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	<title>Todo Fondos de Inversion .com &#187; Fondos BBVA</title>
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	<link>http://todofondosdeinversion.com</link>
	<description>Toda la información sobre fondos de inversion en el blog Todo Fondos de Inversion de FinancialRed</description>
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		<title>Rentabilidad fondos de inversión BBVA</title>
		<link>http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-bbva/</link>
		<comments>http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-bbva/#comments</comments>
		<pubDate>Tue, 10 Jul 2012 09:31:26 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=4364</guid>
		<description><![CDATA[El banco BBVA es uno de las instituciones financieras más potentes de España, en este artículo se estudiará el comportamiento de la rentabilidad de los fondos de inversión de este banco y con esta información usted podrá decidir su inversión de forma correcta]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="fondos de inversion" src="http://www.sxc.hu/pic/m/d/di/dioptria/1361706_euro.jpg" alt="" width="240" height="158" />El banco BBVA es uno de las instituciones financieras más potentes de España, en este artículo se estudiará el comportamiento de la rentabilidad de los <a href="http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-bankia/">fondos de inversión</a> de este banco y con esta información usted podrá decidir su inversión de forma correcta</h3>
<p>Fuente del artículo: Morningstar.es</p>
<h3><span id="more-4364"></span>BBVA Ahorro Empresas FI Acc</h3>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="83">Fondo</td>
<td valign="top" width="198">BBVA Ahorro Empresas FI Acc</td>
</tr>
<tr>
<td valign="top" width="83">Categoria</td>
<td valign="top" width="198">Mercado Monetario EUR</td>
</tr>
<tr>
<td valign="top" width="83">Indice</td>
<td valign="top" width="198">Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="110">Rentabilidades anuales (%)</td>
<td colspan="8" width="370">30/06/2012</td>
</tr>
<tr>
<td width="110"> Año</td>
<td width="49">2005</td>
<td width="47">2006</td>
<td width="47">2007</td>
<td width="47">2008</td>
<td width="47">2009</td>
<td width="47">2010</td>
<td width="47">2011</td>
<td width="38">30/06</td>
</tr>
<tr>
<td width="110">Rentabilidad %</td>
<td width="49">1,96</td>
<td width="47">2,71</td>
<td width="47">3,91</td>
<td width="47">4,64</td>
<td width="47">1,52</td>
<td width="47">0,24</td>
<td width="47">1,58</td>
<td width="38">0,75</td>
</tr>
<tr>
<td width="110">+/- Categoría</td>
<td width="49">0,30</td>
<td width="47">0,36</td>
<td width="47">0,63</td>
<td width="47">1,91</td>
<td width="47">0,46</td>
<td width="47">-0,12</td>
<td width="47">0,66</td>
<td width="38">0,27</td>
</tr>
<tr>
<td width="110">+/- Índice</td>
<td width="49">-0,19</td>
<td width="47">-0,24</td>
<td width="47">-0,29</td>
<td width="47">-0,22</td>
<td width="47">0,07</td>
<td width="47">-0,30</td>
<td width="47">0,41</td>
<td width="38">0,28</td>
</tr>
<tr>
<td width="110">% Rango en la categoría (sobre 100)</td>
<td width="49">18</td>
<td width="47">10</td>
<td width="47">13</td>
<td width="47">2</td>
<td width="47">16</td>
<td width="47">61</td>
<td width="47">10</td>
<td width="38">19</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="111">Rentabilidades acumul. %</td>
<td colspan="3" width="293">08/07/2012</td>
</tr>
<tr>
<td width="111"> Tiempo</td>
<td width="104"> Rentabilidad</td>
<td width="94">  +/- Categoría</td>
<td width="95">  +/- Índice</td>
</tr>
<tr>
<td width="111">1 día</td>
<td width="104">0,01</td>
<td width="94">  0,01</td>
<td width="95">0,01</td>
</tr>
<tr>
<td width="111">1 semana</td>
<td width="104">0,11</td>
<td width="94">  0,09</td>
<td width="95">0,10</td>
</tr>
<tr>
<td width="111">1 mes</td>
<td width="104">0,10</td>
<td width="94">  0,06</td>
<td width="95">0,06</td>
</tr>
<tr>
<td width="111">3 meses</td>
<td width="104">0,20</td>
<td width="94">  0,08</td>
<td width="95">0,03</td>
</tr>
<tr>
<td width="111">6 meses</td>
<td width="104">0,76</td>
<td width="94">  0,40</td>
<td width="95">0,31</td>
</tr>
<tr>
<td width="111">Año</td>
<td width="104">0,86</td>
<td width="94">  0,48</td>
<td width="95">0,38</td>
</tr>
<tr>
<td width="111">1 año</td>
<td width="104">1,61</td>
<td width="94">  0,80</td>
<td width="95">0,48</td>
</tr>
<tr>
<td width="111">3 años anualiz.</td>
<td width="104">1,02</td>
<td width="94">  0,38</td>
<td width="95">0,17</td>
</tr>
<tr>
<td width="111">5 años anualiz.</td>
<td width="104">2,16</td>
<td width="94">  0,58</td>
<td width="95">0,04</td>
</tr>
<tr>
<td width="111">10 años anualiz.</td>
<td width="104">-</td>
<td width="94">  -</td>
<td width="95">-</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mercado Monetario EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="102">Rentabilidad trimestral %</td>
<td colspan="4" width="324">30/06/2012</td>
</tr>
<tr>
<td width="102"> Año</td>
<td width="76">1er trimestre</td>
<td width="85">2º trimestre</td>
<td width="76">3er trimestre</td>
<td width="87">4º trimestre</td>
</tr>
<tr>
<td width="102">2012</td>
<td width="76">0,69</td>
<td width="85">0,06</td>
<td width="76">-</td>
<td width="87">-</td>
</tr>
<tr>
<td width="102">2011</td>
<td width="76">0,49</td>
<td width="85">0,29</td>
<td width="76">0,36</td>
<td width="87">0,42</td>
</tr>
<tr>
<td width="102">2010</td>
<td width="76">0,15</td>
<td width="85">-0,47</td>
<td width="76">0,52</td>
<td width="87">0,04</td>
</tr>
<tr>
<td width="102">2009</td>
<td width="76">0,71</td>
<td width="85">0,39</td>
<td width="76">0,29</td>
<td width="87">0,12</td>
</tr>
<tr>
<td width="102">2008</td>
<td width="76">1,07</td>
<td width="85">1,06</td>
<td width="76">1,17</td>
<td width="87">1,26</td>
</tr>
<tr>
<td width="102">2007</td>
<td width="76">0,87</td>
<td width="85">0,91</td>
<td width="76">0,98</td>
<td width="87">1,09</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h3>BBVA Ahorro FI Acc</h3>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="102">Fondo</td>
<td valign="top" width="198">  BBVA Ahorro FI Acc</td>
</tr>
<tr>
<td valign="top" width="102">Categoria</td>
<td valign="top" width="198">Mercado Monetario EUR</td>
</tr>
<tr>
<td valign="top" width="102">Indice</td>
<td valign="top" width="198">Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="110">Rentabilidades anuales (%)</td>
<td colspan="8" width="370">30/06/2012</td>
</tr>
<tr>
<td width="110"> Año</td>
<td width="49">2005</td>
<td width="47">2006</td>
<td width="47">2007</td>
<td width="47">2008</td>
<td width="47">2009</td>
<td width="47">2010</td>
<td width="47">2011</td>
<td width="38">30/06</td>
</tr>
<tr>
<td width="110">Rentabilidad %</td>
<td width="49">1,78</td>
<td width="47">2,56</td>
<td width="47">3,45</td>
<td width="47">2,94</td>
<td width="47">1,56</td>
<td width="47">0,68</td>
<td width="47">1,29</td>
<td width="38">0,53</td>
</tr>
<tr>
<td width="110">+/- Categoría</td>
<td width="49">0,12</td>
<td width="47">0,21</td>
<td width="47">0,17</td>
<td width="47">0,20</td>
<td width="47">0,50</td>
<td width="47">0,32</td>
<td width="47">0,37</td>
<td width="38">0,05</td>
</tr>
<tr>
<td width="110">+/- Índice</td>
<td width="49">-0,37</td>
<td width="47">-0,40</td>
<td width="47">-0,75</td>
<td width="47">-1,92</td>
<td width="47">0,11</td>
<td width="47">0,14</td>
<td width="47">0,13</td>
<td width="38">0,07</td>
</tr>
<tr>
<td width="110">% Rango en la categoría (sobre 100)</td>
<td width="49">28</td>
<td width="47">16</td>
<td width="47">18</td>
<td width="47">34</td>
<td width="47">57</td>
<td width="47">38</td>
<td width="47">16</td>
<td width="38">35</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="121">Rentabilidades acumul. %</td>
<td colspan="3" width="302">08/07/2012</td>
</tr>
<tr>
<td width="121"> Tiempo</td>
<td width="104"> Rentabilidad</td>
<td width="94">  +/- Categoría</td>
<td width="104">  +/- Índice</td>
</tr>
<tr>
<td width="121">1 día</td>
<td width="104">0,01</td>
<td width="94">  0,01</td>
<td width="104">0,01</td>
</tr>
<tr>
<td width="121">1 semana</td>
<td width="104">0,03</td>
<td width="94">  0,01</td>
<td width="104">0,02</td>
</tr>
<tr>
<td width="121">1 mes</td>
<td width="104">0,04</td>
<td width="94">  -0,01</td>
<td width="104">-0,01</td>
</tr>
<tr>
<td width="121">3 meses</td>
<td width="104">0,16</td>
<td width="94">  0,04</td>
<td width="104">-0,01</td>
</tr>
<tr>
<td width="121">6 meses</td>
<td width="104">0,53</td>
<td width="94">  0,17</td>
<td width="104">0,09</td>
</tr>
<tr>
<td width="121">Año</td>
<td width="104">0,56</td>
<td width="94">  0,18</td>
<td width="104">0,08</td>
</tr>
<tr>
<td width="121">1 año</td>
<td width="104">1,31</td>
<td width="94">  0,50</td>
<td width="104">0,18</td>
</tr>
<tr>
<td width="121">3 años anualiz.</td>
<td width="104">0,97</td>
<td width="94">  0,33</td>
<td width="104">0,12</td>
</tr>
<tr>
<td width="121">5 años anualiz.</td>
<td width="104">1,74</td>
<td width="94">  0,16</td>
<td width="104">-0,38</td>
</tr>
<tr>
<td width="121">10 años anualiz.</td>
<td width="104">-</td>
<td width="94">  -</td>
<td width="104">-</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mercado Monetario EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="102">Rentabilidad trimestral %</td>
<td colspan="4" width="324">30/06/2012</td>
</tr>
<tr>
<td width="102"> Año</td>
<td width="85">1er trimestre</td>
<td width="76">2º trimestre</td>
<td width="76">3er trimestre</td>
