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	<title>Todo Fondos de Inversion .com &#187; Fondos Bankinter</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 Bankinter</title>
		<link>http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-bankinter/</link>
		<comments>http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-bankinter/#comments</comments>
		<pubDate>Fri, 06 Jul 2012 05:36:56 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=4355</guid>
		<description><![CDATA[Los fondos de inversión son una de las principales herramientas utilizadas por la mayoría de los inversores para sobresalir en la bolsa de valores. La importancia de conocer la rentabilidad de estos radica únicamente en la buena toma de decisiones inversoras. Es por esto que en este artículo se estudiará el comportamiento de la rentabilidad de los fondos de inversión de la entidad financiera española Bankinter]]></description>
				<content:encoded><![CDATA[<h3><img class="alignleft" title="fondos de inversion" src="http://www.sxc.hu/pic/m/a/am/ambrozjo/1196723_euro_chart_1.jpg" alt="" width="240" height="136" />Los <a href="http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-banca-march/">fondos de inversión</a> son una de las principales herramientas utilizadas por la mayoría de los inversores para sobresalir en la bolsa de valores. La importancia de conocer la rentabilidad de estos radica únicamente en la buena toma de decisiones inversoras. Es por esto que en este artículo se estudiará el comportamiento de la rentabilidad de los <a href="todofondosdeinversion.com/rentabilidad-fondos-de-inversion-banco-alcala/">fondos de inversión </a>de la entidad financiera española Bankinter</h3>
<p>Fuente del artículo: Morningstar.es</p>
<h3><strong><span id="more-4355"></span>Bankinter Bolsa España FI Acc</strong></h3>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="111">Fondo</td>
<td valign="top" width="208">Bankinter Bolsa España FI Acc</td>
</tr>
<tr>
<td valign="top" width="111">Categoria</td>
<td valign="top" width="208">RV España</td>
</tr>
<tr>
<td valign="top" width="111">Indice</td>
<td valign="top" width="208">MSCI Spain NR USD</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="380">30/06/2012</td>
</tr>
<tr>
<td width="110"> Año</td>
<td width="50">2005</td>
<td width="50">2006</td>
<td width="52">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="50">17,30</td>
<td width="50">29,90</td>
<td width="52">11,24</td>
<td width="47">-23,87</td>
<td width="47">34,42</td>
<td width="47">-19,44</td>
<td width="47">-11,71</td>
<td width="38">-12,13</td>
</tr>
<tr>
<td width="110">+/- Categoría</td>
<td width="50">-3,01</td>
<td width="50">-2,50</td>
<td width="52">3,77</td>
<td width="47">14,18</td>
<td width="47">2,10</td>
<td width="47">-7,84</td>
<td width="47">-1,54</td>
<td width="38">-1,19</td>
</tr>
<tr>
<td width="110">+/- Índice</td>
<td width="50">-3,01</td>
<td width="50">-3,70</td>
<td width="52">-0,55</td>
<td width="47">13,65</td>
<td width="47">-4,59</td>
<td width="47">-2,91</td>
<td width="47">-2,36</td>
<td width="38">1,35</td>
</tr>
<tr>
<td width="110">% Rango en la categoría (sobre 100)</td>
<td width="50">80</td>
<td width="50">81</td>
<td width="52">10</td>
<td width="47">1</td>
<td width="47">40</td>
<td width="47">96</td>
<td width="47">76</td>
<td width="38">51</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">06/07/2012</td>
</tr>
<tr>
<td width="121"> Tiempo</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">-3,11</td>
<td width="94">  -2,35</td>
<td width="87">-2,26</td>
</tr>
<tr>
<td width="121">1 semana</td>
<td width="104">-4,20</td>
<td width="94">  -0,82</td>
<td width="87">1,92</td>
</tr>
<tr>
<td width="121">1 mes</td>
<td width="104">5,41</td>
<td width="94">  1,46</td>
<td width="87">3,12</td>
</tr>
<tr>
<td width="121">3 meses</td>
<td width="104">-8,40</td>
<td width="94">  -3,47</td>
<td width="87">1,00</td>
</tr>
<tr>
<td width="121">6 meses</td>
<td width="104">-13,24</td>
<td width="94">  -6,44</td>
<td width="87">2,04</td>
</tr>
<tr>
<td width="121">Año</td>
<td width="104">-15,82</td>
<td width="94">  -8,02</td>
<td width="87">2,61</td>
</tr>
<tr>
<td width="121">1 año</td>
<td width="104">-27,53</td>
<td width="94">  -7,98</td>
<td width="87">0,47</td>
</tr>
<tr>
<td width="121">3 años anualiz.</td>
<td width="104">-9,14</td>
<td width="94">  -8,14</td>
<td width="87">-1,97</td>
</tr>
<tr>
<td width="121">5 años anualiz.</td>
<td width="104">-8,92</td>
<td width="94">  1,62</td>
<td width="87">2,11</td>
</tr>
<tr>
<td width="121">10 años anualiz.</td>
<td width="104">3,24</td>
<td width="94">  -2,22</td>
<td width="87">0,39</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RV España</td>
</tr>
<tr>
<td>Índice: MSCI Spain 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="91">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="96">2012</td>
<td width="91">-4,43</td>
<td width="76">-8,06</td>
<td width="76">-</td>
<td width="87">-</td>
</tr>
<tr>
<td width="96">2011</td>
<td width="91">5,24</td>
<td width="76">-1,28</td>
<td width="76">-15,93</td>
<td width="87">1,09</td>
</tr>
<tr>
<td width="96">2010</td>
<td width="91">-7,50</td>
<td width="76">-17,89</td>
<td width="76">10,79</td>
<td width="87">-4,26</td>
</tr>
<tr>
<td width="96">2009</td>
<td width="91">-11,86</td>
<td width="76">24,05</td>
<td width="76">18,99</td>
<td width="87">3,32</td>
</tr>
<tr>
<td width="96">2008</td>
<td width="91">-11,96</td>
<td width="76">-2,85</td>
<td width="76">-9,54</td>
<td width="87">-1,60</td>
</tr>
<tr>
<td width="96">2007</td>
<td width="91">3,80</td>
<td width="76">3,57</td>
<td width="76">-2,30</td>
<td width="87">5,91</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h3>Bankinter Futuro Ibex FI Acc</h3>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="102">Fondo</td>
<td valign="top" width="198">Bankinter Futuro Ibex FI Ac</td>
</tr>
<tr>
<td valign="top" width="102">Categoria</td>
<td valign="top" width="198">RV España</td>
</tr>
<tr>
<td valign="top" width="102">Indice</td>
<td valign="top" width="198">MSCI Spain NR USD</td>
</tr>
</tbody>
</table>
<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="110">Rentabilidades anuales (%)</td>
<td colspan="8" width="399">30/06/2012</td>
</tr>
<tr>
<td width="110"> Año</td>
<td width="58">2005</td>
<td width="50">2006</td>
<td width="46">2007</td>
<td width="58">2008</td>
<td width="53">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="58">20,18</td>
<td width="50">34,68</td>
<td width="46">9,53</td>
<td width="58">-37,30</td>
<td width="53">35,99</td>
<td width="47">-14,04</td>
<td width="47">-8,74</td>
<td width="38">-13,64</td>
</tr>
<tr>
<td width="110">+/- Categoría</td>
<td width="58">-0,13</td>
<td width="50">2,28</td>
<td width="46">2,06</td>
<td width="58">0,75</td>
<td width="53">3,66</td>
<td width="47">-2,44</td>
<td width="47">1,43</td>
<td width="38">-2,70</td>
</tr>
<tr>
<td width="110">+/- Índice</td>
<td width="58">-0,13</td>
<td width="50">1,08</td>
<td width="46">-2,26</td>
<td width="58">0,22</td>
<td width="53">-3,03</td>
<td width="47">2,49</td>
<td width="47">0,61</td>
<td width="38">-0,17</td>
</tr>
<tr>
<td width="110">% Rango en la categoría (sobre 100)</td>
<td width="58">40</td>
<td width="50">24</td>
<td width="46">25</td>
<td width="58">52</td>
<td width="53">23</td>
<td width="47">65</td>
<td width="47">33</td>
<td width="38">73</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="130">Rentabilidades acumul. %</td>
<td colspan="3" width="302">06/07/2012</td>
</tr>
<tr>
<td width="130"> Tiempo</td>
<td width="104"> Rentabilidad</td>
<td width="104">  +/- Categoría</td>
<td width="94">  +/- Índice</td>
</tr>
<tr>
<td width="130">1 día</td>
<td width="104">-3,28</td>
<td width="104">  -2,52</td>
<td width="94">-2,43</td>
</tr>
<tr>
<td width="130">1 semana</td>
<td width="104">-4,45</td>
<td width="104">  -1,06</td>
<td width="94">1,67</td>
</tr>
