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CV 2021

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Titulo Universitario / Profesaro / terciario :
Introducción: (Max 200 caracteres)::	Contador Público - UBA Magíster en Contabilidad Internacional - UBA Posgrado en Docencia Universitaria Ejercicio profesional independiente.
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	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:16px;"><strong>Elías Segura</strong></span><br />
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" /><br />
	<br />
	<u><strong>FORMACIÓN ACADÉMICA</strong></u></span></span></p>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Universitario - Contador Público (UBA).</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Posgrado Universitario:</span></span></div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Magíster en Contabilidad Internacional (UBA).</span></span></div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Normas Internacionales de Información Financiera, Fuentes de las Regulaciones Contables, Ética en la Profesión Contable, Historia del Pensamiento Contable, Metodología de la Investigación Contable, Problemas de Contabilidad Patrimonial y Social, Normas Contables Internacionales del Sector Público, Taller de Tesis, Práctica Contable aplicada a Instrumentos Financieros, NIIF para las Pymes, Problemas de Contabilidad de Gestión, Relaciones Económicas Contemporáneas y Auditoría en el Siglo XXI.</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Posgrado en Docencia Universitaria:</span></span></div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">¨Programas de enseñanza y evaluación de los aprendizajes”</span></span></div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">“Estrategias de enseñanza y aprendizaje” “Docencia y reforma curricular” “Estrategias de enseñanza y aprendizaje” y “Docencia y Reforma Curricular”</span></span></div>
<p>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><u><strong>EXPERIENCIA LABORAL</strong></u></span></span></p>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Ejercicio profesional independiente. Auditoría de Estados Financieros. Asesoramiento a empresas en cuestiones contables e impositivas y asesoramiento a nivel estatal para la adopción de estándares internacionales de información financiera del sector público (NICSP).</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Contrato con DAI (USAID, EEUU) para el asesoramiento a la República de El Salvador sobre el desarrollo en el sistema SAFI II del módulo correspondiente a la Dirección General de Contabilidad Gubernamental – Ajustes a Casos de Uso del Módulo de Consolidación de la Información Contable y Apoyo en el desarrollo informático del Subsistema de Contabilidad bajo NICSP-IPSAS y NIC-NIIF para empresas públicas.</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">UBA - Contabilidad Patrimonial. - Ayudante de primera Ad-Honorem.</span></span></div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Cátedra: Dr. Heloguani</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">UBA -  Sistemas Contables - Ayudante de primera Ad-Honorem</span></span></div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Cátedra: Dr. Grisolía.</span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Miembro de la Comisión de Graduados UBA</span></span></div>
<div>
	 </div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;"><strong><u>EXPERIENCIA DOCENTE</u></strong></span></span></div>
<div>
	 </div>
<div>
	<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Universidad Argentina de la Empresa (UADE), Facultad de Ciencias Económicas.</span></span></div>
<div>
	<p>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Materia: Contabilidad Internacional - Docente adjunto</span></span></p>
	<p>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Universidad Argentina de la Empresa (UADE), Facultad de Ciencias Económicas.</span></span></p>
	<p>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Materia: Contabilidad Superior - Docente adjunto</span></span></p>
	<p>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Universidad de Buenos Aires, Facultad de Ciencias Económicas, Escuela de Estudios de Posgrado.</span></span></p>
	<p>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Materia: Normas Internacionales de Contabilidad para el Sector Público - Docente</span></span></p>
	<p>
		<span style="font-family:tahoma,geneva,sans-serif;"><span style="font-size:14px;">Docente del IPAP (Instituto Provincial de la Administración Pública) de la Provincia de Buenos Aires (modalidad virtual). </span></span></p>
</div>