<td width="87">4º trimestre</td>
</tr>
<tr>
<td width="102">2012</td>
<td width="85">0,40</td>
<td width="76">0,13</td>
<td width="76">-</td>
<td width="87">-</td>
</tr>
<tr>
<td width="102">2011</td>
<td width="85">0,27</td>
<td width="76">0,25</td>
<td width="76">0,38</td>
<td width="87">0,40</td>
</tr>
<tr>
<td width="102">2010</td>
<td width="85">0,16</td>
<td width="76">0,08</td>
<td width="76">0,23</td>
<td width="87">0,21</td>
</tr>
<tr>
<td width="102">2009</td>
<td width="85">0,83</td>
<td width="76">0,33</td>
<td width="76">0,28</td>
<td width="87">0,11</td>
</tr>
<tr>
<td width="102">2008</td>
<td width="85">0,78</td>
<td width="76">0,95</td>
<td width="76">0,54</td>
<td width="87">0,64</td>
</tr>
<tr>
<td width="102">2007</td>
<td width="85">0,84</td>
<td width="76">0,84</td>
<td width="76">0,78</td>
<td width="87">0,94</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<h3>BBVA Bolsa Euro FI Acc</h3>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="102">Fondo</td>
<td valign="top" width="180">BBVA Bolsa Euro FI Acc</td>
</tr>
<tr>
<td valign="top" width="102">Categoria</td>
<td valign="top" width="180">RV Zona Euro Cap. Grande</td>
</tr>
<tr>
<td valign="top" width="102">Indice</td>
<td valign="top" width="180">MSCI EMU NR USD</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="110">Rentabilidades anuales (%)</td>
<td colspan="8" width="399">30/06/2012</td>
</tr>
<tr>
<td width="110"> Año</td>
<td width="50">2005</td>
<td width="50">2006</td>
<td width="46">2007</td>
<td width="53">2008</td>
<td width="50">2009</td>
<td width="46">2010</td>
<td width="58">2011</td>
<td width="44">30/06</td>
</tr>
<tr>
<td width="110">Rentabilidad %</td>
<td width="50">21,81</td>
<td width="50">14,16</td>
<td width="46">6,25</td>
<td width="53">-44,94</td>
<td width="50">26,53</td>
<td width="46">-6,81</td>
<td width="58">-17,83</td>
<td width="44">-2,85</td>
</tr>
<tr>
<td width="110">+/- Categoría</td>
<td width="50">-1,66</td>
<td width="50">-3,53</td>
<td width="46">1,36</td>
<td width="53">-2,13</td>
<td width="50">0,69</td>
<td width="46">-9,54</td>
<td width="58">-2,35</td>
<td width="44">-5,80</td>
</tr>
<tr>
<td width="110">+/- Índice</td>
<td width="50">-3,57</td>
<td width="50">-7,75</td>
<td width="46">-1,57</td>
<td width="53">-0,09</td>
<td width="50">-0,79</td>
<td width="46">-9,21</td>
<td width="58">-2,94</td>
<td width="44">-5,70</td>
</tr>
<tr>
<td width="110">% Rango en la categoría (sobre 100)</td>
<td width="50">74</td>
<td width="50">83</td>
<td width="46">42</td>
<td width="53">67</td>
<td width="50">45</td>
<td width="46">96</td>
<td width="58">75</td>
<td width="44">96</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="121">Rentabilidades acumul. %</td>
<td colspan="3" width="286">08/07/2012</td>
</tr>
<tr>
<td width="121"> Año</td>
<td width="104"> Rentabilidad</td>
<td width="94">  +/- Categoría</td>
<td width="87">  +/- Índice</td>
</tr>
<tr>
<td width="121">1 día</td>
<td width="104">-2,46</td>
<td width="94">  -1,38</td>
<td width="87">-2,12</td>
</tr>
<tr>
<td width="121">1 semana</td>
<td width="104">-1,67</td>
<td width="94">  -0,09</td>
<td width="87">0,63</td>
</tr>
<tr>
<td width="121">1 mes</td>
<td width="104">3,13</td>
<td width="94">  -1,17</td>
<td width="87">-0,93</td>
</tr>
<tr>
<td width="121">3 meses</td>
<td width="104">-7,93</td>
<td width="94">  -4,46</td>
<td width="87">-3,57</td>
</tr>
<tr>
<td width="121">6 meses</td>
<td width="104">-4,46</td>
<td width="94">  -7,66</td>
<td width="87">-6,73</td>
</tr>
<tr>
<td width="121">Año</td>
<td width="104">-4,47</td>
<td width="94">  -8,31</td>
<td width="87">-6,15</td>
</tr>
<tr>
<td width="121">1 año</td>
<td width="104">-23,89</td>
<td width="94">  -8,81</td>
<td width="87">-8,15</td>
</tr>
<tr>
<td width="121">3 años anualiz.</td>
<td width="104">-1,77</td>
<td width="94">  -7,33</td>
<td width="87">-6,09</td>
</tr>
<tr>
<td width="121">5 años anualiz.</td>
<td width="104">-13,18</td>
<td width="94">  -4,23</td>
<td width="87">-3,23</td>
</tr>
<tr>
<td width="121">10 años anualiz.</td>
<td width="104">-</td>
<td width="94">  -</td>
<td width="87">-</td>
</tr>
</tbody>
</table>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RV Zona Euro Cap. Grande</td>
</tr>
<tr>
<td>Índice: MSCI EMU NR USD</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="96">Rentabilidad trimestral %</td>
<td colspan="4" width="329">30/06/2012</td>
</tr>
<tr>
<td width="96"> Año</td>
<td width="81">1er trimestre</td>
<td width="85">2º trimestre</td>
<td width="76">3er trimestre</td>
<td width="87">4º trimestre</td>
</tr>
<tr>
<td width="96">2012</td>
<td width="81">7,16</td>
<td width="85">-9,34</td>
<td width="76">-</td>
<td width="87">-</td>
</tr>
<tr>
<td width="96">2011</td>
<td width="81">5,01</td>
<td width="85">0,16</td>
<td width="76">-25,71</td>
<td width="87">5,18</td>
</tr>
<tr>
<td width="96">2010</td>
<td width="81">-2,59</td>
<td width="85">-11,62</td>
<td width="76">7,30</td>
<td width="87">0,88</td>
</tr>
<tr>
<td width="96">2009</td>
<td width="81">-13,44</td>
<td width="85">18,57</td>
<td width="76">18,67</td>
<td width="87">3,89</td>
</tr>
<tr>
<td width="96">2008</td>
<td width="81">-17,53</td>
<td width="85">-4,52</td>
<td width="76">-10,65</td>
<td width="87">-21,75</td>
</tr>
<tr>
<td width="96">2007</td>
<td width="81">-0,43</td>
<td width="85">9,21</td>
<td width="76">-1,83</td>
<td width="87">-0,47</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/8Oz0ZWC5YLg" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Fondos BBVA: Renta fija a corto plazo</title>
		<link>http://todofondosdeinversion.com/fondos-bbva-renta-fija-a-corto-plazo/</link>
		<comments>http://todofondosdeinversion.com/fondos-bbva-renta-fija-a-corto-plazo/#comments</comments>
		<pubDate>Sun, 17 Jun 2012 14:59:29 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>
		<category><![CDATA[Renta Fija Corto Plazo]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=4274</guid>
		<description><![CDATA[En este artículo se estudiará el comportamiento de los fondos de inversión de renta fija a corto plazo de la institución financiera española BBVA. Con esta información usted tendrá más capacidad de escoger los fondos de inversión que más le parezca para entrar en el mundo de la inversión.]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="fondos de inversion" src="http://www.sxc.hu/pic/m/h/ho/hoboton/1377964_tightened_100_dollar_roll_.jpg" alt="" width="154" height="240" />En este artículo se estudiará el comportamiento de los <a href="http://todofondosdeinversion.com/fiscalidad-de-los-fondos-de-inversion/">fondos de inversión</a> de renta fija a corto plazo de la institución financiera española BBVA. Con esta información usted tendrá más capacidad de escoger los <a href="todofondosdeinversion.com/mejores-fondos-de-inversion-bbva-2012/">fondos de inversión</a> que más le parezca para entrar en el mundo de la inversión.</h3>
<p>&nbsp;</p>
<p>Fuente del artículo: Morningstar.es</p>
<p><span id="more-4274"></span></p>
<h3><strong>BBVA Acción Europa FI Acc</strong></h3>
<p>&nbsp;</p>
<p><img 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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="83">Fondo</td>
<td width="47">&nbsp;</td>
<td width="47">&nbsp;</td>
<td width="57">-</td>
<td width="57">2,1</td>
<td width="66">-0,4</td>
</tr>
<tr>
<td width="83">+/-Cat</td>
<td width="47">&nbsp;</td>
<td width="47">&nbsp;</td>
<td width="57">-</td>
<td width="57">2,8</td>
<td width="66">-1,5</td>
</tr>
<tr>
<td width="83">+/-Ind</td>
<td width="47">&nbsp;</td>
<td width="47">&nbsp;</td>
<td width="57">-</td>
<td width="57">-</td>
<td width="66">-</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Garantizados</td>
</tr>
<tr>
<td>Índice: -</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="196">Rentabilidades acumul. %</td>
<td width="151">22/06/2012</td>
</tr>
<tr>
<td width="196">Año</td>
<td width="151">-0,21</td>
</tr>
<tr>
<td width="196">3 años anualiz.</td>
<td width="151">-</td>
</tr>
<tr>
<td width="196">5 años anualiz.</td>
<td width="151">-</td>
</tr>
<tr>
<td width="196">10 años anualiz.</td>
<td width="151">-</td>
</tr>
<tr>
<td valign="top" width="196">Rendimiento a 12 meses</td>
<td valign="top" width="151">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>Rating Morningstar™ Sin calificación</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000611">Garantizados</a></p>
<p>ISIN ES0114168034</p>
<p>VL 22/06/2012 EUR 11,67</p>
<p>Cambio del día 0,18%</p>
<p>Patrimonio (Mil) 22/06/2012 EUR 9,65</p>
<p>Comisión Máx. Suscripción 5,00%</p>
<p>Comisión Máx. Reembolso 5,00%</p>
<p>Creación del fondo 28/04/2005</p>
<p>Nombre del gestor Tomás Pérez Gómez-Cerviño</p>
<p>Fecha Inicio 25/05/2011</p>
<h3>BBVA Ahorro Corto Plazo FI Acc</h3>
<p>&nbsp;</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="57">1,4</td>
<td width="57">2,3</td>
<td width="57">-0,8</td>
<td width="47">1,1</td>
<td width="47">0,7</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="57">4,3</td>
<td width="57">-0,3</td>
<td width="57">-1,3</td>
<td width="47">0,2</td>
<td width="47">-0,3</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="57">-3,5</td>
<td width="57">0,8</td>
<td width="57">-1,3</td>
<td width="47">0,0</td>
<td width="47">0,3</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RF Ultra Corto Plazo EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="196">Rentabilidades acumul. %</td>
<td width="132">21/06/2012</td>
</tr>
<tr>
<td width="196">Año</td>
