Nombre:	*
Apellido:	*
Email::
Telefono:
Titulo Universitario / Profesaro / terciario :
Introducción: (Max 200 caracteres)::	Doctorando en Economía - UBA Magíster en Gestión Económica y Financiera de Riesgos - UBA. Especialista en Mercado de Capitales
Activo:
Visible:
Link_url:	*
Foto: 100px x 100px

<p style="text-align: left;">
	<span style="font-size:16px;"><span style="font-family: tahoma,geneva,sans-serif;"><strong>Daniel Alberto Milia </strong></span></span><br />
	<br />
	<img alt="" src="data:image/png;base64,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" style="height: 115px; width: 80px;" /><br />
	 </p>
<div>
	<u><span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;"><strong>FORMACIÓN ACADÉMICA</strong></span></span></u></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Doctorando en Economía - UBA</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Magíster en Gestión Económica y Financiera de Riesgos - UBA</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Orientación: Ingeniería Financiera </span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Especialista en Mercado de Capitales </span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">BYMA - Escuela de Posgrados UBA </span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Especialista en Docencia Universitaria en Ciencias Económicas - UBA</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Licenciado en Economía - UBA</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Idóneo en Mercado de Capitales (2017) - ByMA</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Miembro de la Asociación de Docentes Universitarios de Matemática</span></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;">DHC - Consulting & Management</span></span></div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">CEO/Co Founder</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Eco - Go (Ex Estudio Bein)</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Capacitación Incompany para Worktec/Crecides</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Universidad del Salvador: docente en Posgrado (Costeo en Logística) y en Grado (Taller de Tesina, Finanzas Públicas, Contabilidad Bancaria, Instrumentos Bancarios).</span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Universidad de Buenos Aires: docente en Grado (Mercado de Capitales, Estadística I y II, Cálculo Financiero, Microeconomía II, Economía). </span></span></div>
<div>
	 </div>
<div>
	<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">UCES: docente en Grado (Decisiones de  Inversión). </span></span></div>
<div>
	 </div>
<div>
	<p>
		<span style="font-size:14px;"><span style="font-family:tahoma,geneva,sans-serif;">Consultoria de Manera Independiente</span></span></p>
</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

<div>
	<u><strong><span style="font-size:16px;">FORMACI&Oacute;N ACAD&Eacute;MICA</span></strong></u></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Doctorando en Econom&iacute;a - UBA</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Mag&iacute;ster en Gesti&oacute;n Econ&oacute;mica y Financiera de Riesgos - UBA</span></div>
<div>
	<span style="font-size:16px;">Orientaci&oacute;n: Ingenier&iacute;a Financiera&nbsp;</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Especialista en Mercado de Capitales&nbsp;</span></div>
<div>
	<span style="font-size:16px;">BYMA - Escuela de Posgrados UBA&nbsp;</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Especialista en Docencia Universitaria en Ciencias Econ&oacute;micas - UBA</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Licenciado en Econom&iacute;a - UBA</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Id&oacute;neo en Mercado de Capitales (2017) - ByMA</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Miembro de la Asociaci&oacute;n de Docentes Universitarios de Matem&aacute;tica</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;">DHC - Consulting &amp; Management</span></div>
<div>
	<span style="font-size:16px;">CEO/Co Founder</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Eco - Go (Ex Estudio Bein)</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Capacitaci&oacute;n Incompany para Worktec/Crecides</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Universidad del Salvador: docente en Posgrado (Costeo en Log&iacute;stica) y en Grado (Taller de Tesina, Finanzas P&uacute;blicas, Contabilidad Bancaria, Instrumentos Bancarios).</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">Universidad de Buenos Aires: docente en Grado (Mercado de Capitales, Estad&iacute;stica I y II, C&aacute;lculo Financiero, Microeconom&iacute;a II, Econom&iacute;a).&nbsp;</span></div>
<div>
	&nbsp;</div>
<div>
	<span style="font-size:16px;">UCES: docente en Grado (Decisiones de&nbsp; Inversi&oacute;n).&nbsp;</span></div>
<div>
	&nbsp;</div>
<div>
	<p>
		<span style="font-size:16px;">Consultoria de Manera Independiente</span></p>
</div>
<div>
	&nbsp;</div>