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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">5.26</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-0.91</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">1.55</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">1.59</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">5.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">5.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.31</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.52</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-0.92</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-1.71</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-21</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">1.71</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.71</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">1.08</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">6.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">5.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.64</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">5.26</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.18</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">6.02</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER 50 RVME</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">5.19</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">5.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">5.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.24</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.58</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.91</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.68</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.86</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.15</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER 50 RVME</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">5.19</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">5.29</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">5.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.35</iic-com-fon:VolatilidadElementoValor>
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8Z/TwsKtkv5JNzt4C0qsre222njCL4pVSkV+wzdwxib4q1OI9jheSHy6gPn7x50/ZrX566vqERiSyXCH70VA3xJbtl/zqktPsbqyZFFZcOMaGPo1qhNLOp6VhoRGJZuTDDlodIDcor+LL8u/IKTgJFv03s9TvP7OV1rkkt3zthns7wKWrskDXSlvaonnbHovobu+mFOZDibmhoKCMjU1jYwVNGeXm5gIAAWO4AMKgYP2cr0tarDyyxwjjFXddvPPq2N8ikFfuRcI+UUW9d7m7C3G1IpvecfHL0MolmF4ByxkzVWqd18V16LsoXWrAT6fuX9WTlFI6ZqonfeR0rjEePDhgh3EL5Y52cF6mtgmfAn1QrJOVs4cYYk8fTrMTNbVHifVUH/jx5NbUYY8qOoOBpNk5HQsKQWD+z8F6udEph1w1+aVUuUTw7NJgg3Tqjsqo/L3svi/vly5cnTZqUm9uBj1FpaemJEyeWLl0K4g4Ag4fElOyhksoahwwX444jsWsbebET1mld+mP21hFT1CLj0tBmdU0dr5iCwRWT07eosqsPSi7bW1JWhTSdPfmorq4+r7D09xlbvqzn3B36n7O3omKxb1lO5SaWPiWlX3UhjykpFWLYYAjkC5FvRpPNj4REzLJ15iJSeQmUXUEhFqkZHVrZxXVMDmOymIWthIXdDFunB3GJQ4nUKXIH9p3+bFG9sRSLwtq6/rzyveAK2dbHsV1mZWVla+aIESPWr1+fmpoK4g4Ag4SGhkZOETxSYb3LJnKbz+hf6d6/uczKAyyPyVnaGgfvDWsxzOW3X+NgLXCKP3TuORLQtsMv3KIKKFFbxzQycf70BLByv9Zhwy6ejpycym9CP/86GqVHky2GmtA4iZRxNEtkuXdyFFL8a1Gxs+2cJ1nZDzNlqPsGcRLIqJHIeGcP8nARqENM6JwESlWvOsP0ueXeW4C4A8Cvx4JNBvxSKihx0dB8xtojxnTPbh2ucfAOn6SSgPRmLhH8ypZFLYpLK8PfvJNTPYs6DImle9oWRo8FlVW1L18nYYU/+bDLqZyx93jVlXM5ZWaNNDPfFhDC3tzg5stLopbX11fU18eXlnd+bFEdk5NARR0DD4mKbH8sgeIQ/ZY9oJRQWj7SjCFlYY+s+6Y+G14HcQcAoF/RPGRIYLAEXXH3DYwQzvDri9V9DaTmmTmFm7ZdcfL+FCixqal54abjep8/B4ydrhUVn85yqRRVdPb5WFh29cEvF7frkHOvo3lJNLzXx1EjvJcflkDuYiORZs+2dcIaUyZb2SNlF7ewiy8tY+96VVA0z94lurgUY0zu54sP4g4AQK+BZJdfWgUZrelZBWFRySILd7r7s3wE07IKzKz9Ssr68I3iuJnaSxVOahwyFJy3/ZHZx3jow6eoZeeVdOXwOXYurWY7m7L6+m588ebmEWbm7FlICxxcW/3WPd7nrHbxKqmr+72NazyIOwAAPxnp7wu4RRUWbDQYO0NrpIw6RhDnFfimf079nOahrXt/+JTNS3Anx0zV9A2OLigqQ43pYpiB5U4ePjl5vdKStW7eblnZZUxmCZNplZah4OU/IL8FiDsAAL3GpfuWnCIKHILyQ6VVkAmvvOcWs76f3iK6+r5eo35u2OTN902cR0/V1D56HyOEG9u1KUsrnT04CZTWsZTvRNk7wDw1fYWzx1Ind0LSu60BwSDuAAD83Fy5b7nt6H0P/zdIWF/HpvbnqV19IzCC8lhhPEqfvEkZN3PruFlbk1Kyv3ngi7wCGSuHTR6+dY2NvdKSLf4v7sclrnB2n2/vquYXhHoOEHcAAH5WcvJLQiISZVcf1LtMQptU24CehV3sMbV19TS7QLaaB4UlcIkoTJzXpQBk7HAxOdU1vdWSxY7uit4B8x1cJtKtBek2FyOjQdwBAPhZ2Xn8Ea+YMlYY17oI0QCSmV2IFcLtP/2skzL1TU1yzp4yVo5cBGp0UUkvnv16VKxB6OvfKZa8JNpYskVCWdmAXAQQdwAAeoET18gjZdXlda79CI2prKqdsfZwJwX2Bb/CEiicBMoQE9p0G6fePbtxUrKKTwA3kTrUhIo++9m9HcQdAH5uQl4nGRFZkQ7vPrP/EdqzVuPCfZLTz3L1RBg28+3ddga97IvK7dIzZ9u5iJnbjqVYDDNlDNR3BHEHgJ8Pr6Co2ev0sMI4PknlM7dpP0KTJs7bTrLwGfBm5NXUrHb96jzY5pYlMnBefr+RLSKLS/qoDbSUNPRM0HexfEHcAeDXpKSs8i+1c5wi+Ekr9supnP1329V+O3VlVe0zmofIwp3t8hsbm3jF+28R1E4Izi/AEigVX5l/ZJOeyU2k8pKoSHwbmvpqtCSnunpHULBPTu7AXgoQdwD4yfh95paWqOi4Oma9kYmLxBJWiBWtw4alvT3/s66uvm3gdTnVs+Nmau8weIgVxucXlLYt6R0UNXqq5o9wcfa+eMVFoBjFJ7bLn2XrjEQf/WGMyRgCWczc9pe/T0DcAeDn4G1azr/brqCE+JLdkXFphcWsaFZxbzMnrdiHElhh3Pg52x6auvbW6ZYqnOQSVZix9khNLfPUDQrK+WP2Vqwwa4LSiClqEW1cYhR33kSZqOSPcJX2vQidZGVvnJTcmqPkGTjKzIKXRNv94qWaT+D5iMg7MfGD4YYBcQeAnwPZ1QcwgjhkII+drlVQ9DFOYXllNf8k1bKKak5h/FBp1eVKJ3vlXH/M2copghNfumfuBr20rAL0lPDbDC1ksGOE5FMy8tZqXHDx+bTwkN4l0oGzxv3s1d7KzehY2/TM1s0t/i+WOrkPN2O4v89Bm/SUNGSnjzQzl7K0bxpkNwyIOwD8HAybtHmj9hUuETynMK7p/+PFzc3NSNY3bL08boa2pdOL4VM2f/+JsvOK0HOA8IId8clZ3KIKweGJo2U0hk9R+0f7ckY2Kx7Wgk0GO449bC2vdfg/E8sBeJWaV1srwrDGtIy0HAj+GNd3ipXDwZDQcRQLbf8XaPNBy0zRwXnDgLgDwM8Br7hSbV09n4QyVgjX3MZ1etKK/bxiSoLzt79NzZFctuf7T2Th+GLEFDUrZ1ZElJGy6juOP1ypcrptgf2nnx4489zUiiXoz2me6Emif8Q9paJitp3Lh5b5RzWNjUNbVsA4/zpqe1DIMFP6EBO6hl/Qn1Qrn5y80+Fv5tmzSp6JeIMKgLiDuAPAD0plVS2/tCpKXLhn7uH/WZzFA2efii3eVV1Tl5VT1MUJ953j/SJarmVlDMTqzWeXKZ76W+NC2wJ3ntmv07owRFIZpRV33cAK42OSMvr6CtQ1NlqmZmAJlPDC4h1BISLmNjxEqpYfyzyPKi4VodtyEcnTbZxGkc2L65jsQLtol7iF3f7gUBB3EHcA+BHRvUQ8fYsyYc62zosVl1aOnqpRWfW9C3Xae7xqda/UOmyIOhVDY4e2BUgW3ksVTnKK4OuY9eoH77F7nb6Gk0DlMCYPIdFMkt6tdPb4jWI509a5bYGQgiJeEpWXxPL6jywqmWbjWFFfP9vWOTAvH8QdxB0AfkREF+1E1rHApG9oaE0tEyuMQ5rbLn+7gRHVrhshxam2/moH7rLTj81chRfufBGW0E79ZVYdxArhVqqc1jxkyB6f6VM8s3P5SDS/nLy/3bzXu/sgBUdCP47afmlTLiLL2RElsqtr+Exow8zoaDO7qmZw3jYg7gDwQ+PgGYqUXevwf8HhCZ2XbG5uxgjhOIXwPOJKbfNHyWoIzt/e9TM+pbrvPPaoswIUdw5B+T9nb1XYdeNvjQttF8DrIwxCXy93Ys071fJ/wUOiYYzJ/tn5yRUV7Z9d6urKmEx2gptI5SPRZa2dBu2d03Nx5/g/n3Xp9vYzZ87k5+dftmxZTEzMxyteXLxq1SpeXt7Vq1eXlJSAuAMAorS8S3OOiAyvVapnuzp2IYI/eok0Yopa27NwCuOxIviikoouVnLnmb3uRWInBerq6t+mZFNs/VFfwiEkb+0S0tfXapOn794XrKFzi9T0OXauLlnZcP/0ueXeTtw3btwYHh5eVVV169YtWVlZdqa+vr6Ojg6SePRpYGAA4g4Az2keSBnT3xd0XuyhmcuUVQf2nHzSxWq5RRVodgFcogpsdxrhhTuHT1YTX7J77DSt3M/nlHbChXvmXYlXU1vHtHENRoXbzmLtI+Q9/WzaOLMDAyDun56PiotHjhzJTktJSSUksJ4o4+PjURrEHQAeEJ2HSqogLQ6JSOqk2BS5AzziileMurq2Mo+Yko3bS2S5sx8LxkzTFJikuhh3YtKKffHJWV2pwczaD/U6/2y53A8XoaSu7m5MQlQXAnhNpFuzJyUBAy/uFy9eRHY6O83Pz19Tw3qngT5Rul3JyMhI1AgjIyP4MYDBw8kbFPX9d0QW7VQ/eLeTYnIqZ7yCuuGmzSOm6OITIbpoV2pmHt0uEHUeDQ2speMWyh8LDk/sSg1zN+qjwikZef1wEbb4v8AQyIsc3NrlNzY3bwsIZjZ9nFL6vqqam0jNra6B22bgxf358+dz5syp+P/rjrbiLiAgAJY7MJgpLq0UX7oHGdSHLxDuPrMXWrCjk8Kyqw9GJ6R3vfLAsPjqWuYoWQ2GQ+D+08/+1rjIzl+nddG5a689/1I7Z+4Y1A/XwfN9DtaYsszZo13Ec/OUtMlWDkj0R5gxBOnWQ0hUDmPKBJo13DkDL+6GhoYyMjKFhYWtOTAsAwCt7DB4OERCGSOEe5uai4R7/OytXytp6RTMI6bwzXH5L1mmeIpi66e851ZrHLFZ646Om6VdUlb5zWMFJm2O6Jd18m5Hx61y9WxoauYiUv5x++hMWcpkTrV24iNR+U3oPCSqgCmdh0Bd6exR+pUQvkD/ifvly5cnTZqUm/tZIGM9Pb3WF6r6+vog7sBg5o9ZW0/fpEUnsuzxxsYmTmGFIZLK0iv2zf5HD+Vs3n/HLyS2ppblz2dEcv59xpaGhm4HvNI4dG/eRj0OIdztp3bsnGPXzPgkld6lfyPCeGlZFY+4Yn19Y59egeYPH0aZWXASKOo+gSgtaWHHS6LqBIQ8jE/Ce/pzEamExGQhus04CutNw3QbJ2XvALht+lXcOT6nw8zKSpalUFRUJCcnx8PDgz6RxIO4A4MZ8aV7YpM+OX6MktUYPVUTGfJYIfxSpVNDJJRkVh2cMG/rM4qHIcHx4NnnPTjFkQvE1WpnL/1n0TZz1jrd8Oh3nRz1OiZlwtxtw9u4UfaMbw6OvyuvEDBhaPgFVdQ3sHO4CFSMMZmHyPq8ERWLcp4kJj2KZ71qrm9q6rtVNUDc+wMQd2AwUFVTxymMq2M2tOZMW3N4qcKJhfLHliqcxAjiMELyHELy6FN4wY7Tt6gXDc17cBbV/bdGyqg/pXwWDXHuBr05G/Savi6UIgt2og5m1/HHndS8wdN3mCnjwtdDcdU0NmKMKYV1H0MgRBQVrXD2jCstpad8enNwIixyAv2zMXTLtIyZti7Ilqe+Sy1tmYUEgLgDwM/BMsVTAaHx90nOgvM+myz6PreosORjcHaFXTcjW8a7FXfeGDtda6XK6ZuPe7JgkItvOFYIR/s85IDMKlY4+E4cIjduvWLv8aptzq6gkD+pVnWNjWci3jQ1NyeXlXMRqePpVkiFMyo7noH1X2wiN5Ha6t243NmdtfKRMRlLILMHZEjJKdNtnQ4Ft3+7K+/pN5EOb01B3AHgZ4NPUvmqkeU6zYuq++58s3AtK0oMnlMEf9XIqmenm7H2iI3rZxNHSRY+v8/Uzvj669nlSqf8QmLb5ih4BXATKDej4zAEckFt3e7Al+zV6UTMbVS/Mg5+/nXUcDPGEBPabFuX3ymWgnTr54nJN6NjR5HNE8sq/otLYIdfD85r3wxlH/+lTh5wn4C4A8CPzryN+jsMPq5ooa17H9MS+QsjhPuP4NiVw9mLK3U9ZgDCLiNrDMWikwLSK/Ylvnv/tb0z/9Z9HfvJT+ZWdDwPkTrSjLHCxYOHSOFoMcB1X7Is7jsx8WtcPf+gdtDxIPVf5uQuyrDhI1FHmTFQr+CfywrKOIFmTUp6dyIsUq3lJSoA4g4APyuSy/Zs3n/n/2a7yuipGsgSj4xN63oN3fJaeV1U8jQhaSiJ3kmZ6WsPv4n7agPEFu9qdaepb2riIlBHm1noBITIWjmqeAdq+gc/ikti6zJKIK3nJFDYm3qvXvOSqDhP/zl2TijzbVlZcnk5lkCJLCpe5eKJDPaWhwD/J/HJ42lW9+MS4d4AcQeAn5X8wrLxc7Yhubz20Do06t0QSZW3aTmdz1f6TpCYTra25yZS22ZWNjQ0tlmzacEmg69FO1i46Rjqe9iLbiNM36YMNWH1E6q+gcj6fhz/tm3hpubmmsZGHhLVKyf3VnTcTFuXP2hWaBOZ9r9RPkZKmGHrnNPGbWZX0Mt59i68JJrJ23dwe4C4A8BPQNsV71qZOE+HQ1CeS0SBUwSH/nplgaQO2fsilJ6SVlzHRCYzd4sr4W/Uj/La0Nw81IR2Iuz1q4KirMpqlLNS5YzPi+gO6/lj1laMEK64lOW77P4+B9WDjO7OTz3HzmWNq9c/7j4jzRinwqJGmJlfjYrxyO44Asyp8Mj5Dm7/xSbADQPiDgA/ARnZBVyiCkOlVb4Y4thtaukjvmQXfud1fmnVzfvv9sXZy5n1nMaU+Q6uE+hWo8gsp0leEhXliDBYrz3ds3L4SDQxc1shhg0ynD+0BCFw8Yn4sp6c/BL0LWpqP84Cdcp8L8yw/eb4CS0lbSzZYoQZA/UExKTkzgsregegJ4B7MSDuIO4A0BtUVdcdOve87+rfpmc0ca4Ot5jCToNPq1vYe4RyiuDZVnDfcSgknN+ELmBC5yVQh5nSD7asFMpDpK5x8eIlsgL2bg8MkbF2YnkiEigL7FlxCFBP82Xs9ZpaJo+YIvoWrTlPE97uCPx2iHbv7NwhJjT0xLAtILix+RtvSVMrKk3fvisGH3YQdwDoFd6l52KE5NmREfuC9VqXzt6m/T5jywql062ZRibOSxVO9vVXO/c6it+UvsLZA9nO+TW17My6RtYkpWGmjLjSsvVuPndj4p8nvptv78JFpJYxmWoH7lJs2q+39zY1Z8xUTRNLb5QOziswS05FPQTO06+LzahubATvFxB3EHegvwkMjecWVVTZe6uP6v9jlraLT4RPcMzUvw55B0U/pbImhX5zmbpeYYOHj1Fcx29Hf6NYLnNyxxhTHsZ/LCBibktPSdcxMDKmtx9Jt3AMWiR/HCUOvgzjZS1NR5O0tPeE4Okg7iDuwEAR+zbDNzimkwI7jz/iFMbziCpILN3zH8HpZWRS7zYgOS2XR0yxrKI6Mfk9t6iC1hHDIRLKKP/mY1v9K317PztkZmGNKV8b6Z5h6/SPO8tsb80RNbflMCaL7Luq9sXov9iiXTPX6aLENBun36lWWALlSeJbuLtA3EHcgQEAiSmvuCISbollezoptu3og/n/Ghy5RMII4dBfV5aO6zpXHlhyCuHFl+xmb/JLqYydrolalZNfcuom5fJ9y777+hIWdsudPFY6f9WbZZOHLy+JRkz6zOnwD5ol13Py1Yftp/hPW3PYK5AVKwYZ+765edsDQ8qZEF8XxB3EHRgILt6zmDhv21r1c8Mmbfb++kJFEkt3G9M9m5qaL9yjz99o0C5KYnepq6sfMUVt3RbW8hcNDY2ot5i+5khkbCp7r+4l0ihZDfR3wdB8/5lnD0jOfff1h5rSkBl+9U3s1wooefsPMaGFFHw2xV/a0h5jTD70oH0kstYV+CZbOcSVlsHdBeIO4g70H4XF5c3NzcWllQ/NXBobm3jEFDUOGaJMAenNj8luXztqzDTN1gmZd587bN53x9UvYjHuOKqhB22IS8oYPklt+JTNH1hOOLW84spR8Wntyuw6/ohTBD9EUvnYNdO+uA7xpaXeOXm8JGpSSXkngXDlPf2m2zi1F3FLex5j8t471Hb5v8/Ykl9UFl5YPNSE1vpiFgBxB3EH+hbPwKgDZ56LLNjx2wwt0YW7sMI4TtbMIDx774Gzz/8jslQsKCzhoakL20cFmeovXycRLbxRH9B2FIVLBM8hKI8VxscnZ/boccF8+prDvOJKuQWl8W8zJTsaEdpz8unwyawAMuFRvT8PMygvH0MgsycrdV4yMC/fKbN9DBmU8/tzqtbN9r0Ot6hCfUPjvuBXw0zpzB51ewCIO4g78G2ycorYlvVjU9ezdxk84opIkVmi3GIRj5BV5xFXSk7/6Mtx6b7FoXPG5ZU1GCH5sTO0kPSLL9kzd4MeEixuUcU/26xgh4xTtNfRK0x8ye7ktJ64gpy6Rd28/67MqoNjp2uh043oaFGLqIR0C8cXqL9p7AOVtM/IWuzoxk2gzLB16lkNkgQ6/gqBnUZPPKdvUd/nFaHLwrLfKVZHX4XD7QfiDuIO9BDJpXuRXi9XOtXhXoFJmzGCOCuX4MPnCey3oONmascnv6+orNly5D6yvhfhjs9ad7S1/O4Tj6esPCC//Rq3mCIy54UX7uCXUkEGOxIsdOzcDZ/WdERqi9txjVnf0C72YVe48sAqIvqd0IIdNx/bLNx0THj+du0j9z0D3/Tzpdvg4bvWzVuIYUNNSetZDdOJFmsuPmWn/9G+jC4R6jXHz9kaWVyCngZqGhvh/gRxB3EHesKrN285hXFT/zo47a9DhsaOUXHpK5RPVdfUtRbgl1aduU735hObBZuOHTxnnFdQ2q4GtQN3dxx72Lrp/SJ6hfLp32Zo/atzlZ1TVVMnIK362MzVyNQlLKoDT8Fliqf8X8Z2q9nDJm9W3XsHWetGJi4GV014xRU7X6+ujxAxt3nwfSEVF5lZLzn/caEl1Ett3HrpL/VzEhuPcrQJ+AWAuIO4A93GmO6xSvVsZGwqj6jixPk6SC6Rid0aZnbsdE1k1G89+mCIpAoywym2/t+s8G1qzvh527hE8HV1XfXe+2fLJSfv7o0/DJFSHjZJ7bfpWxj2gSERSVyiCpnZhf153da7e3MRKZyET8vX9QxxU3PhG8/Y6THTNF18IlD/J8ewl7Cwh3VKQdzblPh8aeyuZLbLB3EfbOB2XF+reSH9fQG3uCJS9iGSymOmavKIKZaWV1VU1nCLKvBKKO06/ohfWqWiqqYrFZaUVWEEcePnbOt6G1T33abbB3a9fHNzM3raGDNNyzeYFU+xvqGRQ1C+rKK6P6/bMDO6nJPnuYio7+0kzB0mnzFipyfO02F3UX9QLS9ERsPNCeLegcR/M7MTTQdxH1RILttjzGBNvWlsbDp5g0K187dxDRk/Z6u7X6SZpe+wSarvc4t7UG1zczeszr/UzhlcNfva3rXqF4ZPUQsK+zS3MzYpY6jUZ0EfE5Pf9+dFo6WkDTWh98r72c02rpKn7rPT/NKqlVUsx8eZts7hRcVwc4K4g7gDPYFZ3/DbDC1kAn85oDFj7ZH5/xrsO/1M7cCdfmiJ4q6bRy+ROtyFuhzUyLHTtXafeNya+bfmxXGztLvVf/Qia1y9OQmUFc69s7ioqrkz347zBIYXev5Az0kfTXi6dVZVNdyiIO49FPeRI0eOHj0aj8dnZWWBuA9C7D1C+SSUjnVkMl9/ZI30FGmN8p6b/dCSM7dpFw3bz9JsaGiUWrGXV0yJU0ThxiMb3YvE1l3b9B48pw3Yws0SFrabPHxyq2t6pba9Lr68uy9qHjYMfZM8dromO5OXRKsDPxkQ956JO5v8/HxdXV05Obl2+ZGRkagRRkZG8GP8wlg6v8DvvN7hricUNz4p5elrD5s7BPVDS1Bf8mUfk/G+gFdM4Y/Z22avP/rQzHXBJgN2fn19wxS5/dauwezNpNLy2JLSXmlGbRf0tL6pCWNMLv6+l6htuR+XuOgpXXXfHYwQDqt41CD0dVplJfb/S6ECIO49FHdEeXm5gIAAWO6DEPWDd3E7rnW4KyA0nltMMSUjr39a8oDkvO/003aZQWEJC+WPsdOOXmF/zPo4+4lTBI90MCYxA6XfV1VzGJP/pFm1HhVRVCzv4YtyxlK6EbUmp7p6LMUSSyDjvL7qDtTQ1NzU3JxaUSnMsOnF7/404e1iogV6TlqqeHKzbxBrHQ9jcu+eAhiM4l5aWnrixImlS5eCuA8eYpMyRsmqPzR1HS2rceXBVz2p+3NEm2Thra17v23O2Tv0CXO3T165n73JZDZghfHXH9o0NTXzSSi1rhm958UrIXObyVYOH+9nJlPJ25+bQOEj0XmI1JI6ZlRxqXPmt9+1bvLwHWbKEDClI323SEvvsAzey0/Cwu52dJxwy4J5vYVpcsoSMxusEO5vzYs7g16eDot0yMjyys6FGxXEvb2Cf+nj2EnmiBEj1q9fn5qaCuI+eLhoaMEjrsTB8mdXaDtZaQCxcHqhtPvT4H5SSvbcf/Q5hRWuGlnVNTYON2WtCCpy7sHOY49uP7Md3ibGwIWIqH3BrzAE8pU3Mc0ti9hhWZYvBefp/xvFYiLdWsTcRuRbWtz04cMQE/rzxGSnzKxxNEsOAnmJo3u7NeqQ4KI2jDGzOBwcpuQd0Ivf3Tw1fTHVFok76k03efrZpmfCLQri3ueAuP8aMOsbzt6hXbhn7uAZeuQCkV9aRXHXjbDo5L/Uzv8gLXTxiVindbF1c8PWy+w4BzW1zNyamqGmdEVv/xUEKzmVM1hhnOzqgx9aVrFwzMxa4eT5LDFZiGEz0owxjmzJYUzGe/ojQx7v6eedncdFoPAQaUjrmzp9CrkflzDS7OMYDtJ0ZJsjHX9d+MkTEZn/qNuYZ+uC8oea0C6+7k0PdLv0zDlka14JpQ+sYDKW5inpcMeCuIO4A9/m6CUSjxhrdhJGGDdKRp1TGDd+9tbyyh/Lze4ZzQOptuaRe+xNscW77pOcbzxiLWFxJyZe1Nz2bmz8BBJj/Jxtv8/UPn+P8aElfvqZ8DcYAuVWTFxOdQ2WpeNUARNG3hcBckeYmRfXdbYG9M6gl6q+n6ZQoX5gnr1LcP6nwOsCpvRpNo7/xSYU19Wxwq+HhPXid3fLyp5JtWHP+RJm2EYWl8BNC+IO4g58G8EF20UX7+ISwc9af5RTRGHMNI2Bbc/uoFecBCox6bMwYcWllf9uu2Jw5WPk2z9mb42MS61vapJz8RxiQlPyDvDPzfuNxOAWU9x57JFdetYKZw8ksuvcvWfZstbfQCVRBxBVVPoovoNF+2StHANy89lu46tdvHTbxFksZTKRSY56iOtRn0W2wXv5W6WxXtgeDAmVtXZEBdAzgVFL5RGFRb3rgW6dljHKzJzwlhUY5w+qVU4veVgCIO4g7r+6uM/b/jomRWbVASMTl9nrdQ+df9535yInp72vqu58DGRrQLC4ud2zL1YEbfWGbGxs4hVXqm9odM58z0Wg/EmzKmMy6xobuYlUJOKoABeRynYp4SPStgWEfLNV4+nWSJr5SDQxcztRC1stvxfs/CEkGocxRcLCTsMvCKl820OQ5a7kzXKb4Ws51zo3n767aP65+cNNGexWDTWhVzc0wE0L4g7iDnybIZLK/fbWlJfIWmpuuBnjScJXV3MWYdgud/JQ+NzjEJnnF0yc9p1