<td width="132">0,71</td>
</tr>
<tr>
<td width="196">3 años anualiz.</td>
<td width="132">0,74</td>
</tr>
<tr>
<td width="196">5 años anualiz.</td>
<td width="132">1,22</td>
</tr>
<tr>
<td width="196">10 años anualiz.</td>
<td width="132">1,39</td>
</tr>
<tr>
<td valign="top" width="196">Rendimiento a 12 meses</td>
<td valign="top" width="132">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000592">RF Ultra Corto Plazo EUR</a></p>
<p>ISIN ES0113202032</p>
<p>VL 21/06/2012 EUR 2115,51</p>
<p>Cambio del día 0,06%</p>
<p>Patrimonio (Mil) 21/06/2012 EUR 1662,21</p>
<p>Comisión Máx. Suscripción –</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo  01/04/1991</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio  30/09/2010</p>
<p>&nbsp;</p>
<h3>BBVA Ahorro Empresas FI Acc</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="66">4,6</td>
<td width="57">1,5</td>
<td width="57">0,2</td>
<td width="47">1,6</td>
<td width="47">0,7</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="66">1,9</td>
<td width="57">0,5</td>
<td width="57">-0,1</td>
<td width="47">0,7</td>
<td width="47">0,3</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="66">-0,2</td>
<td width="57">0,1</td>
<td width="57">-0,1</td>
<td width="47">0,4</td>
<td width="47">0,3</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mercado Monetario EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="206">Rentabilidades acumul. %</td>
<td width="123">21/06/2012</td>
</tr>
<tr>
<td width="206">Año</td>
<td width="123">0,74</td>
</tr>
<tr>
<td width="206">3 años anualiz.</td>
<td width="123">1,01</td>
</tr>
<tr>
<td width="206">5 años anualiz.</td>
<td width="123">2,17</td>
</tr>
<tr>
<td width="206">10 años anualiz.</td>
<td width="123">-</td>
</tr>
<tr>
<td valign="top" width="206">Rendimiento a 12 meses</td>
<td valign="top" width="123">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000591">Mercado Monetario EUR</a></p>
<p>ISIN ES0114129036</p>
<p>VL 21/06/2012 EUR 7,51</p>
<p>Cambio del día 0,04%</p>
<p>Patrimonio (Mil) 21/06/2012 EUR 212,80</p>
<p>Comisión Máx. Suscripción –</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 22/07/2003</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio 30/09/2010</p>
<h3>BBVA Ahorro FI Acc</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="47">2,9</td>
<td width="47">1,6</td>
<td width="57">0,7</td>
<td width="57">1,3</td>
<td width="47">0,5</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="47">0,2</td>
<td width="47">0,5</td>
<td width="57">0,3</td>
<td width="57">0,4</td>
<td width="47">0,1</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="47">-1,9</td>
<td width="47">0,1</td>
<td width="57">0,3</td>
<td width="57">0,1</td>
<td width="47">0,1</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mercado Monetario EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="206">Rentabilidades acumul. %</td>
<td width="151">22/06/2012</td>
</tr>
<tr>
<td width="206">Año</td>
<td width="151">0,51</td>
</tr>
<tr>
<td width="206">3 años anualiz.</td>
<td width="151">0,97</td>
</tr>
<tr>
<td width="206">5 años anualiz.</td>
<td width="151">1,76</td>
</tr>
<tr>
<td width="206">10 años anualiz.</td>
<td width="151">-</td>
</tr>
<tr>
<td valign="top" width="206">Rendimiento a 12 meses</td>
<td valign="top" width="151">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000591">Mercado Monetario EUR</a></p>
<p>ISIN ES0110108034</p>
<p>VL 22/06/2012 EUR 11,86</p>
<p>Cambio del día 0,01%</p>
<p>Patrimonio (Mil) 21/06/2012 EUR 179,81</p>
<p>Comisión Máx. Suscripción –</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 21/08/2003</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio30/09/2010</p>
<p>&nbsp;</p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/j_wkVJoIudY" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
			<wfw:commentRss>http://todofondosdeinversion.com/fondos-bbva-renta-fija-a-corto-plazo/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bonos BBVA 2012</title>
		<link>http://todofondosdeinversion.com/bonos-bbva-2012/</link>
		<comments>http://todofondosdeinversion.com/bonos-bbva-2012/#comments</comments>
		<pubDate>Fri, 08 Jun 2012 14:28:17 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=4249</guid>
		<description><![CDATA[En este artículo se analizará el comportamiento de los principales bonos emitidos de la institución financiera española BBVA en el corriente año. Es importante conocer las tendencias de estos mercados con el fin de conocer si su inversión será  la correcta en ese momento]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="fondos de inversion" src="http://www.sxc.hu/pic/m/r/ra/rawku5/1166602_cash_rules_everything_around_me.jpg" alt="fondos de inversion" width="240" height="160" />En este artículo se analizará el comportamiento de los principales <strong>bonos</strong> emitidos de la institución financiera española <a href="todofondosdeinversion.com/mejores-fondos-de-inversion-bbva-2012/">BBVA</a> en el corriente año. Es importante conocer las tendencias de estos mercados con el fin de conocer si su inversión será  la correcta en ese momento.</h3>
<p>&nbsp;</p>
<p>Fuente del artículo: Morningstar.es</p>
<p>&nbsp;</p>
<h3><strong><span id="more-4249"></span>BBVA Bonos Ahorro Plus FI</strong></h3>
<p>&nbsp;</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="66">2,2</td>
<td width="66">1,8</td>
<td width="57">-0,5</td>
<td width="57">1,3</td>
<td width="57">1,0</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="66">5,2</td>
<td width="66">-0,8</td>
<td width="57">-1,1</td>
<td width="57">0,4</td>
<td width="57">-0,1</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="66">-2,6</td>
<td width="66">0,3</td>
<td width="57">-1,1</td>
<td width="57">0,2</td>
<td width="57">0,5</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RF Ultra Corto Plazo EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="187">Año</td>
<td width="180">0,94</td>
</tr>
<tr>
<td width="187">3 años anualiz.</td>
<td width="180">0,86</td>
</tr>
<tr>
<td width="187">5 años anualiz.</td>
<td width="180">1,46</td>
</tr>
<tr>
<td width="187">10 años anualiz.</td>
<td width="180">1,61</td>
</tr>
<tr>
<td valign="top" width="187">Rendimiento a 12 meses</td>
<td valign="top" width="180">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000592">RF Ultra Corto Plazo EUR</a></p>
<p>ISIN ES0170925038</p>
<p>VL 13/06/2012 EUR 7301,99</p>
<p>Cambio del día -0,01%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 259,38</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 259,38</p>
<p>Comisión Máx. Suscripción –</p>
<p>Ratio de costes netos 31/12/2010 1,01%</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 01/04/1991</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio 30/09/2010</p>
<p>Benchmark de fondos 90% ML Euro Governments Bill TR EUR ,  10% Market Europe ABS AAA</p>
<p>Benchmark MorningstarCiti EUR EuroDep 3 Mon EUR</p>
<p>&nbsp;</p>
<h3><strong>BBVA Bonos Cash FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="57">-</td>
<td width="57">-</td>
<td width="57">0,3</td>
<td width="57">1,1</td>
<td width="57">0,4</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="57">-</td>
<td width="57">-</td>
<td width="57">0,0</td>
<td width="57">0,2</td>
<td width="57">0,0</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="57">-</td>
<td width="57">-</td>
<td width="57">0,0</td>
<td width="57">-0,1</td>
<td width="57">0,0</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mercado Monetario EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="225">Rentabilidades acumul. %</td>
<td width="170">13/06/2012</td>
</tr>
<tr>
<td width="225">Año</td>
<td width="170">0,41</td>
</tr>
<tr>
<td width="225">3 años anualiz.</td>
<td width="170">0,63</td>
</tr>
<tr>
<td width="225">5 años anualiz.</td>
<td width="170">-</td>
</tr>
<tr>
<td width="225">10 años anualiz.</td>
<td width="170">-</td>
</tr>
<tr>
<td valign="top" width="225">Rendimiento a 12 meses</td>
<td valign="top" width="170">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td></td>
<td></td>
<td></td>
</tr>
</tbody>
</table>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000591">Mercado Monetario EUR</a></p>
<p>ISIN ES0113276002</p>
<p>VL 13/06/2012 EUR 10,20</p>
<p>Cambio del día -0,01%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 39,74</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 39,74</p>
<p>Comisión Máx. Suscripción –</p>
<p>Ratio de costes netos 31/12/2010 0,53%</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 25/02/2009</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio 30/09/2010</p>
<p>&nbsp;</p>
<h3><strong>BBVA Bonos Core BP FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="66">-19,7</td>
<td width="57">16,1</td>
<td width="57">0,4</td>
<td width="57">1,0</td>
<td width="57">0,2</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="66">-0,1</td>
<td width="57">2,9</td>
<td width="57">-5,4</td>
<td width="57">9,5</td>
<td width="57">-0,9</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="66">-2,1</td>
<td width="57">-2,5</td>
<td width="57">-5,4</td>
<td width="57">0,7</td>
<td width="57">-5,4</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mixtos Flexibles EUR</td>
</tr>
<tr>
<td>Índice: Cat 50%Barclays EurAgg TR&amp;50%FTSE Wld TR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="187">Rentabilidades acumul. %</td>
<td width="189">12/06/2012</td>
</tr>
<tr>
<td width="187">Año</td>
<td width="189">0,27</td>
</tr>
<tr>
<td width="187">3 años anualiz.</td>
