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	<title>Tiie &#187; CETES 2012</title>
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		<title>CETES Abril 2012</title>
		<link>http://tiie.com.mx/cetes-abril-2012/</link>
		<comments>http://tiie.com.mx/cetes-abril-2012/#comments</comments>
		<pubDate>Mon, 30 Apr 2012 11:37:50 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[CETES Abril]]></category>
		<category><![CDATA[CETES Abril 2012]]></category>

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		<description><![CDATA[En el cuarto mes del año debemos tener presente la tendencia de las tasas de los CETES Abril 2012. La Secretaría de Hacienda y Crédito Público (SHCP) lleva a cabo las tareas de colocar los CETES a descuento o bajo par y decreta los montos, rendimientos, plazos y condiciones de colocación. CETES se emiten a 28, 91, [...]]]></description>
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" alt="" /><strong>En el cuarto mes del año debemos tener presente la tendencia de las tasas de los CETES Abril 2012. </strong>La <a href="http://www.shcp.gob.mx/"><strong>Secretaría de Hacienda y Crédito Público</strong></a> (SHCP) lleva a cabo las tareas de colocar los <strong>CETES</strong> a descuento o bajo par y decreta los montos, rendimientos, plazos y condiciones de colocación.</h3>
<p><strong>CETES </strong>se emiten a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las<strong> <a href="http://tiie.com.mx/comprar-cetes-directo/">subastas</a> realizadas por <a href="http://www.banxico.com.mx/">Banxico</a> cada semana.</strong> A través de los <strong>CETES </strong>el gobierno logra financiarse y cumplir con sus compromisos.</p>
<p>Como característica principal, poseen alta liquidez, ya que muchos de los <a href="http://losprestamospersonales.com.mx/">préstamos</a> están basados en la <a href="http://tiie.com.mx/venta-de-cetes-directo-al-publico/">tasa de CETES</a> y por ello también, no pierden valor.</p>
<p><span id="more-1779"></span>Requisitos:</p>
<ul>
<li>Mayor de 18 años</li>
<li>Ser titular de una cuenta bancaria</li>
<li>Poseer la <a href="http://cuentasdeahorro.com.mx/clabe-interbancaria">Clave Bancaria Estandarizada</a> (CLABE)</li>
<li>Residir en México</li>
<li>Tener el <a href="http://losimpuestos.com.mx/%C2%BFcomo-inscribirse-en-el-rfc/">Registro Federal de Contribuyentes</a> (RFC)</li>
<li>Tener Clave Única de Población e Identificación (CURP)</li>
</ul>
<p>Para los que posean la <a href="http://losimpuestos.com.mx/Firma-Electronica-Avanzada-fiel">FIEL</a>, tendrán la posibilidad de<strong> invertir desde 100 pesos en <a href="http://www.laeconomia.com.mx/cetes-directo/">CETES Directo</a> </strong>desde la página Web: <a href="http://www.cetesdirecto.com/">http://www.cetesdirecto.com/</a></p>
<p>Los<strong> CETES</strong> son títulos <a href="http://tiie.com.mx/inversion-en-cetes/">representativos de deuda pública</a> hacen que su tenedor adquiera un crédito que pesa sobre las obligaciones del Gobierno Federal. Los mismos pueden tener o no, devengamiento de intereses.</p>
<p>Para <a href="http://tiie.com.mx/subastas-de-cetes/"><strong>comprar los CETES directo</strong></a> desde Internet debe ingresar a la página oficial del instrumento y clickear en el botón “Regístrate Ahora”, así creará un usuario de cuenta.</p>
<p><strong><em>Si desea tomar decisiones a través de invertir o no en CETES espere a ver el resumen mensual de las tasas a 28, 91, 180 y 365 días.</em></strong></p>
<p>A continuación, la evolución de los <strong>CETES </strong>durante el mes de <strong>Marzo 2012:</strong></p>
<p><strong><strong><em>A 28 días:</em></strong></strong></p>
<p>
<table id="wp-table-reloaded-id-183-no-1" class="wp-table-reloaded wp-table-reloaded-id-183">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">04/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,25</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">12/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,26</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">19/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,33</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">26/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,33</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em></em></em></em></em></em></em></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 91 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-184-no-1" class="wp-table-reloaded wp-table-reloaded-id-184">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">04/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,41</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">12/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,38</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">19/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,33</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">26/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,27</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em></em></em></em></em></em></em></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 182 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-185-no-1" class="wp-table-reloaded wp-table-reloaded-id-185">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">04/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,49</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">12/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,45</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">19/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,36</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">26/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,31</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em></em></em></em></em></em></em></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 364 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-186-no-1" class="wp-table-reloaded wp-table-reloaded-id-186">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">04/04/2012</td><td class="column-2">Abril</td><td class="column-3">4,57</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
]]></content:encoded>
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		<title>CETES Marzo 2012</title>
		<link>http://tiie.com.mx/cetes-marzo-2012/</link>
		<comments>http://tiie.com.mx/cetes-marzo-2012/#comments</comments>
		<pubDate>Fri, 30 Mar 2012 12:19:22 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[CETES Marzo]]></category>
		<category><![CDATA[CETES Marzo 2012]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=1776</guid>
		<description><![CDATA[Comenzando un nuevo año, este tercer mes queremos conocer la tendencia de las tasas de los CETES Marzo 2012. CETES se emiten a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las subastas realizadas por Banxico cada semana. A través de los CETES el gobierno logra financiarse y cumplir con sus compromisos. La Secretaría [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" src="http://tiie.com.mx/wp-content/uploads/CETEE-300x207.jpg" alt="" /></p>
<p><strong>Comenzando un nuevo año, este tercer mes queremos conocer la tendencia de las tasas de los CETES Marzo 2012.</strong></p>
<p><strong>CETES </strong>se emiten a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las<strong> <a href="http://tiie.com.mx/comprar-cetes-directo/">subastas</a> realizadas por <a href="http://www.banxico.com.mx/">Banxico</a> cada semana.</strong> A través de los <strong>CETES </strong>el gobierno logra financiarse y cumplir con sus compromisos.</p>
<p><span id="more-1776"></span></p>
<p>La <a href="http://www.shcp.gob.mx/"><strong>Secretaría de Hacienda y Crédito Público</strong></a> (SHCP) lleva a cabo las tareas de colocar los <strong>CETES</strong> a descuento o bajo par y decreta los montos, rendimientos, plazos y condiciones de colocación.</p>
<p>Para los que posean la <a href="http://losimpuestos.com.mx/Firma-Electronica-Avanzada-fiel">FIEL</a>, tendrán la posibilidad de<strong> invertir desde 100 pesos en <a href="http://www.laeconomia.com.mx/cetes-directo/">CETES Directo</a> </strong>desde la página Web: <a href="http://www.cetesdirecto.com/">http://www.cetesdirecto.com</a>.</p>
<p>Requisitos:</p>
<ul>
<li>Mayor de 18 años</li>
<li>Ser titular de una cuenta bancaria</li>
<li>Poseer la <a href="http://cuentasdeahorro.com.mx/clabe-interbancaria">Clave Bancaria Estandarizada</a> (CLABE)</li>
<li>Residir en México</li>
<li>Tener el <a href="http://losimpuestos.com.mx/%C2%BFcomo-inscribirse-en-el-rfc/">Registro Federal de Contribuyentes</a> (RFC)</li>
<li>Tener Clave Única de Población e Identificación (<strong><a href="http://losimpuestos.com.mx/curp-tramite/">CURP</a></strong>)</li>
</ul>
<p>Los<strong> CETES</strong> son títulos <a href="http://tiie.com.mx/inversion-en-cetes/">representativos de deuda pública</a> hacen que su tenedor adquiera un crédito que pesa sobre las obligaciones del Gobierno Federal. Los mismos pueden tener o no, devengamiento de intereses.</p>
<p>Como característica principal, poseen alta liquidez, ya que muchos de los <a href="http://losprestamospersonales.com.mx/">préstamos</a> están basados en la <a href="http://tiie.com.mx/venta-de-cetes-directo-al-publico/">tasa de CETES</a> y por ello también, no pierden valor.</p>
<p>Para <a href="http://tiie.com.mx/subastas-de-cetes/"><strong>comprar los CETES directo</strong></a> desde Internet debe ingresar a la página oficial del instrumento y clickear en el botón “Regístrate Ahora”, así creará un usuario de cuenta.</p>
<p><strong><em>Si desea tomar decisiones a través de invertir o no en CETES espere a ver el resumen mensual de las tasas a 28, 91, 180 y 365 días.</em></strong></p>
<p>A continuación, la evolución de los <strong>CETES </strong>durante el mes de <strong>Marzo 2012:</strong></p>
<p><strong><strong><em>A 28 días:</em></strong></strong></p>
<p>
<table id="wp-table-reloaded-id-170-no-1" class="wp-table-reloaded wp-table-reloaded-id-170">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">01/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,27</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">08/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,27</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">15/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,18</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">22/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,21</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">29/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,28</td>
