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)
OBJETIVO DEL PRODUCTO:
Hacer más eficiente la operación del cliente, disminuyendo costos o reenfocándolos hacia su
cadena de valor.
DESCRIPCIÓN DEL PRODUCTO:
Se trata de un Software especializado, el cual permite la carga de datos de entrada de tus
empleados a través de un formato sencillo en Excel, el cual será detallado la primera vez, para
cargar solamente “cambios” en las subsiguientes ocasiones.
MACRO PROCESO:
PROCESAMIENTO
DE DATA POR
EXPERTO EN
SISTEMA AGIL
LAYOUTCON
DATA DE
ENTRADA
CARGA DE
DATOS EN
SISTEMA
PLANILLAS AGIL
GENERACIÓN DE
BOLETAS DE PAGO
Y REPORTERÍA
PARA PAGO
REMISIÓN AL
CLIENTE DEL
PAQUETE
PROCESADO
ACEPTACIÓN DEL
CLIENTE VÍA
CORREO
ELECTRÓNICO
CLIENTE REALIZA SUS
MOVIMIENTOS EN
CUENTAS PARA PAGO
VENTAJAS DEL SERVICIO:
Eficiencia y optimización de recursos => rentabilidad.
Herramienta tecnológica eficiente, efectiva, apegada a ley.
Paquete de Reportes detallados (planilla salarial, patronal, boletas por empleado, aguinaldos,
vialidad, pago préstamos empleados, AFP, ISSS, Renta, Honorarios, Liquidaciones, Constancias de
Renta y Liquidación).
Almacenamiento electrónico de todos los registros para fines contables, de auditoría y de
transparencia con empleado.
Servicio incluye procesamiento de data y generación de planillas y reportes.
Apoyo al cliente a través de join-venture con Bancos para pagos electrónicos.
El precio del servicio se cobra por persona para planillas de 30 personas o más, y en función a un porcentaje
del monto total de la planilla, para empresas con menos de 30 personas, siendo el mínimo que puede
atenderse de $10,000.00 por planilla.
ADMINISTRACIÓN DE PLANILLAS
PROPUESTA COMERCIAL DEL SERVICIO