<td width="189">3,97</td>
</tr>
<tr>
<td width="187">5 años anualiz.</td>
<td width="189">-1,46</td>
</tr>
<tr>
<td width="187">10 años anualiz.</td>
<td width="189">-</td>
</tr>
<tr>
<td valign="top" width="187">Rendimiento a 12 meses</td>
<td valign="top" width="189">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000739">Mixtos Flexibles EUR</a></p>
<p>ISIN ES0114239033</p>
<p>VL 12/06/2012 EUR 11,01</p>
<p>Cambio del día 0,00%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 29,07</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 29,07</p>
<p>Comisión Máx. Suscripción –</p>
<p>Ratio de costes netos 31/12/2010 0,22%</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 21/08/2003</p>
<p>Nombre del gestor Antonio Fernández Gión</p>
<p>Fecha Inicio 30/04/2009</p>
<p>Benchmark de fondos BofAML German Fed Government 0-3Y TR EUR</p>
<p>Benchmark MorningstarCat 50%Barclays EurAgg TR&amp;50%FTSE Wld TR</p>
<p>&nbsp;</p>
<h3><strong>BBVA Bonos Corto Plazo FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="57">-2,5</td>
<td width="57">3,5</td>
<td width="66">-1,0</td>
<td width="57">0,2</td>
<td width="57">0,9</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="57">0,4</td>
<td width="57">0,9</td>
<td width="66">-1,5</td>
<td width="57">-0,7</td>
<td width="57">-0,2</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="57">-7,4</td>
<td width="57">2,0</td>
<td width="66">-1,5</td>
<td width="57">-1,0</td>
<td width="57">0,5</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RF Ultra Corto Plazo EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="206">Rentabilidades acumul. %</td>
<td width="151">12/06/2012</td>
</tr>
<tr>
<td width="206">Año</td>
<td width="151">0,91</td>
</tr>
<tr>
<td width="206">3 años anualiz.</td>
<td width="151">0,59</td>
</tr>
<tr>
<td width="206">5 años anualiz.</td>
<td width="151">0,30</td>
</tr>
<tr>
<td width="206">10 años anualiz.</td>
<td width="151">0,69</td>
</tr>
<tr>
<td valign="top" width="206">Rendimiento a 12 meses</td>
<td valign="top" width="151">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000592">RF Ultra Corto Plazo EUR</a></p>
<p>ISIN ES0113101036</p>
<p>VL 12/06/2012 EUR 17,00</p>
<p>Cambio del día -0,06%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 198,35</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 198,35</p>
<p>Comisión Máx. Suscripción –</p>
<p>Ratio de costes netos 31/12/2010 1,65%</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 01/04/1991</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio 30/04/2009</p>
<p>Benchmark de fondos 83% ML Euro Governments Bill TR EUR ,  17% Market Europe ABS AAA</p>
<p>Benchmark MorningstarCiti EUR EuroDep 3 Mon EUR</p>
<p>&nbsp;</p>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/gORbGMxAzGc" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
			<wfw:commentRss>http://todofondosdeinversion.com/bonos-bbva-2012/feed/</wfw:commentRss>
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		</item>
		<item>
		<title>Mejores fondos de inversión BBVA 2012</title>
		<link>http://todofondosdeinversion.com/mejores-fondos-de-inversion-bbva-2012/</link>
		<comments>http://todofondosdeinversion.com/mejores-fondos-de-inversion-bbva-2012/#comments</comments>
		<pubDate>Thu, 07 Jun 2012 14:21:57 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=4247</guid>
		<description><![CDATA[En este artículo se estudiará el comportamiento de los mejores fondos de inversión de una de las más reconocidas instituciones financieras españolas, el banco BBVA. Los fondos de inversión le ofrecen a sus usuarios muchos beneficios con respecto a la gestión de su dinero para poderlo duplicar.]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="fondos de inversion" src="http://www.sxc.hu/pic/m/s/sv/svilen001/1193473_dark_euro_3.jpg" alt="fondos de inversion" width="240" height="180" />En este artículo se estudiará el comportamiento de los mejores <a href="http://todofondosdeinversion.com/fondos-de-inversion-de-renta-variable-mas-rentables-del-2012/">fondos de inversión</a> de una de las más reconocidas instituciones financieras españolas, el banco BBVA. Los <a href="todofondosdeinversion.com/mejores-fondos-de-inversion/">fondos de inversión</a> le ofrecen a sus usuarios muchos beneficios con respecto a la gestión de su dinero para poderlo duplicar.</h3>
<p>&nbsp;</p>
<p>Fuente del artículo: Morningstar.es</p>
<p>&nbsp;</p>
<h3><span id="more-4247"></span>BBVA Ahorro Empresas FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="66">4,6</td>
<td width="47">1,5</td>
<td width="57">0,2</td>
<td width="57">1,6</td>
<td width="57">0,7</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="66">1,9</td>
<td width="47">0,5</td>
<td width="57">-0,1</td>
<td width="57">0,7</td>
<td width="57">0,3</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="66">-0,2</td>
<td width="47">0,1</td>
<td width="57">-0,1</td>
<td width="57">0,4</td>
<td width="57">0,3</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mercado Monetario EUR</td>
</tr>
<tr>
<td>Índice: Citi EUR EuroDep 3 Mon EUR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="225">Rentabilidades acumul. %</td>
<td width="161">12/06/2012</td>
</tr>
<tr>
<td width="225">Año</td>
<td width="161">0,73</td>
</tr>
<tr>
<td width="225">3 años anualiz.</td>
<td width="161">1,01</td>
</tr>
<tr>
<td width="225">5 años anualiz.</td>
<td width="161">2,19</td>
</tr>
<tr>
<td width="225">10 años anualiz.</td>
<td width="161">-</td>
</tr>
<tr>
<td valign="top" width="225">Rendimiento a 12 meses</td>
<td valign="top" width="161">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000591">Mercado Monetario EUR</a></p>
<p>ISIN ES0114129036</p>
<p>VL 12/06/2012 EUR 7,51</p>
<p>Cambio del día -0,03%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 220,30</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 220,30</p>
<p>Comisión Máx. Suscripción –</p>
<p>Ratio de costes netos 31/12/2010 0,15%</p>
<p>Comisión Máx. Reembolso –</p>
<p>Creación del fondo 22/07/2003</p>
<p>Nombre del gestor Pablo Escudero</p>
<p>Fecha Inicio 30/09/2010</p>
<p>Benchmark de fondos Repo 1 día</p>
<p>Benchmark MorningstarCiti EUR EuroDep 3 Mon EUR</p>
<p>&nbsp;</p>
<h3>BBVA Estruct. Telecom. II BP FI</h3>
<p>&nbsp;</p>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="57">-</td>
<td width="66">39,4</td>
<td width="57">2,4</td>
<td width="66">-4,2</td>
<td width="66">0,8</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="57">-</td>
<td width="66">26,2</td>
<td width="57">-3,4</td>
<td width="66">4,2</td>
<td width="66">-0,3</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="57">-</td>
<td width="66">20,8</td>
<td width="57">-3,4</td>
<td width="66">-4,5</td>
<td width="66">-4,8</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mixtos Flexibles EUR</td>
</tr>
<tr>
<td>Índice: Cat 50%Barclays EurAgg TR&amp;50%FTSE Wld TR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="196">Rentabilidades acumul. %</td>
<td width="170">12/06/2012</td>
</tr>
<tr>
<td width="196">Año</td>
<td width="170">0,28</td>
</tr>
<tr>
<td width="196">3 años anualiz.</td>
<td width="170">6,06</td>
</tr>
<tr>
<td width="196">5 años anualiz.</td>
<td width="170">-</td>
</tr>
<tr>
<td width="196">10 años anualiz.</td>
<td width="170">-</td>
</tr>
<tr>
<td valign="top" width="196">Rendimiento a 12 meses</td>
<td valign="top" width="170">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000739">Mixtos Flexibles EUR</a></p>
<p>ISIN ES0113822003</p>
<p>VL 12/06/2012 EUR 12,37</p>
<p>Cambio del día -0,10%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 34,27</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 34,27</p>
<p>Comisión Máx. Suscripción 5,00%</p>
<p>Ratio de costes netos 31/12/2010 1,21%</p>
<p>Comisión Máx. Reembolso 5,00%</p>
<p>Creación del fondo 13/06/2008</p>
<p>Nombre del gestor Tomás Pérez Gómez-Cerviño</p>
<p>Fecha Inicio 25/05/2011</p>
<p>Benchmark de fondos Sin benchmark</p>
<p>Benchmark MorningstarCat 50%Barclays EurAgg TR&amp;50%FTSE Wld TR</p>
<p>&nbsp;</p>
<h3>Quality Cartera Decidida BP FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="66">-39,5</td>
<td width="66">26,9</td>
<td width="57">-0,2</td>
<td width="57">-1,2</td>
<td width="57">5,9</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="66">-10,0</td>
<td width="66">7,2</td>
<td width="57">-9,1</td>
<td width="57">8,1</td>
<td width="57">4,2</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="66">-11,3</td>
<td width="66">2,4</td>
<td width="57">-9,1</td>
<td width="57">0,2</td>
<td width="57">0,0</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: Mixtos Agresivos EUR</td>
</tr>
<tr>
<td>Índice: Cat 25%Barcalys EurAgg TR&amp;75%FTSE Wld TR</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="206">Rentabilidades acumul. %</td>
<td width="170">12/06/2012</td>
</tr>
<tr>
<td width="206">Año</td>
<td width="170">6,95</td>
</tr>
<tr>
<td width="206">3 años anualiz.</td>
<td width="170">6,76</td>
</tr>
<tr>
<td width="206">5 años anualiz.</td>
<td width="170">-</td>
</tr>
<tr>
<td width="206">10 años anualiz.</td>
<td width="170">-</td>
</tr>
<tr>
<td valign="top" width="206">Rendimiento a 12 meses</td>
<td valign="top" width="170">0,00</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<p>&nbsp;</p>
<p>Rating Morningstar™</p>
<p>Categoría Morningstar™ <a href="http://www.morningstar.es/es/fundquickrank/default.aspx?category=EUCA000563">Mixtos Agresivos EUR</a></p>
<p>ISIN ES0157663008</p>
<p>VL 12/06/2012 EUR 8,12</p>
<p>Cambio del día 0,58%</p>