<tr>
<td width="130">1 mes</td>
<td width="104">5,96</td>
<td width="104">  2,01</td>
<td width="94">3,67</td>
</tr>
<tr>
<td width="130">3 meses</td>
<td width="104">-8,65</td>
<td width="104">  -3,72</td>
<td width="94">0,75</td>
</tr>
<tr>
<td width="130">6 meses</td>
<td width="104">-14,90</td>
<td width="104">  -8,10</td>
<td width="94">0,38</td>
</tr>
<tr>
<td width="130">Año</td>
<td width="104">-17,49</td>
<td width="104">  -9,68</td>
<td width="94">0,95</td>
</tr>
<tr>
<td width="130">1 año</td>
<td width="104">-28,94</td>
<td width="104">  -9,39</td>
<td width="94">-0,94</td>
</tr>
<tr>
<td width="130">3 años anualiz.</td>
<td width="104">-6,38</td>
<td width="104">  -5,38</td>
<td width="94">0,79</td>
</tr>
<tr>
<td width="130">5 años anualiz.</td>
<td width="104">-10,91</td>
<td width="104">  -0,37</td>
<td width="94">0,12</td>
</tr>
<tr>
<td width="130">10 años anualiz.</td>
<td width="104">2,65</td>
<td width="104">  -2,80</td>
<td width="94">-0,20</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RV España</td>
</tr>
<tr>
<td>Índice: MSCI Spain NR USD</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="352">30/06/2012</td>
</tr>
<tr>
<td width="102"> Año</td>
<td width="94">1er trimestre</td>
<td width="85">2º trimestre</td>
<td width="85">3er trimestre</td>
<td width="87">4º trimestre</td>
</tr>
<tr>
<td width="102">2012</td>
<td width="94">-5,74</td>
<td width="85">-8,38</td>
<td width="85">-</td>
<td width="87">-</td>
</tr>
<tr>
<td width="102">2011</td>
<td width="94">7,97</td>
<td width="85">-0,75</td>
<td width="85">-16,54</td>
<td width="87">2,04</td>
</tr>
<tr>
<td width="102">2010</td>
<td width="94">-8,91</td>
<td width="85">-13,30</td>
<td width="85">14,00</td>
<td width="87">-4,52</td>
</tr>
<tr>
<td width="102">2009</td>
<td width="94">-14,05</td>
<td width="85">27,16</td>
<td width="85">21,19</td>
<td width="87">2,67</td>
</tr>
<tr>
<td width="102">2008</td>
<td width="94">-12,03</td>
<td width="85">-8,26</td>
<td width="85">-7,62</td>
<td width="87">-15,89</td>
</tr>
<tr>
<td width="102">2007</td>
<td width="94">3,77</td>
<td width="85">2,13</td>
<td width="85">-1,05</td>
<td width="87">4,45</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<h3>Bankinter Gestión Abierta FI Acc</h3>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td valign="top" width="92">Fondo</td>
<td valign="top" width="227">Bankinter Gestión Abierta FI Acc</td>
</tr>
<tr>
<td valign="top" width="92">Categoria</td>
<td valign="top" width="227">RF Diversificada EUR</td>
</tr>
<tr>
<td valign="top" width="92">Indice</td>
<td valign="top" width="227">Barclays Euro Agg Bond TR EUR</td>
</tr>
</tbody>
</table>
<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="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">2,95</td>
<td width="47">-1,04</td>
<td width="47">2,81</td>
<td width="47">3,01</td>
<td width="47">4,43</td>
<td width="47">-1,70</td>
<td width="47">2,71</td>
<td width="38">-2,04</td>
</tr>
<tr>
<td width="110">+/- Categoría</td>
<td width="49">-0,38</td>
<td width="47">-0,81</td>
<td width="47">2,37</td>
<td width="47">2,19</td>
<td width="47">-3,04</td>
<td width="47">-4,08</td>
<td width="47">1,27</td>
<td width="38">-5,59</td>
</tr>
<tr>
<td width="110">+/- Índice</td>
<td width="49">-1,87</td>
<td width="47">-1,02</td>
<td width="47">1,36</td>
<td width="47">-3,21</td>
<td width="47">-2,52</td>
<td width="47">-3,88</td>
<td width="47">-0,52</td>
<td width="38">-6,35</td>
</tr>
<tr>
<td width="110">% Rango en la categoría (sobre 100)</td>
<td width="49">56</td>
<td width="47">75</td>
<td width="47">8</td>
<td width="47">55</td>
<td width="47">68</td>
<td width="47">94</td>
<td width="47">35</td>
<td width="38">98</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="130">Rentabilidades acumul. %</td>
<td colspan="3" width="302">06/07/2012</td>
</tr>
<tr>
<td width="130"> Tiempo</td>
<td width="104"> Rentabilidad</td>
<td width="104">  +/- Categoría</td>
<td width="94">  +/- Índice</td>
</tr>
<tr>
<td width="130">1 día</td>
<td width="104">-0,21</td>
<td width="104">  -0,36</td>
<td width="94">-0,49</td>
</tr>
<tr>
<td width="130">1 semana</td>
<td width="104">0,08</td>
<td width="104">  -0,66</td>
<td width="94">-0,77</td>
</tr>
<tr>
<td width="130">1 mes</td>
<td width="104">-0,52</td>
<td width="104">  -0,99</td>
<td width="94">-0,55</td>
</tr>
<tr>
<td width="130">3 meses</td>
<td width="104">-3,13</td>
<td width="104">  -4,77</td>
<td width="94">-4,70</td>
</tr>
<tr>
<td width="130">6 meses</td>
<td width="104">-1,09</td>
<td width="104">  -6,00</td>
<td width="94">-6,97</td>
</tr>
<tr>
<td width="130">Año</td>
<td width="104">-1,96</td>
<td width="104">  -6,63</td>
<td width="94">-7,16</td>
</tr>
<tr>
<td width="130">1 año</td>
<td width="104">-2,03</td>
<td width="104">  -8,58</td>
<td width="94">-10,02</td>
</tr>
<tr>
<td width="130">3 años anualiz.</td>
<td width="104">0,16</td>
<td width="104">  -4,61</td>
<td width="94">-4,56</td>
</tr>
<tr>
<td width="130">5 años anualiz.</td>
<td width="104">1,75</td>
<td width="104">  -2,71</td>
<td width="94">-3,66</td>
</tr>
<tr>
<td width="130">10 años anualiz.</td>
<td width="104">2,03</td>
<td width="104">  -1,95</td>
<td width="94">-2,85</td>
</tr>
</tbody>
</table>
<p>&nbsp;</p>
<table border="0" cellpadding="0">
<tbody>
<tr>
<td>Categoría: RF Diversificada EUR</td>
</tr>
<tr>
<td>Índice: Barclays Euro Agg Bond TR 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">2,17</td>
<td width="76">-4,12</td>
<td width="76">-</td>
<td width="87">-</td>
</tr>
<tr>
<td width="102">2011</td>
<td width="85">1,41</td>
<td width="76">1,63</td>
<td width="76">0,45</td>
<td width="87">-0,78</td>
</tr>
<tr>
<td width="102">2010</td>
<td width="85">0,03</td>
<td width="76">-0,18</td>
<td width="76">1,37</td>
<td width="87">-2,89</td>
</tr>
<tr>
<td width="102">2009</td>
<td width="85">1,37</td>
<td width="76">1,50</td>
<td width="76">1,99</td>
<td width="87">-0,49</td>
</tr>
<tr>
<td width="102">2008</td>
<td width="85">-1,60</td>
<td width="76">-0,59</td>
<td width="76">1,35</td>
<td width="87">3,90</td>
</tr>
<tr>
<td width="102">2007</td>
<td width="85">0,43</td>
<td width="76">0,25</td>
<td width="76">1,20</td>
<td width="87">0,91</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>
			<wfw:commentRss>http://todofondosdeinversion.com/rentabilidad-fondos-de-inversion-bankinter/feed/</wfw:commentRss>
		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Fondos de inversión Bankinter</title>
		<link>http://todofondosdeinversion.com/fondos-de-inversion-bankinter/</link>
		<comments>http://todofondosdeinversion.com/fondos-de-inversion-bankinter/#comments</comments>
		<pubDate>Fri, 20 Jan 2012 09:14:44 +0000</pubDate>
		<dc:creator>elena</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Fondos de Inversión]]></category>
		<category><![CDATA[Fondos por entidades]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=3738</guid>
		<description><![CDATA[Bankinter es uno de los gestores bancarios que le ofrece la inversión a sus fondos de inversión, que al igual que otras entidades financieras ofrece beneficios con características y porcentajes propios. Estudiaremos el comportamiento de estos fondos de inversión y sus características de rentabilidad.]]></description>
				<content:encoded><![CDATA[<p><a href="http://todofondosdeinversion.com/bankinter-renta-fija-2013-garantizado/"><a href="http://todofondosdeinversion.com/wp-content/bankinter.jpg"><img class="alignleft size-medium wp-image-3739" title="bankinter" src="http://todofondosdeinversion.com/wp-content/bankinter-300x180.jpg" alt="" width="300" height="180" /></a>Bankinter</a> es uno de los gestores bancarios que le ofrece la <a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion/">inversión</a> a sus <a href="http://todofondosdeinversion.com/todo-lo-que-quiso-conocer-acerca-de-las-comisiones-y-nunca-se-atrevio-a-preguntar/">fondos de inversión</a>, que al igual que otras entidades financieras ofrece beneficios con características y porcentajes propios. Estudiaremos el comportamiento de estos<a href="http://todofondosdeinversion.com/fiscalidad-de-los-fondos-de-inversion-parte-i-tratamientos-generales-del-irpf/"> fondos de inversión</a> y sus características de rentabilidad.</p>
