Detenido (error): X++ Exception: Se requiere una moneda a la que convertir para recuperar información de tipo de cambio.
Hola
Alguien de ustedes les ha aparecido el mensaje de "Se requiere una moneda a la que convertir para recuperar información de tipo de cambio" al momento de enviar el workflow de solicitudes de compra? Cómo puedo hacer que corra workflow?
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)
Gracias, saludos.
Hilo iniciado por
Alberto Cardenas
hace 5 años
2