<p>Patrimonio (Mil) 12/06/2012 EUR 29,45</p>
<p>Patrimonio Clase (Mil) 12/06/2012 EUR 29,45</p>
<p>Comisión Máx. Suscripción –</p>
<p>Ratio de costes netos 31/12/2010 1,53%</p>
<p>Comisión Máx. Reembolso 2,00%</p>
<p>Creación del fondo 08/10/2007</p>
<p>Nombre del gestor Management Team</p>
<p>Fecha Inicio 30/04/2009</p>
<p>Benchmark de fondos 5% Topix TR ,  60% MSCI Europe NR EUR ,  5% MSCI EM NR EUR ,  30% S&amp;P 500 TR EUR</p>
<p>Benchmark MorningstarCat 25%Barcalys EurAgg TR&amp;75%FTSE Wld TR</p>
<p><iframe width="420" height="315" src="http://www.youtube.com/embed/8ROuwF_MjKs" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
			<wfw:commentRss>http://todofondosdeinversion.com/mejores-fondos-de-inversion-bbva-2012/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Fondos de inversión BBVA</title>
		<link>http://todofondosdeinversion.com/fondos-de-inversion-bbva/</link>
		<comments>http://todofondosdeinversion.com/fondos-de-inversion-bbva/#comments</comments>
		<pubDate>Mon, 30 Jan 2012 06:16:02 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=3755</guid>
		<description><![CDATA[La entidad bancaria BBVA es una de las aliadas al crear para los inversores fondos de inversión que se adecuen a las cuotas del mercado de valores. Esta institución es popular por su trabajo en el campo bancario, ofreciendo las mejores ofertas para los clientes. En este artículo estudiaremos el comportamiento que han tenido los mejores fondos de inversión del banco BBVA.]]></description>
				<content:encoded><![CDATA[<h3><a href="http://todofondosdeinversion.com/wp-content/bbva3.jpg"><img class="alignleft size-medium wp-image-3757" title="bbva" src="http://todofondosdeinversion.com/wp-content/bbva3-300x100.jpg" alt="" width="300" height="100" /></a>La entidad bancaria <a href="http://todofondosdeinversion.com/campana-traspaso-de-fondos-de-bbva/">BBVA</a> es una de las aliadas al crear para los inversores <a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion/">fondos de inversión</a> que se adecuen a las cuotas del mercado de valores. Esta institución es popular por su trabajo en el campo bancario, ofreciendo las mejores ofertas para los clientes. En este artículo estudiaremos el comportamiento que han tenido los mejores <a href="http://todofondosdeinversion.com/todo-lo-que-quiso-conocer-acerca-de-las-comisiones-y-nunca-se-atrevio-a-preguntar/">fondos de inversión</a> del banco <a href="http://todofondosdeinversion.com/fondo-bbva-4x3-ii/">BBVA.</a></h3>
<p>Fuente del artículo: Mornigstar.es</p>
<h3><strong><span id="more-3755"></span>BBVA Ahorro Corto Plazo III FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="47">3,5</td>
<td width="38">2,9</td>
<td width="47">2,5</td>
<td width="47">-0,1</td>
<td width="47">2,1</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="47">1,5</td>
<td width="38">5,8</td>
<td width="47">-0,1</td>
<td width="47">-0,6</td>
<td width="47">1,2</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="47">-0,7</td>
<td width="38">-2,0</td>
<td width="47">1,1</td>
<td width="47">-0,6</td>
<td width="47">1,0</td>
</tr>
</tbody>
</table>
<p>Categoría: RF Ultra Corto Plazo EUR</p>
<p>Índice: Citi EUR EuroDep 3 Mon EUR</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="177">Rentabilidades acumul. %</td>
<td width="113">26/01/2012</td>
</tr>
<tr>
<td width="177">Año</td>
<td width="113">0,53</td>
</tr>
<tr>
<td width="177">3 años anualiz.</td>
<td width="113">1,59</td>
</tr>
<tr>
<td width="177">5 años anualiz.</td>
<td width="113">2,25</td>
</tr>
<tr>
<td width="177">10 años anualiz.</td>
<td width="113">-</td>
</tr>
<tr>
<td width="177" valign="top">Rendimiento a 12 meses</td>
<td width="113" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Ahorro Empresas FI</h3>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARUAAACICAIAAABGA+icAAAItklEQVR4nO2cWZLjKhBFtddelXsFtZgXqnDUgngfaqswk5mSHLgZ+UFh7OtMOAYhVIeDwWC9dnB/ARhMsd38/OfcuaH/PL+gCMUuBz979DQUaRz87NHTUKTxIj/HcSTfdrysqUas79DTUKTxPD+50R9AUlkj2XfoaSjSeIafGIPgpVwz8APFfRR71m9JNrB+g+KGinP4wfwDxT0VwQ9P3qFoQxH88OQdijYU2/hputpJXv/4nyCn8PP8Wix69bSE2JHVkQLun55uj19KKNI4+Nmjp6FI4+Bnj56GIo2Dnz16Goo0Dn726Gko0jj42aOnoTjdH98H+GHIOxS1Kz6+j8f3cR7gZ23eoahd8SIH/KzOOxRVK/rYPL4P587zAD/0eYeidsWYnMur+MkdXQvO5hzvlmwj2W30NBTnKvrrNN/dLzxniZ/c6A8OuSVfKrQR6Np7GooTFXPYxO7cmeXniI5RBy/F5Zr2Ml1pT0NxrmJhwvH9vbJ9/Zbjp7DYW5zHxXmHomrF4Aonh03GifmRD0933qGoXTFHTjU85zR+9MLTkXcoqlbMMdMOz0nIjxZ46vMORb2KwVSTJKdLtIWfwt503DLe0b7rpRWuJyXZv4axAntWY2aS2IxI4P7ph98tKOpSTDIzb7aJHfxsM7YMKy7H5nbwY31smVTMARMfsaHB5nbwY25smVQsAHMzcysuIedy8KN/bNlTLNMSzDOB4ipyLgc/2saWMcUaVJLAxIT8PL/WwnOCn395hyKpYj0kubnl9tx+wMI1m+/gh3ts2VMss3GP8jIngcc7aUlfnFXwczrro3mB4sf5pHvEf2zv14v7/ztHJrzjZXHNXRm3EevGRvMCxXo8CsyUKeqYWGTxkxv9ATZxZa6NWNc+mtcoNs0q9fNMrk3HekwQP/c5n/g9MRtxM/nM8OZdkWIlM4OKyalJflZ71m9JfnKLNxUgKRrNKxUHz8K0Ko5vBmjlJ34V6ze9irOOkPXFOLKTBn54XPJoXqlYJsdGjLN90vrtY41k36Gny4pzyZEZI4238FPYm66puSulFdif9GIslJdqI5+8Q1Zx//R0e/xSJhX98zLjE47MGIkd/OzR04FibtqxFOMSBz979HTyNKejPO2/Q1bBD0/eGRWppx0JMS508LNHT1+KMTz2Ylzr4GePnr7/Nw31tLNVVsEPT97XKy6bdrbKKvjhyftixfXw7JBV9/cP+OHIOys/VmNcrfj3D/jhyPtyRRZ4rGX1oiX2jvNvLv9sqV+TayPQTfX0u7Os3IxkNcfMP3KuZnl+cqM/gCTZPtdGpqvv6bxzwaM4qx+ACTzDz31OLn5Pko2gPfiRoOjDYzXGOYoNwATevn4DPyoUg5nHZIxDim3zTM5n8BNjA37YFYM9A5Mx9ihOYMb3Sfz4lmwj2YX29IDHlz32YqxV/LwHMOKT1m/Bn+CHUTG5YW0sxg+KtMz43sKPj0ff/vX0BwCnFIw9KenDw/g1Fme1AAyhKO6fOlu/zbm7pXZiLN+WIZlkCg5+DI2twlEDrTHW0PJiBudHeVzr2Iq8cLdUUIz1SDTOLeCHxwWNrQEvn3Nji5GMFgkxgh+evE9X/HhIlDxGMioYs1rh4McKP7mVG1WMrKgsivGzgx/9/NQ8oUB+NW8uq3UOfpT3dOUTCkOKXROL6qxWO/hR3tOVTyh0Kqq6mhfHz5HpkuNlhZryJ4hyvT1d/2zp6NnknbLa4nl+kjy44vnruAx+6BSbHszuPJvMHaNwxSw/MRjBS3E5qCl8gjRX2tNNz5a23c0UE6NwxZ71G/iRoNj6YPb6s8kas9ruU/kJ4Ml9gjRX19Md/1Ln5/ll/m6mbn6S2wkqLoF09XQzPEw3NHVltdcn8VPYqVsekoK8D/JTu3Lb7DSAdH58WvyJpTDbxH/OfYBpSkHR83P+5FNo7DPD9VUVZbW7gPunp9PzS1m1csvMNlpi1KUIfnjy3s1PGp6KXQEtMepSBD88ee9QzF721F3hqIhRnSL44cl7q+JnePTHqFER/PDkvZuft/qWXTX5MWpUBD88eW9SHIdHfoxKFcEPT97rFdMrt/b7OZJj1KsIfnjyXqk4Cx7JMapWBD88ea9ULO0ZWIlRtSL44cl7jWLpssdKjNoVe86/ubrnT+MasS6wp+fCIzNGA4olfnKjP4CkskayS+vpxGXP8AFQaTHaUMzyE2MQvJRrBn7GFafDIzBGG4o967dKWrB+61OkgEdajGYUqfjB/NOnGF72zHtuR06MlhTBD0/ek4p08MiJ0Zgi+OHJe6wY7hnMfmJUQoz2FNv4KVzbVO5fz3rub25BwpOSNzzHcfjwsH+x7oKErFIXcP/0dAJ+KUlnHiExmlQEPzx59xV/L3so/9HHDqMZ/PA4Y0+vgYc3RsOK4Icn77fiGzxGYzSsCH548n4p/l720P9nth1GM/jhcZaeDs8ZWIzRvCL44cn7YnhYYtxBEfzw5H0xPCwx7qAIfnjyvhgelhh3UOzk53hZU41Y36GnoUjj7fwEkFTWSPYdehqKNE7DT669TN+hp6FI4+Bnj56GIo2PXf/cbMQ1d/3ykBTkHYo2FEf338qzjQp4WPIORRuKhOs3LfCw5B2KNhSp9q+PdwuaSSvs8KTX+sIOWcX909Pt8UsJRRp/5+expf08v6AIxQ4DPzBYv4EfGKzfwE+DvbLk6mvcu1HLJWu0K16V5XdRKyZrHuCn3oKMV9bk/iSSK3wBpYqP1xgtvItaMVnj14OfNlvAT5/cyNiSrDiLnxFF8DPNWgfTSDe3yr26cpEi9WiuL9MpFrTAT7P5IzWopOvmSrkpoq0BOs+mK9aX6RQLWuCnzcrpzg2vZXLjY6sjQFLF+jKdYkEL/DRYkEFqfjrkBseWQMX6Mp1iQQv81Jp7t6AybubXLJYLarQrPlKDfrFisuYBfmCwEQM/MFi/gR8YrN/ADwzWbwE/MBis2cAPDNZv/wPOZR9ovyeGtQAAAABJRU5ErkJggg==" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="54">Fondo</td>
<td width="57">3,9</td>
<td width="57">4,6</td>
<td width="57">1,5</td>
<td width="47">0,2</td>
<td width="47">1,6</td>
</tr>
<tr>
<td width="54">+/-Cat</td>
<td width="57">0,6</td>
<td width="57">1,9</td>
<td width="57">0,5</td>
<td width="47">-0,1</td>
<td width="47">0,7</td>
</tr>
<tr>
<td width="54">+/-Ind</td>
<td width="57">-0,3</td>
<td width="57">-0,2</td>
<td width="57">0,1</td>
<td width="47">-0,3</td>
<td width="47">0,4</td>
</tr>
</tbody>
</table>
<p>Categoría: Mercado Monetario EUR</p>
<p>Índice: Citi EUR EuroDep 3 Mon EUR</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="196">Rentabilidades acumul. %</td>
<td width="104">25/01/2012</td>
</tr>
<tr>
<td width="196">Año</td>
<td width="104">0,29</td>
</tr>
<tr>
<td width="196">3 años anualiz.</td>
<td width="104">1,12</td>
</tr>
<tr>
<td width="196">5 años anualiz.</td>
<td width="104">2,37</td>
</tr>
<tr>
<td width="196">10 años anualiz.</td>
<td width="104">-</td>
</tr>
<tr>
<td width="196" valign="top">Rendimiento a 12 meses</td>
<td width="104" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Ahorro FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="54">Fondo</td>
<td width="47">3,4</td>
<td width="38">2,9</td>
<td width="33">1,6</td>
<td width="43">0,7</td>
<td width="38">1,3</td>
</tr>
<tr>
<td width="54">+/-Cat</td>
<td width="47">0,2</td>
<td width="38">0,2</td>
<td width="33">0,5</td>
<td width="43">0,3</td>
<td width="38">0,4</td>
</tr>
<tr>
<td width="54">+/-Ind</td>
<td width="47">-0,8</td>
<td width="38">-1,9</td>
<td width="33">0,1</td>
<td width="43">0,1</td>
<td width="38">0,1</td>
</tr>
</tbody>
</table>
<p>Categoría: Mercado Monetario EUR</p>
<p>Índice: Citi EUR EuroDep 3 Mon EUR</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="196">Rentabilidades acumul. %</td>
<td width="132">26/01/2012</td>
</tr>
<tr>
<td width="196">Año</td>
<td width="132">0,07</td>
</tr>
<tr>
<td width="196">3 años anualiz.</td>
<td width="132">1,09</td>
</tr>
<tr>
<td width="196">5 años anualiz.</td>
<td width="132">1,95</td>
</tr>
<tr>
<td width="196">10 años anualiz.</td>
<td width="132">-</td>
</tr>
<tr>
<td width="196" valign="top">Rendimiento a 12 meses</td>
<td width="132" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Bolsa Desarrollo Sostenible FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="57">-6,3</td>
<td width="47">-39,8</td>
<td width="40">26,6</td>
<td width="54">6,7</td>
<td width="47">-4,3</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="57">-6,3</td>
<td width="47">0,1</td>
<td width="40">-2,0</td>
<td width="54">-10,0</td>
<td width="47">3,6</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="57">-4,7</td>