<p>Fuente del artículo: Morningstar.es</p>
<h3><strong><span id="more-3738"></span>Bankinter Bolsa Euribex FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><strong> </strong><strong> </strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="54">Fondo</td>
<td width="57">4,3</td>
<td width="47">-35,8</td>
<td width="47">20,5</td>
<td width="47">-13,1</td>
<td width="47">-7,7</td>
</tr>
<tr>
<td width="54">+/-Cat</td>
<td width="57">-0,6</td>
<td width="47">7,0</td>
<td width="47">-5,3</td>
<td width="47">-15,9</td>
<td width="47">7,8</td>
</tr>
<tr>
<td width="54">+/-Ind</td>
<td width="57">-3,5</td>
<td width="47">9,0</td>
<td width="47">-6,8</td>
<td width="47">-15,5</td>
<td width="47">7,2</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="187">Rentabilidades acumul. %</td>
<td width="123">18/01/2012</td>
</tr>
<tr>
<td width="187">Año</td>
<td width="123">1,07</td>
</tr>
<tr>
<td width="187">3 años anualiz.</td>
<td width="123">1,71</td>
</tr>
<tr>
<td width="187">5 años anualiz.</td>
<td width="123">-8,42</td>
</tr>
<tr>
<td width="187">10 años anualiz.</td>
<td width="123">0,49</td>
</tr>
<tr>
<td width="187" valign="top">Rendimiento   a 12 meses</td>
<td width="123" valign="top">0,00</td>
</tr>
</tbody>
</table>
<p><strong> </strong></p>
<h3><strong>Bankinter Dinero 3 FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><strong> </strong><strong> </strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="47">3,5</td>
<td width="38">3,5</td>
<td width="47">1,3</td>
<td width="38">0,6</td>
<td width="47">2,1</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="47">0,2</td>
<td width="38">0,7</td>
<td width="47">0,2</td>
<td width="38">0,3</td>
<td width="47">1,2</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="47">-0,7</td>
<td width="38">-1,4</td>
<td width="47">-0,2</td>
<td width="38">0,1</td>
<td width="47">1,0</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="177">Rentabilidades acumul. %</td>
<td width="113">18/01/2012</td>
</tr>
<tr>
<td width="177">Año</td>
<td width="113">0,28</td>
</tr>
<tr>
<td width="177">3 años anualiz.</td>
<td width="113">1,40</td>
</tr>
<tr>
<td width="177">5 años anualiz.</td>
<td width="113">2,22</td>
</tr>
<tr>
<td width="177">10 años anualiz.</td>
<td width="113">-</td>
</tr>
<tr>
<td width="177" valign="top">
<h3>Rendimiento   a 12 meses</h3>
</td>
<td width="113" valign="top">
<h3>0,00</h3>
</td>
</tr>
</tbody>
</table>
<h3><strong>Bankinter Futuro Ibex FI</strong></h3>
<p><img src="data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAARUAAACICAIAAABGA+icAAAJ4UlEQVR4nO2dW3LsKgxFPdczqj4jyGBuOZXKgDgfvk1jITAPAQK2Sh8Obfc2gmUwj85hYDBYqR2jbwAGm9gsP/8Zc27ovz9fUIRikYOfPUoaim0c/OxR0lBs41F+juNgLzve5qfYRP8ctb5DSUOxjYf5CdV+go2fGDpHre9Q0lBs4wF+rkqfyI9/mn5mxsYdimsolvTfWH5CnbcpQNqhpKHYxiX48T9F/w2KOyiCnzFxh+IaimL9t8cUzb5DSUOxjefwExmbTkkh36Dn4Pfnq7PoVdIa8o6o1hxg/vQ0ezwpodjGwc8eJQ3FNg5+9ihpKLZx8LNHSUOxjYOfPUoaim0c/OxR0lBs4+Bnj5KGYhsHP3uUNBTbOPjZo6Sh2MbBz4i4n93XNO1Qm6fhp3j9jk4fwk9nhHaozXPwk7Ja1E/R7OAHiqUuzU/oHM0OfqBY6kL8kN4a+Ik7+FlDsfb9B/23Mgc/ayjWjr+BnzIHP2soYvxgTNz/5+fvn4XzuINi7/Frt8un5+DaKdlZ9EJoeN4Xi2rnA8yfnmbQk7JzF26H1mCa9mcxBz9QLHXwA36gWO7gB/xAsdzBD/iBYrmDn7H89BrC3qE2g58xPqSkX99HvAk6j4cT9OdxeUXwMybul2IiPyIU7VCbwc8YV8iPxebTTNX19HaozdPwc7wtkmLTu2dpgrgn8nMdP/b0NOdxbcVW69/sMfiJKIao8Pts4Eenojw/KR9pc538vL7Bj3ZFmf7b4Zh7jgE/UcXPi83dfVrAj07FVv03F63uWZog7peifbG5KHJH29zGx4AfrYoN+WEbJZ0+sKTJIHVotLp+CG6H2rwOP6E/dfrAkn59H5fbZudycn79EFznPLK56BbVjt53/Fp8A5PIwcCdXhYY19mTLT8aIpaeLyX30+gA86en0dHTeHxgT9T+kGfBwKi2d/Cjg59Hn4UftztaOeahNo+Ogx/wI+fkdQ78bOEz8VM6BNcij6SH5sPjD8Rri2q1g59J+KkcghPPIzvyQeABP1v4FPyYui5cC37ImDvptvXvwoGfMQ5+ct3vpPnvPDvsUQc/Y+I+NT9sP82/PctPty4c+Bnjk/FTNIQgy4+LCqHo4+8VfaP4Ye9KukkEP7PxU4aQVB7dxoe5MXums5C8Pz9+2+inC4kWrX9zjST6p/WJnUjclSv6vab0eiDIz/NDPboXQ+o2fCx9fiJNpdBdVbQ/Ljwk0U/R7LPwYwLvHilVQSSPdJDggsQ/szE/ocVB7K5EEi73riRuTJofPwX8tFLMqQey/NgbYBB6J/7+fDXqwoWmwtL5IbutKm6mlB+2q4b+W2fF9EnVekX65uPumbWnOSmN+HF5IF8b2dUbSaxDSIgfcoz2p59iWh9JhB8eHovQHaeLH/b2Epdm+6f53Vc/jywqFPX3n9VL9Yr4IUiAn7GKw/i5PmIrqFXkmqCURsnfBEEaQJafGzz2o2g/s+4lDfyAnwTnGx97AldBCT/2DhMf+ddphB/3wgd+ErOmgR+TPH7dYUtgwcHA/aciB7YGtJOwdfd4P93pOV7KFVUyEXR4q0tDopH1dZEsu/wkZpAglBd5zJ+a+dsfk9AEVSqebtVMe7p/FB1+3J8jjvfiCGb+0J9M+xP+tjQHPwvxE6kBIvwYE57ziSj6g10JkzDnvaUi8ER+Ja8Eg/IZIfCzBD+PT1AZfpLhMQn8xO/ZfkT58UafmZtsEMCAgx/w8+S3/wFRwI+5P+Cd8e5QF45dd3Nd4l9urwI/Y3wFfp5egcT4KcsjmcR00tnbDirex81b8JOJEPgBP4nfnNP4MIqB9QrP/PgTTdy15S8/TzcTdfADfhK/OfO5nsRP4LbJa1IKe1WND/eFaQ5+VuEnXvzj+TH82B37CnRTDIBn7uwJ8FOyuw78gJ8nb8pPZCSa9txCN1a3szA9hpyXrj9wpmA/f7KJVfnp4ovwE3181uw4EuOHda/KZij6w+KVMezAj4sEwcOFJ3SOQgc/z9+ZXzXBD+8RHtiPwE83xSn58V6BMhTv00oiUe3BD9s3C3ECfropTspPzUiaOD+ZTZBc/23SxseAn7AXv/zkKc7ATyC2QvzMC49ZiJ/Is1P1L84FFmjn3mEHfrz0ZvzMAo9Y3DUoivJT0/jkKrrDAHlvIM7UkFRU/RsI35jE+LXhBuLY16SszUndDmbfP+ceXGUs8oUfePzdcuJRvY+knclalh/BGNqbsSm2eSThxfzpaVZqf8KvQLmK552f5nn017llXSsb1ftaUjcOHuTgB/xEvqcUnmzFyDq3IVH1UfH2HYGfBnEfrSjCTz08hXnUxA+ZXPL5eX2DH/G4j1aU5EdrHnsokh2yzqY98/eP88Na4Gf2kr57PT+fGqM1j50U2f4kTQQ/C5S064Eh7Gx+NOexm2Jg3xH4aRz3oYo1/Eg1PutENbDn4p0IfpYp6bez/CQ2KVKNz1JRjT1NwM9KJW1OE50+T7pQovFZL6oBBz/LlTRBhUzqp1+oOY9KFGvX77hrH47buoaT/KnZFytpMvF33lfHPF44RR6VKJbzE093T9CP0Gol7U+Tu1MZ4QvBT77n8xPhgeVHv69Z0vex189vqwfOl335WTaq1Iv4YftmpM1B/02dYtrvTc+dx76KteMHoX4a+m86FcGPtAvxE2+LuudKe9zH8sNyAn6KvO79B/zMpRj5f93gp8jrxq/dlMdzzH2Xn56DlfafPh5YTtyP7OCBoNYOUcX86Wn2eFJaRbadEW98Nokq+BkT94GKbBcO/JQ6+NmjpF1F8CPn4GePkgY/bRz87FHSriL730VD/0d+0jz2cvCzR0kTRZ+f9fLYxcHPHiXN81P4T3PnyGMXBz97lDRRtF24U3rZqJ48dnHws0dJh/h5/w7Tgnns4hX8HE6jf7wtkqLWdyhpX9H5EbNl89jeS/lx2SDYsCmafYeSZvlZPo/tvXT9m3HAAD9Q3FNRhh/j9dbADxR3UCzhx4cE7Q8U91Qs5Mc1A36guKuizPgb+IHinoq9x687bGkqONhhp1f/gx2iivnT0+zxpIRiG7/z89rSfn++oAjFAgM/MFi5gR8YrNzAT4a9o2TSU8zdWsuxKbMrXonxq1orsikv8JNuJOKJKaE/G8lFbmBSxde7jkauaq3Iprjp4CfPOvBTJldTtzQrSvFTowh+xCy3MtUUc67cuyg7KbauzenH7RQjWuAn29yaShLbFXOinIhobgaNY+KK6cftFCNa4CfP4uEOVa9ucvV1qyCDTRXTj9spRrTAT4aRCLbmp0Cusm4pVEw/bqcY0QI/qWbuRhL909yUznIkZXbFF1fpOyuyKS/wA4PVGPiBwcoN/MBg5QZ+YLByI/zAYLBsAz8wWLn9AzZkfVw0zdXOAAAAAElFTkSuQmCC" alt="" /></p>
<p><strong> </strong><strong> </strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="47">9,5</td>
<td width="57">-37,3</td>
<td width="47">36,0</td>
<td width="47">-14,0</td>
<td width="38">-8,7</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="47">2,1</td>
<td width="57">0,8</td>
<td width="47">3,7</td>
<td width="47">-2,4</td>
<td width="38">1,4</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="47">-2,3</td>
<td width="57">0,2</td>
<td width="47">-3,0</td>
<td width="47">2,5</td>
<td width="38">0,6</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="168">Rentabilidades acumul. %</td>
<td width="123">18/01/2012</td>
</tr>
<tr>
<td width="168">Año</td>
<td width="123">-0,68</td>
</tr>
<tr>
<td width="168">3 años anualiz.</td>
<td width="123">3,84</td>
</tr>
<tr>
<td width="168">5 años anualiz.</td>
<td width="123">-6,42</td>
</tr>
<tr>
<td width="168">10 años anualiz.</td>
<td width="123">3,31</td>
</tr>
<tr>
<td width="168" valign="top">Rentabilidad   a 12 meses</td>
<td width="123" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3><strong>Bankinter Índice América FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><strong> </strong><strong> </strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="64">Fondo</td>
<td width="57">2,6</td>
<td width="57">-37,7</td>
<td width="47">22,5</td>
<td width="47">14,3</td>
<td width="47">1,4</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="57">7,1</td>
<td width="57">-1,1</td>
<td width="47">-1,4</td>
<td width="47">-4,8</td>
<td width="47">0,5</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="57">7,5</td>
<td width="57">-3,4</td>
<td width="47">0,2</td>