+evyamdjiXVhh/KXI6DEUi2VO7q1lRpPNXTKzk8srkAJ6vM9d5OAiY+MQ3QUPd02/oLFkC35TOtaYMsyULmlpe/41KyDMcFPz5c7unATKi7yCdofcio7b6v9ymAmDi0hZ5uSBDP8+vW6oPeciohqamtHp4I4FcQdxBzqjubkZaXpKRh6vuGKvV47s3Lfl5YaxieTklMbm5jctw8TZ1dU8JKpBaAQnkXIlMgblI0t5nr3rBnffDy3rEI2nWf3r4ctDpF2PikGSymxq+i82MbK4JK+mFm1eYLhpHDLkElbACOFOExxm2DhhjClB+Z9UdY6dyyoXLyGGrYSlXbdauyPwpTDDBp2Lj0TFEsgjyeZrXL0jCosETOjB+QWTrRy+fNQwTkrGEMhDSXSN/5v5fcqNqFiD0NfFdUzUgcGtC+IO4g50TElppYml91ApFV4JpUWbjosu3tXrp9B9GYa0D4kvEmURhg2fCWuFuWk2ThPoVsiURsb7ibBItmT/SbUaakJDe8+9juImUjkJyK6no80RpoztQcGokhXOHlIWdtwE6l5LtyGSKsMnqzEcAiUt7NCxOgEhbUXXKC5xZctQ+z/u3RskMU9JP/oy4mM6NY2n5fECS6AMN2V87ZBiJpOQlJJd1U/D3/fjEqdaO3IRqejRB25gEHcQd6ADHDxDBaRVp605zC2qgBWUxwjJW/Rq/ABk5N6Ijh1pZo5E+VzEG2lLe14SDQkxvwkdQ6DMt3ctqWOOo1pJWdqLW9giKccaU4aQaJfeRI8wY+wOeinn4jnbjvUKVO9VBCowimzOSSRzEShjKZZrzB2xwnjnlqju46iWQV8MlTxJeIvsbnQIJTm1x+13zMziIVJ9c3P5Tend7ST6jmeJyehCjaKY64e+hnsYxB3EHWiPwq7rApPUWCFKhHEYQZycytnaLi+X0UWyq6qRuT3SjJFaUdmaKW3hgKzOU+FviC0uHyEFhTPtnEdTLNV8Wf3KEkc3ZOMji9szO/fIy/BtAayYMO8qKpDtPIFmjToAZOwfD4tUYTjx/H8EaagJveqL94o51dUXX0cllpX/ej8cOTkVXZ/pNk5wD4O4g7gD7WlsbJq+5hCvhJLQvO27TzzmElFw8Ajt9bPQU9Jn27q0y1zs6L7Q0a11M7+2lsOYZY+z1/+sqK8nJCUbxibUNHwWlgupvHVaBjL2axsbb0XHqTt4bmpZlg91G3ykwTU6YZmWga7YfAdXuI1B3EHcBy/1DY2xSe1nqBeXVmKF8fxSKhqH7j00ZWlETn6fLPUga+202LG9Bj2MT2znt15V3z1/vqcJb3cEfnRqPBMeKdnNV6Y/O1apGchyX9rGNQgAcQdx/8WprqlT239H47ChxNLdNx7b7DrxmGYXwC2qgOz01jLGDC+MEI5fWlVg0sd1fPqI/JoaTiI1rrSs12tmpKSr+AS0KPubiXSbXUEvB9WvbJ6azn63DDc8iDuI+6CgppYpsWwPpwgOyxpGx2ME5X+bscXaJYRbVPGfLZdbi8msPrgUf9IrMKqv2xNdUips3iehaB0y30+3cXxdXMLyGCFRfQZZTERqSirWmLzKxRPueRB3EPdfn0061ziFWYHLz99l1NXVxySmH7tqKr5ktyHBcbnyKcXdN5ktQx85ecVcIvjYpIx+aJJNeuZaN+++qJmUlIIhUIQZNrxE6mD8h8/NH2ZKB3EHcQdxHxSMltUQXrhDdMmu+v+/hyyrqEb2O4eg/PQ1h9Enh5C8nfurLbqGgvN39GlLDgaHiVvYJZaVq/oETuszj47rUbHSVg7HXkUMzp97saP7alcQdxB3EPdBgMTSPbgd12RXHWybiQx5J8+w0rKq93lFyxROzVp3dIP25euPvmuohNnUPNLMHGNMlrCw/zKYOFJzXhManwltgYMrlkC5FR3XR9/3eWIystxtBms0c3TlnTKz4LYHcQdxHwSW+1SNwuKKdsshjZiilpr5cUa+Md2TveAc2z2mB6CqLVMyJtCtkXafDY/iJFCE6NZTbZyYTU0V9fXsBZqRoKM/ZZ8ApP54r4ASJrOPvq91WsYIM0ZIfiH89ACIO4j7r4nksj2jpmpwiig0NXUWXjEwNB4rjK+o7PkUeafM90iyeUnUkILCrKrqEWQGH4mGZUUIYLBm/weGpFdUDjVlsL3O9V9F5PZlNFqnLNZSR2GFRXADACDuIO6/JsMmq46cos4tptj5KqaRcWlDpVR6UD8yyZc5uvvm5NHepeLbRGdsbG4WNbcVpNsgU32ylf2ZlhmnI8mMo/0yDh5aWKTcq8vXAQCIO4j7R9LfFyQkD/C4J7O+gVdcydTSZ8baw310ivuxCZwEMjeRNd6ypM3M0jbq3/Q04e0sO+eJdGslEFwAAHH/qaHZBf45e9uklfsGthmBofHDJqv1UeXoQWCOrcsIM4aKt/88excpC3tmU1OHJe/ExGOMWXETb/fZG1QAAHHvhrhz/J9vZhYXF69atYqXl3f16tUlJSUg7kMklZDJLL18z8A2Y6niKdm/DvVR5bWNjZwECh+JttknsPOS+TU1g9ZxBQB+XMu9nY53mKmvr6+jo4MkHn0aGBiAuI+Zqhka+Q4rjB/YZmw9+uApta+moceXlklZ2kcWlcBCnQDwy4q7lJRUQkIC6x8+Ph6lB7O4u/lFuviE80koNzc3c30etqX/WatxwdW3l4N6NzQ1M5uaN7j5CDGshRk28A8GAL+yuPPz89fUsMw39InSg1bcd594hBHGY4Vww1tGusdO1yosHsiI4b9N1/IMeNOLFar4BHAYk0eTLbgIFG4iVcsvCP7BAGCwiLuAgEC7wpGRkagRRkZGv9iVrW9oXKF02skrHBnpKntvm1n7CS3YsUL59IS52+ZtZI1NSa/Yl/Du/YC0raGhiWjuxS2mWFJW1YvVjqGYL3Jw4ySQx9Osyuvr65ua4B8MAH5lcR+cwzJZuUWcwniNg/fexKdjhfFq++/yiCnmF5Y2NTXXtSxaJLVsr7VLSHFpZf+37RnVg0NQfgn+RG9V2NTc/K+H3xASPae6JqOyigmyDgCDQdz19PRaX6jq6+sPBnFH8j1ulvaYqZqTVu6/9cR2wpxtXKIKo2TV25aZ/6+B5uF7GCHckfPE+s9XDuprHL3CNmhfZnZzmYtO4CJQMcZkTgKlqdPJUAAA/ATizvE5nWQWFRXJycnx8PCgTyTxg0HcM7ILeCUU5XdcW6506sDZ59sNjHA7rrsHRLYto33kPocgjhWzRVC+oKhfB99NrXw0Dxn2Vm1JZRV8JGpNY2Npn0WDAQCgvy333uJnF/eGhkZt3ft7Tz1lb0bEpMz8W/dNXNrkVfslluw2uGr65SExiRk2riHqB+8OlVY6eZPaeXSX3uWescOhc8bfWUlMy2LTTplZo8nmU60d4X8JAEDcf0Fxn7b2MEYIxy2qWFvLsl4dPcPWaV1Mf1/AKazAISSfW1DSybFT5A6gYw+fJ/Rba49dMz1/l9Hjw9e6ef/r6Xv9TSw7FhjGmPKXqxf8LwEAiPsvKO5Sy/YyHIKGTdps7sDy/1PecwtJNnvJi4jolG8ernuBKLPqQOtmTS3zzG3avjNPE5P7xJ1m7DQt5b23enBgXVPTeKo11piMIZA5jMnz7V3m2blwEigWaRnwvwQAIO6/mrinZOQhmz2voGTj1ivauvdRzu8ztlx9YNnQ0MghKN+VhaSDIxInztNp3fxb6yJGmLWW6cT5rExUz67jj3prxlNdXT2XKL6yuifLW2dX1/CRaKfC39BT0yrq69mvT18WFDXAe1QAAHH/9cSdYuMnsnAnSlx9YLVc6RRKTF65P+5tJlv3u1IDkm9OEXyrW6TqvtuTVuxLzczHCuOQpiNDHiMkv/Xog+/U96sPrf/Zcik86t3EuTo9q8ErO3dRR8EdAQAAce9vcTez8i0oKuvTxjMcApX3sEY5gkITuEQVkGk8Uka9uw7soot2hr5J9gqKehGWMP9ffTv3lyhz/BydiJiUyLhUPgklJPQ0W//mntrIF/6zQD0ERlAe1fPHLO0uHsX8vDtZ6+YlbmEH/zYAAOI+8OLOK65Etvbr08bfJzrtP/OMnR4po3biGoVLRKG7lSzBn7jxyEZy2Z7liqf4pVV9g2M+tKyUtGn7VQ5B+YnzdGb+fQSpc1JKT0bh8wpLMUI41PEsUTyJ33Wj/use7pHFJb9TLDHGZH4T+r8eflwE6hRrexmrj84wQgwbQlIy/NsAAIj7AIv7n7O3YoVwJ66T+67l4dHvkCGso/cxfMLGbVc4BHFInbtbj+KuW6hLwAqzlirlFvvYN1y4x0CCPkJGffXmcyKLd/CIKYRF9URbfUNiZ6/XJVn4RES/+3JvdUMjIyV9FJmBNWa9JuUhUC5FRnMSKEjih5uaYwlkLgIloqg4JL9wlJl5VlU1/NsAAIj7AIv78MnqU+T2j5qq0UfNfpuSPVRKRWDS5jvPPg1W/LPl0qSV+7tbVXZe0UL540MklQ2umJ28QW3Nb2pqZg/FhLxOlFM9bWbt24N2TpijI7Vs79f28pFoSMd5SJRlTu7GSW/TK1kBZ5C4xxSXmaek85Co0pb206wdtfyCUDEILQAAIO79Le7v0vMI5l6to9L1DY08YoqFxRVDJFV6pZEWTi92Hnv0l/p59uY9Y8dpaw6PkFG799yhbTHVfben9mgRDCazIfTN204KzNugr3bgXg9qnvH3kcBX8R3uEmXYchOpzpnZj+M/O3VDi4jn1dRcfxPrmPEeaT0viabh9wL+ZwAAxL2/xf3YVVOMEG6EjHpgaHxjY9OR88SRLeFckDlcXVP3/fUPkVIRW7xLYtnHFZQklu/FCuO2HPmvXbGGhsaGvokVc/e5Peqozht2e/6RxNI9b1NzvsxHso4xpoynWXV++MuCQqwxeZatc0xJKfzPAACIe3+Lu+Kum8sUT/02Y8vuk0/o9oFI6JGooXyRBTvfpmT3rM7MnEJt3fuVVbUFRWXsAXGMkDx71wrl0w9NXbNyCvvtKsUnZ0ov36dx6J67X2S3Dhwpo15S1t57518PXy4CpboL/RAqY/I2Bf5bAADEfWDEXWbVgXvGDtceWhtcNXX1fb1G4+P4yQgZNQLDs1tVnbtN/3O29rk79KcUdy4RBVNrX9+QmN9nbEG7+KVUh03azCWqMFluf3RCej9fKLK17+SVB1AHIzh/excPqa1lcgrjv/ShHElmTKBZw/8AAIC4/7jifvIGZaXymckr98cmZZhZ+87fpH/8Gln94F323r81L7j4RHSlnscUt9RM1rQj0YU7ecWVNA8ZDpVS/X3mlrUa5529w9dpXUS7Js7VGTFFbdhkVQFp1Zz8kn6+UE5eYdyiCqJLdnOLKXgFRXXlkIz3hUOlPnvrQEtJwxDInEQysxHejgIAiPsPLO5IbSet2MctqlheUXP3uT2nCH762iMHzz5n71XZe5tuH/jNSt7nFmGF8YYExxbzXOXEdfLGrZf/nL1N9yKRR1SBV1zxL7VzLHGfpyO6aNeeE08xgvI9m8T/PTQ2NnEKyxMYXjP/PuL3Mq4rh7xNzWEPT7XyLDF5jbtXZFEJ/AMAAIj7DyruSNN5JZU4hfGz1+mx7dOKyhqMkDy/tGqr7/nOY4+eUL49aZ5m5z9KVuP2U7vKqlouUbyplc8S3EnVfbebm5v/nL2VX0p194kn7JKFxRXHrpkNm7x5QH6zLUfu5xWWrt9yyck7HG2Wlld1GC4Y5dfWsUJUhkUlz/lHr+2uFU4ear6BcPcDAIj7jyvuE+bqyK4+qH/FVHTRTpRgZy7GH/+tJXQXe1P/ismNRzbfrErzsCGqbdY/etv0jIQW7Lj52Ab1ELuOP+6w8OlbVMmve473A2oH7lJt/dOzClDHduyq2ZcFOEXx7NA0noFvVqmeZWcucXTnJtIm0K0o79Lg7gcAEPcfV9wnztPJzC7MKyjjEVeasfZIh2WOXzVbq3Gh8wgzJAvvcTO3HD5PwAqxXGJm/q1bWlbFKdInYdbflpdX1zemVXzX6ql7Tj6Zt1EfKTuvhNL0NR188ZEy6nwSytwiClTbAPzO66zzlpVjCZSxFEtOAqUcVk0CABD3H1ncBSapVlbV1tQyx0zVZL/w/JIdBg+xQrhHZq6d1CO2ePcIGTWfF9HoIWD0VE32IPVIGbWvWe7fAx+JikRWytK+64c0NjdXNHwWEMbgqumYaZp/zNL+c87Wv9TOkW384pOzWvdW19QNkVSeuU4XfXEOQXmplfvVfQOHmtDELGy9s3Nxnn5w6wMAiPuPK+4NDY3col0K0bVB+7KjV1jbHLTJL6164ior7MxTijufpBI7SO+HFpfKzfvvoMRkuf1qB+727jcNzMsXINE3evhKWnYjvOIIM3MOY7Ig3Tqv5uMrXPnt1zhF8CtUTosv2S0jd5BHTPHYtU+DM0GhCSOmqJWUVebkl0QnpOMsXVB3MpFu7ZubBzc9AIC4d0a7VbDZFBcXr1q1ipeXd/Xq1SUlJe1Ktiv8neL+t+ZFOeWzwyZ16a2m8p5bDIfPXiEamTqPm7UVGf4ovVLlFFYY9+VR5RXV9b0617S+qUnG2hFrTMmvreUkUFBOU3PzOKplbeNnZ6lpaGwbwqWUyeQkUGVbDowr/Ti45BcSiwRdafct6eX7uETwfBLKZ27TWg/xfhEtvWJf60m5iVSk7HC7AwCIe1ct93Z6ra+vr6OjgyQefRoYGHRYplfEvampmVtMkVtUcdzMLoUm37zvzvDJam1z1mld3KZnxCWCm77mEKpq57FHfX2tkYKzQy0KmNLR5liKRUFtbXplFcp8V17RtuQqF68hJNoMO+fzkW/QJjK3RRi2ouY2SKPtMz6NvdTW1T+neQo9Mht2+9ki+eNto5W5+0eu+X8MHNQf8BJpC+xd4XYHABD3Hoq7lJRUQkICSsTHx6N034m7sbnnEEllPkmlBZuOdaW8xsF7rWEDPoq75sVbT+ymrj7IJaogOH97VxY5Kq+vf5qQTPzKRPzfKBbDzcw7OfxOTPwoskX9/01yEXMbh/SsLf7B3AQaL4m2L/jVp67IN2i4KZ2PRMMSKPtehKL+ABX2y8mfQLceQ7Z8kvgpwldSeQWGQJlm47Tc3H6q4vHWfHPHIKXdN1HCLj3TJi1zuZMH3OsAAOLec3Hn5+evqalhDSzU1KB0a5mRI0eOHj0aj8dnZWV9v7gHhMbxSSivVjuHbNX7RKeuHKKta8ghKP/5qA5r2ur+M89O3aR08bx/uXhhjCnijA7GyvFeflxEVtzExpZZ/jWNjVOs7Ofau7wpZo1NLXNyR0rNQ6LivD5d7nn2LuxlpsXM7f6gWB0IDm3dJWDKsEhNb0nQUJlxVEvJlvWPfHLyRpAtljq6afsHy3uwqoovLZMwt0OtQn8CB6621vCU6r7j2MOWGuiLHNyQ+sO9DgAg7r0j7gICAm135efn6+rqysnJtashMjISNcLIyKjrjSbb+E2Yq1NeWdP1Q7R172OEcLV19a05czfovYp8++3xn+bmpLIKZLNLWzoIMWwuRcawx8rZVDc0sKcPcROoGz18kZJ6ZeeizfTKKl4SBUsgH37JmmckRLcRodsg9W+7kPSpsDdTbR2s0jOL6+quvIlB5nl6ZaWab9CuoFd8JHpFy2JJLwuKnDLft52hhDaHkuicrI6EFfPdLzcP9Rze2XnHX0Vw7DxfU/vRwfH8PfNFd02VfPxRa0UtbM9FRMO9DgAg7r08LPNpWKO8vJ3id9dyR4L+H9FJdNEu9W46sWgdNsQK40vLq7QOGVJs/VGO8IId79Jz2xVDdvfJ8EhZa8fiOuajhCT/vDxl70Ckj5zGZCS+SKzTKpBq0zZ5+u57EYokG9ndSGSXO3kMNWG9zFzo4LbFnxXx3Dcnb7Gjm+7LcBGG7YeWhS/c3uesc/P+WvPqm5pm2DiZp6bxECmoTtQNfK1kM6s2sqSF/TBTBjExeYqV41pXVrUnwiM57z3PK/wYkneC2imMsRnWmMJnQuUiUNnPAQAAgLj3UNz19PRaX6jq6+u33VVaWnrixImlS5d+j7ir7r2NEZTnlVBClmm3vqf6wXtcIgo5+SVii3ertQQUwwrjMnOK2pbJqqoeYkLFEChIW/lN6EhkFzu6YwkUARMaD5EaXlS0O4g1cjKebo0yUbH59i4T6dajyOZIuzd5+KJdVyJjx5ItUELc3FbMws456/1KZ4+C2toxLZmds9zZc6G921ATenZNTVOnq2C7v8/xz81HjxHz7F25idTJVqylQqJLSnnvPLtwlzF55X57j1fYlbsXWjuXMpmJZeVwlwMAiHs3xJ3jc9iZRUVFcnJyPDw86BNJfNuSI0aMWL9+fWpqao/FfaP2FW5RhVFTNf7Zcrm73zMoLGHczC0pGXkT5umMna5V/4WDvLrvC5Yfiwl9i3/w0VfhnETK8dCIYaZ07YDgsMKitMpPs0kn0qwnW9kj2/lPmlVcaVlDm7gutQ1NPCTq/uDQ4aaMyKKSiKLimbbOAbn50l2Yr/QoLgk1gD223qXuyi/wN4rFk4TkypYBnMr6esxzs92nnnCJKhgSHKcZGG4NCIb7GwBA3HtoufcWXRH3qasPz1qnK71iH3syfXcZP3ub0u4bkkv3IJs9OS33j1mf+VBOsnLYHvgyuYLlkngrJk7SwvZaVCwyzzd/EWALKbWYud0Ce1ekxWX19e32LnF0xxhTkKXf2NyMugRhhs2VyBhxC7tev2KoYegBom2vg31I4pyuwTNVHSOIG3fzGfthAgAAEPcfXdwnzNVJSsmWXX2I7eTXXcZM05w4T+f3GVtGyar7BEe3RhlDeL7P4SJQ3lV85mxeUsd8kvA2o2W16Laklle+Kig88jJ8mEnHy90hWWeb8xX19Xwk2kS69fbAkL64aHmfBxyWMLGYeOoe6nL0CHYy5rYP4hLh/gYAEPcfXdzr6xtY7i61TM/AqNcxPVnybew0zd9namOFcJPlDpy+RW27ktFKZ485ds7dqu1SZPQ0G8fOy9Q1NmIJZD4SNaKouB+u4XiaFUfLDCk1nyD06BBTUgb3NwCAuP/o4p6SkSeycOc36yljMpHV3PpC8nJkzL+efnkt3pljpmnwiCog+32F8mn0ELB+y6UPLZ6F2BZnc6u0jL74Xs39eA3flZf75uSdDI0UMbflN6HDzQ0AIO4/gbibWPpMWXWg8zIBeflIqTkJlElWDm/LKvxy83mING4C9XFCEtprTPccKqWyGHd8stx+blHFq76vUGEMgTzD1jmrquqX+UXpKWncROqhkDC4uQEAxP0nEPeTNymtwVK+pKiuLq2icqqNowjDBu/tizEmz7V3QSo/hET7y9ULbdqmZ7YWvvHQeoXK6QPBYfPsXfYFhzplZsN9AAAAiPvAiPu4mdpHL5E6GouovB4dq+jtj2Sdk0hxy2Ip9bU3McucPPhI1DFki8jikvn2ruZfzOKZa+ei2zJ9FAAAAMR9YMQ9v7CUS0Qhr6D0y13zWlwSh5sy+Eyo0lYf3ckfxSdxGJNHmpmzZ28eCAlT9Q5o51syxcrhVUEh3AEAAIC4D5i4J6VkSy7bw05fj4prG+sc2eaLHdw5CdShJvT1//fsLmcyX+QVVNQ3sF0SlXwCMAQyUvy2dWIJlHZyDwAAAOLer+J++4ndYhwrni0tJRVjTIkqLo0tKdvg5jvN2knAlB5cUOiU+b7z+nGe/jNsWc6OlfX1gXn5+TW1YykW8PMDAADiPmDinldQihHCsd3SZ9g5jzQzPx76GssK40XhJlLbxmjsBFVkvBuzVtSbZuOEJZCR1k+gW8HPDwAAiPuAibuDx6vZ64+ixGxbVgB0KUuHlqk6jH/cfcOKiq+8ie1K/Vp+rNAxzKamWbbOY8gWky3t1rv7ws8PAACI+4CJ++4TT2atP9r04QOvCe1cRNQaF89tgSFth927gqbfC2Tjk5NThBg2U20chpsy4kshXCIAACDuAyfuavvvXHtiO8yUMYZs2eP678YkcBOpglRrjDFlvoMLvwmtlMmEnx8AABD3ARP3ifO2nyDaYQmUGbbftVbcaIr5KDPGZEsH+NUBAABxH3hxn4k/hjEm85sy/HPzv+cUY6iWHMbk3ymW8KsDAADiPvDiLrxJT4RqVdvNQfYvuRMdb/oupfKLCOwAAAAg7gMg7tj7xqItK5ECAAAAv464Y24/O9iyeCkAAADwi4g7s76B4xGpjAljKQAAAL+QuLu+TuAwNoPfCQAAoJ/EneP/tM0sLi5etWoVLy/v6tWrS0pKOsnsorhvvmI85PYz+J0AAAD61XJvJ+76+vo6OjpIzdGngYFBJ5ldFPe1huQJD0zgdwIAABhIcZeSkkpISECJ+Ph4lO4ks4viPvkeaTKBAb8TAADAQIo7Pz9/Tctq1OgTpTvJ7KK4T7z+5KCNB/xOAAAAP4q4CwgIdJLZSmRkJGqEkZFRh/WvekR3jnoLvxMAAMBAinuvD8sAAAAAAy/uenp6re9O9fX1O8kEcQcAAPgRxZ3jc9iZRUVFcnJyPDw86BOpeSeZ7Xj27JlJpxgZGZn0BlAP1AP1QD2DoR4LC4vvstwHvBeCeqAeqAfqgXq6zg8n7m/evIF6oB6oB+qBer6znh9O3AEAAIDvB8T9f+1dfVAVVRuXPgQuhOLVpGJI5UvkoysQRMTNAMeMySIrpxoGmYyYJqeGgNAQsrGaakwlCNN/gmDKbiDixxQW0zsZMwKZIupkaAQ1GIl8hIKNyvvM3Xl39t17d7nsPVwOl99vGObsYffHs89z9rfP2XvuPgAAABD3CUNDQ4OPj4/BYGhra0tISNDpdEaj8fz58+Dhk+f/xtAMNqMIPEro6upKTEz09PSkkNkTLPCoB6ilpSUqKoouitjY2NbW1inPw4m4R0ZGVlVVmUwmvV5fVFQ0ODhYWFiYkpICHg55XF1d09LSVq5cGRoa6uXlZfXVcuCxn0c8JDU1NTs7e2BgYMOGDRqCDh51uLi4XDcXgAsPDy8pKbl8+XJxcXF0dPRU5+FF3N3d3a9cuTI8PEwBoyBRT39//+zZs8HDIU9FRUVcXFxnZ6edmSl4bBQvb2/vnp4eavT19WkIOnjU4evr29zcPGr+jj0pKTWGhobc3NymOg8v4h4REdHe3i4NWEdHh7+/P3j45GlqaqJJQGNjo52PHcBji3hR+m/PQx7wqGPbtm0BAQHV1dU5OTmlpaVCpkwTr6nOw4u419TUpKenS3syMzMrKyvBwycPobu7e9myZeXl5XY+UwaPinhZPtLRJoLgUYfJZKLJFmX9lCwHBwfn5+fTjHaq82C1DKAdIyMjGRkZ9n9gCB4AYA6uh90///wDnqnCA+eABzxc8fAi7idOnAgLC6NpyLp16wYHBzXPsMDjAB44Bzzg4Z+HF3GPj4/funVrb2/v5s2bo6Oj//77b23nAx4H8MA54AEP/zy8iLtOpxMW/RB2794dGhra3d2t4XzA4wAeOAc84OGfhxdxNxgMP/30k7i5ffv2kJAQDecDHgfwwDngAQ//PLyIe21t7aOPPirt2bJli4bzAY8DeOAc8ICHfx4s0gIAAHBCQNwBAAAg7hOG3t7e3NzcoKAgT09PDw8PauTl5V26dAk8HPLAOeABD/88vIh7YmLi888/f/r06StmUIM2k5OTwcMhD5wDHvDwz8OLuM+cOVNWU5s2XV1dwcMhD5wDHvDwz8NX5n7mzBnhZkUN2kxKSgIPhzxwDnjAwz8PL+J+8eLFnJycoKAgDzOokZubK7t9gYcTHjgHPODhnwerZQAAAJwQeCskePBWSPCAxwl58FZI8OCtkOABD94KOWHAC96mEA+cAx7w8M+Dt0KCB2+FBA948FbICQNe8DaFeOAc8ICHfx68FRI8eCskeMCDt0ICAAAAUwG8iPuSJUsKCwtbW1vBwz8PnAMe8PDPw4u4Hz16NCcnZ+HChUFBQRs3bjx27Bh4uOWBc8ADHv55uHss09LSkp+fHxgYuGjRory8vKamJvBwywPngAc83PLw+8z9+PHjBQUFISEh4OGfB84BD3h448EHqgBfrx+Ak+FngAm4FncNq38aGhp8fHwMBkNbW1tCQoJOpzMajefPn9dsQ1dXV2JioqenJ7Fp4Jk1a1ZWVlZzc7OdrmBVnIWr1w/w5uT+/v6NGzcuXryYLPH29o6Pj6+trdXAw9vX0O2/rGQHtrS0REVF0cUVGxur4XM/Vn5me3bMeSbdz84m7pGRkVVVVSaTSa/XFxUV0SVRWFiYkpKi+V+npqZmZ2cPDAxs2LBBG8/bb7/t7+8fERGxY8cODe/tFMCqOAtXrx/gzckrV64sLi6+fPnyRx99RPfO6urqgICAkpKSSXEyQx5XV9e0tDQ6u9DQUC8vrxn/w3h5XFxcrl+/To3w8HByCzmK3EWGTZafeRN33vzMi7jPUMB4edzd3Un7hoeH6VgSCyFNoNxHc2gps+jp6aFGX1+fZp4bN27QlOK5554jhjVr1tTX14+Xh1VxFq5eP8Cbk93c3ITzGhoaoukRNWg24OfnNylOZshTUVERFxfX2dlpp/z5+voK0yNyjugoctpk+ZmVaLDi4c3PHIk7k5sn5W7t7e3SYzs6Oiin02wP3YHtsUd2CIkX3YqXLl2qLXO3vzgLV68f4M3JlBwJGSX9poFEPZRAURo1KU5myENoamqiSW1jY6M9orNt2zZKsSnRzsnJKS0tFRxFiepk+ZmVaLDi4c3PzibuNTU16enp0p7MzMzKykp7bubMx40GsCrOwtXrB3hzcmtra0xMDE3+6PpsaWnRTM7b19AFUNa/bNmy8vJye9xlMpkoOaW5EQ3C4ODg/Px8mhlPlp85FHeu/IzVMgAwXTAyMpKRkcHqXghw7meEGQAAwAnBi7izWurnrDwT+jhivDwIlmOCBT/Dz/bw8CLurJb6OSsPV+KOYDkmWPAz/GwPDy/izmqpn7PycLXqC8FyTLDgZ/jZLv9wlbnbv9TPWXm4WhiAYDkmWPAz/GyXfzgRd1ZL/ZyVhytxR7AcEyz4GX62yz+jAAAAgNMBlZjAg5MCD3hQiWnCgKIqU4gHzgEPePjnQSUm8KASE3jA44Q8qMQEHlRiAg94nJBnWnygiuI1AAYPMN3gbMU6Jqh4jWYeVt8k3rdv39y5cw0Gw8mTJ41Go+yNeraDVdEiAXZWUGLOY2e4eRs8rCoWsRqErOxhNQhZVSzibTw72+sHWF0PrIrXsLKH1TeJKcAHzKCLSnzFM+m7hlOwv2gRwwpKTHhYVcDhbfCwqljEahCysodV5SxmFYs4G8/O9voBVt8kZlgkiLdvNl+9enVkZIRsoHhTD50m5e/axp+dRYvYVlCyn4dVBRzeBg+rikWsBiHDCkqjLCpnMatYxNl4drbXD7D6shnzIkFMMnf7v0kcHBx8yAwaN2VlZURF+buGYkNMihYxr6BkJ88oowo4vA0eVhWLWA3CCaqgpLlyFrOKRZyNZ2d7/QCr64FhkSAm9rD6JrHwzJ2uqNbWVqPRSOkJKZGGJVZMHjIwrKDEhEeA/RVweBs8rCoWsRqEE1pBSRvYVCzibDzj9QMAIAcqDQEAxF0LsCpuGjoH5wX/QNztAm/FWVitimtoaPDx8TEYDG1tbQkJCTqdzmg0TuLqKCb+YeUcZw06bxV5WJ0X4u6Y82IlGs5WiYlVvFmtiouMjKyqqjKZTHq9vqioiIZOYWHhJK6OYuIfVs5x1qDzVpGH1Xkh7o45L1ai4WyVmHhbUunu7k5hHh4epmMHBgZGzd8EmczVUSz8w8o5zhp03irysDovxN0x58VKNJytEhNvSyojIiLa29ulNnR0dPj7+09p/7ByjrMGnbeKPKzOC3F3zHmxEg1nq8TE25LKmpqa9PR0aU9mZmZlZeWU9g8r5zhr0HmryMPqvBB3x5wXK9HAahkAAAAnBMQdAAAA4g4AAABA3AEAAACIOwAAAABxBwAAAKaJuM8AAADQCog71+KOOzYAAFAPiDsAAADEHeEBAADiDnFHeAAAgHpA3BEeAMBVM2nmQdydf5iKH517enomJiaePn1a1i/7bJ0asbGxSmYcPHjwnnvucXNzCwsL27Nnj5KdUrZdu3ZJ/3To0CHZ/gEBAYGBgVZt1uv1KSkpZ8+etfxHp06dCgkJ+e6772T/WslCq4SEAwcOhIaGzpw5k35TW+zv7u5OS0vz8fHx8vJKSko6fPiwer9Vqp07dz799NOWQXnqqafILSohULLW0kWydRE3btzIy8vzNiM/P582VY4V+ce0UyWIE7dIQ92qibhqVEYyq4t3TELZDswNgLg7lbgLjYGBgS1btkRFRY05+FasWPHFF19YMhw/fvz222/fu3cvUZ08eVK88NTFPTo6+tq1a+KfHnroIen+P/7442IzGhsbLQ+/ePHipk2b4uLiZP1HjhyhW8LRo0dl/3dMC2WEtP+8efPq6upo//3791P7xIkTwp+WL1/+2muvXbhwgf5UX19P90X1fqtUw8PDd9xxx2+//SY1kjbvvPNO4Q3X6iGTWWvL2CBBjIyMPG8GNXbv3m0L/5h2qgRx4kRE3SrHiLvjL2pWNkDcp5G4j5pLKVJKO6a4kyxSKn316lXZnpQxlZWVjSvfoQZJ4WeffSbmtllZWdL9MzMz33333XfeeefFF1+0Sjg4OOju7i7t37dvn7+/f1tbm9WcbkwLpYSk/qWlpeKfSkpK1qxZI7Q9PDysVp5U6leievPNN1999VXpnq+88spbb71lY3IntdaWsUFKTWm1mF/Hx8fbyK9up0oQJ1REVKz65ZdfVq9ePWfOnFmzZqWmpgolh6T2jIyM0M40x5o/fz41aFPcge55vr6+Li4uto9kuhxeeukl+nc09j7++GOl07fsVzrQqv1Wp3GUN9Cx4iSMGosWLaLUQekEIe7TTtzpMiYZfeCBB2yZNr7wwgsffvihbM8FCxZ0dXWNV9wphQwLCxOGZkxMzJkzZ6SXHw3uLjP0er308hMavb29BQUFdJT0sgwKClKqwTimhTJC2r+zs1PcjdoLFy4U2kajcf369b/++quMSqlfiYouWppM9Pf3C/3UoE1KmW0Rd5m1sn3mzp2r0+nItzt27BDTai8vL1Hmenp6rJa8scqvbqdKECdURFSsioiIaGhouHLlCnW+/PLL69atk9lDk5Lk5GRhdNFUo7CwUNzhscce+/PPP8c1kouKiojtjz/+ENhsF3elA8e0X7pJk7Bvv/1W6Dl8+LAw/1Y6QYj7VBL3T8+es/1H5eGsp6enWKVF5YEv/b5w4cLdd9/d19cnNcPV1VWWHShRydhWrVr11Vdf1dXVPfzww1LCPXv2LF++XGjTMP3yyy8tCaUTc9qkbOuHH35Q8pgtFkoJZftTW5zZkAcoP73rrrsosXr22WdFLVDqV6Gi/d9//32h/d5771EeN2YIrFprCfovzc3NlJ6L6e1NN93077//Cm1q3HzzzbZ7Q8VOlSDa8sz9U1OD7T+yY5WskmJgYIAycdlVQ+ntqVOnhDZNRsXqP7RDR0fHeJ+50+FSNtvFXenAMe2XbtJEUHzGSNNTYY6odIIQ96kk7mv/02j7jxIJ5Qhbt2598MEHbcncR80FXHJycuzP3IVcY+nSpZR9fP3119K/PvLII2JNFpr1i2VzhR0oT6QEmaYaNTU1Yv+uXbtIWMUxPa7M3ZJQJXMX8ddff2VnZ4t+U+pXoTp79qyfn9+/ZlBDzPrVQ2BprRJ+//13MUO3PXO35Fe3UymItojI2uxi239kxypZRXe1xMREb29v4Y4i3sZEe+jmKj6ap4b0gaTVz5nVR7KMzXZxVzpwTPulm5RmUWR7zKCGkHUpnSDEfTo+cx8aGpI9v1bZn24GgYGBlONIn7l/8sknGsSdEGKGcFGJk4NbbrlFmvHRJnXKCEm5fHx8BgcHxf7y8vL58+dLC0VKn7mPaaGUUEyCxAflVpdn0M4eHh7q/epUjz/+ON3G6Ab2xBNPjBlfJWuVQPcz2kfbM3cZv7qdlkF0jIhYtYoSVRoJvb29165du3TpkqU9Kpm77VecNAEXV5q1tbVJtVssSC0tRT3mgUr2yz4JEPufeeaZDz74gCYxNF9UP0GI+7QTdxLr7du3U/Jlu7LQ5UQjSbpahlS1traWtIAGk/jZoy3ibvlXmkasXbtW2p+RkSE86Jcd9eSTT+7cuVPa//nnn+v1+iNHjsiYbbRQJDx27Ni8efP2799P8+IDBw5Q++effxb2oayqvr6eUiRKhPPz841Go3q/CtWoeVEQed5gMFhdFKQed9FaKVatWkWpH8kKCUdycvL69euF/rKyMttXy1jy226nI8XdqlV0T9q7d+/IyMi5c+dWr15tac8bb7whPpKmqBUUFNgj7ps2bVqxYsUfZhCt2E+3z82bN1PaRA6noFiaoXSgkv00csSbgZSHZk7BwcFBQUHiw3elE4S4TyNxF0A5Ow1Ekj9bnrkLoBwtJiZG2kOyJawiDw8Plz4i1yDuERER33//vbSfNonc8qhvvvmGdErWX11dTVNa6TJz2y0UCUfNa2+WLFly66230u+6ujpxH2JOSkq67bbb6GKja48yXPV+FSoxp77//vvVP6sY01oRxH/vvffqdDrK1+giF6fnFLLc3NzZZrz++utK69xV+K3aqS7uDngZoaVVBw8eJLEjb/v5+RUXF1t6j3xC97z5ZlBDdJG6uMtORPrhf1ZW1pw5cyhfpjuo2E85xH333UeBoDlNRUWFpRlKByrZT0kPxc6Sh0K5wAwxpkonCHGfLuIOAMA0vDYh7ggPAAAQd4g7wgMAAMQd4o7wAAAA9YC4Q9wBAIB6QNwBAAAg7lM0PAAAACiQjTwXAADACfFfUi+iX74N908AAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1415550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|2,700|2030-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">499875.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES00000124C5</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|5,150|2028-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">528480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">538480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012A89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">985660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">988140.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO ESPA&#209;OL|2,350|2029-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">595056.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4027396.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">23.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2942170.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">18.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02608070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,957|2026-08-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">196809.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">196833.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02609045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,960|2026-09-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">196458.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">196520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02610092</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,991|2026-10-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">195956.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">196098.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02611066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,998|2026-11-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">294527.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">294885.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02612049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,051|2026-12-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">293895.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">294405.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1177645.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1178741.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5205041.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">30.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4120911.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5205041.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">30.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4120911.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">97939.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103678.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">113114.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">122823.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">400950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">261360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">186348.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">185129.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0126775008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DISTRIBUIDORA INTERNACIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">330400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">293200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0165940000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|A GLOBAL FLEXIBLE P SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">645915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">633930.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105702007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INDEXA CAPITAL GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">287040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2061706.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1600120.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">9.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2061706.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1600120.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">9.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0164839013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO ZEBRA US SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">639325.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">522261.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">639325.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">522261.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">7906072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">46.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6243292.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">38.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000571218</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|5,500|2029-04-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">536950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">546665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0011883966</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO FRANC&#201;S|2,500|2030-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">493725.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">495750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0013250560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|1,000|2027-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">491925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0013286192</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|0,750|2028-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">482375.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">481530.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1513050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2015870.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">12.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">424249.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">422570.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0013250560</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912828Z781</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">863048.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">846819.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2862689.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JE00BN574F90</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0009432491</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PA1436583006</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0003789063</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">121178.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974258874</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">117150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">113700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000SAFH001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SAF HOLLAND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">202500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">153000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IT0005594418</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">351680.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">274400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3659000008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|WEST JAPAN RAILWAY</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">79638.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">91829.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2653978598</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GOLDMAN SACHS GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">620900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">588350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0003874915</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ARSEUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">169327.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">149654.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0303692047</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|EDAG ENGINEERING GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">25200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BMG2004J1036</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">300131.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2981064.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">17.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2675744.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">16.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2981064.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">17.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2675744.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">16.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1144806145</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|PARETURN GVCGAESCO EURO SMALL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">781659.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">694958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1144807119</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|PARETURN GVC GAESCO RET ABSOLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">697649.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">632671.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1179432.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1081926.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00B2QWCY14</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">32634.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">26146.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1598689153</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LYXOR ETF MSCI EMU SMALL CAP</iic-com:InversionesFinancierasDescripcion>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:OperativaDerivadosPosiciones>
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<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
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<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 15.734.600,51 euros que supone el 92,29% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 308,08 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el periodo hemos mantenido una exposici&#243;n m&#225;xima a la renta variable cercana al 50%, y hemos mantenido una preferencia por las emisiones gubernamentales en euros.
  
