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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-19736388_daa" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-19736388_daq">2026-05-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-19736388_dpy">2026-03-09</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-19736388_daq" unitRef="pure">5.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-19736388_dpy" unitRef="pure">5.38</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-19736388_daq">2026-06-15</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-19736388_dpy">2026-06-15</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-19736388_daa" unitRef="pure">18.92</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-19736388_daq" unitRef="pure">19.21</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-19736388_dpq" unitRef="pure">18.79</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-19736388_dpq2" unitRef="pure">11.74</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-19736388_dpq3" unitRef="pure">9.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-19736388_dpy" unitRef="pure">12.34</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-19736388_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-19736388_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-19736388_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-19736388_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-19736388_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-19736388_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-19736388_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-19736388_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-19736388_daq" unitRef="pure">17.92</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-19736388_dpq" unitRef="pure">19.34</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-19736388_dpq2" unitRef="pure">11.40</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-19736388_dpq3" unitRef="pure">9.14</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-19736388_daq" unitRef="pure">8.34</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-19736388_dpq" unitRef="pure">8.42</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-19736388_dpq2" unitRef="pure">5.73</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-19736388_dpy" unitRef="pure">5.73</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-19736388_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000096605</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BANK NEGARA INDONESIA PERSERO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">92594.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">106532.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000097405</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|INDOSAT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">63747.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">88977.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000098007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BANK CIMB NIAGA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">91891.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">110096.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000102502</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|XL AXIATA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">59923.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">98685.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000106602</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|ANEKA TAMBANG TBK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">105208.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">133179.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000109507</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BANK CENTRAL ASIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">93007.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">140844.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000110802</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BUMI SERPONG DAMAI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">59955.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000111800</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|TIMAH TBK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">141804.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">51548.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000115306</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|CIPUTRA DEVELOPMENT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">53193.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">82797.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000116700</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|INDOFOOD CBP SUKSES MAKMUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">102626.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">128806.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000121601</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|ERAJAYA SWASEMBADA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">74568.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">90473.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000129000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|TELKOM INDONESIA PERSERO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">37827.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">116604.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000130305</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|INDUSTRI JAMU DAN FARMASI SIDO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">45898.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">69346.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000142805</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BANK BTPN SYARIAH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.IDR contextRef="FIM_S12026_V-19736388_da">IDR</dgi-lc-int:Xcode_ISO4217.IDR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">90182.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">115412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY0486V1154</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|AYALA CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">81797.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">92284.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY0488F1004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|AYALA LAND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">59663.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">91197.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY077751022</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BDO UNIBANK INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">138027.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">3.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">124928.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY0967S1694</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|BANK OF PHILIPPINE ISLAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">103632.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">126292.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY1249R1024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|CENTURY PACIFIC FOOD INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">39797.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">50452.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY2088F1004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|DMCI HOLDINGS INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">50088.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">70931.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY272571498</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|GLOBE TELECOM INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">86663.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">72881.