<td width="47">-8,5</td>
<td width="47">-3,4</td>
</tr>
</tbody>
</table>
<p>Categoría: RV USA Cap. Grande Blend</p>
<p>Índice: MSCI USA NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="177">Rentabilidades acumul. %</td>
<td width="132">18/01/2012</td>
</tr>
<tr>
<td width="177">Año</td>
<td width="132">4,18</td>
</tr>
<tr>
<td width="177">3 años anualiz.</td>
<td width="132">15,83</td>
</tr>
<tr>
<td width="177">5 años anualiz.</td>
<td width="132">-1,26</td>
</tr>
<tr>
<td width="177">10 años anualiz.</td>
<td width="132">1,49</td>
</tr>
<tr>
<td width="177" valign="top">Rendimiento   a 12 meses</td>
<td width="132" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3><strong>Bankinter Índice Europeo 50 FI</strong></h3>
<p><img src="data:image/png;base64,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" alt="" /></p>
<p><strong> </strong><strong> </strong></p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="100">Fondo</td>
<td width="100">8,9</td>
<td width="100">-42,5</td>
<td width="100">25,7</td>
<td width="100">-3,4</td>
<td width="100">-14,5</td>
</tr>
<tr>
<td width="100">+/-Cat</td>
<td width="100">4,0</td>
<td width="100">0,3</td>
<td width="100">-0,1</td>
<td width="100">-6,1</td>
<td width="100">1,0</td>
</tr>
<tr>
<td width="100">+/-Ind</td>
<td width="100">1,0</td>
<td width="100">2,4</td>
<td width="100">-1,6</td>
<td width="100">-5,8</td>
<td width="100">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="299">Rentabilidades   acumul. %</td>
<td width="299">18/01/2012</td>
</tr>
<tr>
<td width="299">Año</td>
<td width="299">3,38</td>
</tr>
<tr>
<td width="299">3 años   anualiz.</td>
<td width="299">4,62</td>
</tr>
<tr>
<td width="299">5 años   anualiz.</td>
<td width="299">-7,66</td>
</tr>
<tr>
<td width="299">10 años   anualiz.</td>
<td width="299">-2,01</td>
</tr>
<tr>
<td width="299" valign="top">Rendimiento a 12 meses</td>
<td width="299" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3><strong>Bankinter Sector Energía 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="57">22,5</td>
<td width="47">-40,2</td>
<td width="47">11,9</td>
<td width="57">1,6</td>
<td width="47">-6,9</td>
</tr>
<tr>
<td width="64">+/-Cat</td>
<td width="57">3,4</td>
<td width="47">4,5</td>
<td width="47">-27,4</td>
<td width="57">-17,3</td>
<td width="47">3,2</td>
</tr>
<tr>
<td width="64">+/-Ind</td>
<td width="57">5,5</td>
<td width="47">-5,3</td>
<td width="47">-10,4</td>
<td width="57">-18,1</td>
<td width="47">-10,4</td>
</tr>
</tbody>
</table>
<p>Categoría: RV Sector Energía</p>
<p>Índice: MSCI World/Energy NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="187">Rentabilidades acumul. %</td>
<td width="113">18/01/2012</td>
</tr>
<tr>
<td width="187">Año</td>
<td width="113">7,51</td>
</tr>
<tr>
<td width="187">3 años anualiz.</td>
<td width="113">4,62</td>
</tr>
<tr>
<td width="187">5 años anualiz.</td>
<td width="113">-2,97</td>
</tr>
<tr>
<td width="187">10 años anualiz.</td>
<td width="113">7,37</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><strong>Bankinter Sector Finanzas 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="100">Fondo</td>
<td width="100">-7,5</td>
<td width="100">-46,9</td>
<td width="100">32,1</td>
<td width="100">-12,2</td>
<td width="100">-24,7</td>
</tr>
<tr>
<td width="100">+/-Cat</td>
<td width="100">4,3</td>
<td width="100">6,1</td>
<td width="100">-5,3</td>
<td width="100">-20,5</td>
<td width="100">-5,9</td>
</tr>
<tr>
<td width="100">+/-Ind</td>
<td width="100">9,8</td>
<td width="100">4,7</td>
<td width="100">5,1</td>
<td width="100">-24,1</td>
<td width="100">-8,9</td>
</tr>
</tbody>
</table>
<p>Categoría: RV Sector Finanzas</p>
<p>Índice: MSCI World/Financials NR USD</p>
<table border="1" cellspacing="0" cellpadding="0">
<tbody>
<tr>
<td width="187">Rentabilidades acumul. %</td>
<td width="132">18/01/2012</td>
</tr>
<tr>
<td width="187">Año</td>
<td width="132">3,87</td>
</tr>
<tr>
<td width="187">3 años anualiz.</td>
<td width="132">-1,08</td>
</tr>
<tr>
<td width="187">5 años anualiz.</td>
<td width="132">-15,41</td>
</tr>
<tr>
<td width="187">10 años anualiz.</td>
<td width="132">-3,00</td>
</tr>
<tr>
<td width="187" valign="top">Rendimiento a 12 meses</td>
<td width="132" valign="top">0,00</td>
</tr>
</tbody>
</table>
<h3><strong>BK Bolsa España 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="54">Fondo</td>
<td width="47">9,9</td>
<td width="47">-35,5</td>
<td width="47">28,7</td>
<td width="47">-16,7</td>
<td width="38">-9,7</td>
</tr>
<tr>
<td width="54">+/-Cat</td>
<td width="47">2,4</td>
<td width="47">2,6</td>
<td width="47">-3,7</td>
<td width="47">-5,1</td>
<td width="38">0,5</td>
</tr>
<tr>
<td width="54">+/-Ind</td>
<td width="47">-1,9</td>
<td width="47">2,0</td>
<td width="47">-10,4</td>
<td width="47">-0,2</td>
<td width="38">-0,3</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="299">Rentabilidades acumul. %</td>
<td width="299">18/01/2012</td>
</tr>
<tr>
<td width="299">Año</td>
<td width="299">0,27</td>
</tr>
<tr>
<td width="299">3 años anualiz.</td>
<td width="299">0,33</td>
</tr>
<tr>
<td width="299">5 años anualiz.</td>
<td width="299">-7,74</td>
</tr>
<tr>
<td width="299">10 años anualiz.</td>
<td width="299">1,90</td>
</tr>
<tr>
<td width="299" valign="top">Rendimiento   a 12 meses</td>
<td width="299" valign="top">0,00</td>
</tr>
</tbody>
</table>
<p><iframe width="420" height="315" src="http://www.youtube.com/embed/FrBoa-yokxs" frameborder="0" allowfullscreen></iframe></p>
]]></content:encoded>
			<wfw:commentRss>http://todofondosdeinversion.com/fondos-de-inversion-bankinter/feed/</wfw:commentRss>
		<slash:comments>1</slash:comments>
		</item>
		<item>
		<title>Bankinter Renta Fija 2 Garantizado</title>
		<link>http://todofondosdeinversion.com/bankinter-renta-fija-2-garantizado/</link>
		<comments>http://todofondosdeinversion.com/bankinter-renta-fija-2-garantizado/#comments</comments>
		<pubDate>Thu, 29 Dec 2011 12:09:21 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Garantizados]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=3670</guid>
		<description><![CDATA[Bankinter acaba de lanzar un nuevo fondo de inversión garantizado, denominado Bankinter Renta Fija 2 Garantizado y cuyo vencimiento opera [...]]]></description>
				<content:encoded><![CDATA[<h3><strong><img class="alignleft" src="http://bolsa.com/quote/bankinter.jpg" alt="" width="142" height="142" /></strong></h3>
<h3><strong>Bankinter </strong>acaba de lanzar un nuevo fondo de inversión garantizado, denominado<strong> Bankinter Renta Fija 2 Garantizado</strong> y cuyo vencimiento opera el día 1º de Febrero de 2014.</h3>
<p>La Política de inversión del <strong>Bankinter Renta Fija 2 Garantizado</strong> garantiza a los participes beneficiarios de la garantía, a vencimiento (01.02.14) el 107,85% del valor liquidativo de la participación del 24.01.12. Esto vendría a ser una <a href="http://finanzzas.com/tae"><strong>T.A.E</strong></a>. del 3,80% para participaciones suscritas el 24.01.12 y mantenidas hasta vencimiento).<span id="more-3670"></span></p>
<p>No obstante, la TAE de cada partícipe dependerá de cuándo suscriba. Si el partícipe reembolsara antes del vencimiento (01.02.14),<strong> no se le garantiza importe alguno</strong>, se le aplicará el valor liquidativo de la fecha de solicitud y tendrá que hacer frente a una comisión de reembolso del 3%.</p>
<p>Hasta el 24.01.12 inclusive y a partir del vencimiento, este <a href="http://todofondosdeinversion.com/fondo-garantizados/"><strong>fondo garantizado </strong></a>invertirá en repos sobre deuda pública española, o de otros emisores públicos de la UE con calificación crediticia alta (rating mínimo A- de S&amp;P o equivalentes), teniendo la cartera un vencimiento medio de hasta 2 meses.</p>