  
 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 2,75% durante el trimestre y en los &#250;ltimos doce meses ha sido del 2,5%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 5,26%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,64%.
  
  
 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 positiva del 5,73% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 1 participes, lo que supone una variaci&#243;n del 4%.   La rentabilidad neta de la IIC durante el periodo ha sido del 5,26%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,86%. GVC Gaesco Crossover 50 RVME FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,07% del patrimonio medio de la IIC.
  
 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 5,26%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 En renta variable, aprovechamos las correcciones de las Bolsas durante le mes marzo tras el conflico en Oriente medio para incrementar ligeramente la exposici&#243;n en renta variable con la compra de dos nuevas empresas. Por un lado, se inici&#243; posici&#243;n en la compa&#241;&#237;a irlandesa Kerry Group, siendo l&#237;der mundial en su negocio, con atractivos niveles de rentabiliad, un excelente equipo gestor, un balance fuerte y con potencial alcista seg&#250;n nuestros analisis fundamentales. Por otro lado, aprovechamos una colocaci&#243;n privada del capital de Indexa para incluirla en nuestra cartera de empresas. Finalmente, en renta fija renovamos a principios de febrero la emisi&#243;n de deuda soberana estadounidense con un vencimiento de corto plazo (enero de 2027) y una rentabilidad del 3,53%.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre mini Ibex, futuros sobre micro Dax, futuros sobre Eurostoxx que han proporcionado un resultado global de 9245 euros.  
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 0,66%.
  
  
 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 6,25%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 5,19%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 22,12 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 1,07 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.
 Seguiremos ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
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<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC, con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER FUNDAQUANT</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.06</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.72</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.57</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.34</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">6.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">6.71</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.75</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">5.77</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">1.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.51</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.53</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
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<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1</iic-com-fon:NumeroParticipes>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">5196863</iic-com:Patrimonio>
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<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.30</iic-com:ComisionGestionCobradaPatrimonio>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.30</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.30</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fim:RentabilidadClaseFIM>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.76</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.81</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-21</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.66</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.66</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">1.54</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.45</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.95</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">7.42</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">5.53</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.49</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER FUNDAQUANT</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.06</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.72</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.57</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.34</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">6.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">6.71</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.56</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.67</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.32</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">5.69</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.66</iic-com-fon:RentabilidadMaximaValor>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.45</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.23</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER FUNDAQUANT</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.06</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.72</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.34</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.65</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.65</iic-com-fon:RentabilidadMaximaValor>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.22</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.94</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.24</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER FUNDAQUANT</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.06</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.72</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">199950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES00000124C5</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|5,150|2028-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">211392.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">215392.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012A89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">197132.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">197628.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">608474.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">413020.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02611066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,998|2026-11-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">98176.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98295.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02612049</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,051|2026-12-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">97965.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98135.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">196141.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">196430.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">804615.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">609450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">804615.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">609450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105065009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TALGO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">84336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">89278.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">241722.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">262470.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">243000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">158400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">105480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">104790.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0165940000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|A GLOBAL FLEXIBLE P SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">474938.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">466125.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105702007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INDEXA CAPITAL GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">172500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1321976.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1081063.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">11.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1321976.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1081063.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">11.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0164839013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO ZEBRA US SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">374050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">305560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">374050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">305560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2500641.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">24.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1996073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">21.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000571218</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|5,500|2029-04-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">322170.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">327999.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0013250560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|1,000|2027-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">295155.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0013286192</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|0,750|2028-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">289425.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">288918.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">611595.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">912072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">9.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">169700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">169028.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0013250560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FRANCE|1,000|2027-05-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">295854.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912828Z781</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO USA|0,750|2027-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">345219.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">641073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">338728.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1252668.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1250800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">13.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1252668.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1250800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">13.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">175534.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">151880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">306420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">242370.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00BF8Q6K64</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">153355.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE0004906560</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">102727.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">122619.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">88650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0009432491</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">37880.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PA1436583006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">129946.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">112370.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US8816242098</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">212475.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0003789063</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">53955.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BMG491BT1088</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">111778.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0005565204</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.43</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">56375.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IT0005594418</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NEXT GEOSOLUTIONS</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.44</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">274400.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2653978598</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">588350.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">106500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BMG2004J1036</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">125055.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2764755.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">27.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2442903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2764755.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">27.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2442903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1144806145</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">781659.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">694958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1144807119</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|PARETURN GVC GAESCO RET ABSOLU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1395298.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1265342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">13.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1186503.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">11.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1088412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">11.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00B2QWCY14</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">13685.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.13</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">10964.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1598689153</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">21868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">19715.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1598690169</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LYXOR ETF MSCI EMU VALUE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15093.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13538.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ISHARES STOXX EUROPE 600 DE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">19182.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">17580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3027630007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NOMURA TOPIX EXCHANGE TRADED</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16048.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13629.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4642872752</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ISHARES S&#38;P GLOBAL TELCOMM ETF</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">7903.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">8253.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4642872919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ISHARES SP GLOBAL TECHNOLOGY S</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15178.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">10722.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4642873255</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ISHARES S&#38;P GLOBAL HEALTHCARE</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">6890.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.07</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4642875987</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ISHARES RUSSELL 1000 VALUE IND</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">23345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.23</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">19690.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.21</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US78462F1030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SPDR TRUST SERIES 1</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 7.248.087,43 euros que supone el 70,90% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 195,76 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados dentro de los m&#225;ximos permitidos, priorizando las compa&#241;&#237;as de calidad, de sesgo value y con mayor descuento para 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 3,89% durante el trimestre y en los &#250;ltimos doce meses ha sido del 3,48%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 8,12%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 7%.
  
  
 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 positiva del 8,48% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -4,35%.   La rentabilidad neta de la IIC durante el periodo ha sido del 8,12%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1%. GVC Gaesco Crossover Fundaquant 75 RVME FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,14% del patrimonio medio de la IIC.
  
 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 8,12%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 En renta variable, aprovechamos las correcciones del mercado durante el mes de marzo trasl el conflico en Oriente Medio para incrementar la exposici&#243;n en renta variable con la compra de dos compa&#241;&#237;as que no ten&#237;amos en cartera, Kerry Group e Indexa Capital, tras haver cumplido todos nuestros requisitos de inversi&#243;n.
 En renta fija, la amortizaci&#243;n de deuda soberana estadounidense fue renovada con otra emisi&#243;n de corta duraci&#243;n, en concreto con vencimiento enero de 2027 con una rentabilidad del 3,53%. Mantuvimos el resto de emisiones soberanas.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre mini Ibex, futuros sobre micro Dax, futuros sobre Eurostoxx que han proporcionado un resultado global de 7036 euros.  
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 0,79%.
  
  
 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 9,19%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 8,89%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 18,3 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 2,21 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.
 Muy previsiblemente seguiremos con niveles de inversi&#243;n muy elevados debido a las numerosas oportunidades de inversi&#243;n que encontramos en el actual contexto de mercado, con el objetivo de maximizar la rentabilidad a largo plazo del part&#237;cipe del Fondo.</iic-com:ExplicacionInformePeriodico>
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<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">El fondo invierte entre un 70% y hasta el 100% del patrimonio en valores de Renta Fija p&#250;blica de emisores de pa&#237;ses OCDE, principalmente zona euro, con unacalidad crediticia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de Renta Variable nacional e internacional, emitidos por empresas de pa&#237;ses OCDE. Las empresas ser&#225;n de alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorialLa gesti&#243;n toma como referencia la rentabilidad del &#237;ndice MSCI ACWI WORLD NETTOTAL RETURN para la parte de inversi&#243;n en Renta Variable y el IBOXX EURO EUROZONE SOVEREIGN OVERALL TOTAL RETURN para la parte de Renta Fija. Estos &#237;ndicesse utilizan en t&#233;rminos meramente informativos o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC, con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.60</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.47</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-0.83</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">1.98</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">1.11</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.44</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">5.96</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">5.99</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.33</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-0.84</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-1.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-05-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">1.19</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.19</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">0.99</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.39</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.15</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GOVER MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">5.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.05</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">5.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">8.17</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.43</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">5.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.06</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">2.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">2.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.23</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.12</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.21</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.81</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.44</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.87</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">8.17</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">5.81</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">304399</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">0</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">11.6182</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">11.2008</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">11.1238</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.4717</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.57</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.57</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.57</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.57</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.73</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-0.77</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.04</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">1.17</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">6.23</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">6.25</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.33</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-0.84</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-1.36</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-05-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">1.19</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.19</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">0.99</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.38</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.82</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.10</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GOVER MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">5.74</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.05</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">5.35</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">8.17</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.43</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">5.81</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.06</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">2.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.15</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">2.20</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.10</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.19</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.68</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.32</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.24</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO ESPA&#209;OL|2,350|2029-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">247940.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">417054.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">11.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02603063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,900|2026-03-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02607106</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-07-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">98455.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98451.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02605084</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-05-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98809.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02606058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-06-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02604103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-04-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">98455.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">494069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">13.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">515509.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">14.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">494069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">13.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">30.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">980000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">27.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">980000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">27.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">30.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1495509.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">41.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1594069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">43.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0148396007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INDITEX - INDUST. DE DISE&#35;O TE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">44096.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">56340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">44096.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">56340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">44096.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">56340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0164839013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO ZEBRA US SMALL CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">124537.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">101734.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">124537.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">101734.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1664142.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">46.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1752143.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">47.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBH34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|0,187|2026-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">169700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">422570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">11.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912828Z781</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO USA|0,750|2027-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">517829.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">14.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912828V988</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO USA|1,125|2027-02-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">519737.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">14.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1037566.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">28.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">592270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">16.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1037566.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">28.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">592270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">16.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1037566.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">28.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">592270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">16.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0012005267</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NOVARTIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">20573.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">17656.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0012032048</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ROCHE HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">35248.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">32907.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH1243598427</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SANDOZ GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1864.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007664039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VOLKSWAGEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">10355.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0008404005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALLIANZ</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">31058.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">29288.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">19540.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000045072</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120404</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000121014</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000121972</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000125338</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB0002374006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE0004906560</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0038863350</iic-com:CodigoISIN>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000125486</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.53</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">18008.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
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<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">US TREASURY 1,25% 15&#47;8&#47;31</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Venta Futuro|US TREASURY 1,25% 15&#47;8&#47;31|1000|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesOtrosImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">94034</iic-com:OperativaDerivadosObligacionesOtrosImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_OperativaDerivadosObjetivo_01>
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</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
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</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 2.799.878,82 euros que supone el 77,53% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 119,46 millones de euros en concepto de compra, el 18,53% del patrimonio medio, y por importe medio de 119,5883 millones de euros en concepto de venta, que supone un 18,55% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 71,93 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el periodo hemos mantenido una exposici&#243;n m&#225;xima a la renta variable cercana al 30%, y hemos mantenido una preferencia por las emisiones de corta duraci&#243;n.
  
 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 4,01% durante el trimestre y en los &#250;ltimos doce meses ha sido del 4,52%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 3,6%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 5,06%.
  
  
 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 -1,36% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -5 participes, lo que supone una variaci&#243;n del -20%.   La rentabilidad neta de la IIC durante el periodo ha sido del 3,6%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,81%. GVC Gaesco Crossover Government Mixto International FI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,06% del patrimonio medio de la IIC.
  
 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 3,6%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Durante el perido, las subidas de las Bolsas durante las primeras semanas del ejercicio hizo que se sobrepasase el l&#237;mite m&#225;ximo de inversi&#243;n del 30% del patrimonio del Fondo en renta variable, por lo que deshicimos posici&#243;n en compa&#241;&#237;as con menor potencial alcista (Inditex), con una posici&#243;n residual (Cap Gemini y Sandoz), por cambios en la tesis de inversi&#243;n (Volkswagen) o por sobreexposici&#243;n (Accor y Avolta). Tambi&#233;n vendimos toda la posici&#243;n en Credit Agricole con importantes plusval&#237;as al situarse su cotizaci&#243;n en l&#237;nea con nuestra valoraci&#243;n. 
 En renta fija, rolamos la posici&#243;n de deuda soberana estadounidense en d&#243;lares con aceptables rentabilidades y mantener la exposici&#243;n en divisa no euro, con la compra de una emisi&#243;n de vencimiento febrero 2027 con una rentabilidad del 3,67%. Finalmente, incrementamos tambi&#233;n la exposici&#243;n en deuda soberana espa&#241;ola con con la compra de dos emisiones; una de vencimiento octubre de 2028 con una rentabilidad del 2,37% y otra de marzo 2029 con una TIR del 2,72%.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre US 10 YR que han proporcionado un resultado global de 1953,83 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 21,3%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 17,65%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 239,05 millones de euros, que supone un 37,09% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,20%.
  
