# Integração do Módulo CC com os demais CE e VD

Os sistemas da SuperSoft trabalham de maneira interligada - **Controle de Compras, Controle de Estoque, Controle Financeiro, Controle de Vendas e Controle de Produção** - todos mandam e recebem informações uns dos outros.

Para que seja registrada de maneira organizada desde a entrada da matéria prima até o faturamento do produto acabado, é preciso que na rotina tenham varias localizações onde demonstrem por qual momento está o seus produtos.

Essas localizações podem ser conferidas no módulo estoque em: **Manutenção - Produtos - Tabelas - Localização - Manutenção e Avança**

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377726604.png)

Na entrada da matéria prima pelo módulo de compras, como podemos observar no caso do componente 89999, dia 23/08/2017 de entrada a notificação de recebimento n° 4878

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377753553.png)

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377765495.png)

Logo é gerado no estoque a entrada desse componente em: **Manutenção - Extrato de Produtos - Quantidades:**

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377791639.png)

A entrada da matéria prima no Estoque pelo Compras vai para a localização 01 (Disponível para produção) e com o tipo de documento NFC (Nota Fiscal de Compra). Os tipos de documentos podem ser visualizados no módulo **Estoque em Manutenção - Tabelas - Tipos de documentos - Manutenção e avança**

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377801016.png)

São eles que definem qual foi a operação realizada para a entrada/saída do produto no estoque.

Quando é aberta uma **OD (Ordem de Demanda de Produção)** no sistema de Controle de Produção, como exemplo a OD 25362:

**Movimentação - Ordens de Produção Autorizadas**

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377813599.png)

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377823969.png)

Ao colocar essa OD em "Produção" o sistema automaticamente gera um movimento no estoque de TROP (Transferência Local OP) onde vai ser transferido o componente da localização 01 (Disponível para Produção) para 02 (Produção)

Podemos visualizar esse movimento no Estoque em: **Movimentação - Movimentação Simples - Manutenção**

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377835265.png)

Também é possível visualizar pela consulta de extrato de movimento:

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377847203.png)

Quando for feita o Apontamento da Ordem de Produção no módulo de controle de produção, deverá ser informada a localização correta para qual esse produto acabado deverá ir, no caso para o faturamento (03 - Disponível para venda)

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377857599.png)

Podemos visualizar esse movimento no Estoque em: **Movimentação - Movimentação Simples - Manutenção**

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377867264.png)

Também é possível visualizar pela consulta de extrato de movimento:

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377878056.png)

Quando é feito o faturamento na empresa a NFe utiliza do saldo de produto que estiver na localização 03

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)

Sendo assim a falta de saldo nessa localização resultará na seguinte mensagem:

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377900327.png)

É muito importante para ter um reconhecimento do saldo correto do seu estoque tirar relatórios que tenham sempre a quebra por "localização"

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377909604.png)

E se precisar fazer Ajustes (AJS e AJE) se atentar em qual localização será colocado no movimento para não gerar transtornos futuros. Na própria movimentação simples é orientado a colocar na observação o porquê desse ajuste

![](https://wiki.supersoft.com.br/uploads/images/gallery/2019-12/scaled-1680-/image-1577377919844.png)