<p>Así mismo hasta el 24.01.12 inclusive, se comprará a plazo una cartera de renta fija. Durante la garantía del fondo, la cartera de<a href="http://rentafija.org"><strong> renta fija </strong></a>y liquidez se invertirá en activos denominados en euros, con calificación crediticia alta en el momento de su adquisición (rating mínimo A- por S&amp;P o equivalentes), emitidos o avalados por emisores públicos de la zona euro.</p>
<p>El horizonte temporal de la cartera de renta fija será similar al vencimiento de la garantía. No se invertirá en titulizaciones sobre préstamos hipotecarios, y el fondo podrá invertir hasta un 10% en IIC financieras.</p>
<p>El fondo podrá invertir también más del 35% en valores de un Estado de la UE, una Comunidad Autónoma, una Entidad Local, los Organismos Internacionales de los que España sea miembro y Estados con solvencia no inferior a la de España.</p>
<p>Adicionalmente, se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de conseguir el objetivo concreto de rentabilidad.</p>
<p>Aquí le acercamos el cálculo de la rentabilidad del Fondo</p>
<p><img 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&#215;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&#215;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&#8221; alt=&#8221;" width=&#8221;412&#8243; height=&#8221;151&#8243; /></p>
<h3><strong>Perfil de Riesgo</strong></h3>
<p>Se trata de un fondo en el que existe una garantía a vencimiento. Por este motivo, el perfil de riesgo se ubica entre los de menor riesgo del mercado. Sin embargo, si usted reembolsa de manera voluntaria con anterioridad al vencimiento de la garantía, lo hará al valor liquidativo de mercado vigente en la fecha de reembolso y no se le garantizará importe alguno y soportará una comisión de reembolso.</p>
<h3><strong>Gastos</strong></h3>
<p>Estos gastos se destinan a sufragar los costes de funcionamiento del fondo, incluidos comercialización y distribución. Dichos gastos reducen el potencial de crecimiento de la inversión.</p>
<p>Los Gastos no recurrentes percibidos con anterioridad o posterioridad a la inversión son los siguientes:</p>
<ul>
<li>Comisiones de suscripción 5%</li>
<li>Comisiones de reembolso 3%</li>
</ul>
<h3><strong>Fiscalidad</strong></h3>
<p>La tributación de los rendimientos obtenidos por los partícipes dependerá de la legislación fiscal aplicable a su situación personal. Los rendimientos de los fondos de inversión tributan al 1% en el Impuesto sobre Sociedades.</p>
]]></content:encoded>
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		<slash:comments>0</slash:comments>
		</item>
		<item>
		<title>Bankinter Renta Fija 2014 II Garantizado</title>
		<link>http://todofondosdeinversion.com/bankinter-renta-fija-2014-garantizado/</link>
		<comments>http://todofondosdeinversion.com/bankinter-renta-fija-2014-garantizado/#comments</comments>
		<pubDate>Tue, 05 Jul 2011 12:18:37 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Garantizados]]></category>
		<category><![CDATA[Bankinter Renta Fija 2014]]></category>
		<category><![CDATA[fondo Bankinter]]></category>
		<category><![CDATA[fondo garantizado]]></category>
		<category><![CDATA[fondos de inversion]]></category>

		<guid isPermaLink="false">http://todofondosdeinversion.com/?p=2987</guid>
		<description><![CDATA[Bankinter ha lanzado la segundo edición de un fondo de inversión garantizado de rendimiento fijo mediante el cual le ofrece obtener [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="http://hipotecashipotecas.es/wp-content/uploads/2011/07/bankinter-garantizado-2014-ii.bmp" alt="" width="363" height="120" /></p>
<p><strong>Bankinter</strong> ha lanzado la segundo edición de<strong> </strong>un <a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion-garantizados/"><strong>fondo de inversión garantizado de rendimiento</strong> </a>fijo mediante el cual le ofrece obtener una <strong>rentabilidad del 12,25%.</strong></p>
<p><strong><a href="http://todoproductosfinancieros.com/fondo-bankinter-renta-fija-2014-garantizado/">Bankinter Renta Fija 2014 II Garantizado</a></strong> es un producto de inversión a un <strong>plazo de 3 años y 3 meses</strong>, el cual le <strong>garantiza al participe el 100% de su capital</strong> mas un <a href="http://depositosaltarentabilidad.com">rendimiento</a> fijo del 12,25%, lo que supone una <strong>TAE garantizada del 3,62%.</strong></p>
<p>El vencimiento de este fondo opera el <strong>31 de octubre de 2014</strong>, fecha en la cual obtendrá el 112,25% del valor liquidativo de la participación del 01/08/2011.</p>
<p>Este nuevo fondo de inversión invertirá durante el período de garantía en una <strong>cartera de renta fija emitida o avalada por emisores públicos y de renta fija privada</strong> con vencimiento similar al horizonte temporal del fondo.</p>
<p>Para poder contratar el fondo <strong>Bankinter Renta Fija 2014 II Garantizado</strong> deberá realizar una <strong>inversión mínima inicial de 600 <a href="http://Forexytrad​ing.es">euros</a></strong>, y soportar las siguientes <strong><a href="http://www.mejorescreditos.es/comisiones-bancarias/ ">comisiones</a></strong>:</p>
<p>• <em>Comisión de Gestión:</em> 0,20% sobre el patrimonio hasta el 01/08/2011 inclusive y 0,80% a partir del 02/08/11 inclusive.<br />
<em>• Comisión de Depósito:</em> 0,10% sobre el patrimonio.<br />
<em>• Comisión de Suscripción:<br />
</em>- 0% hasta el 01/08/11 inclusive, o hasta que se alcance el patrimonio comprometido, si se alcanzara antes de esa fecha.<br />
- 5% a partir del 02/08/11 (o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha) y hasta el 31/10/14 ambos inclusive.<br />
<em>• Comisión de Reembolso:<br />
</em>- 0% hasta el 31/07/11 ambos inclusive.<br />
- 3% a partir del 01/08/11 (o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha) y hasta el 31/10/14 ambos inclusive.</p>
<p>Asimismo, este<a href="http://todofondosdeinversion.com/fondo-garantizados/"><strong> fondo garantizado</strong> </a>posee fechas en las que hay <strong>ventanas de liquidez</strong> los dias 02/11/2012 y 04/11/2013 o siguiente día hábil.</p>
<p><em>En fin, un fondo de inversión recomendado para quienes poseen un perfil de riesgo bajo, el cual no tiene nada que envidiarle a los </em><a href="http://hipotecasydepositos.com/los-mejores-depositos-a-largo-plazo/"><em><strong>depósitos a largo plazo</strong> </em></a><em>los cuales se encuentran ofreciendo rentabilidades similares.</em></p>
<p><a href="https://www.bankinter.com/www/es-es/cgi/ebk+fon+home#ID=FONDOS&amp;attr=WEBHEBDTCC27 ">Más Información</a></p>
<p><a href="http://todofondosdeinversion.com/wp-content/cuatrocerdos1.jpg"><img class="alignnone size-full wp-image-2804" title="cuatrocerdos" src="http://todofondosdeinversion.com/wp-content/cuatrocerdos1.jpg" alt="" width="235" height="44" /></a></p>
]]></content:encoded>
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		</item>
		<item>
		<title>Bankinter Índice Japón Garantizado Concierto</title>
		<link>http://todofondosdeinversion.com/bankinter-indice-japon-garantizado-concierto/</link>
		<comments>http://todofondosdeinversion.com/bankinter-indice-japon-garantizado-concierto/#comments</comments>
		<pubDate>Mon, 23 May 2011 17:13:54 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Garantizados]]></category>
		<category><![CDATA[Bankinter Índice Japón]]></category>
		<category><![CDATA[fondo de inversion]]></category>
		<category><![CDATA[fondo garantizado]]></category>
		<category><![CDATA[fondos bankinter]]></category>
		<category><![CDATA[Garantizado Concierto]]></category>

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		<description><![CDATA[Bankinter ha lanzado un nuevo fondo de inversión garantizado pero en este caso es de renta variable, cuya rentabilidad adicional [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bankinter.com/www/img/bankinter.gif" alt="" width="161" height="29" /></p>