  
 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 4,27%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 5,70%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 6,03 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 0,15 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.
 Dada las numerosas oportunidades de inversi&#243;n que encontramos actualmente, muy previsiblemente continuemos invertidos en renta variable en un porcentaje cercano al 30% de la cartera durante los pr&#243;ximos trimestres.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12026_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
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<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">CROSS MOMENTUM</iic-com:DenominacionCompartimento>
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</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">El estilo de gesti&#243;n del fondo se asienta en la estrategia Momentum que se bassa en la continuidad de las tendencias existentes en los mercados y se fundamenta en el hecho que las tendencias pueden persistir a lo largo del tiempo, siendo posible obtener una rentabilidad invirtiendo en el sentido de la tendenciahasta que la misma concluya: utilizando para ello reglas estrictas basadas en indicadores t&#233;cnicos que establecen puntos de entrada y de salida para cada valor en particular. La exposici&#243;n en Renta Fija ser&#225; como m&#237;nimmo de un 70% y hasta el 100% del patrimonio en valores de Renta Fija p&#250;blica de emisores de pa&#237;ses OCDE, principalmente zona euro, con una calidad creiditicia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 7 a&#241;os.            La exposici&#243;n en Renta Variable ser&#225; como m&#225;ximo del 30% del patrimonio en valores de Renta Variable nacional e internacional, emitidos por empresas de pa&#237;ses OCDE. Las empresas pueden ser de baja, media o alta capitalizaci&#243;n burs&#225;tilsin concentraci&#243;n sectorial. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el STOXX 600 NET TOTAL RETURN para la parte de inversi&#243;n en renta variable. Estos &#237;ndices se utilizan en t&#233;rminos meramente informativos o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">87.02</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1764000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">80.31</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRF>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">87.02</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1764000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">80.31</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0164180012</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">45490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0139140174</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INMOBILIARIA COLONIAL</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">46919.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.27</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">45223.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.06</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0165359029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LABORATORIO REIG JOFRE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">33063.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0173365018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|RENTA CORPORACION</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">25870.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0106000013</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ADOLFO DOMINGUEZ</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">8925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.43</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">7575.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">163040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">157221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.16</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1921221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">87.47</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">94.90</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1921221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">87.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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PMuIXv8mzYpOZvChGjTEhICK8AAFEGDo93Ylu5xkz/YV/J8Uve59mwSc0OCTfM/OVNTIDFbdy4cciQIe+8845Goxk+fDhRBv1u+qe59Dab7Cs5fslang2b1JTwSEOUaWpq4kUAsCxXV9ekpKTVq1cLgSYwMJAog37HnthWrlEfBotRxuvlNTwbNqlHImIMUaa6upoXAcBuEWVgFs/MHfQ2K+8r6eL5PNN+bXliLDreEGVKS0t5EYA52traDh0risneqc7eeezUqU7v09TUtHTp0uHDh7u5uW3YsMH4f5WUlMyaNWvw4MEPPvhgenq6iW80bdq0O+74sYPf8R9d3f/gwYMeHh5jxow5dOiQeMu+ffu8vLx0Ol3n4aAD8fba2tolS5a4u7sPHTr0mWee2b9/f7v7jxgxYu7cuZWVlcZfTfhG48aNa/f1f/WrX7W7xfRDiDLoK9bHs8GCs08uJcrYsFzVyYYoU1hYyIsAutXS0iLb8tHoOI14CP1XnCb0420ds4Kvr6+Pj099fX1dXd2CBQs0Go14+4ULF4S0ISSYq1evVldXv/zyy119o5SUlClTpnQMLiaizMSJE3Nycnbu3Dlp0iThU71eP2HCBOHTLsNBF19q5syZq1evFn7y5ubm3NzcGTNmtLt/Q0PDe++9N3XqVMND/vnPf47/XkFBgfHX/93vfpeZmdnpd+z0IUQZ9Im+7SaNzQZnBZ5fSZSxYbkkpBmijPCSzesAuhX0UcaAhNTbFlaIS07Ibh8XRowYIeQY8WMhExi6vpBdoqKiuv0uQtC5//77z58/36Moc/fddwuh6rvvvhs4cKDwaUREhLe3t6lw0MWXGjx4sJDYTN9fSDnC3QyfLlu2LDAwUKFQvP7668b3P3PmzLhx4wxRz/grdPoQogz6pKqlhcZm/brvLxuJMratd2UbxSizfft2XgdgWmtr67x4TcejaFlScsco8/XXX4sfC5nG1dVV/Piee+5RKpWjR48ePnz40qVLu5psLnT34ODgTtOGiSgzYcKEPd+bNGlSY2PjqFGjTF827epLTZs27a233iovL+/q/uJZmaeeekr8VAhPwq9z5XvCLy58anz/P//5z2FhYe2+QlcPIcqgT9i1wIb7ShJl7GHB35SUFF4H0M0/+aqqPKPjOx5F3nGadqFkyZIlixYtqv/ewoULXVxcxNvvuuuuxYsXi7f7+Pj4+vp2/C6FhYVTpkwRVwfoUZTZv3//mO8dPHjwzTffXLFihXiLh4fH4cOHO40ync6VqaurW758+X333ffzn/9c+OFramra3V9IIc8991xFRYV4+8cffzxz5kzxY29v723bthn/qMJXe+CBB8Tnx/AtunoIUQZ9cvirOrqaTWr4oy8TZewhyqhUKl4HYFpjY+P0uKSOR9HihGS9Xt/unkIIGDZs2D333BMQEODu7i7ePnToUOOzNW5ubh2/y69//etz5851FVxMRBmD0tLSUaNGCT/DhAkTcr738MMPm39WxkD4Cd9+++3f/OY3pu8/Z84cw/zlLVu2PPvss+3uL5fL16xZY3xLVw8hyqBPMi9eoqvZZl/J/11OlLGHKCO82vI6gG75paXfmZhmfAgNSEgN/1uWiYdER0cLsUb8eOrUqYY5NMIHI0eONP9kiflRxtvbOzIy8t8dZs/0IhV98803hjkxnd6/rq7OxcXF+KcVPhVuNL7/tWvXxo0bd+nSJcN5mq4eQpRBn6SUXaSr2WZfyWXriDL2EGUEra2tvBTAtLr6r1ckJQ+MTzXM+X0/ObXjkbNo0aLy8vKrV69u3brVw8Pj/Pnz4u1JSUmGC08+Pj6vvPKK6VTRi7My2dnZEydOFM8SGc+eMT/KzJgxIzc3t6mpqaGhYe3atdOmTTNx/9DQ0HaXyYRfSpwcY3z/LVu2CHlOvMXEQ4gyIMo4ZA0L2EyUsZMow4K/MIdWq037+15Z5jbFx3/728GD7S4tGTr32LFjBw0aNHPmzOLiYuP/tX79ejc3t2HDhi1ZssRwyJkTZUycqjHQ6XReXl6Gt+MZz54x//SP8KhnnnnmZz/72ciRI1988UXD6pGdftNHHnkkLy/P+Bbh00cffbTd/W/evDl58mTxFhMPIcqAKOOw15h82biAKAOnZs61Hmd/ingKQJSx5xrhF8aTQJQBQJQBUYaiiDIAUQbOKufyl3Q1yglrpTyAKAMQZSAFrCtDOWf5Bm4iygBEGRBlKIooA4AoA6IMRRFlABBlQJShKPPrNYXSEGUaGxt5KQCIMnBUR+sb6GqUk7+DqaqqipcCgCgDR1XV0kJXo5yw1vv5E2XQI21tbXtzD0fEpsYkbPlH/tEePfbAgQPiQrqjR4/+05/+1OnGQ12t6tvU1LR06dLhw4e7ublt2LCh4wMPHjzo4eExZsyYQ4cOibfs27fPy8tLp9N1Hg5M7oqQk5MzceLEAQMGCP/dtWuXOY8y/kDcWenee+9dsGDByZMnu/rt2j3E1OZTHHkgylBUxxoYn+pnhCiDbjU3N38oCxv5yMt3eMwTyvNXSwNDY7vKCh399re//eSTT2pqar755ht/f/8ZM2aYkzBEvr6+Pj4+9fX1QgAS8oFGo2l3ByFzCPlj586d4o5Ler1+woQJwqddnufoOpSUlJSMHDlSSDDC77t7927hY0McMTPKCP+9fv16eXm5QqFwdXU9ceKE6d+uHeHJ+fDDD4ky6JkG7Xc0NsrZarhaYxxlrly5wksBTNsUHufi+byYY8QaNG5+fHJGL75US0vLoEGDzI8yI0aMMOyqLaSZqVOntrtDu32wIyIivL29TV2y6TqUCFEpOjracHtUVJRwS0+jjEFgYOAf/vAH86NMRkbGSy+9dPPmTaIMemxI6lZ6G+VU5RkdbxxleAcTuj0lM/ult41zjFivrPBra2vr0Zf69ttvhQb/7LPPdpow3NzchJQzadKkzZs337hxwxBlvv76a/FjIdO4urq2e6DxPtiNjY2jRo0qLS3tXZTx9PS8fPmy4Xbh41/84he9jjIVFRXCb2RmlMnPz58+fbpWq23/XTj+YI7xWTvpbZRT1aSIWOMo09NuBGdTVVXlOXlxxyjjPX9Vj3KwOBFEiBrl5eVd3ee77747fvz4U089tWrVKvGWJUuWLFq0qP57CxcudHFxafcQ432w33zzzRUrVoi3eHh4HD58uEdR5u677xZ+AOMfRril11Hm2rVrhp/W9IQYIfQ88cQThpNPRBn02Oy9B+ltlFPVZFWUIccolUpeBGC1szLCl9qwYcPTTz9t+m7V1dWGsy+NjY1Cghk2bNg999wTEBDg7u7e1aNKS0uFnCTcf8KECTnfe/jhh/t4Vsbw7YRQYjw3SPj4Jz/5SbdnZUaOHNntWZmrV69Onjz5iy++6Dz/cfzBHMvzj9HbKKeq6WGbDVEmIiKCFwF0S6aMuPOB2+bKDHzwxc3Rmt4Fo8GDB5u+z5UrVzqNLNHR0UKs6epR3t7ekZGR/+4we8b8KNNxrsyLL74ofuzl5XXq1CnD/yopKXnooYdMRxmFQvH888+bjjLXr1+fOXPm/v37uzyVxcEHcyhPldLbKKequcGhhiiTkpLCiwC69fXXX69Zt2nQuPlijhnx8MsbAlStra1mPlzo6MXFxVqt9vLlyytWrDDMlTFu8HPnzj1+/LjwNc+ePSuEkrfeeku8fdGiReXl5VevXt26dauHh8f58+c7/RbZ2dkTJ07U6/X/vn32TI+izMmTJ0eOHLl7924hb+Xk5AgfHzt27IcwJ5M9/fTTpaWlwm8h/Ff4OCAgoNMoI/wMFRUVQo4ZPny48FubjjK+vr7x8fGmrspx8MEc6RWV9DbKqcpHGWSIMllZWbwIwBw6nS7j42xFqFoZHr9j1997dGlp165dTzzxxE9/+lMhi7z++uuGBaaNG7x4n0GDBj344IMffvihYQLsli1bxo4dK9w+c+ZMQzLo+LN5eXnl5uaKnxrPnuk0yrSbs2L8Y+zcuVNIQnfddZdwo/E7uq9fvy6kGeG7DBw4UPjvxo0bxdj07w7rygiPHT169IIFC4zP4rCuDPrXkbp6ehvlVPVq4I+7Fgj/cuVFALZi5morNjFv3jyFQmH7p4ijBOa48m0rvY1yqnp744+7FuTl5fEiAHR08eJFNze3r776iigDx+CiSae9UU5SAxJuW+q3qzP2AOzixBVPAczkmbmDDkc5Sd0fnWAcZbqaRAmAKANHMv3TXDoc5YSLygiqq6t5BQCIMnB4LC1DOec7sQXNzc28AgBEGTi8xAvldDjKSWqZItCQY+zhDRoAiDKwgJP/ukqHo5yh7kxMW+fvb4gyGo2G4Q8QZSAR7I9NOUONik0yvrrEojIAUQbS4b3nAH2Oknw9EhHDO7EBogykad2JEvocJfmaFaIyjjI1NTWMfYAoA4nIufwlfY6SfC0N3GTIMTKZzLCJDACiDBxek05Hn6MkX2tlMkOUiYmJYeADRBlIyvisnbQ6SsLlqk42vrq0fft2Rj1AlIGk+H5WQLejJFyPq6KNo0xBQQGjHiDKQFLU58rodpSEa6EyyDjKVFZWMuoBogwkhYXyKAmXS0LaB/4y4yij1WoZ9QBRBlLDQnmUVGtsVLxxjlGpVIx3gCgDCVqcl0/Po5xhRZmcnBzGO0CUgQRlX7pMz6MkWSvlAcZRpqysjPEOEGUgQdobN7jGREmvhqs1xjlGLpfrdDrGO0CUgTTN259H56MkVpNVUcZRJi0tjZEOEGUgWekVlXQ+SmK12Gi/AlaUAYgykLiW6/qByRk0P0pKb8Ne5+9vHGUaGxsZ6QBRBlLGNSZKSuUVFWecYyIiIhjjAFEGEsc1JkpKNS8o1DjK7NmzhzEOEGUgcS3X9S6adFogJYEaGJ/a7upSRUUFYxwgykD6vPccoAtS0nvvklwu1+v1DHCAKAPpS7xQThekJFBvBCiMo0x6ejqjGyDKwCk0aL/jfUyUo9eYmAS/25WUlDC6AaIMnMXy/GP0Qsqh67ngMOMco1QquboEEGXgRM5cbaIXUo5bAxJSP/CX8d4lgCgDpzZ770E6IuWg9bgqut3Vpfr6egY1QJSBc8m5/CUdkXLQWqYINM4xiYmJjGiAKANn5LUtm6ZIOVy5xya2OyVz4sQJhjNAlIEzivriPH2Rcriac/uEX4VCodPpGM4AUQbOqOW63jXtY1oj5Vgr/K6V3TbhNycnh7EMEGXgvNYc+5zuSDlQzQpRtbu6VFNTw0AGiDJwXlUtLWzJRDlKDYlLabfpklqtZhQDRBk4u/kHP6NHUg5Rs0PC252SKSoqYggDRBk4u6P1DfRIyhFPySiVSq1WyxAGiDIAJ2YohzwlU1BQwOAFiDLALeXN3zBjhnKsUzIhISFsugQQZYAfrTp6nH5JOdApmcLCQoYtQJQBftSk07HGDMUpGQBEGTiwkNNn6ZqU/S/vyykZgCgDdE574wa7MlH2VsPVmvV+nJIBiDKAeTIvXqJ3UnZViwM3cUoGIMoAPfDkrr/TPik7qUkRse1yDKdkAKIM0I0jdfV0UMpOdo58V7aR5X0BogzQY6yYR9lDzQ0ObZdjIiIi2traGKEAUQboxpVvW3ljNmXbuj86wa+DiooKhidAlAHMklVVTTelbFUuCWkr5Ip2OSYrK4uBCRBlgB7gMhNlq5oetrldjlEqla2trYxKgCgD9ECTTjdm6ye0VcrK5aZOare2r6C4uJghCRBlgB7LufwlnZWycvl2WEhGo9EwGAGiDNBLKwqKaK6U1epxVXS7HCOXyxsaGhiJAFEG6KWW63rPzB20WMoK5R6b2PHSUl5eHsMQIMoAfXKkrt5Fk06jpfq1BiSkrpQHtMsxUVFRrO0LEGUAC1hz7HN6LdWv5aMM6riQTFVVFaMPIMoAFqC9ceOxHTm0W6qfakp4ZMcck5OTw9ADiDKAxVS1tNyT/jeaLtUfC/uu92s/RUatVnNpCSDKABbGpBnK4jUkLmXNxvZ7RioUisbGRkYcQJQBLC+l7CLdl7JU3ZmYtrTDKjKC8+fPM9YAogzQX949doIeTFmkvENVHXNMbm4uowwgygD9SN9283ef7qMNU30sr6i4jjlGo9G0tbUxygCiDNC/Wq7r/ytzO82Y6nWNiUn4wF/WLseEhIS0tLQwvgCiDGANVS0tbqmZtGSqdxtGdpzqK5PJKisrGVkAUQawniN19Xcl0ZipntXQuOSOOUaQn5/PmAKIMoC1JV+ooDdTPXrr9Qq5omOOSU9PZzQBRBnANkJPldKhKTN3WVqmCOyYYxITE3U6HUMJIMoANhN4vJg+TXWbY14NVHbMMVFRUUz1BYgygO1tOFJAt6ZMLIW3YFNwxxwTFhZGjgGIMoC9eGffAXo21Wm9EBTSMceEhIQ0NDQwcACiDGBH3tuzT/j3N52bMq7ZIeEdc4xCoaipqWHIAEQZwO4E5h4gzVCmrysJOaa6uprBAhBlANIMZdfzfH072ypSJpOdPXuWYQKAKAPSDGXX68csD+jkfdeC06dPM0AAEGXgAFSH8oR/l9PUnXNfgpXygE5zTGFhIUMDAFEGDmPnic9d1cm0dqeq+6MTOt2XgOtKAIgycEj/PHX6FzEJNHgnqYei1B33uxbn+VZVVTEcABBl4JDOfHH2fyJiaPOSr8c2x6z38+90/Zja2loGAgCiDBxYWVnZ3PAIJgJL+E3X08M2dzo5JioqqrGxkSEAgCgDh1dfX/9GZPTAeCYCS62GxiUv7exN1wKNRsO+BACIMpCO1tbWwORUN3US7V8y5RUV965sY6c5JiMjg/2uARBlIDVtbW3bdu56KEpNCJDARSXvUJVfF7Kzs4W/NQc8AKIMpKmoqOiFkHAuNjluuaqTXw1UdhpiZDJZXl4eBzkAogwkrrKy8v2gYM/oeGKBw9X4SPVamazTHBMWFib8ZTm8ARBl4BQaGhqioqLmBIexKLADXVTqdJtrUXp6emtrKwc2AKIMnIhOp8vIyFgpDxjDMnp2X6Nik5YpAru6qJSfn8/xDIAoAydVUlKiUG6aFaJySWDhGXusgfGps0PCO13+TqBSqaqrqzmMARBl4NSam5tTUm7tpewem0h0sKt6JCKm0z2VRJmZmVqtlgMYAFEGuKWoqEiuCJzNm5vsZoPrrta+Ey8qsc01AKIM0F5jY2NiYuJamWxKeCTXm2xVAxJSvUNVXV1REsTExNTU1HC4AiDKAJ1oa2srKCiQy+Ur5QGPsA+lLd5r/fZGeVchRqlUFhYWsvwdAKIM0I3a2lq1Wi30zmWKQJafsU65xyYu7vqKkmD79u3sqQSAKAP04PRMYWGhUnlrVVkfZdBwtYa00X8hRniGTYSYqKgo1r4DQJQBekOr1ebm5srl8vV+/nOCw4bEpZA8LFie0fGmz8QoFIr8/HyuKAEgygB90tjYuH37dqGzrvP3nxscynu2LRJifE2GGPG91s3NzRx+AIgygGXU1NSkpKSIXXZp4Kbxkeyw3cuJvV2t22ugVqsrKio45AAQZQDLO3/+fEREhNhxV8oDJqui2MXJzB2UJkTGLg/oPsQIzzCHGQCiDNCP2traioqKQkJCxO67ViabFaJyVSeTV7qa1Ts7JPxd2UbTISYlJYUzMQCIMoD16PX64uJi8T3bgvV+/gs2BY+Nir8zkbX1btWQuJQp4ZFvBCj8uiOEmKqqKo4oAEQZwDYqKyszMzMNjfld2ca5waFOm2lcEtImRcQuVAaZWK7XeGIv6/YCIMoAdqGxsXHPnj0KxY8nIdbKZC8EhYyPVDvJHgj3Ryc8Fxwm/NbdJhiZTLZt27ba2loOGwBEGcC+aLXagoIClUpl3Lk/8Jdsphkal/zY5ph5QaEm9q9uN6u3sLCwtbWVQwUAUQawX21tbWfPnk1LS5PdfopCyDTzN4U8GR55b0yi415+GhifKsSyOcFhK+QKP/OEhITk5ubW19dzbAAgygCOpLW1tbi4uGOmEWONb+CmGaGbvaLihHBg/zNgPKPjhZ/2NYXSnEkwIrlcnpWVVVZWxnK9AIgygGPTarWnT5/OzMwUununXf+NAMVzwWGPbY6xk82eXNXJD0Wpp4RHzgsKFeLLOn9z44tIo9GcOHFC+K350wMgygCSotPpTGcacXsEIdksVAbNCQ57MjxyfKTaPTaxXxfic1MnCd9lanjE/E0hywMCP/CX+fVcWFhYdnZ2SUkJ+1cDIMoATpFpSktL9+7dGx8fL5OZFR3elW1cpggU0oZ3qGpaWMRjm2PEmhAZ6xkdL9ao2CRXdbJxjYlJEG5/JOLWPYVHTQ/bPDc4dF5QqG/gJqFWfb9Tpl9vKZVKIZYVFRU1NDTwNwVAlAGcN9ZUVVX94x//SE9PF8KBn32Ty+UpKSnCT3vlyhUmwQAgygBor76+/sSJE9nZ2YbNnmxLpVJlZGTk5uaWlJQI8UWv1/M3AkCUAWAWITcIyaasrKyoqGjv3r2ZmZlqtdp4IT6Li4qKEr7LgQMHSktLa2trdTodfwUARBkAFtba2lpTUyOkjfz8/EOHDmX/x7Zt21L+IyYmRnW7xMRE4fbt27cL9xQelZeXV1xcXFJSUvW9pqYmLhgBIMoAAAAQZQAAAIgyAAAARBkAAECUAQAAIMoAAAAQZQAAAFEGAACAKAMAAECUAQAAIMoAAACiDAAAAFEGAACAKAMAAECUAQAARBkAAACiDAAAAFEGAAAQZQAAAIgyAAAARBkAAACiDAAAIMoAAAAQZQAAAIgyAAAARBkAAECUAQAAIMoAAAAQZQAAAFEGAACAKAMAAECUAQAAIMoAAADp+f8YfC49RAX06AAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">IBEX 35  INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Compra Opcion|IBEX 35  INDEX|1|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">302600</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12026_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRVImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">302600</iic-com:OperativaDerivadosDerechosRVImporteTotal>
<iic-com:OperativaDerivadosDerechosImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">302600</iic-com:OperativaDerivadosDerechosImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
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<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.032.298,38 euros que supone el 49,90% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 210,0479 millones de euros en concepto de compra, el 53,22% del patrimonio medio, y por importe medio de 210,0266 millones de euros en concepto de venta, que supone un 53,22% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 19,55 euros, lo que supone un 0,00% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 El primer semestre del a&#241;o ha estado marcado por el recrudecimiento del conflicto geopol&#237;tico en Ir&#225;n, que ha generado un significativo shock energ&#233;tico, impulsando el precio del petr&#243;leo desde niveles cercanos a 70 USD hasta superar los 100 USD. Este contexto reabre el riesgo de un escenario de estanflaci&#243;n a nivel global, con potencial impacto negativo sobre el crecimiento y nuevas presiones inflacionistas. A pesar de ello, los activos de riesgo finalizaron el semestre con un comportamiento positivo gracias a los beneficios empresariales publicados.
 Aun as&#237;, la econom&#237;a mundial contin&#250;a mostrando resiliencia. EEUU mantuvo un crecimiento s&#243;lido apoyado por un mercado laboral y la inversi&#243;n.
 Los indicadores adelantados, como los PMI tanto en la Eurozona como en Estados Unidos, comienzan a reflejar un entorno de mayor incertidumbre. En la Eurozona, el IPC armonizado del primer semestre de 2026 se situ&#243; en el 2,6%, mientras en EEUU se sit&#250;a en una media del 3,9% aproximadamente.
 En los mercados de renta variable, la primera parte del semestre registr&#243; correcciones significativas, que erosionaron parte de las ganancias acumuladas en los dos primeros meses del a&#241;o, para recuperar posteriormente en la segunda parte del semestre. En Europa, el Ibex 35 subi&#243; un 12,5%, el Euro Stoxx 50 un +9,27%, el CAC 40 +3,12%, el DAX + 1,86% y el FTSE MIB + 13,9%. Por sectores, destacaron positivamente tecnolog&#237;a (25,5%), energ&#237;a (+20,78%), recursos b&#225;sicos (+16,07%), utilities (+14,8%). En contra, los sectores con peor comportamiento fueron autos (-18,43%), media (-7,88%), y personal care (-4,05%).
 En Estados Unidos, el S&#38;amp;P 500 cerr&#243; el trimestre con una subida del +8,65%, el Dow Jones del +6,82% y el Nasdaq del +19,19%.
 En conjunto, el semestre ha supuesto una ruptura del escenario de desinflaci&#243;n ordenada, resurgiendo las preocupaciones en torno al riesgo inflacionista en un entorno de crecimiento m&#225;s d&#233;bil.
 En renta fija, destac&#243; el tensionamiento de las curvas, especialmente en los tramos cortos e intermedios (2-5 a&#241;os). La curva alemana registr&#243; un incremento de rentabilidades de m&#225;s de 60 pb en el tramo a 2 a&#241;os, frente a movimientos m&#225;s moderados en los vencimientos a 10 a&#241;os (+40 pb), 15 a&#241;os (+25 pb) y 30 a&#241;os (+20 pb). Como consecuencia, la pendiente 2-10 a&#241;os se aplan&#243;, reduci&#233;ndose el diferencial desde niveles de 70-80 pb hasta aproximadamente 35 pb.
 De esta forma, los tipos a 2 a&#241;os alem&#225;n pasaron del 2,11% al 2,55% y el 10 a&#241;os del 2,85% al 3%.
 El BCE decidi&#243; a final del semestre subir los tipos en 25pb, situ&#225;ndolos en el 2,4%, con un tono prudente y pendiente de los datos futuros de cara a tomar nuevas decisiones de subidas de tipos. En palabras de Lagarde, si la situaci&#243;n geopol&#237;tica continua, no descartaran nuevas subidas de tipos en septiembre. No obstante, mantuvo un mensaje prudente indicando que las pr&#243;ximas decisiones de tipos, depender&#225;n de los datos. Por tanto, Lagarde evito dar cualquier forward guidance y reiter&#243; que las decisiones se tomaran reuni&#243;n a reuni&#243;n. La Reserva Federal mantuvieron un tono prudente en sus &#250;ltimas reuniones con su nuevo presidente a la cabeza  Kevin M. Warsh. Destacar que el nuevo presidente indico que iban a revisar la forma en que la FED calcula los datos de inflaci&#243;n y que no estaba convencido de dar un forward guidance. Actualmente mantienen los tipos en el 3,5%-3,65%
 En los mercados de cr&#233;dito, al final de semestre se han comprimido los spreads tanto de cr&#233;dito como de high yield. Actualmente, situ&#225;ndose en niveles m&#237;nimos, lo que ha tenido un gran impacto en el mercado de bonos, reduciendo el impacto que han tenido por el lado de tipos.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A cierre del primer semestre, el fondo mantuvo los niveles de inversi&#243;n en renta variable espa&#241;ola, entorno al 7,88%,  siendo Inmobiliaria Colonial y Miquel y costas los valores que m&#225;s pesan en la cartera con un 2,26% y 2,09% respectivamente. Tambi&#233;n tiene una call del Ibex strike 17800 vencimiento diciembre del 2026. El 87,02% del fondo esta invertido en deuda p&#250;blica a corto plazo y en liquidez.
  
 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 2,68% durante el trimestre y en los &#250;ltimos doce meses ha sido del 2,52%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 1,08%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,04%.
  
  
 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 -5,82% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 0 participes, lo que supone una variaci&#243;n del 0%.   La rentabilidad neta de la IIC durante el periodo ha sido del 1,08%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,77%. 
  
 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 1,08%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 A lo largo del semestre no se ha realizado ninguna operaci&#243;n de renta variable. La &#250;nica operaci&#243;n que se realizo fue una compra de 17 calls del Ibex 17800 vencimiento diciembre 2026. Se ha invertido en activos de deuda p&#250;blica a corto plazo, (repo).
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre Ibex que han proporcionado un resultado global de 14957,45 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 11,84%.
  
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 420,07 millones de euros, que supone un 106,44% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,19%.
  
  
 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 1,88%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 4,74%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 0,03 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 0,09 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.
 En marzo, se incrementaron las tensiones geopol&#237;ticas con el inicio del conflicto con Ir&#225;n. Esto ha generado la vuelta al fantasma de la inflaci&#243;n y del escenario de estanflaci&#243;n que ha puesto en aviso a los principales bancos centrales. Durante el mes de marzo, hemos asistido a un tensionamiento del precio del petr&#243;leo, que ha activado las alertas sobre nuevas tensiones inflacionistas, y su posible impacto en el crecimiento mundial.
 La cartera que tiene actualmente el fondo, est&#225; dise&#241;ada para minimizar el impacto negativo que este nuevo escenario pueda tener en los mercados financieros.</iic-com:ExplicacionInformePeriodico>
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<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">Se realizar&#225; un inversi&#243;n en activos de corte oportunista, es decir aprovechansituaciones especiales como puedan ser la posibilidad de efectuar operaciones corporativa, opas, situaciones derivadas de las composiciones accionariales, descuentos de valoraci&#243;n especialmente manifiestos. La exposici&#243;n en Renta Variable ser&#225; como m&#237;nimo del 30% y hasta el 75% del patrimonio en valores de Renta Variable nacional e internacional, emitidos por empresas de pa&#237;ses OCDE, mayoritariamente europeas. Las empresas ser&#225;n de alta capitalizaci&#243;n burs&#225;til sinconcentraci&#243;n sectorial, si bien con sesgo hacia la peque&#241;a empresa.          La exposici&#243;n a la renta fija ser&#225; como m&#225;ximo del 70% en valores de Renta Fija p&#250;blica o privada, de emisores de pa&#237;ses OCDE, principalmente zona euro, con una calidad creditica m&#237;nima de BBB- y sin calidad crediticia determinada hasta un 30%, siendo la duraci&#243;n media de la cartera de RF inferior a 7 a&#241;os.    La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el MSCI EUROPE NET TOTAL RETURN para la parte de inversi&#243;n en renta variable. Estos &#237;ndices se utilizan en t&#233;rminos meramente comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.41</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.16</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-3.60</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.88</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.00</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">20.66</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">2.30</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">15.75</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-1.09</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-2.80</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-2.89</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-29</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.30</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.30</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">1.95</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-05-25</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-05-25</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">10.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">10.15</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">10.93</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.27</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">6.11</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.95</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">6.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">6.38</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER SIT.ESP EUR 75 RVME</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.90</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.07</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.72</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.57</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.34</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">6.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">6.71</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.67</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.38</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.54</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.88</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.46</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">5.75</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0844251019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|CAJA ZARAGOZA ARAGON|2,281|2028-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">430484.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">437788.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2389116307</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BANCO DE SABADELL|1,250|2070-11-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">403796.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">404916.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">834280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1043024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">834280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1043024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1600000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">2100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1600000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2934280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">19.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2643024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">17.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105066007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CELLNEX TELECOM SAU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">274300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105130001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">562700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105630315</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CIE AUTOMOTIVE S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">373100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">208250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">247920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0136463017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AUDAX RENOVABLES SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">454320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">647660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0157261019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LABORATORIOS FARMAC&#201;UTICOS ROV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">231400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0170884417</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PRIM SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">39600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0171996087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRIFOLS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">716800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1070000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">158400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0126775008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DISTRIBUIDORA INTERNACIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">619500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1209450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105229001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PROSEGUR CASH SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">551586.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105548004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRUPO ECOENER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">672000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">773080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0122060314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">278520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">319580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0132945017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TUBACEX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">933800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0139140174</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INMOBILIARIA COLONIAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">170100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">655800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0140609019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CRITERIA CAIXA CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">495400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0171743901</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PRISA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">607860.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">699936.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105563003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CORPORACION ACCIONA ENERGIAS R</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">925600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">336000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0142090317</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|OBRASCON HUARTE LAIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">913200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">429000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105121000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CLERHP ESTRUCTURAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">726000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">82040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0126501131</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALANTRA PARTNERS S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">285600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">7431720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">49.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9236782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">61.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">7431720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">49.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9236782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">61.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0114357025</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">653006.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">641793.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0157639016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO RENTA FIJA FLEXIBLE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">333634.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">627353.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">986640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1269146.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">11352640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">75.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13148952.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">87.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS0221627135</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|UNION FENOSA PREFERE|0,907|2026-09</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">237000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">238691.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">237000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">238691.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">237000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">238691.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">237000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">238691.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.59</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1048328220</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">119700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00BNXJB679</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">474600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">900000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">474600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1019700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.80</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizadaTotal>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">474600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1019700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.80</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">711600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.73</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1258391.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.39</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12064240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">80.14</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14407343.00</iic-com:InversionesFinancierasValor>
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<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
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</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 7.583.743,26 euros que supone el 50,38% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 198,2 millones de euros en concepto de compra, el 7,33% del patrimonio medio, y por importe medio de 197,7138 millones de euros en concepto de venta, que supone un 7,31% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 10.828,44 euros, lo que supone un 0,07% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 El primer semestre ha venido marcado por la guerra de Iran, y la continua volatilidad derivada de dicha geopolitca, de consecuencias aun imprevisibles a medio plazo. Ha sido un semestre complicado y pese que la salida ha sido positiva, la cautela sigue vigente en el momento de la gestion.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Se mantiene en su mayor parte la Inversi&#243;n en  renta fija con una tir  cercanaa a una media del 4.5% y duracion de 2 a 4 a&#241;os, con escasa variacion  de ponderacion respecto del trimestre anterior, cercana al 14%
 La posicion en renta variable es del 52% la de renta fija el 14% siendo el resto liquidez
  
 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 5,63% durante el trimestre y en los &#250;ltimos doce meses ha sido del 5,28%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 0,41%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 6,87%.
  