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY411571011</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|INTL CONTAINER TERM SVCS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">433169.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">11.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">278080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">7.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY444251177</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|JG SUMMIT HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">82515.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">74206.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY4466S1007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|JOLLIBEE FOODS CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">52736.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">71118.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY5764J1483</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|MANILA ELECTRIC COMPANY</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">174871.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">140135.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY6028G1361</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|METROPOLITAN BANK TRUST</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">78601.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">83469.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY7072Q1032</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|PLDT INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">63584.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">71443.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY806761029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|SM INVESTMENTS CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">132371.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">3.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">126817.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">3.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">PHY8076N1120</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|SM PRIME HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.PHP contextRef="FIM_S12026_V-19736388_da">PHP</dgi-lc-int:Xcode_ISO4217.PHP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="euro">90883.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ia" unitRef="pure">2.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="euro">115108.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-19736388_ipy" unitRef="pure">2.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-19736388_ia">ID1000119704</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-19736388_ia">Acciones|INDOSAT</iic-com:InversionesFinancierasDescripcion>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-19736388_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-19736388_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-19736388_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
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<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-19736388_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-19736388_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-19736388_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-19736388_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-19736388_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-19736388_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-19736388_da">No aplica</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-19736388_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.
 Vietnam fue, de los tres pa&#237;ses asi&#225;ticos en los que el Fondo focaliza sus inversiones, el mercado que tuvo el desempe&#241;o m&#225;s destacado del trimestre, impulsado por datos macroecon&#243;micos excepcionales y noticias regulatorias positivas. En el mes de abril, el mercado subi&#243; un +10,7% tras conocerse el dato de crecimiento del PIB del primer trimestre, +7,83%, y que supon&#237;a la cifra m&#225;s alta para un trimestre en 16 a&#241;os. Tambi&#233;n contribuy&#243; positivamente la confirmaci&#243;n, por parte de FTSE Russell, de que el mercado recibir&#237;a un aumento de calificaci&#243;n a categor&#237;a emergente. En mayo, los beneficios corporativos que se fueron publicando superaron, en promedio, las expectativas. El gobierno hizo un llamamiento a la seguridad energ&#233;tica, lo que impuls&#243; a los sectores de energ&#237;a y servicios p&#250;blicos. A&#250;n as&#237;, la variaci&#243;n mensual qued&#243; en un +0,5%, despu&#233;s de la fuerte alza del mes anterior. El cierre de junio fue con un ligero descenso del -0,2%, mes en el que se dieron ventas por parte de inversores internacionales, como ocurri&#243; en otras plazas del continente. A&#250;n as&#237;, el mercado mantuvo en general un buen tono gracias a la Resoluci&#243;n 168, que busca un ambicioso crecimiento del PIB hacia niveles del 12% para el segundo semestre del a&#241;o. El gobierno se comprometi&#243; para ello a adoptar pol&#237;ticas de liquidez en el sistema bancario. En Filipinas, el mercado de valores tuvo una trayectoria de menos a m&#225;s a lo largo del trimestre. En abril el mercado descendi&#243; un -1,9% debido a la incertidumbre econ&#243;mica global y la preocupaci&#243;n por los precios del petr&#243;leo. Las autoridades endurecieron su pol&#237;tica monetaria para estabilizar la divisa, mientras siguieron flexibilizando restricciones a la inversi&#243;n extranjera. Tambi&#233;n descendi&#243; en mayo, -1,1%, con unos resultados corporativos que fueron algo por debajo de las estimaciones previas. En junio hubo una contundente recuperaci&#243;n, +4,7% en el mes, por las atractivas valoraciones de muchas acciones y una inflaci&#243;n que se relaj&#243; y ahuyent&#243; preocupaciones. Aun as&#237;, el Bco. Central subi&#243; los tipos de inter&#233;s un +0,25% y quiz&#225;s fren&#243; la intensidad de la recuperaci&#243;n. Indonesia fue de nuevo el de peor desempe&#241;o, marcado por la continuidad de las salidas de capital y la debilidad de su moneda. En abril el mercado descendi&#243; un -1,3% a pesar de que MSCI retras&#243; su revisi&#243;n de las reformas necesarias que el pa&#237;s debe llevar a cabo para mantener su status de categor&#237;a emergente. Algunos inversores recibieron la noticia en tono pesimista al alargar el proceso y la visibilidad a futuro de las medidas. En mayo todas estas preocupaciones se confirmaron una vez MSCI decidi&#243; eliminar a seis acciones indonesias de los &#237;ndices MSCI. Adem&#225;s, surgieron preocupaciones por la presi&#243;n fiscal derivada de los subsidios a la energ&#237;a y la debilidad de la moneda. En mayo el mercado descendi&#243; un -11,9%, al que cabe a&#241;adir el -7,9% de junio. Pocas noticias positivas en un contexto en que el Bco. Central se vio obligado a subir los tipos de inter&#233;s en dos ocasiones. Los costes de los subsidios al combustible, por el aumento de los precios de la energ&#237;a, y la incertidumbre pol&#237;tica interna mantuvieron mucha presi&#243;n sobre el conjunto de los mercados de capitales, tanto de r. variable como r. fija. En conclusi&#243;n, dos pa&#237;ses (Vietnam y Filipinas) que evolucionaron positivamente gracias a un buen contexto dom&#233;stico, todo lo contrario a lo sucedido en Indonesia. La relajaci&#243;n de las tensiones pol&#237;ticas entre EEUU e Ir&#225;n a finales del trimestre, aportaron un entorno mucho m&#225;s positivo al que hab&#237;a finalizado el trimestre anterior.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Al finalizar el periodo, continuamos  con niveles de exposici&#243;n en renta variable elevados de acuerdo con la pol&#237;tica de inversion, priorizando las compa&#241;&#237;as de calidad y con mayor descuento fundamental, con el fin de maximizar el potencial alcista del Fondo.
  