<p><strong><a href="http://todofondosdeinversion.com/bankinter-renta-fija-2015-garantizado/">Bankinter</a></strong> ha lanzado un nuevo <strong>fondo de inversión garantizado</strong> pero en este caso es de <strong>renta variable</strong>, cuya rentabilidad adicional se encuentra referenciada a la evolución del <strong>Índice la evolución del Índice Nikkei 225, de la <a href="http://bolsa.com">Bolsa</a> de Tokio</strong>.</p>
<p>Se trata del fondo <strong><a href="http://todoproductosfinancieros.com/bankinter-indice-japon-garantizado-concierto/">Bankiner Índice Japón Garantizado Concierto</a></strong>, un fondo garantizado de renta variable a un <strong>plazo de 4 años y 10 días</strong>, el cual garantiza el 100% del capital inicial (el del valor de participación a fecha 8 de junio de 2011), incrementado, en su caso, por <strong>el 50% de la revalorización punto a punto que experimente durante ese periodo el Índice Nikkei 225</strong>.</p>
<p>Para calcular el valor inicial del índice se tomará el <a href="http://preciooro.com">precio</a> oficial de cierre correspondiente al día 8 de junio de 2011, mientras que para calcular el valor final del índice se tomará el precio oficial de cierre del día 10 de junio de 2015.</p>
<p>Cabe destacar que el <strong>indice Nikkei 225</strong>, que es el más popular de la bolsa japonesa, lo componen los 225 valores más líquidos que cotizan en la Bolsa de Tokio.</p>
<p>Para contratar este nuevo fondo deberá contar con una <strong>suscripción</strong> <strong>mínima inicial de 600 euros</strong>. Asimismo, el fondo Bankinter Índice India Garantizado cuenta con las siguientes <strong>comisiones</strong>:</p>
<ul>
<li>Comisión de gestión del 0,20% hasta el inicio del periodo de garantía, y del 1,90% para el resto del plazo</li>
<li>Comisión de depósito del 0,10%</li>
<li>Comisión de Suscripción:<br />
- 0% hasta el 08/06/11 inclusive, o hasta que se alcance el patrimonio comprometido, si se alcanzara antes de esa fecha.<br />
- 5% a partir del 09/06/11 o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha y hasta el 19/06/15 ambos inclusive.</li>
<li>Comisión de Reembolso:<br />
- 0% hasta el 08/06/11 inclusive.<br />
- 3% a partir del 09/06/11 o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha y hasta el 18/06/15 ambos inclusive.</li>
</ul>
<p>Asimismo, podrá acceder a <strong>ventanas de liquidez</strong>, donde la <strong>comisión de reembolso será del 0% los días 5 de cada mes</strong> o día hábil posterior, empezando el 05/07/2011.</p>
<p>El período de comercialización de este fondo sin comisiones de suscripción estará abierto <strong>hasta el próximo 8 de junio</strong>, o hasta que se alcance el importe comprometido.</p>
<p><em>En fin, un producto de inversión dirigido a partícipes que deseen mantener sus inversiones durante un horizonte temporal de cuatro años y que, con el capital inicial garantizado, estén interesados en participar en las posibilidades de rentabilidad del Índice Nikkei 225. </em></p>
<p><a href="https://www.bankinter.com/www/es-es/cgi/ebk+fon+info_legal">Más Información</a></p>
<p><a href="http://todofondosdeinversion.com/wp-content/trescerdos11.jpg"><img class="alignnone size-full wp-image-3131" title="trescerdos" src="http://todofondosdeinversion.com/wp-content/trescerdos11.jpg" alt="" width="235" height="44" /></a></p>
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		<title>Bono Estructurado Telefónica 70/30 Concierto Bankinter</title>
		<link>http://todofondosdeinversion.com/bono-estructurado-telefonica-7030-concierto-bankinter/</link>
		<comments>http://todofondosdeinversion.com/bono-estructurado-telefonica-7030-concierto-bankinter/#comments</comments>
		<pubDate>Tue, 17 May 2011 13:47:53 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Productos relacionados]]></category>
		<category><![CDATA[bankinter]]></category>
		<category><![CDATA[Bono Estructurado]]></category>
		<category><![CDATA[bono estructurado bankinter]]></category>
		<category><![CDATA[Telefónica 70/30 Concierto]]></category>

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		<description><![CDATA[Bankinter acaba de lanzar un nuevo producto de inversión que ofrece una interesante rentabilidad del 4,75% TAE a un plazo de [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bankinter.com/www/cacheables/img/bankinter.v1.cache.gif" alt="" width="161" height="29" /></p>
<p><strong>Bankinter</strong> acaba de lanzar un nuevo producto de inversión que ofrece una <strong>interesante rentabilidad del 4,75% TAE a un plazo de 9 meses</strong>, e invierte en<strong><a href="http://accionesbolsa.com"> acciones</a> de Telefónica</strong>.</p>
<p>Este producto llamado <a href="http://todoproductosfinancieros.com/bono-estructurado-telefonica-7030-concierto/"><strong>Bono Estructurado Telefónica 70/30 Concierto</strong> </a>será comercializado <strong>hasta el próximo 31 de mayo de 2011</strong>, y amortiza el <strong>70% del nominal de la inversión a los 9 meses</strong>, invirtiéndose el <strong>30% restante en una estructura sin el capital garantizado</strong> cuyo plazo, rentabilidad y capital están referenciados a la evolución en <a href="http://bolsa.com">bolsa </a>de las acciones de Telefónica.</p>
<p>Basicamente, este producto funciona de la siguiente manera:</p>
<ul>
<li>El 70% del nominal de la inversión se devuelve a los 9 meses (7 de marzo de 2012) con una<a href="http://depositosaltarentabilidad.com"> rentabilidad </a>del 4,75% T.A.E.</li>
<li>El 30% restante, se invierte en una estructura a un plazo máximo de tres años, con la posibilidad de autocancelación anual.</li>
</ul>
<p>Para el cálculo de la rentabilidad en este ultimo caso, se realizarán observaciones anuales del <strong><a href="http://preciooro.es">precio</a> de la acción de Telefónica</strong>. Si en alguna de ellas el precio de la acción fuera igual o superior a su precio inicial, el poseedor del bono recibiría un<strong> cupón del 7% por cada año que haya transcurrido y se cancelaría anticipadamente</strong>, devolviendo (además del cupón) el 30% del importe nominal invertido.</p>
<p>Por el contrario, <strong>si no se ha producido la cancelación anticipada del bono</strong>, a vencimiento puede ocurrir:</p>
<ul>
<li>Que el precio de Telefónica esté igual o por encima de su precio inicial, en cuyo caso se recibirá un <strong>cupón del 21%</strong> además de recuperarse el 30% del importe nominal invertido.</li>
<li>Que el precio de Telefónica esté igual o por encima del 65% de su precio inicial pero por debajo del 100%. En tal caso no <strong>se recibirá cupón</strong>, pero sí se recuperará el 30% del nominal invertido.</li>
<li>Que el precio de Telefónica esté por debajo del 65% de su precio inicial. En tal caso se producirá una <strong>pérdida de capital</strong> (sobre el 30% del importe nominal invertido) igual a la caída de la acción.</li>
</ul>
<p>En cualquier caso, <strong>el bono tendrá liquidez diaria</strong>, por lo que el cliente tendrá la posibilidad de venderlo a precios de mercado.</p>
<p><strong>El importe mínimo de contratación es de 50.000 euros</strong>, y a partir de ahí se contratará por múltiplos de esa cantidad.</p>
<p>Por último la entidad ha informado que los clientes de Bankinter que adquieran este producto tendrán la oportunidad de<strong> asistir</strong> <strong>en exclusiva a uno de los siete conciertos benéficos</strong> (a favor de Cáritas), organizados por Bankinter durante el mes de junio, en los que la directora Inma Shara y la Orquesta Sinfónica Nacional Checa llevarán su música a otras tantas ciudades españolas.</p>
<p><em>Se trata de una buena oportunidad para obtener una muy interesante rentabilidad a corto plazo (9 meses), con la posibilidad de beneficiarse con la subida de las acciones de Telefónica.</em></p>
<p><a href="https://www.bankinter.com/www2/particulares/es/inicio/bienvenida">Más Información</a></p>
<p><a href="http://todofondosdeinversion.com/wp-content/tresymedio-cerdos5.jpg"><img class="alignnone size-full wp-image-3133" title="tresymedio cerdos" src="http://todofondosdeinversion.com/wp-content/tresymedio-cerdos5.jpg" alt="" width="235" height="44" /></a></p>