  
 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 positiva del 0,33% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -2,7%.   La rentabilidad neta de la IIC durante el periodo ha sido del 0,41%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,88%. 
  
 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 0,41%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 La cartera de renta fija se ha reducido vendiendo parte del fondo GVC Gaesco Renta fija flexible.
 La componen bonos  del Banco Sabadell , Bbva, Ibercaja y los bonos de Union Fenosa. Tambien los fondos Bestinver Deuda Corporativa y Gaesco renta fija flexible.
 En renta variable, la exposicion es del 52%
 Los principales valores de mayor peso son OHL, Grifols, Dia  y Acciona Energia
 Se ha incrementado el peso en Acciona Energia ya que es una situacion especial en la que se puede dar salida a los minortarios mediante una opa o fusion, o aun con una perman&#232;ncia en bolsa, es possible que la opcion corporativa sea favorable a los mismos.
 Se ha incrementado ligramente el peso en Grifols y Cie Automotive dadas las expetaivas positives de cara al fin de a&#241;o
 Se ha reducido la posicion en Colonial y Melia, dado que el precio no recogia grandes expectaivas de revalorizacion.
  
  
 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.  
  
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 395,91 millones de euros, que supone un 14,64% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,71%.
  
  
 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 10,54%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 8,89%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 0,27 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 5,31 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.
 El fondo tratara de acomodarse a los movimientos de ajuste de la renta variable y sus expectativas de rebajas de tipos, en tiempo y cantidad. 
 La ponderaci&#243;n de la renta fija y variable se modificara en funci&#243;n de dichas expectativas de politica monetaria e inflacion. Dada la escasa posibilidad de obtener rentabilidades importantes en el computo total del fondo, por su exposicion minima del 25% en renta fija, se modulara la exposicion a renta variable en funcion de la volatilidad, siendo el objetivo principal del fondo preservar el capital de los participes, eludiendo las bajadas mas acusadas del mercado</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
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</iic-fim:DatosFondoCompartimentoFIM>
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<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">GVC GAESCO CROSSOVER BDS CLASE</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12026_V-10920056_ia">2022-12-23</iic-com:FechaRegistroCompartimiento>
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<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">La gesti&#243;n de las inversiones se realizar&#225; combinando distintas estrategias mediante:i) principalmente una gesti&#243;n muy activa en venta de opciones (utilizando los par&#225;metros Beta, Delta y Sigma) y futuros del &#237;ndice S&#38;amp;P 500 lo que conlleva un marcado componente de inversi&#243;n en el mercado norteamericano y ii)   inversi&#243;n en activos de renta fija. La exposici&#243;n a la renta fija (RF) ser&#225; entre 0% y hasta el 100% del patrimonio en valores de RF p&#250;blica o privada, de emisores de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 15 a&#241;os. No habr&#225; exposici&#243;n a la renta variable directa. No habr&#225; inversi&#243;n en pa&#237;ses emergentes. La exposici&#243;n al riesgo divisa ser&#225; hasta el 100%. La inversi&#243;n en instrumentos financieros derivados se realizar&#225; tanto de cobertura como de inversi&#243;n y solamente en Futuros y opciones del &#237;ndice S&#38;amp;P 500; Futuros de Bonos US y futuros de divisas EUR&#47;USD; siendo la exposici&#243;n nominal m&#225;xima en derivados del 60% del nominal. La gesti&#243;n toma como referencia el comportamiento del &#237;ndice Euribor a Semana capitalizado anualmente m&#225;s un 3,25%, siendo su objetivo de gesti&#243;n el de obtener una rentabilidad no garantizada superior al &#237;ndice de referencia antes citado con un nivel m&#225;ximo de volatilidad inferior al 12% y medio de 7% en t&#233;rminos de volatilidad anualizada.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.51</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.08</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.42</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.73</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-0.73</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-1.07</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-23</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.72</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.72</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">0.65</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-22</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-22</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2024-08-08</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">2.59</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.59</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">2.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">1.50</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">1.96</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.45</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">1.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER BDS</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.07</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.07</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.03</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.79</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.79</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.54</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.39</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.57</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.62</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.33</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2024-08-08</iic-com-fon:RentabilidadMaximaFecha>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">450000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012M51</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">375000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">375000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">450000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">375000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000011868</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">450000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O67</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">375000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012Q08</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">375000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">375000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">2250000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">110.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">42.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2250000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">110.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">42.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2250000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">110.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1800000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">42.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasInterior>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000BU27014</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ALEM&#193;N|2,500|2032-11-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99114.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0001102622</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ALEM&#193;N|2,100|2029-11-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">148712.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">247826.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1117298163</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|MOODY&apos;S CORPORATION|1,750|2027-03-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1960248919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|JP MORGAN CHASE &#38; CO|1,090|2027-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99756.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2643320018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|PORSCHE AG|4,125|2027-09-27</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">51084.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2644756608</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ROYAL BANK OF CANADA|4,125|2028-07-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103635.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1002121454</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|STICHTING AK RABOBAN|1,625|2070-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">112830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1292389415</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|APPLE COMPUTER INC|2,000|2027-09-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">149099.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE6320934266</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ANHEUSER-BUSCH INBEV|2,125|2027-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99642.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS3176776857</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|JOHN DEERE BANK, S.A|2,500|2028-09-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">149499.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1380334224</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BERKSHIRE HATHAWAY|2,150|2028-03-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98926.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">963789.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">22.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2350621863</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|NESTLE|2026-06-14</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">49486.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2625968693</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|BAYERISCHE MOTOREN W|3,250|2026-11-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">50413.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2694872081</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|VOLKSWAGEN LEASING G|4,500|2026-03-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100449.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2775174340</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|KBC IFIMA NV|0,703|2026-03-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100044.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2621757405</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|CORNING|3,875|2026-05-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">150666.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.53</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">true</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 608.129,79 euros que supone el 29,86% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 550.351,33 euros que supone el 27,03% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 103,25 millones de euros en concepto de compra, el 14,31% del patrimonio medio, y por importe medio de 102,8072 millones de euros en concepto de venta, que supone un 14,25% del patrimonio medio.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante este primer semestre 2026, los mercados burs&#225;tiles internacionales han cerrado  con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, todos ellos apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y tambi&#233;n unas condiciones financieras  favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido estos primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras , defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia los mercados europeos. No obstante, los meses de marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, estos factores elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante este semestre el fondo apenas registr&#243; valores negativos debido al posicionamiento defensivo adoptado desde principios de a&#241;o, no por anticipar el conflicto en Oriente Medio, sino por considerar que el sector tecnol&#243;gico repercut&#237;a excesivamente en la carest&#237;a del mercado .El fondo ha preferido mantener una posici&#243;n defensiva ya que considera que la repercusi&#243;n macroecon&#243;mica tardar&#225; meses en materializarse.
  
 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 2,15% durante el trimestre y en los &#250;ltimos doce meses ha sido del 1,81%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 0,34%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 2,63%.
  
  
 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 -52,23% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -13 participes, lo que supone una variaci&#243;n del -32,5%.   La rentabilidad neta de la IIC durante el periodo ha sido del 0,34%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,62%. 
  
 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 0,34%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente los mercados:
  Algunas de las emisiones&#47;compa&#241;&#237;as que hemos incorporado:
 BONOS BUNDESREPUB. DEUTSCHLAND 2,1% 15&#47;11&#47;29.  Se han amortizado varios bonos entre ellos: KBC GROUP FRN,JP MORGAN CHASE  .
  
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre US 20 Yr Note, opciones sobre mini S&#38;amp;P, opciones sobre micro S&#38;amp;P, opciones sobre futuros mini S&#38;amp;P, opciones sobre futuros mi  
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 9,38%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 206,06 millones de euros, que supone un 28,56% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,53%.
  
