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)
La Dirección de Asignaciones Familiares y Desempleo recuerda que, en función a lo establecido por el Decreto N° 185/14, los trabajadores en relación de dependencia y los titulares de ART que perciben sus Asignaciones Familiares a través de SUAF,
los titulares de la Prestación por Desempleo y del Sistema Integrado Previsional Argentino, deberán presentar ante ANSES el Formulario PS 2.68 “Acreditación de Escolaridad/Escolaridad Especial/Formación” que acredita la condición de alumno regular de los hijos y/o hijos con discapacidad y que avala el pago masivo de la Asignación Familiar por Ayuda Escolar o habilita el pago de la misma hasta el 31 de diciembre de cada año.
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