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		<title>Campaña traspaso de Fondos y Planes de Bankinter</title>
		<link>http://todofondosdeinversion.com/campana-traspaso-de-fondos-y-planes-de-bankinter/</link>
		<comments>http://todofondosdeinversion.com/campana-traspaso-de-fondos-y-planes-de-bankinter/#comments</comments>
		<pubDate>Mon, 16 May 2011 02:55:45 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Planes de Pensiones]]></category>
		<category><![CDATA[Promociones]]></category>
		<category><![CDATA[Campaña traspaso]]></category>
		<category><![CDATA[fondos bankinter]]></category>
		<category><![CDATA[fondos de inversion]]></category>
		<category><![CDATA[traspaso Fondos]]></category>

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		<description><![CDATA[Bankinter ha lanzado una nueva campaña destinada a captar traspasos de fondos de inversión y planes de pensiones, mediante la cual podrá [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bankinter.com/stf/marketing/particulares/home/descatados_secundarios/doble_espacio_ffiiffpp.gif" alt="" width="460" height="102" /></p>
<p><strong><a href="http://www.brokersbolsa.es/comisiones_bankinter_broker.aspx">Bankinter </a></strong>ha lanzado una nueva campaña destinada a captar traspasos de fondos de inversión y <a href="http://planesypensiones.com">planes de pensiones</a>, mediante la cual podrá obtendrá el <strong>1%  bruto del importe traspasado en caso de fondos, y de hasta el 3% en el caso de los planes</strong>.</p>
<p>Esta promoción será valida para traspasos de fondos y planes desde otras entidades, <strong>realizados entre el 16 de mayo y el 30 de junio de 2011</strong>,  por un <strong>importe mínimo de</strong> <strong>3.000 euros. </strong></p>
<p>Como requisito para beneficiarse de la bonificación se exige <strong>un período de permanencia de 18 meses</strong> <strong>en el caso de los fondos, y de 5 años para los planes de pensiones</strong>, a contar a partir del 30 de junio de 2011, es decir, hasta el 30 de diciembre de 2012 y el 30 de junio de 2016, respectivamente.</p>
<p>Concretamente se abonará el<strong> 1% bruto en el caso de traspaso de fondos</strong>, que se aplicará al saldo recibido en Bankinter correspondiente al neto de traspasos de entrada y salida solicitados durante el período de la promoción, con una <strong>bonificación máxima</strong> por cliente de <strong>1.500 euros por traspaso</strong>.</p>
<p>En el caso de los <strong>planes de pensiones</strong>, se abonará el <strong>3% bruto</strong> para traspasos iguales o superiores a 30.000 euros o del<strong> 2% bruto</strong> para traspasos inferiores a 30.000 euros, con una <strong>bonificación máxima por cliente de 3.000 euros</strong> por traspaso de planes de pensiones/EPSVs.</p>
<p>En ambos casos, el abono de la bonificación se realizará el 26 de julio de 2011 en la <a href="http://www.mejorescuentascorrientes.com/">cuenta</a> del cliente.</p>
<p><a href="https://www.bankinter.com/www2/particulares/es/inicio/bienvenida">Más Información</a></p>
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		<title>Bankinter Índice India Garantizado</title>
		<link>http://todofondosdeinversion.com/bankinter-indice-india-garantizado/</link>
		<comments>http://todofondosdeinversion.com/bankinter-indice-india-garantizado/#comments</comments>
		<pubDate>Tue, 19 Apr 2011 17:23:48 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Garantizados]]></category>
		<category><![CDATA[bankinter]]></category>
		<category><![CDATA[fondo Bankinter]]></category>
		<category><![CDATA[fondo de inversion]]></category>
		<category><![CDATA[fondo garantizado]]></category>
		<category><![CDATA[garantizado]]></category>
		<category><![CDATA[Índice India Garantizado]]></category>
		<category><![CDATA[renta variable]]></category>

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		<description><![CDATA[Bankinter también ha lanzado un nuevo fondo de inversión garantizado pero en este caso es de renta variable, cuya rentabilidad adicional se [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bankinter.com/www/img/bankinter.gif" alt="" width="161" height="29" /></p>
<p><strong><a href="http://todofondosdeinversion.com/bankinter-renta-fija-2015-garantizado/">Bankinter</a></strong> también ha lanzado un nuevo <strong>fondo de inversión garantizado</strong> pero en este caso es de <strong>renta variable</strong>, cuya rentabilidad adicional se encuentra referenciada a la evolución del <strong>Índice S&amp;P CNX Nifty, de la <a href="http://bolsa.com">Bolsa</a> Nacional India</strong>.</p>
<p>Se trata del fondo <strong>Bankiner Índice India Garantizado</strong>, un fondo garantizado de renta variable a un <strong>plazo de 4 años</strong>, el cual garantiza el 100% del capital inicial (el del valor de participación a fecha 4 de mayo de 2011),incrementado, en su caso, <strong>por el 100% de la revalorización punto a punto que experimente durante ese periodo el Índice S&amp;P CNX Nifty</strong>.</p>
<p>Cabe destacar que el <strong>Índice S&amp;P CNX Nifty</strong> está formado por las 50 empresas más representativas de la <strong>Bolsa Nacional India</strong> y engloba a 23 sectores de la economía.</p>
<p>En cuanto al cálculo de la <strong><a href="http://depositosaltarentabilidad.com">rentabilidad</a> a vencimiento</strong>, se tendrán en cuenta los siguientes escenarios:</p>
<ul>
<li>Escenario 1: Si la revalorización del índice no es superior ningún cierre diario al 60%, <strong>recibirá el 100% de la revalorización del S&amp;P CNX Nifty.</strong></li>
<li>Escenario 2: Si el índice toca la barrera, obtendrá un <strong>cupón fijo del 10%.</strong></li>
<li>Escenario 3: Si la revalorización es negativa, <strong>tendrá el capital garantizado</strong>.</li>
</ul>
<p>Para calcular el valor inicial del índice se tomará el <a href="http://preciooro.com">precio</a> oficial de cierre correspondiente al día 4 de mayo de 2011, mientras que para calcular el valor final del índice se tomará el precio oficial de cierre del día 21 de abril de 2015.</p>
<p>Para contratar este nuevo fondo deberá contar con una <strong>suscripción</strong> <strong>mínima inicial de 600 euros</strong>. Asimismo, el fondo Bankinter Índice India Garantizadoc uenta con las siguientes <strong>comisiones</strong>:</p>
<ul>
<li>Comisión de gestión del 0,20% hasta el inicio del periodo de garantía, y del 1,80% para el resto del plazo</li>
<li>Comisión de depósito del 0,10%</li>
<li>Comisión de Suscripción:<br />
- 0% hasta el 03/05/11 inclusive, o hasta que se alcance el patrimonio comprometido, si se alcanzara antes de esa fecha.<br />
- 5% a partir del 04/05/11 o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha y hasta el 30/04/15 ambos inclusive.</li>
<li>Comisión de Reembolso:<br />
- 0% hasta el 03/05/11 inclusive.<br />
- 3% a partir del 04/05/11 o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha y hasta el 29/04/15 ambos inclusive.</li>
</ul>
<p>Asimismo, podrá acceder a <strong>ventanas de liquidez</strong>, donde la comisión de reembolso será del<strong> 0% los días 26 de cada mes o día hábil posterior</strong>, empezando el 26/05/2011, hasta el 26/04/15, ambos inclusive.</p>
<p>El período de comercialización de este fondo sin comisiones de suscripción estará abierto <strong>hasta el próximo 3 de mayo</strong>, o hasta que se alcance el importe comprometido.</p>
<p><em>En fin, un <a href="http://todoproductosfinancieros.com">producto</a> de inversión dirigido a partícipes que deseen mantener sus inversiones durante un horizonte temporal de cuatro años y que, con el capital inicial garantizado, estén interesados en participar en las posibilidades de rentabilidad del Índice S&amp;P CNX Nifty. </em></p>
<p><a href="https://www.bankinter.com/www/es-es/cgi/ebk+fon+info_legal">Más Información</a></p>