  
 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 2,596041%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 0.07%. 
 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 1,75 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 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.
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">5.01</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.31</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.65</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.03</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER CORP. MIXTO</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.37</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.13</iic-com-fon:VolatilidadElementoValor>
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</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">2.59</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">2.04</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.36</iic-com:RatioTotalGastos>
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<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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t6qFJBE6KsTVtY6sbG5tGzdUSW7OEV16ioogXAq66pz/1cfCw0ggdHECHbjjPG0xd+GdZwiKhm5hZ2txXrEsj/ottx7p9qa6cTrZn5lsEQd2FhYQMDAyEhIXl5+a6rQkIkJgD4fnhXUMiDJU7rMC/pXWFh+0KJt59ZTV2wAyWW/mG4Wvfy+q1XRs1UWfLHqUuRMevdvVGhhyQP/ZNPh3sl1NQ19LDV4W0kV/cx+cKLSxZ+HfU/9OKOZP3p06c1NTVPnjxZuHAheO4A8H3yPCllno3TL18HrXdF4qf9Z27TdG3JH6e5RdVnLN5lbvdWQErL3T+KXuARxunoZeORXUuB4ckcRmYdO15Qyi47FznsQjiSgr3zT87u7CLus2fPrq2l/cJC/wUFBUHcAeD75BdXTyETklNOtzPmJytszyugjYqhUKiLN50SkNaqrWv4cZPBvLVH6QWuPbK4cJcwsmspOiGT85VpVdO/L5brKBQOY3M+HP43Dx8Rsu1Pzh7sIu6nT59GPjs9huqSJUtA3AHgO4S+wi1tuZjqasZiFJqAnPT2j1cekB8a0friP34uGSe3uamJNs7d8KbJnZd2I7uiPANiOR4Z5dXWtee8KygSNCFJWdoHFRTNIFlfi4obWHFnPhJTeXn5r7/+ys/Pv2jRori4OBB3APiuqKdQ9r0LTa+qmmhuSX+JyhBTa7+1Wy4z3CQ4WzsmMQsl9p15+dLcfWRXV86nIu77b1IrKttztrx9N8HcYqGdC3ouCpmScB/SB8NzZxUg7gAwUvlcW8eJwR8PjfjV3ae7MmTHQMUNJ879Y85w66KNBmExaSix+a8HBDv/kV1dhSUV3LdeRBSXonoTMKGtQ6Dh7b/e3dvwfWQjlcqJMffM+8yMHRB3AAAGlvDikjEmZA4MfpOXX3smlfrvC8Ptxx5xiapNkN9m6RzE0MJvetedfWgD7X7fccPRK2xkV1dldS3X5cdv8ws+1tRyYfHIhV9g5xJWVELfyoXBB30daPQ2NKGmtgHEHQCAIeBqZNx8WydVr85CIzRbZ+/p5/T0ZAW96497Cminf/KpMckrLiVbSeP825CEkV1jjU3NnGfuOeV8ii8rFzQhoh89HMb4uq9LNZwKiyz+OrV17JzNp26ZgrgDADCopFZWTSfY8GIJPFiC3tv/uOSl5dUCUlqTFbZ/yPhk6RKERKqjI9+VM7dMuWapcYiojJHRdfIOG/FVN+rakyl4a4P3keIWdrdjEgILGMx4amqm8Etq7jv7AsQdAIDBwz+/ELmc0pZ2+96F/uziuf2/0eAeGDnO+eUwv6QWx0xVzllq0xft7NnaoQuvJ87dduDcq7FzdCsqa0d87XFvP49kXc0rYKOHL8MChy++mb3q4A8L9XswAuIOAEB/eZaUMtqEpGDn3J5j+iH9V3cfht44TdNFVA1vmjQ3UygU6nNTN/pKAz1g6Rx07ZFFXX1jzqei76E+heW2XHkftdHdd4sf4xCpY+boiv+0/8/dt0HcAQAYQNS8/X/18OXHETMq28awr3ByPxEa0akbQWPvP9GJWRPmbi0oLodK64GpC3Y8iYxfYu96qJtAegJStOldPRsBcQcAoNdQWloU7V3mWDv9j2QTWVrKiyW+zS9EOdeiYtHWyqamMWak9tVj6FTX1HOKqHLOUv3xdwOowJ6ZtXSPaUySlKXD+YjorlvLKqqRa/9NIyDuAAAwYOvboKjW+BgMlX2Tpy8vjiCAI0pZOXBhzJHEo/y/YxIETUj345JIGVmT8f+OfmlpabFwehedkDlWdrP4Twd6GOAB0Jm96pBtTPI4M4u/QsK7bk1IzZFV/gvEHQCAvjDO1OIHRkvL7n0XKmRCFjAhzrZyULSjLU9olJJW0xoDr5naMt/Waawp+Wliyr53oe275BWUcMxUwVp6q+293fOoGICO/Lpj1uEJHBi8WVpm161427eLNn77188gRWJCmJub8/HxgbgDAFuRWlGV2iWsDxJgPhxB2opBHOr5ds7Ibff5XNBAodR1iJPXjrA5WYRsey06lv6xqrpu3ebLo2fr8ohr/KJ9ASqcGRZvMgyJSg0oYLzm++lbZktVTg+4587MwmGIsLCwZcuWbd26FcQdANiKlU4ePzl1Xq3lc23dZLzlVELniUUZVVWcGHw9I01v508vPwkLO5fctqUfI+MyOEVUl/x5yvCmaUr6J6hwZlDSOO8f2u1crSOXjB4YObCFuOfn5ysqKubm5m7YsAHEHQDYCglL+67BH/4KDhMl23UK59bc0qLi9Xajuy+TlvOLyhb/bjB1gd442S1/7r4FVc08azdf9vCP7t6vP+Xo+e2ZXAMu7g0NDatWrQoODkZpOTm5roUhEhMADD6lDY0ziLbTidacxnghEzJdxIVMSDGlZSghYELc7h80Cf+fRRzRJm4sfk9gKJNfERiWOFZGV1rpoNaBez7v4qDOmWeT/s0eltARmq0THJE89OKur69vatr2cnzs2LHguQMAO/CjvetMsu0ie1dCRtZEvNUqZ8+ggiJ+HPFxQsomT7+pBNqrVDkbp8CCwvrmtrj2Pnn5Pzt7Mv8VFk7vNPbdgaruA5r775ha+VVW1zHcOmHe1tLy6qEX91FdAHEHgKEFqTWSdc9PbSvHun/KW2jvoubtP41gtcTBbawpeUPr2rxjzEgcxuY3otucbuPUNP2AYOa/5fpjy7N/m0Nt9wEppQOjRFR2nmTcn8Etpk6hUIde3JnJB3EHgEHjc23tbEt7Lgy++msgt0YqFYn4KGO8pk+AAI5Iysii57d8+aLtG4A+plRUTSFYjjEhH2E07BqhpH4uJf3T5PnbifYB7ZmSKw8cvvAGKrwPpKR92mn47Am2bTkHJOUKvx6vrWv80joXbLSMDjNGBiMSE4g7ALAJDjkfkYjzYAkq/12DN7OyurCujtrSMoVg1b50OGJPYMiblDR8eqaUlf1yR/fnSSldbSLpQb7k9IX6vJIa0j8fpGfKrzs2XVE/MCwJ6rxvdAwoWFpezTlLNTqBNub94+eSGT/uGlhxZy0g7gAw0FBaWvYEhu4LDGlmeibRyfcR9+KSljq6H+6yyAmVSm1qprzCux8893rGop3ItTx2FSMgpZ31sbC5mSoorYMUH7mZUO1948JdwvXHlvQ0ekZOmLvt4PlXX1qnp8qtPgLiDgDfL3T9Diwo1PYJrGyk9cBYZORwYfEvklI7FrP3CLXzCGXoOX7I+nwlKvZSZMxCOxerzJyOW7EW3rzimpyz1DhFVHnE1GVWHaLnz1tz5PRtM2vXYF4JDR4xDbgKfebGE6vzd/BtQn+HIKt8WHzFvs1HHh67glmhegbEHQC+Oy5HxR0OCkutqPrDy48Dgx9tQubHESfhLWuam+/EJnZdZVB02R5lnUtd7QjLbRVbse9BfNKxkPD/kWxyqmvaN9XWNQjN1lbccEJl182Wlhbdw/fzCtp6cp5gnYXltmDI3psPP4yKz4DL0WfuvrI7eR1HT6Ma1j14j09CU1BaW2z5vt/0roO4A8D3RQOFwonB8+IIPBg8Svwdm8iDJWBT05G+jzI2FzIlX46MbS9s7Rq0XPUsr5jGKi0GqwJMmLdV+ueDxqlpkwnWHWczBYQlrtG9PGvZHsYH0Ng0eo7OWt3L1x5ZwOXoD09xLocvtr2ORt76Q2NHlMjIKRgzR1d+3TEQdwD4voguKZtr47TJ0w/52qGt70U98/KbqC2lDY2vUz4ImpCqm5rbCy9Yf2Ki/LYrD0hTFXfQc+avO5qenf+lNXo1t6g6EnfLzGwBHJEXS6AX+JRfyiGiMk5Wt707uCtTFujxSWgYETzhcvQHI6Ln7lNtMWZ3GjxFP4boaS5RtX9e2YK4A8D3xf24pN89/HKra6JbJ5p2oryxsT19+QGJa5ZaWXk18rWRjsen5NDiMouoRbUOySgoLp80f/sUBT23j3lcGHxkSVuvS0xi1pxfDkM9DwJmNn7bjj6ipzX23bF0bgtCiyV71zc0gbgDwPfFGjdvbd+AbxaLT8kdPVsH+ez0j+s2X1mmcjo2KUtIWscrMIYu4nPXHOUV17DNyml32xE2riF/7oJVYgYDpOaa+9vm967bcsX9bVRvLYC4A8AIgdLSwo8jJpdXfLOk5E8HZFf/1b60uvvb6KV/njK4gZswb6u5DU0R1Pf9M2WBHr+kZlBeobq3f/uO5/8hHLrwGqp6EHD0Ctukf5OeRo/e4IgUEHcA+L5opLbNRH9fWDKT9I3e2OZmioNH2BgZnc+F//bb1NU3cs5S5RBR+UX74t1XtIkzQlLaTt7h0xR3dCyGWLTRUP/kE6jzQcDDPxo57Bfu4h+8sZdbfSQhNQfEHQBGFCdCI2YQbT7X1jVQqV2jaiDm2TrRIyKtc/dZ4+rVszUnr3Ck49O+vkFtx5jkFZucffuZzY6TT289taYXkFl1KPm/K7BLKR2IT8mBizII+Icm/LBwp+jyPas0L8xcsjvnU9HgiTvzkZgcHBwWLFggJCSkpKQUHx8P4g4AzHM6PHKCuYVpWoaGj7+QCamkoXPM+7m2zrxY4npXH24MwT+/oGdrOEufrUcfdrf17N/mPOIa3GIay1Vo02QkV+5Hf86+EfStqRmf0YOhpQXi5A0GoVGpAlJa6Ckr+8thYbkt5ZU1g+25M7Nw2KZNmyIiImpqau7evTt37lwQdwBgnm1vg35y8hhlbM6FwU/CW5qmpVtn5YhZ2NGXEKhqakLKrusXOM6MfDjoGwEcohOzpizYceZ2tys1IuH+fceNrNy26G5rdS9PVtj+wsyN/tHFJ0JZ+yJckcEhJjGLV0Ljhx93cYmqjRJRaWqisKO4t1NaWiosLAziDnwPOGV/PBUaPYNo00Sl9nZfo9Q0QkaW3+dCYkbWckd3n7x8uoljIeHzbZ3/R7LlwxFuxySinBVOHiJkxv3sWgfuuQdEaR28c+jC6x9b4ykT7QOmLdxh6xbC/JHsNHhqTGrr6tE5fA99hCs7OKSkf+ISVf9h0c7VOhcfY1368INpUMX92rVru3Z1Xs8MIjEBI4978Um0maJY2mTRjsGM7sYljjW1WOfm3fPuy5zdOTDmHLRZpubITnRJ21vNv2MTuLB4BTuXLX7vrrcusy5n4+j2Ka+rBSX1czxi6hwzVUfL6KAEj7i6+Ip9eiefGNzonRd18jru3mv74tLKTTtvCUhpm9m8hYs7OGR9LOQQUZk8f/u78OS+WRg8cTcyMlq0aFFVVRV47sAIBvlXyFWfb+d8Jpw2MHmVs6fHp89FdQ2JFZVCJqTfPXwX2rssdnDrwQJy0gVNiKZpGYEFhfTnAeWr1xZRXHqldf0Akw/pK5zcfvPw5cUSGv4brppKbUlOz+MR0/AJjK2rb6R3tvy2/ZrIkt3IDbzay1UBrj+2PH8H7+obKTRbezWjJWiAgfPc0bN5nOyW2KQsthb3R48eycnJFRcXd2cHxB0YAdhm5XAY47mxhNlWDgll5TQf3NH9fyQbDmPkhpsLmBCRG26Rni1t1VPo+ujSskl4y56/yO9zAQ+WMM7UYqGd63/uIysfzllqHCKqUkoHO+3ywtSVV1wjIi69V2f0FOey7+wLlT23D5x7Bdd3MEEP5lO3TAWktDJyCthX3G/cuCEjI5Ofn9+DHRB3YARwJzZhZ2AwkmakvPQXnlnV1ZMJlsouXmvdvGdb2r9M/lBHofDjiN11oKK9sB/StXy+Pct0OsH6dFjnWYvKOpe2HX20YfvVuWs6L/lt4RQ4RUGvt2eEt/VfpnKaa5ba8WtYuL6DTGhUKo+YelFJ5WCLO/ORmDplVldXg7gDI5LpROvzEdGiZLsZRJuO8t1AodY2N1d9DWs3xpSUWtn5jm2gUCgtLXOsHEcZm6t4+X/zu2qamzvF3GhsauYWVcvNKy4orujDsGiGOPtEjJ+7Ze/pF1XdBGsGBo6ktI8cIipMriTDes+dVYC4AyOAaQTrzKqawvpvhB+aRbZ1/fipU6Yo2fZw8PuF9i7BhUXUPo0lLyguHz93K2vPyM0viktUNbKXnTkAS8j+WDhKRLXPu4O4AwCL/KyKirFmZGZK6voF4tMz6elbMfHhRcWmqel8WOKhkPc8WEIdhdK3A4iMz1jw6wnWnlR0YtbWIw/h4g4JnwtKecTVQdwBYAh4lJAsbeVAX91ld0CIor0LM3udj4i+GhVHT48xJS11dOPCmqPELy7eM0g2fT4Ye4/37UtNAQCIOwD0BcvMnNlWjnOsHYVMST860IasTDS3xH1gqvviXHi0CMm2sL7eOy9fCEcSNCXq+Aa+Kygab26xJzCkt0diZuM3b+3RVdoXNfbd0T8Jk4wAEHcA6AfIxZa0sOfGEp4lpUwyt/LPLxxjSmaypzyurHwqwWoGyfplUupyR3ceLOFMeFRWdTWysDcwtLdHorjhxLQFOybM28opqqpz6B5cGgDEHQD6SB2Fwosj1lMoNc20qHVCJiReHGGjhy/zFpCUTydYX4yMuRwZi1z+S5G0EBmNVCqF0avU+euPZeUW+QTECMttcfGN7LR1yR+ngiJokxjNrH3h0gAg7gDQd8KKShTsnNs/vklJux4dV9plvcaeGW1KErOwe5X04Xx4dEBBYXfFElJzeMQ1HD3DeSU0Zy7efeEuvlOBSfO3FxSXw0UBQNwBoHcklVfaZOV+qKyitrSMNSXx4QgCOKKcjVMPu7S0tFi7Bu00eEZy6HY60mIHtxlEG9/P35h/uOPEk/Fzt/JLaU1duOPOS1shKZ21m69YuwTTtyJZ55XQgGV4ARB3AOg1s60cODF4VS//90UlM4k2uwNDdX0Dkst7mjcYGZfOOUtVUEqbQ0S1uZnSn28/eR2378zLvWdeegXSVpWZverQZIVtApJajY20HiH9k0/nrIKI1QBLxZ35YB2lpaWrV6/m4+Nbs2ZNWVkZiDswjChraODHEW2ycqQsHZY7uSm7evZQuLyy5tCF13tOPzez9tM6cBflTJTf1ufp43TU9/1j+TXyfTvI7M2nViix8LeTD944wGUCWO+5M7O2jKGh4a5du5DEo/+nTp0CcQfYn4uRMWFFJSjh/7nwB4J1aUPjaFPyWDOybXZuD3uZWvvxSWjxiGnM+eWwfuvS50h8L9wlmPbyVWdsUlZcazS79Ox8ZCosJq1TgeuPLbYcfdjUTJFV/isuORuuFzA04i4tLZ2cTHubn5SUhNIg7gD70NzSssrFs6COtmDA9rfvMluXpG6hzS0iHwuJ+Ds24VZMvGbrMl4fa2q5sfj29WEY8tv2a8evYmYt28Mtqk5f3UVt7z/o47rNV3p1VCvVz42ds5lXTJNDhBa3OjW984rt9h7vuWapnbyGE5DSqq1rgOsIDI24CwkJ1dXRVh1C/1EaxB1gEzR9/Zc4uHFjCbw4ooyVI9Lux4kpIYXFyx3d+EwIo4xpgTJQZvvii83fem8pq3wYOe9rN185ddOUnrPkD0Mk0Gt7Ke5aB+6iR8Lhi2+S0nLpa7J35bmp6zjZzXwSGnAdAbYQ99GjR3cqDJGYgKFC2ydQAEeSsXQwfB+J9F3WxlEAR5iGt+bFEvT9g8saGuooFFkbJ7SVSYNz1xzp1ElSXlFz8R5hzi9t7zyrqutI9oFO3hE921mheibgfWLPZfIKStfoXrrygAzXEYBuGQD4D5s8/caYks1b1/BStHOJL63Y5OW30M5VAEf8OzahDwanKOh1HXJeXVPPIaLCMVOFc5aa6p7bXLPUpH8+2LMd0WV7M3ML4AIB7C7uBgYG7S9UDQ0NQdwBNmGBnUtkSWnX/OMhEe+LintrjUpt4RFTp1CojLpQ3CJi0n/WPC+7+q+zf5vPW3u0RztUblH1GuhJB4ZK3JkP1lFSUqKsrMzLy4v+I4kHcQeGnMtRseKWdrxYQmFdPatsFpVUTpq/vYcCz01ceSU0vAJiBKW1u5t25OAZvkrnwpQF2+EaAUPsubMKEHeg/5Q1NjJZ8k8vPxGS3TJHd0pf53aa2fhNW7hjucppjX138gvL6uobpyjofTNWhuTKA1m5RULSOtEJmQwLLP7j1FjZzQ+MYOg6AOIOAK3cik3gwuAjS0ozWocz9sxqVy+PT5/783V6xx/Lrj4iIKUlNFt7l+GzZyYuY2V195x+zsy+UkoH/YLjGW5ao3vZwz8ariYA4g587yDH2/1j3pPEFF4sUdbakcMYz4HB34r5xutQMQu79Mqq/nzvlAV67m+jR8voGNwwmbpgx5UH5HP/4Jnc9ze96y4+nQfMbNS78dDIUfrng8npn+CyAiDuwPfOJk8/ztYB6T+7eBXW1UeXll6IiJay6qlbY6OHH3oAdIou3SuiEzOQn97Y2NzS0kKltghIavFLaj40ZrYvBXn9OEufTpnTF+1EDwz0U6Cmth4uKwDiDnzXvEr6IGbROdh0cX3DODNyM7Vt1Mr7omJRC7tFDm0B8BLLK7kwhOsxcX34uqYmiqC0NscsFWG5LYs2GrTnG940PXrFOL+wjEk7hjdN7ry0a/+YlvV5hfoZXnFNPklNbjE1WOIRAHEHvl82evgKmpLGmJK4Mfi6Lssu8mEJrrltiv8sMVXMwk7IhPinpx/6SM7I/tPLr1ff5eEfpXPovp1HaERcusjSva5+UePnbknNyOvzwSNlN7jR1uCXbDp14PzrcXK6Wgfuiv+0b6X6ebi4AIg78P3yo73bn15vZ5Fta5sZjCtX9/EnZWTR0+vdfa5Hx7l9/CyII8nbOXFg8PS1Yphn3pqjgtJaf+66pbLr9hrdS/0/+BtPrOYo/6XZumzkhHnb+KU01fb+/aV1BE5wa0wlAABxB75TRMi2mVXV3W29EhV3NCT8ZdIHfhMiL5bg9elzy5cvAjjiBHNLl9xPPY+YjE3OvnSf+J/vWrrHxi1EUFp7muJOG9eQ/h+8V2Ast5jaFAW9iqra0TK6AlJahy++gWsKgLgD3ztVTc18WAK1+77pCxHR0wjWp8KifnHxRA7+1+eBzWgTEsPytbUNWR/bAt0hZR8/dws93djUHJ2QySWqhtLiK/ZPmr+9vqGJJadw4hpWQFL79x03hOW28EloXLxHhMsKgLgD3zuuuXnjzCx6KEBpaUEO+yhj8zcpH9ozJSzttX07d8jsNHj6w6KdHDNVfvhx5+T5ej+pn52+cCdypX/cZMgtqs4tpm7tEkx/d1rN6kEsE+ZuE5DWIjn4T5i37fJ9ElxWgF3EnfmgS05OTjIyMigT/UdpEHegnzxKSN73LrTnMp9ra6ubmjt699jU9JDC/6wY04R+AYhrTpi7FWkrcp/FVuydqqA3R/kvPglNXkmNVwT3eWuPKqmf0z54b0BP5ye1s8YkL7isAHt57swEXZo0aZKrq2tDQ4Ozs/PkyZNB3IF+ImpheyQkrP92HL3CRJbu5pql9i4seZzsZv+vq+xOkt+md+IxSrj5RnKJqhl+XZwdAL5fcWe4uq+8vDwS98bGRiTuCgoKIO5AP5GzcaLHwOsnazdfWb/1quTKA3kF/7G29/SL4Mi2UStTFPT2nX0BdQ587+LOMOhSXFzc+PHjUUn0Pz4+HsQd6A/N1BYBHLGeQumPkarqujEyuhwiqhk5+T2XdPB8H58CQUoBEHdGQZeUlJSeP39eW1v75MkTlO5kASIxAUySVF5BbWm5GhXLj+vv2JKNO25I/rTf9W0kTAcFQNyZEneG3TL8/Px0xUf6LiAgAJ470DfGmpE1fALGmJJv9ylMUkeUNM4R7PyhSgEQd2bFnWHQJQUFhZcvXyJ9R/67oqIiiDvQBxxzPgrgSDxY4jSCdT9NVVTVcomqlZVXQ60CIO6MZZ3JoEthYWELFixAPjv6HxERAeIO9IFFDi7avVw2gCHNzZQNetfmrz8GVQqAuA8GIO5AD7R8+TLGjJRUXtl/U0kfPvKKaxjcwEGtAiDuIO7AEOP+MW8qwYrhpoQPOZ1yQv679tbbkHhhuS3oLyw2DX30DIhR1r4IVQqAuIO4A0PMDJINDwa/qXXB3k5kfyziEFGlUNoWhvxd/8bazZc5RdW0WxdcbGtaVj5z1xwRX7EPOezo4zMT1/1nX0KtAiDuIO7AEDPezOJqVFxNc3On/LSsz2THdwJS2h8yadFQ/7r4RkBSc6L89tU6l2R+Odxe7NJ94sV7xOZmCr+k5i86F7mQ9B+8C7UKgLiDuANDSROVystoAUjpnw+OmqnKI6Y+XXEH8tZlVx8RWbLnoRFt5aLqmnqk+PTlG1/hPSYr6NHDHomv3Iuc96c4l+LSSqhYAMQdxB0YSnJrav9Hsumav2jjSb/g+PN38ArrjwtIaYkuown3p/y2AVpjZXWtXYJRQlh2s/TPh7Jyacv5Sv50YN7ao1ClAIg7iDsw9IQUFi92cO2aP2aObkVVLUpQv8a5pnYIeH3o/Ovtxx5/yPw8TnZz+xzUB0YOb0PioUoBEHcQd2DouRQZI2Pl0FnxI1P4JDR72Atn6TN+3rb1267KrDoEdQiAuIO4A2zH1rfvTodHdcp8F5Y8f/3xnnccPVuXX0rT1TcS6hAAcQdxB9gOXizRJ6/zwo22biEqu29D5QDAgIg785GYEE+ePBEREeHg4OhUHsQd6IHyxsYxpuSuyzY+N3U9cO4V1A8ADKDnzkwkJhsbG0lJyfDwcCqVCp47wDx22bkL7F265l+4S7j2yALqBwAGT9wZLvm7fPlypO892wFxB9pJKK+IKKYNavzT0+8nZ4+uBX7WvHDxHgEqCgAGT9wZRmISFhY2MDBAH+Xl5WFVSOCbrHT2kLd1avnyhRuDf19U3LXA7FWH8LZvoaIAYGjEvT0SE8p8+vRpTU3NkydPFi5c2MkCRGIC6IQUFv3s7LnU0ZULQ+DGErCp6VKW9l2L1Tc0Ckhp19U3Qo0BwOCJO8NumdmzZ9fW0uaboP+CgoLguQNdqaNQxpqQJ5pbjDUlL3RwWe7kzmFsPt+OQYf7CzP38XO3QI0BwKCKO8NITKdPn0Y+Oz2G6pIlS0DcAQaSnZQ6i0x7MVPb3Fxc30Bpaem0noyTd7jihpPrtl4VkNI6dcsUagwABkrcmY/EVF5e/uuvv/Lz8y9atCguLg7EHejKYgfXnf7BPRR4jHHik9CYpLD9N73rzc0UqDEAGFjPnVWAuH/nrHXzdv+Y10MBtb1/P8I4QkUBAIg7wEpaWkNUtwyY/dlWDsk9RtGbKL+daO8PFwIAQNyBf2nsfvoYk9Q0N48yNi9pGKgxKgI4Ym2XcBwdGTtnc1lFNVxKAABxB9pwzvkoiCNSWph1u1FJs7SMw8HvOwakzqyq5jch7PAP9vtcwKoDq22mKLt6Slk48GCInBh8DyWLSyvHz90KlxIAQNyBNhbZu/LjiIImpOOh4UzugpSdC2MuaErgwuLfpHygZwbkF07GW/FgCIr2rv0/qs+1dWfDo3V8AwRxJG4M/lZsQlBBcXeFUzPzTl7Diq/YD1cTAEDcgS+hhcW/e/ry4QgGoVFnwyLXunmjzJL6hol4yx58+LyaOuSe7wigDVzR9An4KzjM7VPeSiePGUQbTR///Np6Hizhc+ushf5wKzoePXK4MPiT7yNyq79hjU9Cg0dCY5P+DbimAADiDnxZ5eLJjSX87OyJ0ollFUiUGyiUdwVF/DhCVElpd3u9SvmAHPY7cYkobZuVK23lwGmM58UShUxIGt6095kL7V3lbZ36eWwzSDa3YxLQz4L0yqpvFhaU1q6prYcLCgAg7gCN8eYWwmYW9+OS6B+lLO2vRsXtDAyZaG650tm9u70exCcJmpAetO6VVF4hYEK8EBGD0hcioq9H0+YoZFZV82DxUcXdPh6aqNQtfkE3YuL/jk3orsxMkm1CWTkzZ1FYUjFp/na4mgAA4v69o+cfJGPj6Jr7aYK5RRP133mep8Oi1Hz8kSduGB7FicEX1dc3dwg6GlRQSPfWdwYEP09M6fkrNrj7OOZ8RJaL6hu6bnXM+cSPI/LiiOh3g45vYNcClJYWPhyxibkBPGExaQt/OwmXFQBA3L93kLAi6eTEmP+PZP0flSwqGWVszoXBI01f6eSx910oNwafX1tH33otOo4XS5S0cuDBEF4mfej5Kw4Ehy51dJO1dhIh2Xbd+pOTx/a3QbRrmpbxm4dv1wLZ1TUzSTZMno7hTZyk0gG4rAAweOLeq0hMCHNzc5QP4j6g1FMoSNwFTIikjCyGLjPdV9fyCUBu9RhTckxp2zW6GRM/2dxS3sblQNB76rcGTf4dmzDWzGK8mYUoubO4F9TVoQMIbV2nF4k4esx03f1pYsp0ghWTZ6R98N7Np9ZwZQFgsD13ZiIx0dzGsLBly5Zt3boVxH1ASSqvmG3lUNXUxExhdW9/y8xsevpg0Ptn3+qN6UQTlcqHI+gHBM2xdljq5F5YR3vn6foxT8zCrr3MJLxlWpdXps+SUrR9A5j8Fl5xjbehCXBlAWCIxZ3hkr/5+fmKioq5ubkbNmwAcR8gHicmHw+JMEpJX8QoLh1DdgQEK7t40Xve//D0s8vO7e2X8psQhc3IM8g248zI91rfwb5K/rArIKS9wCYPP0J6Zqe9DN5H9vCutSOfC8vgbSoAsIW4d43E1NDQsGrVquBg2rhpOTk5EHcmQfKHXOCPNd2OAY8uLZ9gbnE0pG1q0p7AEE4MnguL12X0DpMhL5M+8GIJ6j5v17v5TCNYuX781NuDzKqqFjQhXo2KOx0WdSM6fndAyFSCNdLu9gLKrl5rXL067bXS2cM8LbMHszFJWQmptCfN9ceWcquPQGMAAPYSd3okJn19fVPTttW3x44dy0CkIBITI/QDgifhLXT8Ahup1ISyipdJqe2bUsorx5iQuTAEEbLNoaAweqaGj//ewFBcWkZTb5aRUffx58aYjzUl8+EIhfV9GUvOgyUYpaSZfEj/zd17tAlZ0c7FNfffxR2tMnNUvNpaWHtHPnLz3XpcAHLD9mucs1SzPhaKLd9neBOe+gDAlt0yo7oAnjtDrDKzN3r4ngmLss7KkbFyEMQRb0UnIM96FMacH0cUNrNou2D5BXw4oryt893YJOPUNP2AtjXQZ1s5RHY/9rw7DgSFLXN0Q762rHUfV9OdQbSxzc5FB8+LI0wndH7zmVReIWXp8KV1gKaCnTNKlDQ0IHHv+Y3tNMUd89cdnzhv22gZnWqYvgQA7CDuDCMxdVcYxL0jPzl5jDYljzYlzbN1GmNKQg5vVVPTWlfvgPxCpOZI5RfauQjhSDPJtkImpP3v3qNdnHM/0ccaUlpaOI3xfXO9WQVS9mvRnSOx1DQ3cxibF9TVb/YLnNo6QuZKZOwPRMbjIHPyiusbmuJTssfM0cVZ+qxUP4ez8oFbFAAGW9yZj8Q0mOLeQKVmVdUMxysx0dwyrKiYC0vrN6c7ue1gUtORt4sUf6tf0CS85fnwaPoSvhHFpYqtUUYTaQ6y/dAef3ML4xGUK509hM3J/yPZcGHM97wLWePqcyUqpmuxxsbmCfO2c4mpc4ioLvvzNNyZADDEnjurYJW434qJn2BmOewuA+5DxtjWzor6ZipycrOqOz+fDMMi+XHETur5sbZ2Mp52snfjEunrgrEhlpnZa1y9uDD4w8Fh6PcHH5YYWFDYtdj+cy+nK+o/xrqERadV10BXDACAuP8X7Id0biyB+bXL2QR5W6f23nOGWGRmS7d2XnekorGRG4tHEr/OzXvb23fsfIJ734X0PPp+pfo5mKwEACDu3WKUksaLIyAvWNba0SQ1Y1hcg8yqauTYVjI386gTSx3dRhmbcxibZ1cNbJSipmbK0SsYCoU6QPbnrz8WGZ8BNyQAgLgz5n580gpn9yUObsilvR4Vxz4Vve1t0NnwGFJGVtfJ/YT0zF9cPPtmtqC+vrCuLqGsYqCPv6SsikNENTE1ZyBW321paRGU1obeGAAAce+Wy5Gx6O9ZYgovFn8w6P0Q1mxeh4gWdRQKNw7PhyVwYvCEjMw7cQkaPgH345LpW+WsHTf7BbJh4wiPS88valt8JigieeyczRwzVYTltqzRvVxQVM6qb6mtb4yITecRV4e7EQBA3LvlRGgEct6rm5ouR8cKm1v0YUo9k3jm5fcQ0Lm4voHD2Lywrj6/ti65vPJhfLKUFW00y57AUFlrRy4MYby5BT+OQF/JS8LSPrakjK2axY7jT6Yv3DlGVnfzkQfLVc/Krzv60Mhh444biam5/1u8m0uU5sL3/1tSM/KmKu7gFdcws/bTOnAX7kYAAHHvlt2BIUYpaSiRVlmlYOs8lWA9nWB9I5rF/TPN1BYeHMEiI7u7Au4f88aZWej6BnK0dogLmZAOh9Cmkt6OjefGEl4m09bUnU60PhwUxmmMR+78gL7//fi5ROfgfebLO/tEID968SZDfknN0bN1hOW2IpVHgr716EO09Z+XtjN+3OXhH92Dheembu5vo775RWTHwJlLdk9V1OMWVd9+/DHcjQAA4t4tWj4BFl9XOsyuqpG3c5KzcZxJsolmkWv8ODF5jCmZG0PgxxFN0xi/AFzh5D7K