	</tr>
</tbody>
</table>
<strong><strong><em><br />
</em></strong></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 91 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-171-no-1" class="wp-table-reloaded wp-table-reloaded-id-171">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">01/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,43</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">08/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,48</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">15/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,42</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">22/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,43</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">29/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,41</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 182 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-172-no-1" class="wp-table-reloaded wp-table-reloaded-id-172">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">01/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,49</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">08/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,54</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">15/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,50</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">22/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,52</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">29/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,50</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 364 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-173-no-1" class="wp-table-reloaded wp-table-reloaded-id-173">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">08/03/2012</td><td class="column-2">Marzo</td><td class="column-3">4,63</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
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		<item>
		<title>CETES Banxico</title>
		<link>http://tiie.com.mx/cetes-banxico/</link>
		<comments>http://tiie.com.mx/cetes-banxico/#comments</comments>
		<pubDate>Mon, 19 Mar 2012 15:18:50 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[Guía del Inversor]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=2210</guid>
		<description><![CDATA[Los Certificados de la Tesorería de la Federación (CETES Banxico), los títulos de crédito que son de gran importancia en las subastas de todos los marte, se tratan de valores al portador y nominados en moneda nacional. Son emitidos por la Secretaría de Hacienda y Crédito Público(SHCP) quien posee el poder y facultad de colocarlos a descuento [...]]]></description>
			<content:encoded><![CDATA[<h3><img class="alignleft" src="http://tiie.com.mx/wp-content/uploads/CETEE-300x207.jpg" alt="" /></h3>
<h3>Los <a href="http://losimpuestos.com.mx/impuestos-cetes-directo/">Certificados de la Tesorería de la Federación</a> (CETES Banxico), los títulos de crédito que son de gran importancia en las subastas de todos los marte, se tratan de valores al portador y nominados en moneda nacional. Son emitidos por la<a href="http://www.shcp.gob.mx/Paginas/default.aspx"> Secretaría de Hacienda y Crédito Público</a>(SHCP) quien posee el poder y facultad de colocarlos a descuento o bajo par. También será la que determine montos, rendimientos, plazos y condiciones de colocación.</h3>
<p>El nacimiento de los <strong>CETES</strong> se produce el 28 de noviembre de 1977, a través de un decreto que promovió a la Secretaría de Hacienda y Crédito Público como la autorizada a emitir <strong>CETES</strong>.</p>
<p><span id="more-2210"></span></p>
<p>De los que ahora se emiten, hay <strong>CETES </strong>a 28, 91, 182 y 364 días, aunque algunas veces se han llegado a emitir <strong>CETES </strong>a 7 y a 14 días, y a 2 años. Tal como indicamos, los <strong>CETES</strong> salen al mercado a través de subastas que realiza <a href="http://tiie.com.mx/cetes/www.banxico.org.mx/" target="_blank">Banxico</a> todos los días martes.</p>
<p>Quienes deseen adquirir <a href="http://www.banxico.org.mx/portalesEspecializados/tasasInteres/mercadodevalores.html" target="_blank">CETES </a>tendrán que abrir una cuenta en cualquiera de las <a href="http://cuentasahorro.com.mx">sucursales de Bancos en Mexico</a>, se recomienda una <strong><a href="http://cuentasahorro.com.mx/" target="_blank">cuenta de cheques</a></strong> y después una inversión a plazo.</p>
<p>Algunos bancos cuentan con un mínimo para dichas inversiones y un área especializada como banca de inversión o mesa de dinero, los montos mínimos son mayores para que se pueda tener acceso. También se pueden comprar en el <a href="http://tiie.com.mx/quienes-pueden-comprar-cetes/www.banxico.org.mx/" target="_blank">Banco de México</a> o bien con algún <a href="http://bolsamexicanadevalores.com.mx/que-es-broker/" target="_blank">broker de bolsa</a>.</p>
<p><strong><a title="Beneficios de los CETES" href="http://tiie.com.mx/beneficios-de-los-cetes/" target="_blank">Invertir en CETES</a></strong> es recomendable si se desea esperar hasta la fecha de vencimiento del mismo, pues si es necesario liquidarlo antes de tiempo por cualquier motivo, puede perder su dinero.</p>
<p>No hace mucho tiempo, parecía imposible hacerse de los <strong>CETES</strong>, a menos que seamos conocidos de algún buen broker bursátil, sin embargo a partir de 2011, si alquien quiere <strong><a href="http://tiie.com.mx/quienes-pueden-comprar-cetes">comprar Certificados de la Tesorería de la Federación</a> </strong>(Cetes) sólo deberá cumplir como primer requisito saber si tiene o no la <a href="http://losimpuestos.com.mx/firma-electronica-avanzada-fiel"><strong>Firma Electrónica Avanzada</strong></a> (FIEL) que otorga el fisco, la cual determina qué vía por la cual podrás adquirir el instrumento de inversión.</p>
<p>Para los que posean la <strong>FIEL</strong>, tendrán la posibilidad de invertir desde 100 pesos en <strong><a href="http://www.laeconomia.com.mx/cetes-directo/">CETES Directo</a></strong> desde la página Web: <a href="http://www.cetesdirecto.com/">http://www.cetesdirecto.com/</a></p>
<p>Requisitos:</p>
<ul>
<li>Mayor de 18 años</li>
<li>Ser titular de una cuenta bancaria</li>
<li>Poseer la <a href="http://cuentasdeahorro.com.mx/clabe-interbancaria">Clave Bancaria Estandarizada</a> (CLABE)</li>
<li>Residir en México</li>
<li>Tener el <a href="http://losimpuestos.com.mx/%C2%BFcomo-inscribirse-en-el-rfc/">Registro Federal de Contribuyentes</a> (RFC)</li>
<li>Tener Clave Única de Población e Identificación (CURP)</li>
</ul>
<p><em>Para <a href="http://tiie.com.mx/subastas-de-cetes/"><strong>comprar los CETES directo</strong></a> desde Internet debe ingresar a la página oficial del instrumento y clickear en el botón “Regístrate Ahora”, así creará un usuario de cuenta.</em></p>
<p>Como todavía no tenemos datos de los <strong><a href="http://tiie.com.mx/cetes-2012/">CETES 2012</a></strong>, recordamos lo que fue la evolución de los <strong><a title="CETES 2011" href="http://tiie.com.mx/cetes-2011/">CETES 2011</a></strong>:</p>

<table id="wp-table-reloaded-id-138-no-1" class="wp-table-reloaded wp-table-reloaded-id-138">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Subasta</th><th class="column-2">CETES 28 días</th><th class="column-3">CETES 91 días</th><th class="column-4">CETES 182 días</th><th class="column-5">CETES 364 días</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">06/01/2011</td><td class="column-2">4,16</td><td class="column-3">4,54</td><td class="column-4">4,63</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">13/01/2011</td><td class="column-2">4,20</td><td class="column-3">4,49</td><td class="column-4">4,57</td><td class="column-5">4,76</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">20/01/2011</td><td class="column-2">4,13</td><td class="column-3">4,41</td><td class="column-4">4,49</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">27/01/2011</td><td class="column-2">4,05</td><td class="column-3">4,30</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">03/02/2011</td><td class="column-2">4,04</td><td class="column-3">4,27</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">10/02/2011</td><td class="column-2">4,05</td><td class="column-3">4,35</td><td class="column-4">4,66</td><td class="column-5">4,81</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">17/02/2011</td><td class="column-2">3,94</td><td class="column-3">4,27</td><td class="column-4">4,57</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">24/02/2011</td><td class="column-2">4,14</td><td class="column-3">4,26</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">03/03/2011</td><td class="column-2">4,22</td><td class="column-3">4,27</td><td class="column-4">4,50</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">10/03/2011</td><td class="column-2">4,28</td><td class="column-3">4,26</td><td class="column-4">4,50</td><td class="column-5">4,75</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">17/03/2011</td><td class="column-2">4,24</td><td class="column-3">4,29</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">24/03/2011</td><td class="column-2">4,30</td><td class="column-3">4,39</td><td class="column-4">4,73</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">31/03/2011</td><td class="column-2">4,30</td><td class="column-3">4,38</td><td class="column-4">4,59</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-15 odd">
		<td class="column-1">07/04/2011</td><td class="column-2">4,26</td><td class="column-3">4,40</td><td class="column-4">4,63</td><td class="column-5">4,92</td>
	</tr>
	<tr class="row-16 even">
		<td class="column-1">14/04/2011</td><td class="column-2">4,28</td><td class="column-3">4,36</td><td class="column-4">4,59</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-17 odd">
