Para esta tarea programada se implementó:
- Pago de Recibos en la interfaz de usuarios
- Generación de arreglos de pago dentro de la simulación
- Creación de una vista y su uso
- Consulta de comprobantes de pago y su detalle desde la interfaz de administrador
Lo que no se ha implementado es:
- Generación de Ap´s desde la interfaz
- Movimientos de amortización y recibos AP
Numero de horas: aproximadamente 30 horas
El programa funciona de la siguiente forma:
Primero se hacen las operaciones básicas de inserción masiva de datos, y las operaciones del proyecto pasado. Lo primero es generar recibos:
![](data:image/png;base64,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) 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Seleccionamos los datos pertinentes y hacemos la operación correspondiente dependiendo del concepto de cobro |
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) 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Seleccionamos los datos pertinentes y hacemos la operación correspondiente dependiendo del concepto de cobro |
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Que utiliza la fecha de operación para generarlos así:
![](data:image/png;base64,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) 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Generamos una tabla temporal con todos los conceptos de cobro asociados a una propiedad ese día. |
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) 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Seleccionamos los datos pertinentes y hacemos la operación correspondiente dependiendo del concepto de cobro |
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) |
Insertamos los valores en los recibos y borramos el primer elemento de la tabla temporal para seguir iterando |
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