<td width="47">-2,1</td>
<td width="40">0,7</td>
<td width="54">-12,8</td>
<td width="47">-1,9</td>
</tr>
</tbody>
</table>
<p>Categoría: RV Global Cap. Grande Blend</p>
<p>Índice: MSCI World Free NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="206">Rentabilidades acumul. %</td>
<td width="104">26/01/2012</td>
</tr>
<tr>
<td width="206">Año</td>
<td width="104">4,21</td>
</tr>
<tr>
<td width="206">3 años anualiz.</td>
<td width="104">12,37</td>
</tr>
<tr>
<td width="206">5 años anualiz.</td>
<td width="104">-5,67</td>
</tr>
<tr>
<td width="206">10 años anualiz.</td>
<td width="104">-1,51</td>
</tr>
<tr>
<td width="206" valign="top">Rendimiento a 12 meses</td>
<td width="104" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Bolsa Emergentes MF FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="66">23,4</td>
<td width="47">-54,9</td>
<td width="40">70,3</td>
<td width="45">25,9</td>
<td width="57">-18,0</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="66">-1,1</td>
<td width="47">-2,6</td>
<td width="40">0,5</td>
<td width="45">-0,3</td>
<td width="57">0,3</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="66">-2,3</td>
<td width="47">-4,0</td>
<td width="40">-2,6</td>
<td width="45">-1,3</td>
<td width="57">-2,3</td>
</tr>
</tbody>
</table>
<p>Categoría: RV Global Emergente</p>
<p>Índice: MSCI EM NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="177">Rentabilidades acumul. %</td>
<td width="151">26/01/2012</td>
</tr>
<tr>
<td width="177">Año</td>
<td width="151">9,99</td>
</tr>
<tr>
<td width="177">3 años anualiz.</td>
<td width="151">26,40</td>
</tr>
<tr>
<td width="177">5 años anualiz.</td>
<td width="151">1,20</td>
</tr>
<tr>
<td width="177">10 años anualiz.</td>
<td width="151">6,02</td>
</tr>
<tr>
<td width="177" valign="top">Rendimiento a 12 meses</td>
<td width="151" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Bolsa Índice Euro FI</h3>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARUAAACICAIAAABGA+icAAAJ40lEQVR4nO2dXXLrIAyFvdesKllBF3PHnU4XxH1ITUAIzD8CjkYPFDs5RvAZjCE9FAwGy7Vj9AXAYBOb5uefUueG/vvzBUUoZjn42aOmodjGwc8eNQ3FNh7k5zgO9mPHZUk5Yn2HmoZiG/fz42v9BJLIHMm+Q01DsY17+HExIId8p4EfKO6jmDN+Y9kgozXwA8UdFOvwg/4Hinsqgp8xcYfiGorgZ0zcobiGYho/vqedyBzyDXISvz9fnUXfNS2h7IhqSQLvT0+1x50Sim0c/OxR01Bs4+Bnj5qGYhsHP3vUNBTbOPjZo6ah2MbBzx41DcU2Dn72qGkotnHws0dNQ7GNg589ahqKbRz87FHTUGzjWfyQtTmHbew5kn2HmoZiG0/nhyxyYw8FzhHoO9Q0FNt4G35uM0V5/7ifx3H2DcsOrXlufnycgB/Xwc8aiqXPP7f8yIdnSNzBzxqKpfNv7AOPe1S4gx8o5nql8ZuLyizwDIk7+FlDsc78teImEnxjvOPa4C0n8d4p2VP0zY+Esq8U1f4JvD89FfofKOY7+BlU050R2qE1g58xDn6gmOvgB/xAMd/BD/iBYr6DH/ADxXwHP+AHivkOfsby83osXMblFcHPmLi/FXt2QTu05mn4OS4L5Oj87kWaIO7gZw3FOuvf3BydBj8BxXh+nt+lYdyhNa/AT8whaS6Wn+f3oV6PP5+zjGsr1hm/HYaZ5yjwE1QM82PBU4zQDq15Dn5ixm8mWt2LNEHco/qf10O9Hue1WBv8CFRsyA/bKcn0wfxwYDy/D00O+BGr2Hb+wP1Tpo/l548NgsfV87z/LJ+p26E1z8GPKpi/rr6BqUpi4E4vi5/XQx867T12Oi0kYsKj2i2B96enGnqn1Jx8ZgsU7XxUcKQnv4wLK4KfMXE3Fekozpg2IOeAH2mK4GdM3IkiQch92gE/MhXBz5i4s4oaEna2oHAKQUgZF1MEP2PiHuDn0xdxR2cv42KK4GdM3H2KPnhU8RBOThlXUgQ/Y+IeUAQ/EymCnzFxz1AEPwIVwc+YuOcpljwCzVLGuRTBz5i4F/FjdkHRS7NnKeNcipnr30xzM0lO9yJNEPdSflxfpYxzKRb1PyYbhJPAIYE+S02bK32smW7wE69YYzOi4TX4cQmRz0xy3AUokhdEgZdF85axpqLbOdfbj3h5Lj+kh7kdzkn28TUd7eZ607dHdkETlbGOIouKsUK3EkI1+HHzMX7rpgh+GEUTDxskfd+p1BFl8RNAAvz0V4wZws1exgTFCwkXFZ1TD6Ea/Li0gJ+eiuDno2ijoge66sKJjH7/PpuPUKX+x33aYZ9/2u0ELEnMvlNSD+GEXM87MSaqNjyEFl+m3vybKor3p9d9a2bFmEeg2csY5Rw8Ji3upCUdyyWLgp8l2tbtEG6BMlJ3fnFF82NG4+Tm+k973h/8FPkCbWs+fgrnjrlfLHLhMYND8t0OKgsh8COwbaW7QH5C11M46+V7sePhxxcf2i+Bnzxfhp9Ak+1cxpvrKZk4Ztf+BeGJvNqsLgj8LMHPbdMRxI/+gYcMhOzpaffdaAk/WV0Q+FmCH3U3hOtZRvd53XLyo95JTdbmhLwbzYPHih74yXDwU1dRN27mBHvl+E2T9az+ZD5eiZ/b1wCOgx/wk+fmMMy5DIsfmwHmKIuQZ/U0M29m/9x+aQDTuqDc9QfGK1gr//Ycgb4GP+EbcLsZC0KIbtbs8nCzlVOEiMTdDIGJUGHnY15bc34IJGZa/+k7R6aDn1QnfcifqNE5PL+P358vt5MxOw0VGDUZJ5sgkQKSyygvY/oQrowfkgl+xir24Ye/8dvwEH40Bu4V8nd9bo7BHaHNyo87NiP8KIzfRih24IdA4ltpphXZE9gvJJPRdHwY/Fnjd/40/JC02+2g/xmi2I0fc/E/u6jZVHQXPvOX7YHHAslzPfX5iUWoEj+kUwI/YxQ9N+laim4no4wlzGRTjalo7sYJfC1bijA/ylgoVIuflC6o3vyBQv8zWjEwhVCRH2vn2aVLd6Q5iu4J7jebafc5p09Um/OjCuavkzYndUvMvn9OJzQ/LSTIAIyc8/ymoklRZYdqQ2Ko+aGHjMl0fQjvT0+1UP+j/LfqWmObQB9Srng7VOsQVW//w7/nBT/gJ/5rX49IeOaN6ocfd+mQcvcdgZ9pa5p13/27Cj/xnc/UUWW6oGv1A5lkBz814y5C0TMFV4sfEWVsrMh0Qb5NE+CnYtwlKPqm4EoUMzqfqaNK+TGW3jkzjeBn5pp2vSk/QsrYWvFTXs8rXQMh8DNzTbPOPgIlKxpDF/DDLolQ6gQ/NeMuRZF7BEpTfD30ACZv8DZ7VAlCZjxthMDP5DXtOruZLEGRu9emwjN7VAP8mOeAn8pxl6D4NP7BVoaiC8/O/Nxtzitbv3PYX2r+yZ4g06euadZJF5TwRt9+2smGZ4Go6rIHo5fLD5up8wlIneM4Nu4SFNmdOfcI2U877KpQOWVsrRgXunR+fPCYh8DPcEV2c2j4I+787M78qKj1eFn8uGMz8CNNkbT7mC6InWrLg2eZqN4FrWz+wIcN+JGgqEmI+oWa3Pc8a0e1Ez+kUwI/EhTJGEyP5fjz48Z40so4VrH0+cc3/wZ+hCjyCHFn1u181o6q4WXz125++JzCvYGNEsvsPw0k3C6InGPyU0V0h6ji/emp9rhT0l9jIyfUHrxtElXwMybuoxS9T0HgJ9PBzx41Hean+sPPJlEFP2PiPlCRHcKBn1wHP3vUtPlroLQLajB42ySq4GdM3AXx41+fP28ZOzr42aOmTcUPP9z/FFmjjL0c/OxR0+TXqE2EwE+Bg589aprnp83MgYQy9vICfg5jxHxcFsgR6zvUNFHUs3Dgp8xz+THZINiwOZJ9h5omiu4/7VmvjF08d/2b8oDhZoIfgYqanxbkCCljF6/Hj2+0Bn5kKjbqdkSVsb2n88MO29yjgXOk+Q41zfKzfBnbexY/prlH2bRk36GmodjGa8y/sczMAs+QuENxDcVW89e+Pqrn3qb4xA47vfondogq3p+eao87JRTbuM3Pc0v7/fmCIhQzDPzAYPkGfmCwfAM/CXZFScXnKNtay7E5syu+M8Ofaq3I5jzBT7yRiEfm+P5sJBe4gEkVn1cbDXyqtSKbY+aDnzTrwE+eXEnbkqxYi58SRfBTzVIbU0k1p8pdVdlJsXVrjk+3UwxogZ9kM1sqyWxXzZFyVURTC6gMq64Yn26nGNACP2kWDreveXWTK29bGQVsqhifbqcY0AI/CUYi2JqfDLnCtiVQMT7dTjGgBX5iTdlGMt3TzJzOciRndsUn1+g7K7I5T/ADg5UY+IHB8g38wGD5Bn5gsHwj/MBgsGQDPzBYvv0Hb1/rLMpC0yoAAAAASUVORK5CYII=" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="57">8,8</td>
<td width="57">-42,2</td>
<td width="40">25,5</td>
<td width="45">-3,5</td>
<td width="47">-14,5</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="57">4,0</td>
<td width="57">0,6</td>
<td width="40">-0,3</td>
<td width="45">-6,2</td>
<td width="47">1,0</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="57">1,0</td>
<td width="57">2,6</td>
<td width="40">-1,8</td>
<td width="45">-5,9</td>
<td width="47">0,4</td>
</tr>
</tbody>
</table>
<p>Categoría: RV Zona Euro Cap. Grande</p>
<p>Índice: MSCI EMU NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="177">Rentabilidades acumul. %</td>
<td width="113">26/01/2012</td>
</tr>
<tr>
<td width="177">Año</td>
<td width="113">6,58</td>
</tr>
<tr>
<td width="177">3 años anualiz.</td>
<td width="113">6,61</td>
</tr>
<tr>
<td width="177">5 años anualiz.</td>
<td width="113">-7,18</td>
</tr>
<tr>
<td width="177">10 años anualiz.</td>
<td width="113">-1,75</td>
</tr>
<tr>
<td width="177" valign="top">Rendimiento a 12 meses</td>
<td width="113" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Bolsa Índice FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="47">9,4</td>
<td width="57">-37,2</td>
<td width="47">36,8</td>
<td width="47">-14,1</td>
<td width="38">-8,9</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="47">1,9</td>
<td width="57">0,9</td>
<td width="47">4,4</td>
<td width="47">-2,5</td>
<td width="38">1,2</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="47">-2,4</td>
<td width="57">0,3</td>
<td width="47">-2,2</td>
<td width="47">2,4</td>
<td width="38">0,4</td>
</tr>
</tbody>
</table>
<p>Categoría: RV España</p>
<p>Índice: MSCI Spain NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="187">Rentabilidades acumul. %</td>
<td width="113">26/01/2012</td>
</tr>
<tr>
<td width="187">Año</td>
<td width="113">2,76</td>
</tr>
<tr>
<td width="187">3 años anualiz.</td>
<td width="113">6,19</td>
</tr>
<tr>
<td width="187">5 años anualiz.</td>
<td width="113">-5,90</td>
</tr>
<tr>
<td width="187">10 años anualiz.</td>
<td width="113">3,37</td>
</tr>
<tr>
<td width="187" valign="top">Rendimiento a 12 meses</td>
<td width="113" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3>BBVA Bolsa Tecn. y Telecom. FI</h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="73">Fondo</td>
<td width="38">4,3</td>
<td width="47">-38,6</td>
<td width="57">32,7</td>
<td width="40">17,0</td>
<td width="45">-4,7</td>
</tr>
<tr>
<td width="73">+/-Cat</td>
<td width="38">2,5</td>
<td width="47">5,4</td>
<td width="57">-20,6</td>
<td width="40">-4,9</td>
<td width="45">2,9</td>
</tr>
<tr>
<td width="73">+/-Ind</td>
<td width="38">0,5</td>
<td width="47">2,3</td>
<td width="57">-14,9</td>
<td width="40">-1,1</td>
<td width="45">-5,5</td>
</tr>
</tbody>
</table>
<p>Categoría: RV Sector Tecnología</p>
<p>Índice: MSCI World/Information Tech NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="177">Rentabilidades acumul. %</td>
<td width="123">26/01/2012</td>
</tr>
<tr>
<td width="177">Año</td>
<td width="123">3,36</td>
</tr>
<tr>
<td width="177">3 años anualiz.</td>
<td width="123">14,78</td>
</tr>
<tr>
<td width="177">5 años anualiz.</td>
<td width="123">-0,88</td>
</tr>
<tr>
<td width="177">10 años anualiz.</td>
<td width="123">-3,65</td>
</tr>
<tr>
<td width="177" valign="top">Rendimiento a 12 meses</td>
<td width="123" valign="top">0,00</td>
</tr>
</tbody>
</table>
<p><iframe width="560" height="315" src="http://www.youtube.com/embed/6cNtlCUYAa0" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
			<wfw:commentRss>http://todofondosdeinversion.com/fondos-de-inversion-bbva/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>BBVA Fondos</title>
		<link>http://todofondosdeinversion.com/bbva-fondos/</link>
		<comments>http://todofondosdeinversion.com/bbva-fondos/#comments</comments>
		<pubDate>Sat, 05 Nov 2011 05:20:57 +0000</pubDate>
		<dc:creator>Mariana</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[fondos BBVA]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=3573</guid>