		<td class="column-1">20/04/2011</td><td class="column-2">4,33</td><td class="column-3">4,37</td><td class="column-4">4,59</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-18 even">
		<td class="column-1">28/04/2011</td><td class="column-2">4,24</td><td class="column-3">4,44</td><td class="column-4">4,61</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-19 odd">
		<td class="column-1">05/05/2011</td><td class="column-2">4,24</td><td class="column-3">4,41</td><td class="column-4">4,60</td><td class="column-5">4,84</td>
	</tr>
	<tr class="row-20 even">
		<td class="column-1">12/05/2011</td><td class="column-2">4,27</td><td class="column-3">4,44</td><td class="column-4">4,60</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-21 odd">
		<td class="column-1">19/05/2011</td><td class="column-2">4,34</td><td class="column-3">4,47</td><td class="column-4">4,62</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-22 even">
		<td class="column-1">26/05/2011</td><td class="column-2">4,39</td><td class="column-3">4,46</td><td class="column-4">4,57</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-23 odd">
		<td class="column-1">02/06/2011</td><td class="column-2">4,43</td><td class="column-3">4,46</td><td class="column-4">4,53</td><td class="column-5">4,69</td>
	</tr>
	<tr class="row-24 even">
		<td class="column-1">09/06/2011</td><td class="column-2">4,37</td><td class="column-3">4,37</td><td class="column-4">4,46</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-25 odd">
		<td class="column-1">16/06/2011</td><td class="column-2">4,38</td><td class="column-3">4,39</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-26 even">
		<td class="column-1">23/06/2011</td><td class="column-2">4,35</td><td class="column-3">4,35</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-27 odd">
		<td class="column-1">30/06/2011</td><td class="column-2">4,33</td><td class="column-3">4,36</td><td class="column-4">4,53</td><td class="column-5">4,75</td>
	</tr>
	<tr class="row-28 even">
		<td class="column-1">07/07/2011</td><td class="column-2">4,18</td><td class="column-3">4,29</td><td class="column-4">4,51</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-29 odd">
		<td class="column-1">14/07/2011</td><td class="column-2">4,15</td><td class="column-3">4,30</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-30 even">
		<td class="column-1">21/07/2011</td><td class="column-2">4,15</td><td class="column-3">4,27</td><td class="column-4">4,49</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-31 odd">
		<td class="column-1">28/07/2011</td><td class="column-2">4,08</td><td class="column-3">4,22</td><td class="column-4">4,45</td><td class="column-5">4,64</td>
	</tr>
	<tr class="row-32 even">
		<td class="column-1">04/08/2011</td><td class="column-2">3,96</td><td class="column-3">4,15</td><td class="column-4">4,42</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-33 odd">
		<td class="column-1">11/08/2011</td><td class="column-2">3,99</td><td class="column-3">4,16</td><td class="column-4">4,46</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-34 even">
		<td class="column-1">18/08/2011</td><td class="column-2">4,09</td><td class="column-3">4,23</td><td class="column-4">4,39</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-35 odd">
		<td class="column-1">25/08/2011</td><td class="column-2">4,17</td><td class="column-3">4,34</td><td class="column-4">4,41</td><td class="column-5">4,52</td>
	</tr>
	<tr class="row-36 even">
		<td class="column-1">01/09/2011</td><td class="column-2">4,11</td><td class="column-3">4,30</td><td class="column-4">4,34</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-37 odd">
		<td class="column-1">08/09/2011</td><td class="column-2">4,17</td><td class="column-3">4,29</td><td class="column-4">4,33</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-38 even">
		<td class="column-1">15/09/2011</td><td class="column-2">4,25</td><td class="column-3">4,22</td><td class="column-4">4,35</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-39 odd">
		<td class="column-1">22/09/2011</td><td class="column-2">4,27</td><td class="column-3">4,25</td><td class="column-4">4,37</td><td class="column-5">4,45</td>
	</tr>
	<tr class="row-40 even">
		<td class="column-1">29/09/2011</td><td class="column-2">4,34</td><td class="column-3">4,36</td><td class="column-4">4,45</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-41 odd">
		<td class="column-1">06/10/2011</td><td class="column-2">4,35</td><td class="column-3">4,37</td><td class="column-4">4,48</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-42 even">
		<td class="column-1">13/10/2011</td><td class="column-2">4,37</td><td class="column-3">4,40</td><td class="column-4">4,44</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-43 odd">
		<td class="column-1">20/10/2011</td><td class="column-2">4,35</td><td class="column-3">4,35</td><td class="column-4">4,39</td><td class="column-5">4,40</td>
	</tr>
	<tr class="row-44 even">
		<td class="column-1">27/10/2011</td><td class="column-2">4,37</td><td class="column-3">4,36</td><td class="column-4">4,39</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-45 odd">
		<td class="column-1">03/11/2011</td><td class="column-2">4,38</td><td class="column-3">4,40</td><td class="column-4">4,42</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-46 even">
		<td class="column-1">10/11/2011</td><td class="column-2">4,35</td><td class="column-3">4,31</td><td class="column-4">4,40</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-47 odd">
		<td class="column-1">17/11/2011</td><td class="column-2">4,35</td><td class="column-3">4,40</td><td class="column-4">4,44</td><td class="column-5">4,46</td>
	</tr>
	<tr class="row-48 even">
		<td class="column-1">24/11/2011</td><td class="column-2">4,32</td><td class="column-3">4,38</td><td class="column-4">4,44</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-49 odd">
		<td class="column-1">01/12/2011</td><td class="column-2">4,39</td><td class="column-3">4,38</td><td class="column-4">4,50</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-50 even">
		<td class="column-1">08/12/2011</td><td class="column-2">4,33</td><td class="column-3">4,44</td><td class="column-4">4,51</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-51 odd">
		<td class="column-1">15/12/2011</td><td class="column-2">4,33</td><td class="column-3">4,44</td><td class="column-4">4,52</td><td class="column-5">4,57</td>
	</tr>
	<tr class="row-52 even">
		<td class="column-1">22/12/2011</td><td class="column-2">4,33</td><td class="column-3">4,45</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-53 odd">
		<td class="column-1">29/12/2011</td><td class="column-2">4,31</td><td class="column-3">4,49</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
</tbody>
</table>

]]></content:encoded>
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		</item>
		<item>
		<title>CETES Febrero 2012</title>
		<link>http://tiie.com.mx/cetes-febrero-2012/</link>
		<comments>http://tiie.com.mx/cetes-febrero-2012/#comments</comments>
		<pubDate>Wed, 29 Feb 2012 12:05:48 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[CETES Febrero]]></category>
		<category><![CDATA[CETES Febrero 2012]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=1773</guid>
		<description><![CDATA[Comenzando un nuevo año, ¿cuál será la tendencia de las tasas de los CETES Febrero 2012? CETES son títulos emitidos a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las subastas realizadas por Banxico cada semana. A través de los CETES el gobierno logra financiarse y cumplir con sus compromisos. Los CETES son [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" src="http://tiie.com.mx/wp-content/uploads/CETEE-300x207.jpg" alt="" /></p>
<h3><strong>Comenzando un nuevo año, ¿cuál será la tendencia de las tasas de los CETES Febrero 2012?</strong></h3>
<p><strong>CETES </strong>son títulos emitidos a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las<strong> <a href="http://tiie.com.mx/comprar-cetes-directo/">subastas</a> realizadas por <a href="http://www.banxico.com.mx/">Banxico</a> cada semana.</strong> A través de los <strong>CETES </strong>el gobierno logra financiarse y cumplir con sus compromisos.</p>
<p><span id="more-1773"></span></p>
<p>Los<strong> CETES</strong> son títulos <a href="http://tiie.com.mx/inversion-en-cetes/">representativos de deuda pública</a> hacen que su tenedor adquiera un crédito que pesa sobre las obligaciones del Gobierno Federal. Los mismos pueden tener o no, devengamiento de intereses.</p>
<p>Como característica principal, poseen alta liquidez, ya que muchos de los <a href="http://losprestamospersonales.com.mx/">préstamos</a> están basados en la <a href="http://tiie.com.mx/venta-de-cetes-directo-al-publico/">tasa de CETES</a> y por ello también, no pierden valor.</p>
<p><strong><em>Si desea tomar decisiones a través de invertir o no en CETES espere a ver el resumen mensual de las tasas a 28, 91, 180 y 365 días.</em></strong></p>
<p>A continuación, la evolución de los <strong>CETES </strong>durante el mes de <strong>Febrero 2012:</strong></p>
<p><strong><strong><em>A 28 días:</em></strong></strong></p>
<p>
<table id="wp-table-reloaded-id-160-no-1" class="wp-table-reloaded wp-table-reloaded-id-160">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">02/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,24</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">09/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,34</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">16/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,36</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">23/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,35</td>
	</tr>
</tbody>
</table>
<strong><strong><em><br />
</em></strong></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em>A 91 días:</em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-161-no-1" class="wp-table-reloaded wp-table-reloaded-id-161">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">02/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,39</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">09/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,41</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">16/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,38</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">23/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,39</td>
