO_DE_COMPRA" alt="Print Sugestão de Compra">
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        <input type="radio" name="solucao_tabs" id="sol_tab2">
        <label for="sol_tab2">Validação: Transferência Filiais</label>
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            <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">
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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">
            </div>
        </div>
    </div>

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    ✓ Sistema operando com integridade entre estoque, compra e faturamento.
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