<p><a href="http://todofondosdeinversion.com/wp-content/trescerdos11.jpg"><img class="alignnone size-full wp-image-3131" title="trescerdos" src="http://todofondosdeinversion.com/wp-content/trescerdos11.jpg" alt="" width="235" height="44" /></a></p>
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		<title>Bankinter Renta Fija 2015 Garantizado</title>
		<link>http://todofondosdeinversion.com/bankinter-renta-fija-2015-garantizado/</link>
		<comments>http://todofondosdeinversion.com/bankinter-renta-fija-2015-garantizado/#comments</comments>
		<pubDate>Tue, 19 Apr 2011 14:18:48 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Garantizados]]></category>
		<category><![CDATA[bankinter]]></category>
		<category><![CDATA[fondo Bankinter]]></category>
		<category><![CDATA[fondo de inversion]]></category>
		<category><![CDATA[fondo garantizado]]></category>
		<category><![CDATA[fondo renta fija]]></category>
		<category><![CDATA[Renta Fija 2015]]></category>

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		<description><![CDATA[Bankinter ha lanzado al mercado un nuevo fondo de inversión garantizado de rendimiento fijo mediante el cual le ofrece obtener una [...]]]></description>
				<content:encoded><![CDATA[<p style="text-align: center;"><img class="alignnone" src="https://www.bankinter.com/stf/plataformas/particulares/home/content/imagenes/imagen_inferior_derecha.jpg" alt="" width="422" height="92" /></p>
<p><strong>Bankinter</strong> ha lanzado al mercado un nuevo <a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion-garantizados/"><strong>fondo de inversión garantizado de rendimiento </strong></a><strong>fijo</strong> mediante el cual le ofrece obtener una <strong>rentabilidad del 15%.</strong></p>
<p><strong>Bankinter Renta Fija 2015 Garantizado</strong> es un producto de inversión a un <strong>plazo de 4 años y un mes</strong>, el cual le <strong>garantiza al participe el 100% de su capital</strong> mas un <a href="http://depositosaltarentabilidad.com">rendimiento</a> fijo del15%, lo que supone una <strong>TAE garantizada del 3,46%.</strong></p>
<p>El vencimiento de este fondo opera el <strong>17 de junio de 2015</strong>, fecha en la cual obtendrá el 115% del valor liquidativo de la participación del 9 de mayo de 2015.</p>
<p>Para poder contratar el fondo <strong>Bankinter Renta Fija 2015 Garantizado</strong> deberá realizar una <strong>inversión mínima inicial de 600 euros</strong>, y soportar las siguientes <strong><a href="http://www.mejorescreditos.es/comisiones-bancarias/ ">comisiones</a></strong>:</p>
<p>• <em>Comisión de Gestión:</em> 0,20% sobre el patrimonio hasta el 09/05/11 inclusive y 0,80% a partir del 10/05/11 inclusive.<br />
<em>• Comisión de Depósito:</em> 0,10% sobre el patrimonio.<br />
<em>• Comisión de Suscripción:<br />
</em>- 0% hasta el 09/05/11 inclusive, o hasta que se alcance el patrimonio comprometido, si se alcanzara antes de esa fecha.<br />
- 5% a partir del 10/05/11 (o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha) y hasta el 17/06/15 ambos inclusive.<br />
<em>• Comisión de Reembolso:<br />
</em>- 0% hasta el 09/05/11 ambos inclusive.<br />
- 3% a partir del 10/05/11 (o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha) y hasta el 16/06/15 ambos inclusive.</p>
<p>Asimismo, este <a href="http://todofondosdeinversion.com/fondo-garantizados/"><strong>fondo garantizado</strong></a><strong> </strong>le ofrece acceder a <strong>ventanas de liquidez</strong> los dias 20/06/2012, 20/06/2013y 20/06/2014, donde podrá retirar su inversión sin ningun costo por comisión de reembolso.</p>
<p><em>En fin, un fondo de inversión recomendado para quienes poseen un perfil de riesgo bajo, el cual no tiene nada que envidiarle a los </em><a href="http://hipotecasydepositos.com/los-mejores-depositos-a-largo-plazo/"><em><strong>depósitos a largo plazo</strong> </em></a><em>los cuales se encuentran ofreciendo rentabilidades similares.</em></p>
<p><a href="https://www.bankinter.com/www/es-es/cgi/ebk+fon+info_legal?cod_fondo=0083&amp;cod_gest=2020&amp;cod_isin=es0114783030&amp;desc_fondo=BK%20RENTA%20FIJA%202015%20GTZADO%20FI&amp;ind_gest=Bhttps://www.bankinter.com/www/es-es/cgi/ebk+fon+info_legal?cod_fondo=0083&amp;cod_gest=2020&amp;cod_isin=es0114783030&amp;desc_fondo=BK%20RENTA%20FIJA%202015%20GTZADO%20FI&amp;ind_gest=B">Más Información</a></p>
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		<title>Bankinter Renta Fija 2013 Garantizado</title>
		<link>http://todofondosdeinversion.com/bankinter-renta-fija-2013-garantizado/</link>
		<comments>http://todofondosdeinversion.com/bankinter-renta-fija-2013-garantizado/#comments</comments>
		<pubDate>Thu, 20 Jan 2011 14:04:27 +0000</pubDate>
		<dc:creator>viviana</dc:creator>
				<category><![CDATA[Fondos Bankinter]]></category>
		<category><![CDATA[Garantizados]]></category>
		<category><![CDATA[Bankinter Renta Fija 2013]]></category>
		<category><![CDATA[fondo de inversion]]></category>
		<category><![CDATA[fondo garantizado]]></category>
		<category><![CDATA[fondos bankinter]]></category>

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		<description><![CDATA[Nuevamente, Bankinter se encuentra comercializando un nuevo fondo de inversión garantizado de rendimiento fijo mediante el cual le ofrece obtener [...]]]></description>
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<p>Nuevamente, <strong>Bankinter </strong>se encuentra comercializando un nuevo <a href="http://todofondosdeinversion.com/mejores-fondos-de-inversion-garantizados/"><strong>fondo de inversión garantizado de rendimiento</strong> </a>fijo mediante el cual le ofrece obtener una <strong>rentabilidad del 8,80%.</strong></p>
<p><strong>Bankinter Renta Fija 2013 Garantizado</strong> es un producto de inversión a un <strong>plazo de 2 años y 8 meses</strong>, el cual le <strong>garantiza al participe el 100% de su capital</strong> mas un <a href="http://depositosaltarentabilidad.com">rendimiento</a> fijo del 8,8%, lo que supone una <strong>TAE garantizada del 3,238%.</strong></p>
<p>El vencimiento de este fondo opera el <strong>8 de octubre de 2013</strong>, fecha en la cual obtendrá el 108,80% del valor liquidativo de la participación del 15/02/2011</p>
<p>Este nuevo fondo de inversión invertirá durante el período de garantía en una <strong>cartera de renta fija emitida o avalada por emisores públicos y de renta fija privada</strong> con vencimiento similar al horizonte temporal del fondo.</p>
<p>Para poder contratar el fondo <strong>Bankinter Renta Fija 2013 Garantizado</strong> deberá realizar una <strong>inversión mínima inicial de 600 euros</strong>, y soportar las siguientes <strong><a href="http://www.mejorescreditos.es/comisiones-bancarias/ ">comisiones</a></strong>:</p>
<p>• <em>Comisión de Gestión:</em> 0,15% sobre el patrimonio hasta el 15/02/11 inclusive y 0,75% a partir del 16/02/11 inclusive.<br />
<em>• Comisión de Depósito:</em> 0,10% sobre el patrimonio.<br />
<em>• Comisión de Suscripción:<br />
</em>- 0% hasta el 15/02/11 inclusive, o hasta que se alcance el patrimonio comprometido, si se alcanzara antes de esa fecha.<br />
- 5% a partir del 16/02/11 (o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha) y hasta el 07/10/13 ambos inclusive.<br />
<em>• Comisión de Reembolso:<br />
</em>- 0% del 15/12/10 hasta el 15/02/11 ambos inclusive.<br />
- 3% a partir del 16/02/11 (o desde que se alcance el patrimonio comprometido si se alcanzara antes de esa fecha) y hasta el 07/10/13 ambos inclusive.</p>
<p><em>En fin, un fondo de inversión recomendado para quienes poseen un perfil de riesgo bajo, el cual no tiene nada que envidiarle a los </em><a href="http://hipotecasydepositos.com/los-mejores-depositos-a-largo-plazo/"><em><strong>depósitos a largo plazo</strong> </em></a><em>los cuales se encuentran ofreciendo rentabilidades similares.</em></p>
<p><a href="https://www.bankinter.com/www/es-es/cgi/ebk+fon+home#ID=FONDOS&amp;attr=WEBHEBDTCC27 ">Más Información</a></p>
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