	</tr>
</tbody>
</table>
<strong><strong><strong><strong><strong></strong></strong></strong></strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 182 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-162-no-1" class="wp-table-reloaded wp-table-reloaded-id-162">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">02/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,50</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">09/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,48</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">16/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,48</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">23/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,47</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 364 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-163-no-1" class="wp-table-reloaded wp-table-reloaded-id-163">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">09/02/2012</td><td class="column-2">Febrero</td><td class="column-3">4,60</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Comparativa Cetes-Inflación</title>
		<link>http://tiie.com.mx/comparativa-cetes-inflacion/</link>
		<comments>http://tiie.com.mx/comparativa-cetes-inflacion/#comments</comments>
		<pubDate>Thu, 02 Feb 2012 14:47:57 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[Ahorro]]></category>
		<category><![CDATA[inflacion]]></category>
		<category><![CDATA[Invertir en Cetes]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=2109</guid>
		<description><![CDATA[De las innumerables formas que hay para ahorrar en épocas de crisis, paro o inflación, hay una que es más beneficiosa para los que capaz necesitamos algo de dinero a futuro. En consecuencia, aparecemos para darle algunos consejos para que no se nos complique el tema a la hora de ahorrar, porque existen para estos casos, varios productos financieros que pueden [...]]]></description>
			<content:encoded><![CDATA[<h3><img class="alignleft" src="http://www.laeconomia.com.mx/wp-content/uploads/Monedamexico-300x225.jpg" alt="Monedamexico" width="270" height="203" /></h3>
<h3>De las innumerables formas que hay para <a href="http://ahorrardinero.com/">ahorrar</a> en épocas de crisis, paro o <a title="Tasa de Inflación" href="http://elinpc.com.mx/tasa-de-inflacion/">inflación</a>, hay una que es más beneficiosa para los que capaz necesitamos algo de <strong><a href="http://laeconomia.com.mx/como-conseguir-dinero">dinero</a> a futuro</strong>.</h3>
<p>En consecuencia, aparecemos para darle algunos consejos para que no se nos complique el tema a la hora de ahorrar, porque existen para estos casos, varios productos financieros que pueden ayudarnos:</p>
<p><span id="more-2109"></span></p>
<ul>
<li><strong><a href="http://elpagare.com.mx/">Pagaré</a> o Depósitos</strong>: estos productos, con una tasa fija normalmente, lo que hacen es conservar el valor de nuestra moneda y poder adquisitivo, no pretendamos ganar dinero con este servicio bancario, porque estaremos cometiendo un grave error.</li>
<li><strong>Títulos</strong>: documentos y títulos públicos con un rendimiento varía según el momento de emisión.</li>
<li><strong>Fideicomisos:</strong> esta herramienta es una de las más recomendadas porque financian a empresas privadas al negociar créditos y adelantar dinero. Su rendimiento es mayor, aunque su riesgo lo acompaña, aunque casi siempre están por encima, y bastante, de la inflación.</li>
<li><strong><a href="http://www.cambiopesodolar.com.mx/">Dólares</a></strong>: con esta moneda si bien no se le gana a la inflación, sino que solo se conserva un valor, que puede verse afectado por el tipo de cambio.</li>
</ul>
<h3>Tenga en cuenta algunos otros consejos para <a href="http://elinpc.com.mx/invertir-con-inflacion/">invertir cuando hay inflación</a>:</h3>
<ul>
<li><strong><em>Comprar bienes durables</em></strong></li>
</ul>
<p>Una de las tendencias cuando un país sufre etapas inflacionarias es la <strong>compra de electrodomésticos, automóviles y otros bienes durables</strong> que constituye un buen resguardo contra los efectos de la inflación siempre que estos bienes se amorticen lentamente y que puedan ser revendidos en un futuro.</p>
<p>Sin embargo, los especialistas señalan que, para que estas compras resulten una inversión rentable se deben tener en cuenta las tasas de interés cobradas: estas deben ser fijas y siempre inferiores a la <a href="http://elinpc.com.mx/inpc-de-mexico/">tasa de inflación</a>.</p>
<ul>
<li><strong><em>Comprar relacionadas a insumos o maquinarias para la producción</em></strong></li>
</ul>
<p>Iniciarse dentro de un plan de ahorro para comprar un automóvil o adquirir maquinarias e insumos para la producción siguen siendo opciones válidas para invertir en épocas de inflación que nos dará un resultado por tenencia positivo.</p>
<p>Dado que muchos creen que se puede<strong> invertir en Cetes a modo de ahorro</strong>, tenga en cuenta que muchas veces no es una inversión.</p>
<p>Si vemos los números desde el 2006, comparando el <strong><a title="Beneficios de los CETES" href="http://tiie.com.mx/beneficios-de-los-cetes/">rendimiento de los Cetes</a></strong> contra la inflación reportada, vemos que a veces sirven como inversión y otras veces no. En el 2010 los rendimientos fueron negativos, en realidad perdieron dinero. En el 2011 los rendimientos  si estuvieron por encima de la inflación, pero únicamente por 0.36%, que es lo mismo que nada.</p>
<p>En resumen, vemos que los <strong>Cetes dan cobertura contra la inflación</strong>, dado que no pierde valor a traves del tiempo, pero rendimiento real no han generado en este último tiempo.</p>
<p>A continuación dejamos 2 tablas, que resumen la evolución de la rentabilidad de los Cetes y la Inflación, cerrando con el rendimiento neto generado cada año:</p>

<table id="wp-table-reloaded-id-157-no-1" class="wp-table-reloaded wp-table-reloaded-id-157">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Período</th><th class="column-2">2006</th><th class="column-3">2007</th><th class="column-4">2008</th><th class="column-5">2009</th><th class="column-6">2010</th><th class="column-7">2011</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">Enero</td><td class="column-2">8,17%</td><td class="column-3">7,27%</td><td class="column-4">7,68%</td><td class="column-5">7,86%</td><td class="column-6">4,58%</td><td class="column-7">4,21%</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">Febrero</td><td class="column-2">7,88%</td><td class="column-3">7,27%</td><td class="column-4">7,69%</td><td class="column-5">7,36%</td><td class="column-6">4,58%</td><td class="column-7">4,12%</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">Marzo</td><td class="column-2">7,62%</td><td class="column-3">7,27%</td><td class="column-4">7,69%</td><td class="column-5">7,26%</td><td class="column-6">4,54%</td><td class="column-7">4,35%</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">Abril</td><td class="column-2">7,41%</td><td class="column-3">7,24%</td><td class="column-4">7,70%</td><td class="column-5">6,22%</td><td class="column-6">4,53%</td><td class="column-7">4,36%</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Mayo</td><td class="column-2">7,25%</td><td class="column-3">7,49%</td><td class="column-4">7,70%</td><td class="column-5">5,42%</td><td class="column-6">4,61%</td><td class="column-7">4,40%</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">Junio</td><td class="column-2">7,25%</td><td class="column-3">7,44%</td><td class="column-4">7,83%</td><td class="column-5">5,10%</td><td class="column-6">4,69%</td><td class="column-7">4,46%</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">Julio</td><td class="column-2">7,26%</td><td class="column-3">7,43%</td><td class="column-4">8,22%</td><td class="column-5">4,69%</td><td class="column-6">4,69%</td><td class="column-7">4,22%</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">Agosto</td><td class="column-2">7,26%</td><td class="column-3">7,44%</td><td class="column-4">8,49%</td><td class="column-5">4,58%</td><td class="column-6">4,61%</td><td class="column-7">4,13%</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">Septiembre</td><td class="column-2">7,29%</td><td class="column-3">7,45%</td><td class="column-4">8,48%</td><td class="column-5">4,57%</td><td class="column-6">4,52%</td><td class="column-7">4,31%</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">Octubre</td><td class="column-2">7,28%</td><td class="column-3">7,44%</td><td class="column-4">8,02%</td><td class="column-5">4,60%</td><td class="column-6">4,10%</td><td class="column-7">4,45%</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">Noviembre</td><td class="column-2">7,27%</td><td class="column-3">7,70%</td><td class="column-4">7,69%</td><td class="column-5">4,60%</td><td class="column-6">4,04%</td><td class="column-7">4,44%</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">Diciembre</td><td class="column-2">7,27%</td><td class="column-3">7,70%</td><td class="column-4">8,32%</td><td class="column-5">4,59%</td><td class="column-6">4,39%</td><td class="column-7">4,43%</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">Promedio</td><td class="column-2">7,44%</td><td class="column-3">7,43%</td><td class="column-4">7,96%</td><td class="column-5">5,57%</td><td class="column-6">4,49%</td><td class="column-7">4,32%</td>
	</tr>
</tbody>
</table>


