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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">ES0000012N43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">REPO|BNP PARIBA|1,700|2025-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">4.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">4.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">4.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">4.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">4.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">ES0132105018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|ACERINOX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">187186.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">163485.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">187186.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">163485.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">187186.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">163485.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1187186.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">4.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">1163485.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">4.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">CH0012214059</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|HOLCIM LTD.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="SIC_S12025_A-66037615_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">244807.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">361409.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="SIC_S12025_A-66037615_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">106306.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">89382.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">DE0005190003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|BAYERISCHE MOTOREN WERKE-BMW</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">309386.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">323818.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">DE0007664039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|VOLKSWAGEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">205768.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">204436.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">845171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">3.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">747699.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">3.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">DK0062498333</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|NOVO NORDISK A&#47;S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.DKK contextRef="SIC_S12025_A-66037615_da">DKK</dgi-lc-int:Xcode_ISO4217.DKK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">218006.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">167404.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">607549.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">2.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">500386.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">2.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">FR0000121014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|LVMH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">160056.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">101680.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">FR0000125007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Acciones|COMPAGNIE DE SAINT-GOBAIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">597840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">2.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">514200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">FR001400AJ45</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">555831.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">IE00B8H6X308</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Participaciones|HERMES ASIA EX JAPAN EQ A USD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="SIC_S12025_A-66037615_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1409990.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">5.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">1366633.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">5.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">IE00BZ036616</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Participaciones|GUARDCAP GLOBAL EQUITY I EUR F</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1103585.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">4.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">1218830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">5.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">LU0326949186</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Participaciones|SISF ASIAN TOT RET-CAUSD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="SIC_S12025_A-66037615_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1466842.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">6.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">1549299.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">6.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">725537.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">752143.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">3.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="SIC_S12025_A-66037615_ia">LU2225826366</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="SIC_S12025_A-66037615_ia">Participaciones|EDMOND ROTHSCHILD BIG DATA P E</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="SIC_S12025_A-66037615_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">915887.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">3.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">929015.