		<description><![CDATA[Hoy en día, los fondos de inversión son en España una de las opciones de inversión que existen, y algunas [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="aligncenter" src="http://t2.gstatic.com/images?q=tbn:ANd9GcSuDc5VFmnlt2as5Ilg5yqkKFvsH1QqNgrVezDnMm1HokTFeZLrQw" alt="" width="176" height="160" /></p>
<p>Hoy en día, los fondos de inversión son en España una de las opciones de inversión que existen, y algunas <a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion-por-categorias/"><strong>categorias de los fondos de inversion</strong></a> son de las mejores inversiones que se pueden realizar, considerando que los mismos reúnen las condiciones de rentabilidad y estabilidad simultáneamente, pudiendo realizarse diferentes propuestas de inversión teniendo en cuenta al mismo tiempo que  la <strong>gama de Fondos que ofrece el BBVA</strong> es muy variada, llegando incluso a ofrecerse a realizar Fondos <em>&#8220;a medida&#8221;</em> para que el cliente pueda obtener el mejor provecho de  sus ahorros.</p>
<p>El BBVA ofrece un <strong>Catálogo de Fondos de Inversión </strong>con distintas opciones acorde a sus necesidades de inversión. Bajo el concepto de <strong>Asset management</strong> ofrece una gama amplísima de productos de su interés.</p>
<p>La institución asegura<strong> tener un fondo a  la medida de cada una de las necesidades de sus clientes</strong>, poniendo a su disposición una amplia oferta de fondos con diferentes estilos de gestión, que cubren las variadas necesidades de cualquier inversor: <strong>Fondos de Renta Fija, Renta Variable, Garantizados, Inmobiliarios, Cotizados y Fondos de Inversión Libre,</strong> entre otros ejemplos.</p>
<p>Usted tiene la posibilidad de seleccionar el fondo que más se adecue a su perfil entre las siguientes opciones:</p>
<ul>
<li><strong>Fondos no garantizados</strong></li>
<li><a href="http://todofondosdeinversion.com/fondo-garantizados/"><strong>Fondos garantizados</strong></a></li>
<li><a href="http://fondoscotizados.com/"><strong>Fondos Cotizados</strong></a></li>
<li><strong>Fondos de Inversión Libre</strong></li>
<li><strong>Fondos Inmobiliarios</strong></li>
</ul>
<p>Entre los <strong>Fondos de inversión más rentables</strong> que el BBVA pone a disposición de sus clientes encontramos a modo de ejemplo los siguientes:</p>
<ul>
<li><strong> BBVA Consolida Garantizado III</strong>: Implica que  el cliente participa en la mejor revalorización media mensual de las 50 empresas con mayor capitalización bursátil de la Unión Europea.</li>
<li><strong>BBVA Proyecto 2.010 y BBVA Proyecto 2.015:</strong> permite que el cliente tenga la posibilidad de desarrollar sus proyectos de ahorro, eligiendo el plazo en que cada cliente desea conseguir su propósito, pudiendo contar con su inversión cuando lo desee.</li>
<li><strong>BBVA Planes renta 2.008:</strong> permite que el cliente invierta con tranquilidad y cobre sus intereses cada 3 meses.</li>
<li><strong>BBVA Plan renta 2.011:</strong> Fondo de inversión garantizado con rentabilidad fija con  intereses de cobro trimestral.</li>
</ul>
<p>Simultáneamente,  el BBVA ofrece a sus clientes una amplia gama de fondos de inversión Mobiliarios e Inmobiliarios cuyos valores de liquidación varían según el Fondo de que se trate. Por otro lado, debemos mantener siempre presentes  los beneficios fiscales que se nos ofrecen al contratar cualquier tipo de Fondo de Inversión, al traspasar los mismos</p>
<p>No olvide dar a sus ahorros la oportunidad de crecer. Se ofrece la opción de llevar su propio  fondo de inversión a BBVA y lo recompensan con el pago de una bonificación en el mismo momento que se recibe, siempre que el fondo no sea gestionado ni comercializado por entidades del Grupo BBVA. Con este beneficio,  tiene usted la oportunidad de conseguir hasta 3.000€.</p>
<h3><strong>Ventajas de este producto</strong></h3>
<p>El BBVA le otorga instantáneamente <strong>hasta el 2% del importe traspasado</strong>. Los referidos importes serán  reinvertidos en el fondo o será abonado en la cuenta asociada al fondo. Posibilidad de elección entre una amplia gama de fondos.</p>
<p>De esta manera, podrá usted  seguir disfrutando de las ventajas fiscales de los traspasos entre Fondos de Inversión.</p>
<p><object classid="clsid:d27cdb6e-ae6d-11cf-96b8-444553540000" width="420" height="243" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0"><param name="allowFullScreen" value="true" /><param name="allowscriptaccess" value="always" /><param name="src" value="http://www.youtube.com/v/kKzMif7QUO4?version=3&amp;hl=es_ES&amp;rel=0" /><param name="allowfullscreen" value="true" /><embed type="application/x-shockwave-flash" width="420" height="243" src="http://www.youtube.com/v/kKzMif7QUO4?version=3&amp;hl=es_ES&amp;rel=0" allowscriptaccess="always" allowfullscreen="true"></embed></object></p>
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		<title>Campaña Traspaso de Fondos de BBVA</title>
		<link>http://todofondosdeinversion.com/campana-traspaso-de-fondos-de-bbva/</link>
		<comments>http://todofondosdeinversion.com/campana-traspaso-de-fondos-de-bbva/#comments</comments>
		<pubDate>Tue, 02 Aug 2011 09:37:32 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Promociones]]></category>
		<category><![CDATA[bbva]]></category>
		<category><![CDATA[fondos BBVA]]></category>
		<category><![CDATA[fondos de inversion]]></category>
		<category><![CDATA[traspasos de fondos de inversión]]></category>
		<category><![CDATA[traspasos fondos]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=1956</guid>
		<description><![CDATA[BBVA también ha extendido su promoción, y tendrá vigente hasta el próximo 30 de septiembre su campaña destinada a captar los traspasos de [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bbva.es/TLBS/fsbin/mult/212x111_trapaso_tcm423-215132.gif" alt="" width="212" height="111" /></p>
<p><strong><a href="http://mejoresbancos.es">BBVA</a> </strong>también ha extendido su promoción, y tendrá vigente hasta el próximo <strong>30 de septiembre</strong> su campaña destinada a captar los <strong><a href="http://todofondosdeinversion.com/traspaso-fondos/">traspasos de fondos </a>de inversión</strong> desde otras entidades, mediante la cual podrá obtener <strong>hasta 3.000 euros de regalo</strong>.</p>
<p>En este caso BBVA le abonara al partícipe una <strong>bonificación de hasta el 2% del importe traspasado</strong> en fondos de inversión.</p>
<p>Podrá elegir entre una <strong>amplia gama de fondos BBVA</strong>, siendo la bonificación de hasta un<strong> máximo de 3.000 <a href="http://todoproductosfinancieros.com/euribor-conceptos-basicos/">euros</a></strong> por cliente. Tenga en cuenta que debe tratarse de fondos no sean gestionadoa ni comercializados por entidades del Grupo BBVA.</p>
<p>Cabe aclarar que dicha bonificación podrá ser reinvertida en el fondo o le será abonada en la <a href="http://www.mejorescuentascorrientes.com/">cuenta </a>asociada al fondo.</p>
<p>Esta promoción estará vigente hasta el 30 de septiembre de 2011.</p>
<p><a href="https://www.bbva.es/TLBS/tlbs/esp/segmento/particulares/necesidades/ahorinver/fondosinv/trasfoninv.jsp">Mas Informacion<br />
</a></p>
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		<title>Fondo BBVA Europa Consolidado</title>
		<link>http://todofondosdeinversion.com/fondo-bbva-europa-consolidado/</link>
		<comments>http://todofondosdeinversion.com/fondo-bbva-europa-consolidado/#comments</comments>
		<pubDate>Thu, 16 Jun 2011 09:27:00 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Garantizados]]></category>
		<category><![CDATA[Uncategorized]]></category>
		<category><![CDATA[Europa Consolidado]]></category>
		<category><![CDATA[fondo BBVA]]></category>
		<category><![CDATA[fondo de inversion]]></category>
		<category><![CDATA[fondo garantizado]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=3246</guid>
		<description><![CDATA[BBVA se encuentra comercializando un nuevo fondo de inversion garantizado de rendimiento variable, cuya rentabilidad dependerá del comportamiento del índice EUROSTOXX50. [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bbva.es/TLBS/fsbin/mult/logo_tcm423-208626.gif" alt="" width="114" height="34" /></p>
<p style="text-align: left;"><strong><a href="http://mejoresbancos.es">BBVA</a></strong> se encuentra comercializando un nuevo <strong><a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion-garantizados-de-renta-variable/">fondo de inversion garantizado de rendimiento variable</a></strong>, cuya rentabilidad dependerá del comportamiento del<strong> índice EUROSTOXX50</strong>.</p>
<p style="text-align: left;">Se trata de <strong>Fondo BBVA Europa Consolidado</strong> el cual invierte en renta variable con el <strong>100% del capital garantizado a vencimiento</strong> de la garantía, el 4 de septiembre de 2015.</p>
<p>Este <a href="http://todofondosdeinversion.com/fondo-garantizados/"><strong>fondo garantizado</strong> </a>tiene una <strong>duración 4 años y 1 mes</strong>, y para el calculo de la <a href="http://depositosaltarentabilidad.com">rentabilidad</a> tomará como referencia la mejor revalorización media mensual acumulada del índice EUROSTOXX50 de entre todas las calculadas entre el inicio y cada observación mensual:</p>
<ul>
<li>Valor inicial: Máximo precio de cierre entre el 19/07/11 y el 02/08/11.</li>
<li>Observaciones Mensuales: Los días 19 de cada mes desde el 19/09/11 hasta el 19/08/15.</li>
</ul>
<p>Asimismo, este fondo cuenta con la posibilidad de acceder a ventanas de liquidez con preaviso de 3 días el 16/07/2012, 16/07/2013, y 16/07/2014.</p>