<table id="wp-table-reloaded-id-158-no-1" class="wp-table-reloaded wp-table-reloaded-id-158">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Período</th><th class="column-2">2006</th><th class="column-3">2007</th><th class="column-4">2008</th><th class="column-5">2009</th><th class="column-6">2010</th><th class="column-7">2011</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">Enero</td><td class="column-2">7,27%</td><td class="column-3">6,38%</td><td class="column-4">5,71%</td><td class="column-5">2,82%</td><td class="column-6">13,85%</td><td class="column-7">6,01%</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">Febrero</td><td class="column-2">1,85%</td><td class="column-3">3,41%</td><td class="column-4">3,63%</td><td class="column-5">2,68%</td><td class="column-6">7,17%</td><td class="column-7">4,60%</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">Marzo</td><td class="column-2">1,52%</td><td class="column-3">2,63%</td><td class="column-4">9,05%</td><td class="column-5">7,13%</td><td class="column-6">8,86%</td><td class="column-7">2,33%</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">Abril</td><td class="column-2">1,77%</td><td class="column-3">-0,71%</td><td class="column-4">2,77%</td><td class="column-5">4,28%</td><td class="column-6">-3,76%</td><td class="column-7">-0,10%</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Mayo</td><td class="column-2">-5,21%</td><td class="column-3">-5,70%</td><td class="column-4">-1,29%</td><td class="column-5">-3,44%</td><td class="column-6">-7,30%</td><td class="column-7">-8,50%</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">Junio</td><td class="column-2">1,04%</td><td class="column-3">1,45%</td><td class="column-4">5,08%</td><td class="column-5">2,23%</td><td class="column-6">-0,38%</td><td class="column-7">-0,06%</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">Julio</td><td class="column-2">3,34%</td><td class="column-3">5,22%</td><td class="column-4">6,90%</td><td class="column-5">3,32%</td><td class="column-6">2,64%</td><td class="column-7">5,91%</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">Agosto</td><td class="column-2">6,30%</td><td class="column-3">5,00%</td><td class="column-4">7,15%</td><td class="column-5">2,91%</td><td class="column-6">3,38%</td><td class="column-7">1,91%</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">Septiembre</td><td class="column-2">12,81%</td><td class="column-3">9,73%</td><td class="column-4">8,49%</td><td class="column-5">6,19%</td><td class="column-6">6,48%</td><td class="column-7">2,98%</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">Octubre</td><td class="column-2">5,37%</td><td class="column-3">4,78%</td><td class="column-4">8,49%</td><td class="column-5">3,69%</td><td class="column-6">7,66%</td><td class="column-7">8,40%</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">Noviembre</td><td class="column-2">6,48%</td><td class="column-3">8,80%</td><td class="column-4">14,53%</td><td class="column-5">6,41%</td><td class="column-6">10,05%</td><td class="column-7">13,78%</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">Diciembre</td><td class="column-2">7,17%</td><td class="column-3">5,08%</td><td class="column-4">8,63%</td><td class="column-5">5,08%</td><td class="column-6">6,11%</td><td class="column-7">10,32%</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">Promedio</td><td class="column-2">4,14%</td><td class="column-3">3,84%</td><td class="column-4">6,59%</td><td class="column-5">3,61%</td><td class="column-6">4,56%</td><td class="column-7">3,97%</td>
	</tr>
	<tr class="row-15 odd">
		<td class="column-1">Rendimiento</td><td class="column-2">3,29%</td><td class="column-3">3,59%</td><td class="column-4">1,36%</td><td class="column-5">1,96%</td><td class="column-6">-0,07%</td><td class="column-7">0,36%</td>
	</tr>
</tbody>
</table>

]]></content:encoded>
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		</item>
		<item>
		<title>CETES Enero 2012</title>
		<link>http://tiie.com.mx/cetes-enero-2012/</link>
		<comments>http://tiie.com.mx/cetes-enero-2012/#comments</comments>
		<pubDate>Tue, 31 Jan 2012 12:55:04 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[CETES Enero]]></category>
		<category><![CDATA[CETES Enero 2012]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=1770</guid>
		<description><![CDATA[Comenzando un nuevo año, ¿cuál será la tendencia de las tasas de los CETES Enero 2012? CETES son títulos emitidos a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las subastas realizadas por Banxico cada semana. A través de los CETES el gobierno logra financiarse y cumplir con sus compromisos. La Secretaría de Hacienda [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" src="http://tiie.com.mx/wp-content/uploads/CETEE-300x207.jpg" alt="" /></p>
<h3><strong>Comenzando un nuevo año, ¿cuál será la tendencia de las tasas de los CETES Enero 2012?</strong></h3>
<p><strong>CETES </strong>son títulos emitidos a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las<strong> <a href="http://tiie.com.mx/comprar-cetes-directo/">subastas</a> realizadas por <a href="http://www.banxico.com.mx/">Banxico</a> cada semana.</strong> A través de los <strong>CETES </strong>el gobierno logra financiarse y cumplir con sus compromisos.</p>
<p><span id="more-1770"></span></p>
<p>La <a href="http://www.shcp.gob.mx/"><strong>Secretaría de Hacienda y Crédito Público</strong></a> (SHCP) lleva a cabo las tareas de colocar los <strong>CETES</strong> a descuento o bajo par y decreta los montos, rendimientos, plazos y condiciones de colocación.</p>
<p>Los CETES son títulos <a href="http://tiie.com.mx/inversion-en-cetes/">representativos de deuda pública</a> hacen que su tenedor adquiera un crédito que pesa sobre las obligaciones del Gobierno Federal. Los mismos pueden tener o no, devengamiento de intereses.</p>
<p>Como característica principal, poseen alta liquidez, ya que muchos de los <a href="http://losprestamospersonales.com.mx/">préstamos</a> están basados en la <a href="http://tiie.com.mx/venta-de-cetes-directo-al-publico/">tasa de CETES</a> y por ello también, no pierden valor.</p>
<p><strong><em>Si desea tomar decisiones a través de invertir o no en CETES espere a ver el resumen mensual de las tasas a 28, 91, 180 y 365 días.</em></strong></p>
<p>A continuación, la evolución de los <strong>CETES </strong>durante el mes de <strong>Enero 2012:</strong></p>
<p><strong><strong><em>A 28 días:</em></strong></strong></p>
<p>
<table id="wp-table-reloaded-id-153-no-1" class="wp-table-reloaded wp-table-reloaded-id-153">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">05/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,32</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">12/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,26</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">19/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,27</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">26/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,24</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">02/02/2012</td><td class="column-2">Enero</td><td class="column-3">4,24</td>
	</tr>
</tbody>
</table>
<em></em><strong><strong><em><br />
</em></strong></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em>A 91 días:</em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-154-no-1" class="wp-table-reloaded wp-table-reloaded-id-154">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">05/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,50</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">12/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,47</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">19/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,42</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">26/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,43</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">02/02/2012</td><td class="column-2">Enero</td><td class="column-3">4,39</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 182 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-155-no-1" class="wp-table-reloaded wp-table-reloaded-id-155">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">05/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,54</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">12/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,60</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">19/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,52</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">26/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,53</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">02/02/2012</td><td class="column-2">Enero</td><td class="column-3">4,50</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em><em><em><em><em><em><em><em><em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em>A 364 días:</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
<p>
<table id="wp-table-reloaded-id-156-no-1" class="wp-table-reloaded wp-table-reloaded-id-156">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Mes</th><th class="column-3">Tasa CETES</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">12/01/2012</td><td class="column-2">Enero</td><td class="column-3">4,70</td>
	</tr>
</tbody>
</table>
<em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em><em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em></em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><strong><em><br />
</em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></em></strong></p>
]]></content:encoded>
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		<item>
		<title>Calendario Subasta CETES y Bonos 2012</title>
		<link>http://tiie.com.mx/calendario-subasta-cetes-y-bonos-2012/</link>
		<comments>http://tiie.com.mx/calendario-subasta-cetes-y-bonos-2012/#comments</comments>
		<pubDate>Thu, 15 Dec 2011 17:12:21 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[BONDES]]></category>
		<category><![CDATA[Bonos]]></category>
		<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=1971</guid>
		<description><![CDATA[La Secretaría de Hacienda de México anunció que pondrá en marcha una nueva estrategia de colocación en sus subastas programadas de Certificados de la Tesorería (Cetes) a 28 y 91 días en el primer trimestre del 2012. Mediante el comunicado, la Secretaría de Hacienda anunció también la estrategia de colocación para el resto de los [...]]]></description>
			<content:encoded><![CDATA[<p><img class="aligncenter" src="http://tiie.com.mx/wp-content/uploads/CETEE-300x207.jpg" alt="" /></p>
