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Introducción: (Max 200 caracteres)::	Especialización en Costos y Gestión Empresarial - UBA Contador Público Nacional - UCES Consultora Profesional Independiente
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<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:16px;"><strong>Gisela Sánchez</strong></span></span></span></p>
<p>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:16px;"><strong><img alt="" 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" style="width: 70px; height: 108px;" /></strong></span></span></span><br />
	<br />
	<u><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>FORMACIÓN ACADÉMICA</strong></span></span></u></p>
<p>
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Especialización en Costos y Gestión Empresarial - UBA </span></p>
<div>
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">Contador Público Nacional - UCES </span></div>
<div>
	 </div>
<div>
	<u><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>EXPERIENCIA LABORAL</strong></span></span></u></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CAPACITARTE </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Docente en Programa Ejecutivo de Control de Gestión, Presupuestos y Costos</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Docente en Jornada de Introducción Impositiva</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Docente en Curso de Monotributo</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UCES </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Auxiliar Docente Dr. Carlos Orlando Campo. Sistemas de Costos. Costos y Gestión Empresarial</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">PJN (Auxiliar de Justicia)</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Perito Contador Oficial. Fuero Laboral, Civil y Comercial CABA</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Consultora Profesional Independiente </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Servicios Profesionales Especiales</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UBA Facultad de Ciencias Económicas</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Auxiliar Docente. Seminario de Integración y Aplicación</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family: tahoma, geneva, sans-serif; font-size: 14px;">UCES </span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Auxiliar Docente Dra. Patricia Wade. Costos I</span></span></div>
<div>
	 </div>
<div>
	<font face="tahoma, geneva, sans-serif"><span style="font-size: 14px;"><u>Pertenece a:</u></span></font><br />
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-<span style="white-space: pre;"> </span>Consejo Profesional de Ciencias Económicas de la Ciudad Autónoma de Buenos Aires</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-<span style="white-space:pre"> </span>Miembro de la comisión Jóvenes Profesionales. CPCECABA</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">-<span style="white-space:pre"> </span>Miembro de la comisión Estudio de Costos. CPCECABA</span></span></div>
<div>
	 </div>
<div>
	<u><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Publicaciones:</span></span></u></div>
<div>
	<br />
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Juan C. Alonso, Gisela V. Sanchez y Carlos M. Gimenez. Mayo 2017. “Enseñamos a Proyectar a Crear una PYME”, D&G Profesional & Empresaria, Errepar (Nº212), 503 – 512.</span></span></div>
<div>
	 </div>

Fecha vigencia desde	Fecha vigencia hasta	Tipo	Valor	Comentario
2021-10-01	2022-03-31	Tarifa 1 - Costo por hora	$ 745.00

Numero	Tipo	Valor	Fecha Desde	Fecha Hasta	Comentario
[ Añadir Tarifa ]

CV 2021

<p>
	<u><strong><span style="font-size:16px;">FORMACI&Oacute;N ACAD&Eacute;MICA</span></strong></u></p>
<p>
	<span style="font-size:16px;">Especializaci&oacute;n en Costos y Gesti&oacute;n Empresarial - UBA&nbsp;</span></p>
<div>
	<span style="font-size:16px;">Contador P&uacute;blico Nacional - UCES&nbsp;</span></div>
<div>
	&nbsp;</div>
<div>
	<u><strong><span style="font-size:16px;">EXPERIENCIA LABORAL</span></strong></u></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Asesor&iacute;a y consultor&iacute;a: NEA ELEC, TERRA, CRUDENCIO, MARIA MAGDALENA, UNAGHI, HAULANI</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">CAPACITARTE&nbsp;</span></div>
<div>
	<span style="font-size:16px;">Docente en Programa Ejecutivo de Control de Gesti&oacute;n, Presupuestos y Costos</span></div>
<div>
	<span style="font-size:16px;">Docente en Jornada de Introducci&oacute;n Impositiva</span></div>
<div>
	<span style="font-size:16px;">Docente en Curso de Monotributo</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">UCES&nbsp;</span></div>
<div>
	<span style="font-size:16px;">Auxiliar Docente Dr. Carlos Orlando Campo. Sistemas de Costos. Costos y Gesti&oacute;n Empresarial</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">PJN (Auxiliar de Justicia)</span></div>
<div>
	<span style="font-size:16px;">Perito Contador Oficial. Fuero Laboral, Civil y Comercial CABA</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Consultora Profesional Independiente&nbsp;</span></div>
<div>
	<span style="font-size:16px;">Servicios Profesionales Especiales</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">UBA Facultad de Ciencias Econ&oacute;micas</span></div>
<div>
	<span style="font-size:16px;">Auxiliar Docente. Seminario de Integraci&oacute;n y Aplicaci&oacute;n</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">UCES&nbsp;</span></div>
<div>
	<span style="font-size:16px;">Auxiliar Docente Dra. Patricia Wade. Costos I</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Pertenece a:</span><br />
	&nbsp;</div>
<div>
	<span style="font-size:16px;">- Consejo Profesional de Ciencias Econ&oacute;micas de la Ciudad Aut&oacute;noma de Buenos Aires</span></div>
<div>
	<span style="font-size:16px;">- Miembro de la comisi&oacute;n J&oacute;venes Profesionales. CPCECABA</span></div>
<div>
	<span style="font-size:16px;">- Miembro de la comisi&oacute;n Estudio de Costos. CPCECABA</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Publicaciones:</span></div>
<div>
	<br />
	<span style="font-size:16px;">Juan C. Alonso, Gisela V. Sanchez y Carlos M. Gimenez. Mayo 2017. &ldquo;Ense&ntilde;amos a Proyectar a Crear una PYME&rdquo;, D&amp;G Profesional &amp; Empresaria, Errepar (N&ordm;212), 503 &ndash; 512.</span></div>
<div>
	&nbsp;</div>