¿Alguna vez has incurrido en un error u omisión al momento de presentar tus declaraciones?
Si los has detectado a tiempo puedes acogerte a un régimen de Gradualidad y realizar la rectificación de tu PDT 621, sin embargo si presentas Libros Electrónicos, la situación se agrava debido a que en estas declaraciones no es posible realizar rectificatoria, no obstante se puede hacer una subsanación en un periodo posterior no sujeto a infracción.
En el Caso del Registro contamos con los siguientes estados
- “0” cuando el comprobante no da derecho a crédito Fiscal
- “1”Cuando se registra un comprobante en su periodo de emisión y da derecho al crédito fiscal
- “6” Cuando la fecha de emisión del Comprobante que da derecho al crédito fiscal es anterior al periodo en el que se está anotando y da derecho al crédito fiscal, dentro de los 12 meses siguientes a su emisión.
- “7”Cuando la fecha de emisión del comprobante o pago del impuesto, sin derecho al crédito fiscal es anterior al periodo de anotación, y esto se produce luego de los doce meses siguientes a la emisión.
- El estado “9” se anota cuando realizaremos una rectificación o ajuste de un periodo anterior.
- Esta anotación de estados se realiza en la Columna 41 del Registro de Compras
En el Caso de Registro de Ventas
- '0' cuando la operación (anotación optativa sin efecto en el IGV) corresponde al periodo.
- '1' cuando la operación (ventas gravadas, exoneradas, infectas y/o exportaciones) corresponde al periodo, así como a las Notas de Crédito y Débito emitidas en el periodo.
- '2' cuando el documento ha sido inutilizado durante el periodo previamente a ser entregado, emitido o durante su emisión.(Operaciones Anuladas)
- '8' cuando la operación (ventas gravadas, exoneradas, infectas y/o exportaciones) corresponde a un periodo anterior y NO ha sido anotada en dicho periodo.
- '9' cuando la operación (ventas gravadas, exoneradas, infectas y/o exportaciones) corresponde a un periodo anterior y SI ha sido anotada en dicho periodo.
- Esta anotación de estados se realiza en la Columna 34 del Registro de Ventas
Las operaciones que se registran en tu Reporte de Compras o Ventas; al momento de generar tu Archivo Txt son clasificadas entre los estados 0; 1; 2; 6; 7; de forma automática. Te invito a Revisar tu Archivo TxT.Sin embargo se utiliza los Estados 8; 9 para informar cambios de un periodo ya presentado, en un periodo posterior. Y estas anotaciones las tienes que realizar tú, realizando la modificación de la Columna 41 o 34 según corresponda.
EJEMPLO:
El periodo 201801 fue registrado un comprobante que no debió ser tomado en Compras, debido a que no cuenta con bancarización.
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)
Para poder informar a SUNAT que hubo en error en la declaración; en el siguiente periodo a declarar debemos insertar tal cual el registro. Sin embargo en la Última Columna (41) se debe modificar el estado “1” por el “9”, colocando los importes en cero.
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)