 c) &#205;ndice de referencia.
  
 La IIC se gestiona activamente conforme a sus objetivos y pol&#237;tica de inversi&#243;n, de forma que su gesti&#243;n no est&#225; vinculada ni limitada por ning&#250;n &#237;ndice de referencia, sino que toma como referencia el comportamiento del &#237;ndice en t&#233;rminos meramente informativos o comparativos. El Tracking error o desviaci&#243;n efectiva de la IIC con respecto a su &#237;ndice de referencia ha sido del 6,26% durante el trimestre y en los &#250;ltimos doce meses ha sido del 7,44%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del -8,98%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de -11,76%.
  
  
 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 negativa del -2,06% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 29 participes, lo que supone una variaci&#243;n del 9,8%.   La rentabilidad neta de la IIC durante el periodo ha sido del -8,98%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,3%. 
  
 e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora.
  
  
 La IIC ha obtenido una rentabilidad neta en el periodo de un -8,98%, a su vez durante el mismo periodo el conjunto de fondos gestionados por GVC Gaesco Gesti&#243;n SGIIC, S.A. ha registrado una rentabilidad media durante el periodo del  5,70%.
 En el cuadro del apartado 2.2.B) del informe  se puede consultar el rendimiento medio de los fondos agrupados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Durante este segundo trimestre no se han realizado cambios en la cartera en ninguna de las distintas areas geogr&#225;ficas, ni en ninguna de las compa&#241;ias que formaban parte de la cartera a inicios del mismo.
  
  
 b) Operativa de pr&#233;stamo de valores.
  
             La IIC no ha realizado durante el periodo operativa de pr&#233;stamos de valores.
  
 c) Operativa en derivados y adquisici&#243;n temporal de activos.
  
 Durante el periodo el fondo no se han realizado operaciones en instrmentos derivados.  
  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,40%.
  
  
 d) Otra informaci&#243;n sobre inversiones.
  
                 En cuanto a productos estructurados, activos en litigio o activos que se incluyan 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 19,00%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 18,63%. 
 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 invertido. En condiciones normales se tardar&#237;a 0,25 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 valores que integran las carteras de las IIC gestionadas por GVC Gaesco Gesti&#243;n SGIIC se ha hecho, en todo caso, en inter&#233;s exclusivo de los socios y part&#237;cipes 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 empresas que est&#225;n en las carteras de las IIC gestionadas, en especial de aquellas sociedades en las que la posici&#243;n global de las IIC gestionadas por esta entidad gestora fuera mayor o igual al 1 por 100 de su capital social y tuvieran una antig&#252;edad superior a doce meses. Adicionalmente, la Sociedad Gestora tambi&#233;n ejerce el derecho de asistencia y&#47;o voto en aquellos casos en que, no d&#225;ndose las circunstancias anteriores, el emisor se hubiera considerado relevante o existieran derechos econ&#243;micos a favor de los inversores, tales como primas de asistencia a juntas.
  
  
 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.
 La zona asi&#225;tica ha sido la m&#225;s afectada por el conflicto b&#233;lico entre EEUU e Ir&#225;n. Las repercusiones en los precios energ&#233;ticos han impactado especialmente a muchos pa&#237;ses asi&#225;ticos por las alzas de los pecios energ&#233;ticos y las interrupciones en las cadenas de suministro de muchas mercanc&#237;as que transitan por el estrecho de Ormuz. Indonesia es un claro ejemplo de pa&#237;s afectado y una posici&#243;n importante del Fondo. En la medida que el conflicto encuentre una soluci&#243;n, deber&#237;a restar mucha de la presi&#243;n existente sobre los mercados en este segundo trimestre del a&#241;o. Hemos comentado en el apartado correspondiente que las noticias que han ido conoci&#233;ndose durante el periodo tienen un tinte positivo, salvo algunas excepciones. En la medida que la tensi&#243;n geopol&#237;tica disminuya y se confirme que el grado de afectaci&#243;n sobre los procesos productivos no es tan elevada como al principio cab&#237;a suponer, como tampoco lo est&#225; siendo en t&#233;rminos de inflaci&#243;n, confiamos en una vuelta a la normalidad y alzas en la parte de renta variable. Indonesia es la parte que mayores dificultades est&#225; teniendo en diversos frentes, pero aun as&#237;, el mercado ya ha corregido con intensidad y podr&#237;a haberse descontado un escenario demasiado negativo para el que finalmente acabe siendo. Somos optimistas en cuanto a la evoluci&#243;n de la cartera para el segundo trimestre del a&#241;o. Las valoraciones de nuestras inversiones son m&#225;s que atractivas, tanto en t&#233;rminos absolutos como relativos.  Tanto Vietnam como Filipinas gozan de una buena salud en t&#233;rminos de crecimiento econ&#243;mico y de resultados empresariales, e Indonesia puede verse beneficiada tras un castigo que consideramos excesivo a pesar de las noticias que se han ido conociendo y ya hemos comentado.</iic-com:ExplicacionInformePeriodico>
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