<h3>La <a href="http://www.shcp.gob.mx/">Secretaría de Hacienda de México</a> anunció que pondrá en marcha una nueva estrategia de colocación en sus subastas programadas de <a href="http://tiie.com.mx/cetes/">Certificados de la Tesorería</a> (Cetes) a 28 y 91 días en el primer trimestre del 2012.</h3>
<p>Mediante el comunicado, la <strong>Secretaría de Hacienda</strong> anunció también la estrategia de colocación para el resto de los instrumentos se mantendrá sin cambios.</p>
<p>Para el año 2012, como se dio a conocer en  el <strong>Plan Anual de Financiamiento 2012</strong>, se pondrá en marcha una nueva mecánica para determinar el monto a subastar de los <strong><a title="Tasa de CETES" href="http://tiie.com.mx/tasa-de-cetes/">Cetes a 28</a></strong> y 91 días que a continuación se detalla.</p>
<ul>
<li>Los instrumentos de deuda de corto plazo, como son los Cetes, cumplen con varias funciones: ofrecer una referencia de tasa de interés de corto plazo para el mercado y contar con un instrumento de financiamiento que contribuya a la administración de tesorería  y manejo de caja a fin de cubrir las necesidades de recursos de corto plazo. En 2012 se pondrá en marcha una nueva mecánica para determinar el monto a subastar de los Cetes a 28 y 91 días.</li>
<li>En particular, cada trimestre se anunciará el monto promedio semanal a subastar, esto permitiría que la cantidad de títulos de Cetes a 28 y 91 días</li>
<li>Se establecerá un monto mínimo a colocar cada semana a fin de mantener la importancia de la subasta de Cetes a 28 y 91 días como tasa de interés de referencia en el mercado.</li>
</ul>
<p>La SHCP podrá realizar operaciones de permuta y  recompra durante el primer trimestre de 2012. Estas operaciones podrán involucrar <strong><a title="Los Bonos" href="http://tiie.com.mx/los-bonos/">Bonos a Tasa Fija</a></strong>, <strong><a title="UDI Valor" href="http://tiie.com.mx/udi-valor/">Udibonos</a></strong> y <strong>Cetes</strong>.</p>
<p>En caso de llevarse a cabo alguna de las operaciones anteriores, la SHCP dará a conocer a través del Banco de México la convocatoria respectiva, en la que se especificará el tipo de instrumento, los montos, así como las emisiones involucradas, con dos días de anticipación a la fecha de la operación correspondiente.</p>
<p><em><strong>Montos a subastar durante el primer semestre del 2012:</strong></em></p>

<table id="wp-table-reloaded-id-137-no-1" class="wp-table-reloaded wp-table-reloaded-id-137">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Instrumento</th><th class="column-2">Periodicidad</th><th class="column-3">Monto Subasta</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">CETES 28 días</td><td class="column-2">Promedio Semanal</td><td class="column-3">7000</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">CETES 91 días</td><td class="column-2">Promedio Semanal</td><td class="column-3">8000</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">CETES 182 días</td><td class="column-2">Semanal</td><td class="column-3">8500</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">CETES 364 días</td><td class="column-2">Cada 4 semanas</td><td class="column-3">9500</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">Bonos 3 años</td><td class="column-2">Cada 4 semanas</td><td class="column-3">7500</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">Bonos 5 años</td><td class="column-2">Cada 4 semanas</td><td class="column-3">6500</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">Bonos 10 años</td><td class="column-2">Única colocación</td><td class="column-3">Por definir</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">Bonos 20 años</td><td class="column-2">Cada 6 semanas</td><td class="column-3">4500</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">Bonos 30 años</td><td class="column-2">Cada 6 semanas</td><td class="column-3">4000</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">Udibonos 3 años</td><td class="column-2">Cada 4 semanas</td><td class="column-3">750</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">Udibonos 10 años</td><td class="column-2">Cada 4 semanas</td><td class="column-3">700</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">Udibonos 30 años</td><td class="column-2">Cada 4 semanas</td><td class="column-3">600</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">Bondes D 5 años</td><td class="column-2">Cada 2 semanas</td><td class="column-3">1500</td>
	</tr>
</tbody>
</table>

<p><strong><em>Calendario de subastas 2012:</em></strong></p>

<table id="wp-table-reloaded-id-136-no-1" class="wp-table-reloaded wp-table-reloaded-id-136">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Fecha</th><th class="column-2">Fija Corto Plazo</th><th class="column-3">Fija Largo Plazo</th><th class="column-4">Udizado</th><th class="column-5">Revisable</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">03/01/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 5 años</td><td class="column-4">Udibonos 10 años</td><td class="column-5">-</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">10/01/2012</td><td class="column-2">Cetes 1, 3, 6 y12 meses</td><td class="column-3">Bonos 20 años</td><td class="column-4">Udibonos 30 años</td><td class="column-5">Bondes D 5 años</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">17/01/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 3 años</td><td class="column-4">Udibonos 3 años</td><td class="column-5">-</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">24/01/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 30 años</td><td class="column-4">-</td><td class="column-5">Bondes D 5 años</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">31/01/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 5 años</td><td class="column-4">Udibonos 10 años</td><td class="column-5">-</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">07/02/2012</td><td class="column-2">Cetes 1, 3, 6 y12 meses</td><td class="column-3">-</td><td class="column-4">Udibonos 30 años</td><td class="column-5">Bondes D 5 años</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">14/02/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 3 años</td><td class="column-4">Udibonos 3 años</td><td class="column-5">-</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">21/02/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 20 años</td><td class="column-4">-</td><td class="column-5">Bondes D 5 años</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">28/02/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 5 años</td><td class="column-4">Udibonos 10 años</td><td class="column-5">-</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">06/03/2012</td><td class="column-2">Cetes 1, 3, 6 y12 meses</td><td class="column-3">Bonos 30 años</td><td class="column-4">Udibonos 30 años</td><td class="column-5">Bondes D 5 años</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">13/03/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 3 años</td><td class="column-4">Udibonos 3 años</td><td class="column-5">-</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">20/03/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">-</td><td class="column-4">-</td><td class="column-5">Bondes D 5 años</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">27/03/2012</td><td class="column-2">Cetes 1, 3 y 6 meses</td><td class="column-3">Bonos 5 años</td><td class="column-4">Udibonos 10 años</td><td class="column-5">-</td>
	</tr>
</tbody>
</table>

]]></content:encoded>
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		<item>
		<title>CETES 2012</title>
		<link>http://tiie.com.mx/cetes-2012/</link>
		<comments>http://tiie.com.mx/cetes-2012/#comments</comments>
		<pubDate>Thu, 01 Dec 2011 14:47:26 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[Evolucion CETES]]></category>
		<category><![CDATA[CETES]]></category>
		<category><![CDATA[Tasa CETES]]></category>
		<category><![CDATA[Tasa CETES 2012]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=2000</guid>
		<description><![CDATA[Pese a que aún se nos hace imposible conocer los datos de los CETES 2012, sabemos bien que los Certificados de la Tesorería de la Federación (CETES) son títulos de crédito al portador denominados en moneda nacional que están a cargo del Gobierno Federal. Dichos títulos pueden o no devengar intereses. En este sentido, hemos visto [...]]]></description>
			<content:encoded><![CDATA[<p><img class="alignleft" src="http://tiie.com.mx/wp-content/uploads/CETEE-300x207.jpg" alt="" width="240" height="166" /></p>
<h3>Pese a que aún se nos hace imposible conocer los datos de los <strong>CETES 2012</strong>, sabemos bien que los <a href="http://losimpuestos.com.mx/impuestos-cetes-directo/">Certificados de la Tesorería de la Federación</a> (CETES) son títulos de crédito al portador denominados en moneda nacional que están a cargo del Gobierno Federal. Dichos títulos pueden o no devengar intereses.</h3>
<p>En este sentido, hemos visto cómo evolucionaron los <strong><a title="CETES 2011" href="http://tiie.com.mx/cetes-2011/">CETES 2011</a></strong>, y queremos mencionar y no dejar pasar que la<a href="http://www.shcp.gob.mx/Paginas/default.aspx"> Secretaría de Hacienda y Crédito Público </a>(SHCP) tiene la facultad de colocarlos a descuento o bajo par. Asimismo la SHPC determina los montos, rendimientos, plazos y condiciones de colocación, junto con las demás características específicas de las diversas emisiones, tomando en cuenta previamente la opinión del Banco de México.</p>
<p><span id="more-2000"></span></p>
<p>Para quienes aún no estén al tanto, los <strong>CETES </strong>no son cosa nueva, sino que desde el 28 de noviembre de 1977 apareció publicado en el <a href="http://www.laeconomia.com.mx/tag/diario-oficial-de-la-federacion/" target="_blank">Diario Oficial de la Federación</a><a href="http://tiie.com.mx/cetes/dof.gob.mx/" target="_blank"> </a>el Decreto mediante el cual la Secretaría de Hacienda y Crédito Público fue autorizada a emitir CETES.</p>
<p>Generalmente se emiten <strong>CETES </strong>a 28, 91, 182 y 364 días, aunque algunos se han llegado a emitir CETES a 7 y a 14 días, y a 2 años. En este sentido, los<strong> CETES</strong> salen al mercado a través de subastas que realiza <a href="http://tiie.com.mx/cetes/www.banxico.org.mx/" target="_blank">Banxico</a> todos los días martes.</p>