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">3.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">6586623.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">27.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">6791328.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">28.34</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">88.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">20889138.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">87.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">22543183.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ia" unitRef="pure">93.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="euro">22052623.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="SIC_S12025_A-66037615_ipy" unitRef="pure">92.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="SIC_S12025_A-66037615_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="SIC_S12025_A-66037615_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosSubyacente contextRef="SIC_S12025_A-66037615_ia">DJ EURO STOXX 50 P INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="SIC_S12025_A-66037615_ia">Compra Futuro|DJ EURO STOXX 50 P INDEX|10|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesRVImporte decimals="0" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1317500</iic-com:OperativaDerivadosObligacionesRVImporte>
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</iic-com:OperativaDerivadosObligacionesRV>
<iic-com:OperativaDerivadosObligacionesRVImporteTotal decimals="0" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1317500</iic-com:OperativaDerivadosObligacionesRVImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal decimals="0" contextRef="SIC_S12025_A-66037615_ia" unitRef="euro">1317500</iic-com:OperativaDerivadosObligacionesImporteTotal>
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<iic-sic:HechosRelevantesSICAV>
<iic-com-soc:HechoRelevanteSuspensionNegociacionAcciones contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:HechoRelevanteSuspensionNegociacionAcciones>
<iic-com-soc:HechoRelevanteReanudacionNegociacionAcciones contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:HechoRelevanteReanudacionNegociacionAcciones>
<iic-com-soc:HechoRelevanteReduccionCapitalCirculacion contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:HechoRelevanteReduccionCapitalCirculacion>
<iic-com:HechoRelevanteEndeudamiento contextRef="SIC_S12025_A-66037615_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com:HechoRelevanteCambioEsencial contextRef="SIC_S12025_A-66037615_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-soc:HechoRelevanteNoMasAccionesCirculacion contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:HechoRelevanteNoMasAccionesCirculacion>
<iic-com:HechoRelevanteOtros contextRef="SIC_S12025_A-66037615_da">false</iic-com:HechoRelevanteOtros>
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<iic-com:ExplicacionHechosRelevantes contextRef="SIC_S12025_A-66037615_da">NO APLICA</iic-com:ExplicacionHechosRelevantes>
<iic-sic:OperacionesVinculadasSICAV>
<iic-com-soc:OperacionesVinculadasAccionistasSignificativos contextRef="SIC_S12025_A-66037615_da">true</iic-com-soc:OperacionesVinculadasAccionistasSignificativos>
<iic-com-soc:OperacionesVinculadasModificacionesEstatutos contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:OperacionesVinculadasModificacionesEstatutos>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="SIC_S12025_A-66037615_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
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<iic-com-soc:OperacionesVinculadasCompraValoresGrupo contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:OperacionesVinculadasCompraValoresGrupo>
<iic-com-soc:OperacionesVinculadasCompraValoresContrapartidaGrupo contextRef="SIC_S12025_A-66037615_da">false</iic-com-soc:OperacionesVinculadasCompraValoresContrapartidaGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="SIC_S12025_A-66037615_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="SIC_S12025_A-66037615_da">false</iic-com:OperacionesVinculadasOtros>
</iic-sic:OperacionesVinculadasSICAV>
<iic-com:AnexoOperacionesVinculadas contextRef="SIC_S12025_A-66037615_da">a.)  En conformidad con el porcentaje establecido seg&#250;n el nuevo reglamento de I IC, las participaciones significativas de la sociedad son: 1 accionista pos ee el 41,09% de las acciones de MANGLAR SICAV.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="SIC_S12025_A-66037615_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. a) Visi&#243;n de la gestora sobre la situaci&#243;n de los mercados. Los mercados de renta variable despideron un nuevo semestre con rentabilida des positivas a pesar de un contexto de mercado con momentos de tensionamie nto tanto por la pol&#237;tica comercial estadounidense como de los conflictos g eoestrat&#233;gicos. En Europa las plazas espa&#241;ola y alemana lideraron las alzas , en EEUU recuperaron niveles para cerrar junio en zona de m&#225;ximos hist&#243;ric os y los mercados emergentes registraron su mejor primer semestre desde 201 7. Tanto el &#237;ndice de volatilidad VIX como el precio del barril de crudo re gistraron puntas de tensi&#243;n durante el periodo, aunque volvieron de nuevo a  niveles previos ante la expectativa de un escenario mejor de lo esperado a  nivel de impacto econ&#243;mico. Respecto los Bancos Centrales, el BCE continu&#243;  con su pol&#237;tica monetaria expansiva apoyado en gran medida por las continu as revisiones a la baja de la inflaci&#243;n, aunque ya avis&#243; Christine Lagarde que podr&#237;an estar llegando al final del actual ciclo de bajadas. Contrariam ente, la Reserva Federal ha mostrado un tono m&#225;s conservador a pesar de la desaceleraci&#243;n de la inflaci&#243;n, a la espera de calibrar los impactos que po dr&#237;an tener en su econom&#237;a la nueva pol&#237;tica comercial de la