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CV 2021

<p>
	<u><strong><span style="font-size:16px;">FORMACI&Oacute;N ACAD&Eacute;MICA</span></strong></u></p>
<div>
	<span style="font-size:16px;">Universitario - Contador P&uacute;blico (UBA).</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Posgrado Universitario:</span></div>
<div>
	<span style="font-size:16px;">Mag&iacute;ster en Contabilidad Internacional (UBA).</span></div>
<div>
	<span style="font-size:16px;">Normas Internacionales de Informaci&oacute;n Financiera, Fuentes de las Regulaciones Contables, &Eacute;tica en la Profesi&oacute;n Contable, Historia del Pensamiento Contable, Metodolog&iacute;a de la Investigaci&oacute;n Contable, Problemas de Contabilidad Patrimonial y Social, Normas Contables Internacionales del Sector P&uacute;blico, Taller de Tesis, Pr&aacute;ctica Contable aplicada a Instrumentos Financieros, NIIF para las Pymes, Problemas de Contabilidad de Gesti&oacute;n, Relaciones Econ&oacute;micas Contempor&aacute;neas y Auditor&iacute;a en el Siglo XXI.</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Posgrado en Docencia Universitaria:</span></div>
<div>
	<span style="font-size:16px;">&uml;Programas de ense&ntilde;anza y evaluaci&oacute;n de los aprendizajes&rdquo;</span></div>
<div>
	<span style="font-size:16px;">&ldquo;Estrategias de ense&ntilde;anza y aprendizaje&rdquo; &ldquo;Docencia y reforma curricular&rdquo; &ldquo;Estrategias de ense&ntilde;anza y aprendizaje&rdquo; y &ldquo;Docencia y Reforma Curricular&rdquo;</span></div>
<p>
	<u><strong><span style="font-size:16px;">EXPERIENCIA LABORAL</span></strong></u></p>
<div>
	<span style="font-size:16px;">Ejercicio profesional independiente. Auditor&iacute;a de Estados Financieros. Asesoramiento a empresas en cuestiones contables e impositivas y asesoramiento a nivel estatal para la adopci&oacute;n de est&aacute;ndares internacionales de informaci&oacute;n financiera del sector p&uacute;blico (NICSP).</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Contrato con DAI (USAID, EEUU) para el asesoramiento a la Rep&uacute;blica de El Salvador sobre el desarrollo en el sistema SAFI II del m&oacute;dulo correspondiente a la Direcci&oacute;n General de Contabilidad Gubernamental &ndash; Ajustes a Casos de Uso del M&oacute;dulo de Consolidaci&oacute;n de la Informaci&oacute;n Contable y Apoyo en el desarrollo inform&aacute;tico del Subsistema de Contabilidad bajo NICSP-IPSAS y NIC-NIIF para empresas p&uacute;blicas.</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">UBA - Contabilidad Patrimonial. - Ayudante de primera Ad-Honorem.</span></div>
<div>
	<span style="font-size:16px;">C&aacute;tedra: Dr. Heloguani</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">UBA - &nbsp;Sistemas Contables - Ayudante de primera Ad-Honorem</span></div>
<div>
	<span style="font-size:16px;">C&aacute;tedra: Dr. Grisol&iacute;a.</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Miembro de la Comisi&oacute;n de Graduados UBA</span></div>
<div>
	&nbsp;</div>
<div>
	&nbsp;</div>
<div>
	<u><strong><span style="font-size:16px;">EXPERIENCIA DOCENTE</span></strong></u></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Universidad Argentina de la Empresa (UADE), Facultad de Ciencias Econ&oacute;micas.</span></div>
<div>
	<p>
		<span style="font-size:16px;">Materia: Contabilidad Internacional - Docente adjunto</span></p>
	<p>
		<span style="font-size:16px;">Universidad Argentina de la Empresa (UADE), Facultad de Ciencias Econ&oacute;micas.</span></p>
	<p>
		<span style="font-size:16px;">Materia: Contabilidad Superior - Docente adjunto</span></p>
	<p>
		<span style="font-size:16px;">Universidad de Buenos Aires, Facultad de Ciencias Econ&oacute;micas, Escuela de Estudios de Posgrado.</span></p>
	<p>
		<span style="font-size:16px;">Materia: Normas Internacionales de Contabilidad para el Sector P&uacute;blico - Docente</span></p>
	<p>
		<span style="font-size:16px;">Docente del IPAP (Instituto Provincial de la Administraci&oacute;n P&uacute;blica) de la Provincia de Buenos Aires (modalidad virtual).&nbsp;</span></p>
</div>