<p>También es importante recordar que, los <strong>CETES </strong>son usados por el gobierno se haga de recursos y pueda pagar sus compromisos; quiere decir que son un pasivo o crédito para el gobierno.</p>
<p><strong>De manera semestral la Secretaria de Hacienda elabora un <a href="http://tiie.com.mx/calendario-subasta-cetes-y-bonos-2012/">calendario para 2012</a> en el que menciona el monto y plazo de cetes a subastar basados en el presupuesto de<a href="http://www.laeconomia.com.mx/paquete-economico-y-financiero-2011/" target="_blank"> ingresos y egresos de la Federación.</a></strong></p>
<p>Como todavía no tenemos datos de los <strong>CETES 2012</strong>, recordamos lo que fue la evolución de los <strong>CETES 2011</strong>:</p>

<table id="wp-table-reloaded-id-138-no-1" class="wp-table-reloaded wp-table-reloaded-id-138">
<thead>
	<tr class="row-1 odd">
		<th class="column-1">Subasta</th><th class="column-2">CETES 28 días</th><th class="column-3">CETES 91 días</th><th class="column-4">CETES 182 días</th><th class="column-5">CETES 364 días</th>
	</tr>
</thead>
<tbody>
	<tr class="row-2 even">
		<td class="column-1">06/01/2011</td><td class="column-2">4,16</td><td class="column-3">4,54</td><td class="column-4">4,63</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-3 odd">
		<td class="column-1">13/01/2011</td><td class="column-2">4,20</td><td class="column-3">4,49</td><td class="column-4">4,57</td><td class="column-5">4,76</td>
	</tr>
	<tr class="row-4 even">
		<td class="column-1">20/01/2011</td><td class="column-2">4,13</td><td class="column-3">4,41</td><td class="column-4">4,49</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-5 odd">
		<td class="column-1">27/01/2011</td><td class="column-2">4,05</td><td class="column-3">4,30</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-6 even">
		<td class="column-1">03/02/2011</td><td class="column-2">4,04</td><td class="column-3">4,27</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-7 odd">
		<td class="column-1">10/02/2011</td><td class="column-2">4,05</td><td class="column-3">4,35</td><td class="column-4">4,66</td><td class="column-5">4,81</td>
	</tr>
	<tr class="row-8 even">
		<td class="column-1">17/02/2011</td><td class="column-2">3,94</td><td class="column-3">4,27</td><td class="column-4">4,57</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-9 odd">
		<td class="column-1">24/02/2011</td><td class="column-2">4,14</td><td class="column-3">4,26</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-10 even">
		<td class="column-1">03/03/2011</td><td class="column-2">4,22</td><td class="column-3">4,27</td><td class="column-4">4,50</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-11 odd">
		<td class="column-1">10/03/2011</td><td class="column-2">4,28</td><td class="column-3">4,26</td><td class="column-4">4,50</td><td class="column-5">4,75</td>
	</tr>
	<tr class="row-12 even">
		<td class="column-1">17/03/2011</td><td class="column-2">4,24</td><td class="column-3">4,29</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-13 odd">
		<td class="column-1">24/03/2011</td><td class="column-2">4,30</td><td class="column-3">4,39</td><td class="column-4">4,73</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-14 even">
		<td class="column-1">31/03/2011</td><td class="column-2">4,30</td><td class="column-3">4,38</td><td class="column-4">4,59</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-15 odd">
		<td class="column-1">07/04/2011</td><td class="column-2">4,26</td><td class="column-3">4,40</td><td class="column-4">4,63</td><td class="column-5">4,92</td>
	</tr>
	<tr class="row-16 even">
		<td class="column-1">14/04/2011</td><td class="column-2">4,28</td><td class="column-3">4,36</td><td class="column-4">4,59</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-17 odd">
		<td class="column-1">20/04/2011</td><td class="column-2">4,33</td><td class="column-3">4,37</td><td class="column-4">4,59</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-18 even">
		<td class="column-1">28/04/2011</td><td class="column-2">4,24</td><td class="column-3">4,44</td><td class="column-4">4,61</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-19 odd">
		<td class="column-1">05/05/2011</td><td class="column-2">4,24</td><td class="column-3">4,41</td><td class="column-4">4,60</td><td class="column-5">4,84</td>
	</tr>
	<tr class="row-20 even">
		<td class="column-1">12/05/2011</td><td class="column-2">4,27</td><td class="column-3">4,44</td><td class="column-4">4,60</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-21 odd">
		<td class="column-1">19/05/2011</td><td class="column-2">4,34</td><td class="column-3">4,47</td><td class="column-4">4,62</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-22 even">
		<td class="column-1">26/05/2011</td><td class="column-2">4,39</td><td class="column-3">4,46</td><td class="column-4">4,57</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-23 odd">
		<td class="column-1">02/06/2011</td><td class="column-2">4,43</td><td class="column-3">4,46</td><td class="column-4">4,53</td><td class="column-5">4,69</td>
	</tr>
	<tr class="row-24 even">
		<td class="column-1">09/06/2011</td><td class="column-2">4,37</td><td class="column-3">4,37</td><td class="column-4">4,46</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-25 odd">
		<td class="column-1">16/06/2011</td><td class="column-2">4,38</td><td class="column-3">4,39</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-26 even">
		<td class="column-1">23/06/2011</td><td class="column-2">4,35</td><td class="column-3">4,35</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-27 odd">
		<td class="column-1">30/06/2011</td><td class="column-2">4,33</td><td class="column-3">4,36</td><td class="column-4">4,53</td><td class="column-5">4,75</td>
	</tr>
	<tr class="row-28 even">
		<td class="column-1">07/07/2011</td><td class="column-2">4,18</td><td class="column-3">4,29</td><td class="column-4">4,51</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-29 odd">
		<td class="column-1">14/07/2011</td><td class="column-2">4,15</td><td class="column-3">4,30</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-30 even">
		<td class="column-1">21/07/2011</td><td class="column-2">4,15</td><td class="column-3">4,27</td><td class="column-4">4,49</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-31 odd">
		<td class="column-1">28/07/2011</td><td class="column-2">4,08</td><td class="column-3">4,22</td><td class="column-4">4,45</td><td class="column-5">4,64</td>
	</tr>
	<tr class="row-32 even">
		<td class="column-1">04/08/2011</td><td class="column-2">3,96</td><td class="column-3">4,15</td><td class="column-4">4,42</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-33 odd">
		<td class="column-1">11/08/2011</td><td class="column-2">3,99</td><td class="column-3">4,16</td><td class="column-4">4,46</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-34 even">
		<td class="column-1">18/08/2011</td><td class="column-2">4,09</td><td class="column-3">4,23</td><td class="column-4">4,39</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-35 odd">
		<td class="column-1">25/08/2011</td><td class="column-2">4,17</td><td class="column-3">4,34</td><td class="column-4">4,41</td><td class="column-5">4,52</td>
	</tr>
	<tr class="row-36 even">
		<td class="column-1">01/09/2011</td><td class="column-2">4,11</td><td class="column-3">4,30</td><td class="column-4">4,34</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-37 odd">
		<td class="column-1">08/09/2011</td><td class="column-2">4,17</td><td class="column-3">4,29</td><td class="column-4">4,33</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-38 even">
		<td class="column-1">15/09/2011</td><td class="column-2">4,25</td><td class="column-3">4,22</td><td class="column-4">4,35</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-39 odd">
		<td class="column-1">22/09/2011</td><td class="column-2">4,27</td><td class="column-3">4,25</td><td class="column-4">4,37</td><td class="column-5">4,45</td>
	</tr>
	<tr class="row-40 even">
		<td class="column-1">29/09/2011</td><td class="column-2">4,34</td><td class="column-3">4,36</td><td class="column-4">4,45</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-41 odd">
		<td class="column-1">06/10/2011</td><td class="column-2">4,35</td><td class="column-3">4,37</td><td class="column-4">4,48</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-42 even">
		<td class="column-1">13/10/2011</td><td class="column-2">4,37</td><td class="column-3">4,40</td><td class="column-4">4,44</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-43 odd">
		<td class="column-1">20/10/2011</td><td class="column-2">4,35</td><td class="column-3">4,35</td><td class="column-4">4,39</td><td class="column-5">4,40</td>
	</tr>
	<tr class="row-44 even">
		<td class="column-1">27/10/2011</td><td class="column-2">4,37</td><td class="column-3">4,36</td><td class="column-4">4,39</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-45 odd">
		<td class="column-1">03/11/2011</td><td class="column-2">4,38</td><td class="column-3">4,40</td><td class="column-4">4,42</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-46 even">
		<td class="column-1">10/11/2011</td><td class="column-2">4,35</td><td class="column-3">4,31</td><td class="column-4">4,40</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-47 odd">
		<td class="column-1">17/11/2011</td><td class="column-2">4,35</td><td class="column-3">4,40</td><td class="column-4">4,44</td><td class="column-5">4,46</td>
	</tr>
	<tr class="row-48 even">
		<td class="column-1">24/11/2011</td><td class="column-2">4,32</td><td class="column-3">4,38</td><td class="column-4">4,44</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-49 odd">
		<td class="column-1">01/12/2011</td><td class="column-2">4,39</td><td class="column-3">4,38</td><td class="column-4">4,50</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-50 even">
		<td class="column-1">08/12/2011</td><td class="column-2">4,33</td><td class="column-3">4,44</td><td class="column-4">4,51</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-51 odd">