Administraci&#243;n  Trump. Respecto la curva de tipos de m&#225;s largo plazo, continuan en niveles  bajos respecto su media hist&#243;rica, con el Bund alem&#225;n en el 2,61% y el Tre asury a 10 a&#241;os en el 4,23%. En el mercado de divisas, s&#237; que se evidencia un cambio relevante con la debilidad del d&#243;lar, ya que su cruce con el euro  se apreciaba casi un 14% en lo que llevamos de ejercicio para cerrar el se mestre a 1,176 d&#243;lares por euro. b) Decisiones generales de inversi&#243;n adoptadas. Continuamos con niveles de exposici&#243;n en renta variable muy elevados, prior izando las compa&#241;&#237;as de calidad y con mayor descuento para maximizar el pot encial alcista de la Sicav. c) &#205;ndice de referencia. La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inver si&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndi ce de referencia, sino que toma como referencia el comportamiento del &#237;ndic e en t&#233;rminos meramente informativos o comparativos. El Tracking error o de sviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del % durante el periodo y en los &#250;ltimos doce meses ha sido del %. Un trac king error superior al 4% indica una gesti&#243;n activa. La rentabilidad neta de la IIC en el periodo ha sido del 1,33%. En el mismo  periodo la Letra del Tesoro ha obtenido una rentabilidad de 1,08%. d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. Durante el periodo el patrimonio de la IIC ha registrado una variaci&#243;n posi tiva del 0,99% y el n&#250;mero de accionista ha registrado una variaci&#243;n positi va de 0 accionista, lo que supone una variaci&#243;n del 0%.   La rentabilidad n eta de la IIC durante el periodo ha sido del 1,33%, con un impacto total de  los gastos soportados en el mismo per&#237;odo del 0,21%. e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestor a. La IIC ha obtenido una rentabilidad neta en el periodo de un 1,33%, a su ve z durante el mismo periodo el conjunto de sicavs gestionados por GVC Gaesco  Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el period o del  2,89%. 2. INFORMACION SOBRE LAS INVERSIONES. a)	Inversiones concretas realizadas durante el periodo. Durante el periodo se han realizado las siguientes compras: Novo Nordis A&#47;S B, Carinval Corp, Vinci, Deutsche Post y LVMH. Tambi&#233;n se ha efectuado rollover de futuros Eurostoxx. b) Operativa de pr&#233;stamo de valores.   	La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valo res. c) Operativa en derivados y adquisici&#243;n temporal de activos. Durante el periodo el fondo se han realizado operaciones en instrumentos de rivados, con finalidad de inversi&#243;n, en: Futuros sobre Eurostoxx que han pr oporcionado un resultado global de 147750 euros. La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante  el periodo ha sido del 2,3%. d) Otra informaci&#243;n sobre inversiones. 	En cuanto a productos estructurados, activos en litigio o activos que se i ncluyan en el art&#237;culo 48.1j del RIIC, la IIC no posee ninguno. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N&#47;A 4. RIESGO ASUMIDO POR EL FONDO. La Volatilidad de la IIC en el periodo ha sido del 7,41%. En el mismo perio do el &#237;ndice de referencia ha registrado una volatilidad del 0,25%. GVC Gaesco Gesti&#243;n SGIIC analiza la profundidad del mercado de los valores en que invierte la IIC, considerando la negociaci&#243;n habitual y el volumen i nvertido. En condiciones normales se tardar&#237;a 2,75 d&#237;as en liquidar el 90% de la cartera invertida. 5. EJERCICIO DERECHOS POLITICOS. El ejercicio de los derechos pol&#237;ticos y econ&#243;micos inherentes a los valore s que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n S GIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;c ipes de las IIC. GVC Gaesco Gesti&#243;n SGIIC ejerce el derecho de asistencia y  voto en las juntas generales que se celebran en Barcelona y Madrid de empr esas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquel las sociedades en las que la posici&#243;n global de las IIC gestionadas por est a entidad gestora fuera mayor o igual al 1 por 100 de su capital social y t uvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad G estora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos e n que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera consi derado relevante o existieran derechos econ&#243;micos a favor de los inversores , tales como primas de asistencia a juntas. En concreto durante el a&#241;o se ha votado en las Juntas de:  ACERINOX. , en t odas ellas el sentido del voto ha sido a favor de todas las propuestas del orden del d&#237;a. 6. INFORMACION Y ADVERTENCIAS CNMV. N&#47;A 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N&#47;A 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. Durante el periodo la IIC no ha soportado costes derivados del servicio de an&#225;lisis. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N&#47;A 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Respecto a la situaci&#243;n del mercado de renta variable creemos que ser&#225; cont inuistamente alcista. Estamos monitorizando muy de cerca toda una serie de indicadores para intentar detectar alg&#250;n cambio en la misma. Hasta la fecha  actual, todos nuestros indicadores avanzados registran una luz verde, de f orma que no prevemos efectuar ning&#250;n cambio relevante en la cartera de la s icav durante los pr&#243;ximos meses. Nos mantendremos con unas tasas de inversi &#243;n en renta variable elevadas,  con un claro sesgo value en las inversiones  en renta variable.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="SIC_S12025_A-66037615_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="SIC_S12025_A-66037615_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-sic:DatosFondoCompartimentoSICAV>
</iic-sic:InformeSICAV>
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