<p>Podrá contratar este fondo en cualquiera de las Oficinas BBVA o telefonicamente, <strong>hasta el 15 de julio de 2011</strong>.</p>
<p><em>Se trata de una buena posibilidad de aprovechar las oportunidades de la renta variable sin asumir riesgo de pérdida del capital inicial.</em></p>
<p><a href="https://www.bbva.es/TLBS/tlbs/esp/segmento/particulares/necesidades/ahorinver/fondosinv/5100.jsp">Más Información</a></p>
<p><a href="http://todofondosdeinversion.com/wp-content/trescerdos12.jpg"><img class="alignnone size-full wp-image-3134" title="trescerdos" src="http://todofondosdeinversion.com/wp-content/trescerdos12.jpg" alt="" width="235" height="44" /></a></p>
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		<item>
		<title>Traspaso fondos</title>
		<link>http://todofondosdeinversion.com/traspaso-fondos/</link>
		<comments>http://todofondosdeinversion.com/traspaso-fondos/#comments</comments>
		<pubDate>Tue, 31 May 2011 18:00:15 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Barclays]]></category>
		<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Manual del Inversor]]></category>
		<category><![CDATA[Promociones]]></category>
		<category><![CDATA[fondos de inversion]]></category>
		<category><![CDATA[traspaso Fondos]]></category>
		<category><![CDATA[traspaso fondos de inversion]]></category>
		<category><![CDATA[traspasos fondos]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=2946</guid>
		<description><![CDATA[Una de las principales ventajas que poseen los Traspasos de Fondos de Inversión es que el inversor puede aprovechar los [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="http://t0.gstatic.com/images?q=tbn:ANd9GcS1d8HkkqxGnCq51gG7X6kAPsLxFI-a_pk2kf7Q7RPFCg0XPuPgeSeOcw" alt="" width="124" height="93" /></p>
<p>Una de las principales ventajas que poseen los <strong>Traspasos de Fondos de Inversión</strong> es que el inversor puede <strong>aprovechar los beneficios fiscales</strong> que esta operación proporciona.</p>
<p>En este sentido, los fondos tienen el atractivo del diferimiento en la tributación por el traspaso a otro fondo, es decir que <strong>no pagan los <a href="http://impuestosrenta.com/">impuestos</a> por la ganancia en el traspaso</strong>, sino que estos serán tributados en el momento del reembolso de las participaciones.</p>
<p>La <a href="http://todofondosdeinversion.com/fiscalidad-de-los-fondos-de-inversion-parte-i-tratamientos-generales-del-irpf/"><strong>fiscalidad de los fondos de inversión</strong> </a>por reembolso o venta, consiste en una <strong>tributación del 19%</strong> para los primeros 6.000 euros, y del 21% para el resto, salvo en el caso de traspasos que no están sujetos a retención alguno.</p>
<p>El <strong>traspaso de un fondo de inversión</strong> debe solicitarse en la entidad de destino, esta es, la nueva entidad hacia la cual desea traspasar su fondo de inversión, y <strong>dar una orden por escrito para que haga las gestiones necesarias para el traspaso del fondo actual al nuevo </strong>(de la misma entidad o de distinta).</p>
<p>Así, la entidad destino con esta documentación debidamente cumplimentada tiene un día hábil para solicitar el traspaso a la otra entidad, indicando los datos de la cuenta en la que debe abonar.</p>
<p>A su vez, la entidad origen tiene dos días hábiles desde la recepción de la solicitud para realizar las comprobaciones que estime oportunas, y el traspaso del fondo se realizará a partir del tercer día hábil, también se traspasa con él la información financiera y fiscal necesaria para la suscripción del mismo.</p>
<p>Es importante tener presente que esta operación suele tener <strong>costos derivados de la <a href="http://www.mejorescreditos.es/comisiones-bancarias/ ">comisión</a> de reembolso del fondo de origen, y de suscripción del fondo de destino.</strong></p>
<p><strong>Los traspasos pueden solicitarse por la totalidad de la inversión o solo por una parte de la misma</strong>, donde es importante dejar bien claro cuales son exactamente el numero de participación que desea traspasar, para evitar confusiones.</p>
<p>Asimismo, <strong>muchas entidades suelen ofrecer distintos tipos de bonificaciones, regalos o <a href="http://depositosaltarentabilidad.com">depósitos</a> de alta rentabilidad</strong> para atraer fondos desde otras entidades, algunas de ellas son:</p>
<ul>
<li><strong><a href="http://todofondosdeinversion.com/campana-traspaso-de-fondos-de-bbva/">BBVA</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/promocion-productos-de-inversion-db/">Deutsche Bank</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/traspaso-de-fondos-de-inversion-ibercaja/">Ibercaja</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/campana-traspaso-de-fondos-y-planes-de-bankinter/">Bankinter</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/campana-traspaso-de-fondos-en-openbank/">Openbank</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/traspaso-de-fondos-de-inversion-barclays/">Barclays</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/campana-fondos-de-inversion-novanca/">Novanca</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/traspaso-de-fondos-de-inversion-activobank/">Activobank</a></strong></li>
<li><strong><a href="http://todofondosdeinversion.com/traspasos-de-fondos-de-banco-sabadell/">Banco Sabadell</a></strong></li>
</ul>
<p>En resumen, es muy sencillo realizar el traspaso de un fondo de inversión, inclusive varias entidades ofrecen hacer la gestión por el solo hecho de obtener un traspaso.</p>
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		<title>Nuevos Fondos de gestión dinámica BBVA</title>
		<link>http://todofondosdeinversion.com/nuevos-fondos-de-gestion-dinamica-bbva/</link>
		<comments>http://todofondosdeinversion.com/nuevos-fondos-de-gestion-dinamica-bbva/#comments</comments>
		<pubDate>Tue, 19 Oct 2010 13:35:47 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos BBVA]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos de Retorno Absoluto]]></category>
		<category><![CDATA[Globales]]></category>
		<category><![CDATA[fondos BBVA]]></category>
		<category><![CDATA[fondos de inversion]]></category>
		<category><![CDATA[fondos de retorno absoluto]]></category>
		<category><![CDATA[gestión dinámica]]></category>

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		<description><![CDATA[BBVA ha decidido amplia su gran variada gama de fondos de inversión, y ha lanzado una nueva gama de fondos [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><a href="http://todofondosdeinversion.com/wp-content/BBVA.gif"><img class="alignnone size-full wp-image-2551" title="BBVA" src="http://todofondosdeinversion.com/wp-content/BBVA.gif" alt="" width="114" height="34" /></a></p>
<p><strong>BBVA</strong> ha decidido amplia su gran variada gama de fondos de inversión, y ha lanzado una nueva <strong>gama de fondos globales de gestión dinámica</strong>, con un enfoque de retorno absoluto.</p>
<p>Se trata de fondos que realizan una <strong>gestión dinámica de la asignación de activos en cartera</strong>, que detectan en cada momento las distintas oportunidades de inversión y al mismo tiempo <strong>controlan los niveles de riesgo</strong>.</p>
<p>Con estos nuevos fondos los gestores tendrán la posibilidad de anticiparse a los movimientos de mercado, a través de una gestión dinámica, e<strong> invirtiendo en renta variable, tipo de interés, <a href="http://mejorescreditos.es">crédito</a>, <a href="http://forexblog.es">divisas</a> y <a href="http://lasmateriasprimas.com/">materias primas</a>.</strong></p>
<p>Concretamente, se trata de la <strong>Gama Evolución</strong>, donde la inversión puede realizarse directamente a través de fondos de gestión pasiva (ETF), y el <strong>Fondo de Fondos Quality Valor</strong>.</p>
<p>La nueva Gama Evolución invierte en activos líquidos, preferentemente <a href="http://fondoscotizados.com">fondos cotizados </a>(ETF). Esta gama se compone de dos fondos con distinto perfil de riesgo en función del cliente al que van dirigidos, y de esta forma varían los objetivos de volatilidad y los de rentabilidad:</p>
<p>• El <strong>BBVA Evolución V.5</strong> es para un <strong>perfil de inversor conservador</strong>, con un objetivo de volatilidad de entre el 2% y el 4%, y un objetivo no garantizado de<a href="http://mejoresdepositos.es"> rentabilidad </a>anual de <strong>Eonia + 110 puntos básicos</strong>.<br />
• El <strong>BBVA Evolución V. 10 </strong>es para un <strong>perfil más moderado</strong>, con volatilidad deseada entre el 4% y el 8%, y un objetivo de rentabilidad de <strong>Eonia + 250 puntos básicos</strong>.</p>
<p>Por su parte, el <strong>Fondo de Fondos Quality Valor</strong> posee la misma filosofía de inversión de gestión dinámica de activos y enfoque de retorno absoluto pero su principal instrumento de inversión son los <strong>fondos de gestión activa de terceros.</strong></p>
<p>Este ultimo fondo tiene una volatilidad objetivo de en torno al 4% y un objetivo de rentabilidad de <strong>Eonia + 150 puntos básicos.</strong> Invertirá a través de <strong>Instituciones de Inversión Colectiva (IIC) financieras</strong>, en una cartera formada por activos de renta variable, renta fija incluyendo bonos ligados a la inflación, materias primas y retorno absoluto.</p>
<p><a href="http://www.bbvafondos.com/BBVAGESTION/BBVAGestion/foncatal/fonnogara/index.jsp#0">Más Información</a></p>
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