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CV 2021

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<p>
	<strong><span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;">Marianela Del Prino </span></span></strong></p>
<p>
	<strong><span style="font-size:16px;"><span style="font-family:tahoma,geneva,sans-serif;"><img alt="" src="data:image/png;base64,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" /></span></span></strong></p>
<div>
	<strong><u><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">FORMACIÓN ACADÉMICA</span></span></u></strong></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Contador Público, Universidad de Buenos Aires.</span></span></div>
<div>
	 </div>
<div>
	<u><strong><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">EXPERIENCIA LABORAL</span></span></strong></u></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Maycar S.A. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Analista de Impuestos </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Análisis impositivo de Proveedores. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Respuesta a Requerimientos de Organismos Fiscales. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Regímenes de Retención y Percepción. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• SICORE </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• IVA </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Régimen Informativo </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Ingresos Brutos </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Tasas Municipales </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Seguimiento de Vencimientos. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• SAP</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Analista Contable </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Conciliaciones de tarjetas, Conciliaciones bancarias. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Fondo Fijo. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Análisis de cuentas contables. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Registraciones en sistema contable: Tango y SAP. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Cierre contable mensual y anual. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Facilitar la labor de los auditores internos y externos atendiendo los requerimientos de información de manera oportuna.</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Bristol Myers Squibb Argentina SRL </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Analista Sr de cuentas a pagar. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Responsabilidades principales: </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Imputación de facturas en sistema de gestión SAP</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Analizar la información impositiva de proveedores para dar alta en SAP o hacer modificaciones correspondientes</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Aplicación de pagos a cuenta o totales</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Conciliaciones mensuales de facturas de proveedores y pagos con tarjetas sobre cuentas puente suspenso</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Conciliaciones mensuales de despachos aduanales contra cuenta puente suspenso y control con los ingresos en</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Afip </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Análisis de reportes periódicos (mensuales y trimestrales) de partidas antiguas</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Análisis y conciliación de diferencias contables</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Realización de ajustes contables y reembolsos de diferencias a proveedores</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Participación en proyectos del equipo y sector en testeos e implementación</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Herbalife International Argentina SA </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Analista Ssr de Finanzas </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Responsabilidades principales: </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Alta de proveedores. Ingreso de Facturas en sistema de gestión Oracle. Previo control de cumplimiento del Proceso de Compras según las Políticas de la Cía. </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Imputación de Cuentas/Centro de Costos. Asientos contables manuales. Ajustes</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Control de rendiciones de gastos del personal de la cía. • Pago a proveedores</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Ingreso de los despachos de aduana, control de los registros en Afip. Conciliación de cuentas.</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Manejo, control y reposición de caja chica.</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Armado de reportes y cashflow.</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Conciliaciones de cuentas.</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">• Tareas referidas al cierre mensual de Finanzas. </span></span></div>

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