		<td class="column-1">15/12/2011</td><td class="column-2">4,33</td><td class="column-3">4,44</td><td class="column-4">4,52</td><td class="column-5">4,57</td>
	</tr>
	<tr class="row-52 even">
		<td class="column-1">22/12/2011</td><td class="column-2">4,33</td><td class="column-3">4,45</td><td class="column-4">4,52</td><td class="column-5">N/E</td>
	</tr>
	<tr class="row-53 odd">
		<td class="column-1">29/12/2011</td><td class="column-2">4,31</td><td class="column-3">4,49</td><td class="column-4">4,55</td><td class="column-5">N/E</td>
	</tr>
</tbody>
</table>

<p>Si desea ver el detalle mensual, a continuación puede ingresar a cada uno de los resúmenes:</p>
<ul>
<li><a title="Permanent Link to CETES Enero 2011" rel="bookmark" href="http://tiie.com.mx/cetes-enero-2012/">CETES Enero 2012</a></li>
<li><a title="Permanent Link to CETES Febrero 2011" rel="bookmark" href="http://tiie.com.mx/cetes-febrero-2012/">CETES Febrero 2012</a></li>
<li><a title="Permanent Link to CETES Marzo 2011" rel="bookmark" href="http://tiie.com.mx/cetes-marzo-2012/">CETES Marzo 2012</a></li>
<li><a title="Permanent Link to CETES Abril 2011" rel="bookmark" href="http://tiie.com.mx/cetes-abril-2012/">CETES Abril 2012</a></li>
<li><a title="Permanent Link to CETES Mayo 2011" rel="bookmark" href="http://tiie.com.mx/cetes-mayo-2012/">CETES Mayo 2012</a></li>
<li><a title="Permanent Link to CETES Junio 2011" rel="bookmark" href="http://tiie.com.mx/cetes-junio-2012/">CETES Junio 2012</a></li>
<li><a title="Permanent Link to CETES Julio 2011" rel="bookmark" href="http://tiie.com.mx/cetes-julio-2012/">CETES Julio 2012</a></li>
<li><a title="Permanent Link to CETES Agosto 2011" rel="bookmark" href="http://tiie.com.mx/cetes-agosto-2012/">CETES Agosto 2012</a></li>
<li><a title="Permanent Link to CETES Septiembre 2011" rel="bookmark" href="http://tiie.com.mx/cetes-septiembre-2012/">CETES Septiembre 2012</a></li>
<li><a title="Permanent Link to CETES Octubre 2011" rel="bookmark" href="http://tiie.com.mx/cetes-octubre-2012/">CETES Octubre 2012</a></li>
<li><a title="Permanent Link to CETES Noviembre 2011" rel="bookmark" href="http://tiie.com.mx/cetes-noviembre-2012/">CETES Noviembre 2012</a></li>
<li><a title="Permanent Link to CETES Diciembre 2011" rel="bookmark" href="http://tiie.com.mx/cetes-diciembre-2012/">CETES Diciembre 2012</a></li>
</ul>
]]></content:encoded>
			<wfw:commentRss>http://tiie.com.mx/cetes-2012/feed/</wfw:commentRss>
		<slash:comments>2</slash:comments>
		</item>
		<item>
		<title>CETES Octubre 2012</title>
		<link>http://tiie.com.mx/cetes-octubre-2012/</link>
		<comments>http://tiie.com.mx/cetes-octubre-2012/#comments</comments>
		<pubDate>Wed, 27 Jul 2011 02:14:09 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[CETES Octubre 2012]]></category>
		<category><![CDATA[CETES Ocubre]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=1795</guid>
		<description><![CDATA[Próximos a concluir el año 2012, debemos conocer la tendencia de las tasas de los CETES Octubre 2012. CETES se emiten a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las subastas realizadas por Banxico cada semana. A través de los CETES el gobierno logra financiarse y cumplir con sus compromisos. Como característica [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Próximos a concluir el año 2012, debemos conocer la tendencia de las tasas de los CETES Octubre 2012.</strong></p>
<p><strong><strong></strong>CETES </strong>se emiten a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las<strong> <a href="http://tiie.com.mx/comprar-cetes-directo/">subastas</a> realizadas por <a href="http://www.banxico.com.mx/">Banxico</a> cada semana.</strong> A través de los <strong>CETES </strong>el gobierno logra financiarse y cumplir con sus compromisos.</p>
<p>Como característica principal, poseen alta liquidez, ya que muchos de los <a href="http://losprestamospersonales.com.mx/">préstamos</a> están basados en la <a href="http://tiie.com.mx/venta-de-cetes-directo-al-publico/">tasa de CETES</a> y por ello también, no pierden valor.</p>
<p>Requisitos:</p>
<ul>
<li>Mayor de 18 años</li>
<li>Ser titular de una cuenta bancaria</li>
<li>Poseer la <a href="http://cuentasdeahorro.com.mx/clabe-interbancaria">Clave Bancaria Estandarizada</a> (CLABE)</li>
<li>Residir en México</li>
<li>Tener el <a href="http://losimpuestos.com.mx/%C2%BFcomo-inscribirse-en-el-rfc/">Registro Federal de Contribuyentes</a> (RFC)</li>
<li>Tener Clave Única de Población e Identificación (CURP)</li>
</ul>
<p>Sabemos bien que la <a href="http://www.shcp.gob.mx/"><strong>Secretaría de Hacienda y Crédito Público</strong></a> (SHCP) lleva a cabo las tareas de colocar los <strong>CETES</strong> a descuento o bajo par y decreta los montos, rendimientos, plazos y condiciones de colocación. Los <strong>CETES</strong>, por su parte, sirven para que el gobierno se financie mediante recursos a corto plazo y pueda pagar sus compromisos. Con esto, queremos afirmar que son un pasivo o crédito para el gobierno.</p>
<p><strong><strong>Los<strong> CETES</strong> son títulos <a href="http://tiie.com.mx/inversion-en-cetes/">representativos de deuda pública</a> hacen que su tenedor adquiera un crédito que pesa sobre las obligaciones del Gobierno Federal. Los mismos pueden tener o no, devengamiento de intereses.</strong></strong></p>
<p><strong><strong>De manera semestral la Secretaria de Hacienda elabora un calendario en el que menciona el monto y plazo de cetes a subastar basados en el <a href="http://www.laeconomia.com.mx/paquete-economico-y-financiero-2011/" target="_blank">presupuesto de ingresos y egresos de la Federación</a>.</strong></strong></p>
<p><strong><em>Si desea tomar decisiones a través de invertir o no en CETES espere a ver el resumen mensual de las tasas a 28, 91, 180 y 365 días.</em></strong></p>
]]></content:encoded>
			<wfw:commentRss>http://tiie.com.mx/cetes-octubre-2012/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>CETES Agosto 2012</title>
		<link>http://tiie.com.mx/cetes-agosto-2012/</link>
		<comments>http://tiie.com.mx/cetes-agosto-2012/#comments</comments>
		<pubDate>Wed, 27 Jul 2011 02:08:22 +0000</pubDate>
		<dc:creator>Nicolas Rombiola</dc:creator>
				<category><![CDATA[CETES]]></category>
		<category><![CDATA[CETES 2012]]></category>
		<category><![CDATA[CETES Agosto]]></category>
		<category><![CDATA[CETES Agosto 2012]]></category>

		<guid isPermaLink="false">http://tiie.com.mx/?p=1791</guid>
		<description><![CDATA[Se aproxima fin de año 2012 y debemos conocer, en este octavo mes del año, la tendencia de las tasas de los CETES Agosto 2012. Sabemos bien que la Secretaría de Hacienda y Crédito Público (SHCP) lleva a cabo las tareas de colocar los CETES a descuento o bajo par y decreta los montos, rendimientos, plazos y [...]]]></description>
			<content:encoded><![CDATA[<p><strong>Se aproxima fin de año 2012 y debemos conocer, en este octavo mes del año, la tendencia de las tasas de los CETES Agosto 2012.</strong></p>
<p><strong></strong>Sabemos bien que la <a href="http://www.shcp.gob.mx/"><strong>Secretaría de Hacienda y Crédito Público</strong></a> (SHCP) lleva a cabo las tareas de colocar los <strong>CETES</strong> a descuento o bajo par y decreta los montos, rendimientos, plazos y condiciones de colocación. Los <strong>CETES</strong>, por su parte, sirven para que el gobierno se financie mediante recursos a corto plazo y pueda pagar sus compromisos. Con esto, queremos afirmar que son un pasivo o crédito para el gobierno.</p>
<p>Como característica principal, poseen alta liquidez, ya que muchos de los <a href="http://losprestamospersonales.com.mx/">préstamos</a> están basados en la <a href="http://tiie.com.mx/venta-de-cetes-directo-al-publico/">tasa de CETES</a> y por ello también, no pierden valor.</p>
<p>Requisitos:</p>
<ul>
<li>Mayor de 18 años</li>
<li>Ser titular de una cuenta bancaria</li>
<li>Poseer la <a href="http://cuentasdeahorro.com.mx/clabe-interbancaria">Clave Bancaria Estandarizada</a> (CLABE)</li>
<li>Residir en México</li>
<li>Tener el <a href="http://losimpuestos.com.mx/%C2%BFcomo-inscribirse-en-el-rfc/">Registro Federal de Contribuyentes</a> (RFC)</li>
<li>Tener Clave Única de Población e Identificación (CURP)</li>
</ul>
<p>Para <a href="http://tiie.com.mx/subastas-de-cetes/"><strong>comprar los CETES directo</strong></a> desde Internet debe ingresar a la página oficial del instrumento y clickear en el botón “Regístrate Ahora”, así creará un usuario de cuenta.</p>
<p>Para los que posean la <a href="http://losimpuestos.com.mx/Firma-Electronica-Avanzada-fiel">FIEL</a>, tendrán la posibilidad de<strong> invertir desde 100 pesos en <a href="http://www.laeconomia.com.mx/cetes-directo/">CETES Directo</a> </strong>desde la página Web: <a href="http://www.cetesdirecto.com/">http://www.cetesdirecto.com/</a></p>
<p><strong><strong>De manera semestral la Secretaria de Hacienda elabora un calendario en el que menciona el monto y plazo de cetes a subastar basados en el <a href="http://www.laeconomia.com.mx/paquete-economico-y-financiero-2011/" target="_blank">presupuesto de ingresos y egresos de la Federación</a>.</strong></strong></p>
<p><strong><strong></strong>CETES </strong>se emiten a 28, 91, 182 y 364 días, y aparecen en comercialización gracias a las<strong> <a href="http://tiie.com.mx/comprar-cetes-directo/">subastas</a> realizadas por <a href="http://www.banxico.com.mx/">Banxico</a> cada semana.</strong> A través de los <strong>CETES </strong>el gobierno logra financiarse y cumplir con sus compromisos.</p>
<p>Los<strong> CETES</strong> son títulos <a href="http://tiie.com.mx/inversion-en-cetes/">representativos de deuda pública</a> hacen que su tenedor adquiera un crédito que pesa sobre las obligaciones del Gobierno Federal. Los mismos pueden tener o no, devengamiento de intereses.</p>
<p><strong><em>Si desea tomar decisiones a través de invertir o no en CETES espere a ver el resumen mensual de las tasas a 28, 91, 180 y 365 días.</em></strong></p>
]]></content:encoded>
			<wfw:commentRss>http://tiie.com.mx/cetes-agosto-2012/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
	</channel>
</rss>