2FzCwn4CLeaRR2F9/S+uXpWNjV9oC8KU3YyJ//ojIxwdmKq3/8eagRqYb+sWMmWBnpLGOR5xjXP/4JncC2vh8/uO6yiR86l43tqjRSWVD40crz3+d4DpLsNnT7HOfkHxzc0UhhbElu9D38grqpFXUML4l01p5a2n1kqa5y/cJVg5Bz03cysoLoe7EQBA3Duzxs1L2MxinZvPr+4+rv9dt6Sgrh75yOqt8T/7CeZDmoKd888unsbJaXvfhZ6PaPNez4RHhRQUtRf70/Pt86QPmdXVnMbmcd0HkwsvLkHqP3AdRwiSQ8DYObrj523VOXxPdNleJvfSPnjv7mu7HgqcvmXGIaLGKaJ6/i6h69YXZm5cYmqnb5vN+eXwRr3rDC08MHbkldDkFde4/tgSbkIAAHH/l6L6Bt2vLyFLGhr4sITVrl7ytk6iFnY2WZ3l0jevYKwpaX9g6LWouP50gGx9+44HS/DKy0fpG9Hxsja09Vj8PhdwYfF6b4MqG9vGMirauSDhprS0XIqM6dUyXiznzG0z9IcSNXUNAlJaYdEfkC9P30ShUA+ef13f0NS1q4RbTM3U2rcHs1cekNdtufLAyHGSwvYT17Do/yT5bb5BbX1f89cfP3TBCCWsXYJ/60bc0Vdff2xBpba0DLcZCQAw8sWd+UhMDg4OCxYsEBISUlJSio+PZ4m4/+zswYXBZ1RVIw0VtbCVtLTLralFzruACbFrdIhmass8Gye0icPYvD9qu8bVG/0IyKyi2Q8qKJpobiluYSttab/Q3oXDGI8Sql7+Sx3dxptboOfNkF/alWrnuMXUjYhtgyzFf9o/SkSFa6Yq8pf5JDQTUnO4RNXCYtLay9OX6Hpm4qrJ3LtNpMt8Eho8YhqLfjspsfLAG0LbF/2ifdGnVeizPhbxS2oy3Hei/Dbk4MPtBwDs67kzE4lp06ZNERERNTU1d+/enTt3LkvEfYO7r6Kti3127tGQcCSmmZXVyAvkxuB39DjPcybJJqe6jx3cnBj8KGPz1Iq2JwdyOHkxxB+I1uIWdj55+TEl5dNI1rw4AjeGwIkxpw61Q4qUd7SM7ozFO7HktrW3ktM+1dc3rlA9u+zPU5IrD3CLqgvLbflh0U766PLUjDw+Ca0Fvx4XWbrngZEDk99SVlGDTLn5RR25ZPQI40TPlFl1KCntIz09dcGO2KSsrjuKLtubkVMAtx8ADBtxZxiJqaNfLywszBJxn0a0/snJnRdLQH/GKW3uJz+OiE/vKQoEcqsPBL0/Fx7d22oqa2gcZ0r+XPuf0BkL7Jw9P33umOOdly9haf9Ll/AUg8wLU1fxFfu6i2GEdN8zIPbaIwvvwNjx87ZGxKajzBNXsWLL9s5YvGvGj7ucfSN6+413XtoZ3Gi7guNkN5dXtj1BV+tcYjgMBv106NojBAAA+4p710hMHbl27Rry6Psp7mtcvLixePRX0tBgGBZ5PiKGHigOEVxQVNfN+A066t7+s60ckMQz+V1uuZ92+Ae7fcyLKS2bZ+PEzC749Czv1k75oeL+G3suEVW51X9dvEf8ZuGtRx8atXanLNpoYEzq+zOJaB+gffAe7brXNwpIabXnX7pP0mnN70hJWdWEeVvh3gOA4Sru9EhM7RgZGS1atKiqqnOHeG8jMcnZOF6IjM6rrevD2W59G8SLIc6xZrbb4ScnD/RrYL27j1NO28rp7AOSSNFle05cw3bKP3XT5OCF18xWyNGHsqv/QgkBSa3kr30pfQBD9uYSVfvnha2bXySvuEZ7vod/9Brdy50KR8ZnyCr/BfceAIyEbplHjx7JyckVFxd3Z4dJzz2lopILg+/zoo8nQiMXO7pxGZtPwVsWMQptUdbYaNthbKKinQsmNV2MbCdn7fiHp98gX5uIuAyPt932IG3SvzVebuvuU8875c9bc9TKOYjJr/j0uYRbVJ1HTH2a4o7+HGpFVe2RS8b8klroIaHXoR8mLeuz+Ip9XftwpizQg3sPAIaTuDOMxHTjxg0ZGZn8/J46K5gUd/vs3NX97tHW8Q0UtbDb6sdgjVzHnFwebNtkn5rmZm4soaKpiRtDW4X8fETMYF6YhsYmrllq0xV3qO37+69LbzpuiorPQIrMOUv15hMrld23O4ksn4Rm1sci5r/o8gPSSvVzzI+C746a2oZD518fvmiUnl3Q4SyaOURU6+obnbzDn5u29Ya9IXjuMoSQuQDAruLOfCSmTiWrq6v7LO7r3X12+Af3/7RfJqcusndtolJLGhpyq2ueJaXS1/nyyvuMpBxpOh+OwIMjzCTbfmldbP1He9fBvCpXHpDmrzsusnQ3EvFxsrrcYuoTO7wdRVq/fuvV7E/FUQkZ8uuOtSsmj5gah4jKzCW7e/t1jU3NhUUDNUFUbMW+hNScLUcezFq6h55z6T7xygMy3HsAwNaeO6tgUtxXOnm8al2YpZ8gTadFIg0K5TCmhZ/mwRJeJ3+oamq6FBUraEJc4+o50dySF0v83YPWFbPG1Wu92yAF8/x12zXkRCM1nzR/m//7hP1nX+YVlBaXVdFDRcenZnv4RyOP/qW5O61TJb8UpYMjU2ISs3nF1HcZPP2UX1JSVsVWLUx1z9+WzkEa+/7hmqWalkX79aZ/8ml/Xt4CADByxD2zqvoXFy8t3wA5G6ceJvT3itGmZA1v//vxSUsd3caZkQ3eR75M/sCLxW/xfVfZ1LQ7MHQ6wUrVm1Y7La1/Aw3Z4Z2SxnluMbVpC/WX/nmq09bxc7fwSWggx3z6Qv0/dt5sz5f95TDHTFXkrUuvOsSeLUxl123OWap8Epo//m548jq2paVFbvURgr0/3HsAAOL+xTHn4xgzEh+WiLzsmu4X2u0Vf3j6TSFYOeTQhog8SkjmNyHKWDtxYfCXItv61nNragZzoqmyziXhuVuvPKT1V3SdlH/vlT0S/eLSSqSSJ6/j2vPr6hvTsj5ziarf63E1mCEkLCYNS/aSUT587aEFt6ga+qnBL6kZnZAJ9x4AgLjTIohq+PireL5F4suqyZ+HQt7ztA6WR2lKS8sKR7cZJBs+LGGo4jf9+LtBcETKN4vdeWUbGJbUMaepmaJ3/PGwmBP0ytwd/eyYKL8NbjwAAHGncT8+6XhoRDO15W1+Iau+0fB95GKHzq9JJ+EtL0XGDv5lqKmt5xHXKC2vHvENLjox895re7jxAADE/Ytrbp6wGRnp+yAcxo6A4AFdg5chKemfOGapii3fB80RAIDvSNytMnO4sfjLQ+FQDwJUasuBc69W616ChbQAAPi+xP2f2ARN34BCRhNKhy/p2flzlA+f/ceMQ0SFY5baG7wntEUAAL4vcdf1DXyamDJiavwx1plTRHXUTJXxc7cs3HBy86EHsD4iAADfo7hPJ1g9ik8eMTV+/42D3vHHJaVVZMdAPklNiFkBAAB7iTvzkZgYZjIv7sJmFsX1DSOmxlV2336Np80vfReWJLp8LzRBAADY0XNnJhITw0wmxT2xvHIivncxlHEWPnpHH+85/WLzXw+S0nK937HFm1hjkqew7FYppQNCs3XIDoHQ8gAAGE7iznDJ357DM/Us7o8TksUtejf3cuwc3TEyunwStJVsOURUuERV/d8n9rzLIIRp5pPQXL/1yoR52ybMhTgVAAAMN3FnGImp5/BMPYv7Do+3616StQ/d27D92kqNswt/PSm5cv9URX2k4ELSOgXFtHVmSsurS8qqKBQq+sv5VDxOdjOV2oL+QiKS6+obN+28OUZGZ+yczToH7s1dc2S1zqWN268v+eNUbV1bV8+917SZ/RQK5ZsnW15ZE5+SQ20N/PQK70GPPvqldaB6ZdW/EfjQl8alZKdmfmrPCYv5gL6Cnq6tb4RmBwDAMBb39khMPYRn+vKtSEw/3HzJq7QXSfNE+W3TFPVEFu+eo/zXctXTf+y6Jav8F7eoBpcobZ1bjpkqHCKq3GJqe06/+OHHnf9V5Nqlf5xauNFAaLbOOLktgtJa4+ZsFp6LEjpPcM7TF+qjh4GAtNY358QLSmlzzlLjFlXnE9e49tgSJc7cNkP5ZtZ+nLSvVnfxjSguq9q44/qCDcdbj0flhZnb+Tt4nUP3eCU0lqucgdYGAAB0y3yb5mbK3Vf2z0xcLZ2DiPYBYTHpf+66ieTb8Ga3poIjkunrt3gGxEiuPLDsz9Pz1x1DcpyeXSAgpaW44aSXf0xS2qeuYxPRL4PRs3WtXULuvLL7ddt1HjH1GT/u5JPURLuMltH569JrlV23eSU00QMAPWxEluyOSczabficCz0MxNTHzNGVVjoITQ0AgGEs7gwjMTHM7L+4dyW/sJxHTAND9mam8KGLr5H4hkS2jaBfs/nyFAU93cMP0C+A3aeedQpm9D76w6KNBu0f6X30y1RO8YprbD/+JCOnoKa24ezf5lMX7BCeuxVlNrfG6U74kPM2JP7LoPTpAwAAsEbcmY/ExDBzIMSd1gU0W9vc5i0zJW8+tVq/9WrHnAdGDjK/HP5d/+aomSrIAe+4yZjkpXngbicLSLKRfP+nC6ii5tgV7MvWkY4AAADD2HNnFawS9/qGJvoLz74cg5Uv8uXNbPw+5Zcg7xvZsXUL/X3HDbJj4GqdS6u0LkBzAQAAxH1oxL0/VNfUWzoH0dOT528fN2cz5yzVsbKbR8vo8oprxqfkQnMBAADEffiJe0eklA5MXrAdY0Hrvp+ssF1kyR5oKwAAgLgPe3Gfu/rIr1975JXUz0OfDAAAIO4jQdxllQ9vOfKAnq5vaIKFGwEAAHEfCeLe2NTc1EyB9gEAAIj7iBJ3AAAAEHcQdwAAABB3EHcAAIDvRNzfvHlj0iPPnj0zYQVgB+yAHbDzPdixtLRkC3Hv81MI7IAdsAN2wA7zsJ24x8TEgB2wA3bADtjppx22E3cAAACg/4C4AwAAgLgPGL6+vtOmTVNQUEhISFi5cqWgoKCSklJmZibYYUM77HZSndv0KNa0arDzvdn5+PGjsrLy6NGjUWvsTztkEzvsIu6KiooEAsHKymrixImXL1+uqqq6dOnSxo0bwQ4b2mG3k+Lj49u2bduGDRvk5OTGjh3bKfYA2AE7TD4VVFVVT5w4UVlZefbs2T60Q7azwybiLiAgUFdXV19fj04MnQzKqaioEBYWBjtsaIfdTsrMzGzZsmW5ubn99ODAzvdpp33H8ePHFxXRQrOVl5f3oR2ynR02EXd5efn09PSOJ5adnS0hIQF22NAOu50UIiwsDP0OCA4O7ufPc7DzHdpp3xG5//3p5GE7O2wi7ra2tnp6eh1z9u7di8fjwQ4b2mG3k6KTn5+/atUqU1PTfva9gp3vzU7XMKJ9FmX2svMFAEYKDQ0N+vr6/X+xBna+TzsjDLaujurqarAzXOxA5YAdsMNWdthF3GNjY+fOnSssLLx79+6qqqo+/xIBO4NgByoH7IAd9rfDLuK+YsWK+/fvl5aWXr16ddGiRcXFxX07H7AzCHagcsAO2GF/O+wi7oKCgrW1tfS0kZGRnJxcfn5+H84H7AyCHagcsAN22N8Ou4i7goJCZGRk+8dHjx7NmTOnD+cDdgbBDlQO2AE77G+HXcTd3t5+06ZNHXNu3LjRh/MBO4NgByoH7IAd9rcDg4cAAABGICDuAAAAIO4DRmlpqaGhobS09OjRo4WEhFDi1KlTZWVlYIcN7UDlgB2ww/522EXclZWVd+3alZSUVNcKSqCPa9asATtsaAcqB+yAHfa3wy7izsvLi55XnR5ffHx8YIcN7UDlgB2ww/522MtzT05Opj+sUAJ9XL16NdhhQztQOWAH7LC/HXYR95KSEgMDA2lpaaFWUMLQ0LDT4wvssIkdqBywA3bY3w6MlgEAABiBwKqQYAdWhQQ7YGcE2oFVIcEOrAoJdsAOrAo5YMACb8PIDlQO2AE77G8HVoUEO7AqJNgBO7Aq5IABC7wNIztQOWAH7LC/HVgVEuzAqpBgB+zAqpAAAADAcIBdxF1WVvbSpUtxcXFgh/3tQOWAHbDD/nbYRdzfv39vYGAgJiYmLS197ty5qKgosMO2dqBywA7YYX87bNctExERcebMGSkpKXFx8VOnToWFhYEdtrUDlQN2wA7b2mHfPveYmJgLFy7MmTMH7LC/HagcsAN22M3Od/FClVUzgIHvEGg8cL2GKWwt7kM4c7f/R9KJjx8/Kisrjx49euXKlZmZmb3dfdy4cfv37w8PD+/nYTg4OEyaNElBQSE+Pl5JSUlAQEBRURH9+uuVEVZFihmgqh4xjad9R3SBFi5cKCgouGTJkj68Z2NV46moqDh37pyMjAy67uPHj1+xYoW9vX0f7LCq/QzQ9eqzHV9f32nTpqGbKyEhAd3m6HqhW6wPNzvL2s8IE3dWzdzl4+Pbtm3bhg0b5OTkxo4dO+orfT4FVVXVEydOVFZWnj17duPGjX2wc/PmTQkJCXl5+cePH/dh/U866EZybgXdnM+fP6+trX3y5AnS914ZYVWkGHYTd3ZrPBwcHFQqFSXmzZv37Nkz+sVCBzZUjQedEToAdBhPnz5FcmxjYyMpKYkOrLd2WNV+WHW9WNV+0H1EIBCsrKwmTpx4+fJl9Ly5dOlSH252lokP++g4Q3prh1Uzd83MzJYtW5abm8sq5wuJaVFREUqUl5cjX6NvdlpaWpB3sGXLFmRBW1vb09Ozt3Z4eXkbGxsbGhqQQXRfoRxUXch/760R1kSKYdFFH6mN53//+x/d3UbuLf3Aampq+Pn5h6rxoK9uPwx0SCiBDk9ERKQPjZAl7Ydl0/RZ1H7QfYTuqfr6erQvcuPov3X6cLOzTHzY2Ukfwpm7iLCwMPQoDg4OZom4oydwf86r0y7oCYE8pgULFvTWzuzZs11bQQ+bly9foraI/Pfe2mFZpBgWXfSR2ngePnyIXGPkIBsYGLT/zEIO3VA1HuQd0z139B/9CEA56IcF+nnRN8+9/+2HZdP0WdR+UJ2kp6d33Dc7Oxv9YBoy8Rlh4s6qmbt0kCOwatUqU1PT/oh7V0eAVe2vD9D73FErjIuLU1JSQr4YukN6O8SKZZFi2Ezc2a3xINBvfOTEIe8P1TN6MJ85cwY5g0PVeFCbWbx4caf3NH0wzqr2w7Jp+ixqP7a2tnp6eh1z9u7di8fjh0x8vgA90tDQoK+vz6rbA4DGAwCD036g2QEAAIxA2EXcWTU6CuwMjp2B++3fBztwsYZ744H2MxB22EXcWTU6CuwMjh22ujnhYg33xgPtZyDssIu4s2p0FNgZBDvsNoQRLtbwsgPtZ5Dqma089/6PjgI7g2CH3Ua5wMUaXnag/QxSPbOJuLNqdBTYGQQ77HZzwsUaXnag/QxSPX8BAAAARhwQiQnswEmBHbADkZgGDAiqMozsQOWAHbDD/nYgEhPYgUhMYAfsjEA7EIkJ7EAkJrADdkagHXihOgRAsBioZADaz0Az0oJ1sCroTDv9jKDEqmAxLImgxJIa/sLC6dEsijTEtpXcz8bDqkvGqvNiVaShkdp+YPmBgW3HrAo6w6oISqwKFsOSCEpfWBTkhVXTo1kVaYjdKplVjYdVNwWrzotVkYZGavuB5Qe6bbKsmpH8hRVBZ1gVQYlVwWJYEkHpC4uCvLBqejSrIg2xWyWzMPwWq6bXs+S8WBVpaAS3H1h+gFl/ZAgjFrEqghKrgsWwJIISnf4HeWHV9GhWRRpit0oeoPBbfbbDqvNiVaShkdp+YPmBQRV3lvyS6I9xVgWLYUkEpXb6GeSFVdOjv7Ao0hC7VfKAht8awvNiVaShkdp+YPkBgC2AIEEAMLKBe3sIYLdRVmx1PFA5cFPA8YwocWe3IC+sOh52G2XFquNhSSUP3MGMjOOBm2K43xR9s8OqIacjLRITq+qXVcfDbqOsWHU8LKnkgTuYkXE8cFMM95uib3ZYNeR0pEViYrfgLOw2yoolx8OqSmZV5YzU44GbYngdD6vqmVVDTkdaJCZ2C87CbqOsWHI8rKpkVlXOSD0euCmG1/Gwqp5ZNeR0pEViYrfgLOw2yoolx8OqSmZV5YzU44GbYngdD6vqmVVDTmG0DAAAwAgExB0AAADEHQAAAABxBwAAAEDcAQAAABB3AAAAYASI+ygAAIAhBcR9oMQdnsYAAIAEgbgDAACAuEPNAgAAgLhDzQIAAOIO4g7iDgAgasP78EDc2bpm2996jx49WllZOSkpqVN+p9fiKLFkyZLuDsPFxWX+/Pn8/Pxz5861sLDo7jg7Wnvz5k3HTa6urp3KS0pKSklJMTzmiRMnbty48cOHD12/KDExcc6cOT4+Pp2+ursjZGgQ4ezsLCcnx8vLi/6jdHt+fn7+tm3bpk2bNnbs2NWrV3t5efWcz9DUq1evtLS0ul4UTU1NVC09XILujvabZ9rDGfVQq+35f/zxxzeDJPR8TekJNTW1ixcvthe4cOGCurp6D4Mxujvm/tPzJRiIW6+H24FVCvBNg50KsPwAQNzZRdzpicrKyhs3bixcuPCb7Wb9+vVkMrmrhZiYmClTptjZ2SFT8fHx7fdMz+K+aNEiCuX/7V1rSFVLFCZKosIeipxSMSuye6OkAk2zjLAoIuyBEPXLoIdEYqhQYJmFGBVFSGUvosePqNvDNEEtpEsmSJAUJyTDt4ldH4VE2lXyfuyBYZi9Z/b4wLC7Pg6H2WvPLNe8vllrzuD081dr1qwR87969eoPCxUVFfbiHR0d4Ijo6GhJXl5ejiWhsrJS+ruuFkoKkT8gIKCgoAD5CwsLkX779i17tW7durS0tLa2NrwqLS3FuqiXO6rq6emZNWtWfX29aCQeAwMD2X+v1neZZK1JTTU1cm3V9vb2Q4cOrVy50nVEafqUJVpbW2Heu3fvkMY30lgUVQNbY/Pwoe+C0SH30WeGX3jzBpH7LyD3AeuaRDh6ruQOsoAr/ePHDyknnJ28vLxBuSpIgArv3LnDHbSkpCQx/969e0+ePJmTk7Nv3z5Hhd3d3ZMmTRLlT548mTdvntfrdXTHXC0UFYITL168yF9duHBh+/btLD1lyhTHWyVVcpWqrKysgwcPijlTUlJOnDhh6JeJ1prUVFMjfatyDwAVdB1Rmj7lievXr0dERGAU4fvGjRuaAaOxeUSg6YIPHz4gpPDz85s2bdrWrVvZnUSihb29vciMQM3j8SCBR57h2rVrwcHB48aNM58OaI39+/fjz2EAX7p0yd5o9umjL+hov2MsiBUUZX/+/MkkSMydOxeLqKqCRO5jidwxn0Gj3C/TM8uePXvOnTsn5QwNDW1ubh4suSPMX7RoERtVkZGR1dXV4szBuGy24O/vL84clujs7EREj1LijAoLC1NtHbhaKClE/qamJp4N6Tlz5rB0bGxscnLyx48fJVUquUoV5hv81q9fvzI5EniE72xC7pK1JjXV1EjTqqLnHhMT4zqiNH0qViouLm758uWIdfQDRmPziEDTBeHh4WVlZd+/f4fwwIEDu3fvlixEiLN27Vo2RBGgZGZm8gybN2/+9OnToKbDsWPHoK2lpYVpMyd3VUFX+8XHZcuWPX/+nEmePXvGgnhVBYncR4ncqzq6btbUGn6Q2XH/mm278xtYNBu++G5ra5s9e/aXL19EMyZOnCgt7CpVkrb4+PgHDx4g7t6wYYOo8N69e3zmY4Tdv3/frlCMqfEIR+nly5eqFjOxUFQo5UeaRzZoATikQUFB8Il27tzJp7FKrlGF/KdPn2bpU6dOwQVz7QJHa01qqjFD06oMWGg3bdrE7sRxHZaqPhXpALyDR3zr6U9js4gqb93Nv8oMP8gsllV1gQhELfDEJQvh3r5//56lEdHy64GQoaGhYbB77iguajMnd1VBV/vFR4REfPsOkR+LllQVJHIfJXLPb2hK/LvC8IPMjkqwvJ89e3b16tUmnvuAdTlLenr68D135iYsXboUjkNxcbH4duPGjfy+FYT5/EpclgGOIRxkhBqPHj3i8qtXr4JY+XAclOduV2jiM37+/Dk1NZW3m0quUVVTUxMSEvKvBSS416/vAru1I+K5O7bqEIalqk8lz33VqlX8Z4lheu75JZWJqbmGH2QWy6q64PXr1zBvxowZbHkbP368ZCGWGb41j4S4UvItDvPpIGkzJ3dVQVf7xUf4alOnTv3HAhLMdVNVkMh9jO25f/v2zXGnVbUYzJ8/H+6JuOd+5cqVIZA78KcFNh94cDBhwgTRncQjhJLCxsbGmTNndnd3c/mtW7c8Ho94CaS4E+1qoaiQ+y98t9fxZAUyO+5Ei3K9qi1btmAZwwK2bds21/5VWWtSU40Z+lYdwoiy96m0575ixYq+vr6oqCikNQPGsBeGCccugKOK4dTZ2dnf39/V1WWvhcZzN5+2ogPOj6t5vV6Ru/mN1eJd1a4FVfZLvwRw+Y4dO86cOYMgBkGnvoJE7mOJ3EHW58+fh7dlziyYCRgE4mkZsGp+fj5IAePA8Zc6Fbnb3yKMSExMFOW7du1iG/1SqYSEhMuXL4vyu3fv+vv7l5eXS5oNLeQK37x5ExAQUFhYiJD26dOnSFdVVbE8cIhKS0vh3bS3tx8+fDg2NlYv16gasA4FoeWXLFnieChI3+/cWpOaasxwbVXD4ae/OZMlwFBYPKqrqwesQ6swtbW1VaVB33QjBccugJGPHz/u7e2tra1lhzUlCzMyMviWNLr+yJEjwyH3o0ePrl+/vsUC1HJ5TEzM8ePH4XvV1dXFx8fbzVAVVNmPNuSLgagH8daCBQvCwsL45ruqgkTuY4PcGeCzYwyBFEz23BnglEVGRooSzD12tnrx4sXiFvkQyD08PPzFixeiHI9Qbi9VUlKC8F+SP3z4ENGoeMzc3EKucMA6e7Nw4UIfHx98FxQU8DzQHBcX5+vri3mCaQNXVy/XqGKIjo6GJ6v/rcLVWteaaswwadWRInd4x9nZ2fxtVlaWPmTRN91Iwd4FRUVFIDv83ZCQkNzcXHsX9PT0JCcneywgwXcw9OQu9al4giApKcnPzw/+cl5eHpdjeUZ8M3nyZERCt2/ftpuhKqiyH57T9OnT7Xowo0Mt8D0lVQWJ3McAuRMIBJrg/wcKInInEAg0wYncqWUJBAKRO5E7kTuBQKDlh8idyJ1AIBAFEbkTCAQCUdDvQe4EAoFAF2T/buROIBAIBEP8B/NSx7GFEYV4AAAAAElFTkSuQmCC</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">24850168</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">22757929</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12.5799</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">12.1885</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">11.6222</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.5741</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.08</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.08</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.08</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.08</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.21</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">5.56</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-2.23</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">1.02</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.97</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.87</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">9.91</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.20</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.50</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-0.60</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-1.69</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-05-15</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-07</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">1.13</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.13</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">1.05</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.74</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.99</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.33</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">3.01</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">5.02</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.71</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER CORP. MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.37</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.04</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.38</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">2.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">2.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.09</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.21</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.13</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.07</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.06</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.07</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.07</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0</iic-com:Patrimonio>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">11.0832</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">11.3944</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.4688</iic-com:ValorLiquidativo>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">8.84</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.56</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.71</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER CORP. MIXTO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.64</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.86</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.37</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.36</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.04</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.38</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">2.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">2.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.24</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">2.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.24</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">2.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.28</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
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<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">220570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">222782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2462605671</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|TELEFONICA EUROPE BV|7,125|2070-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">108443.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2580221658</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|IBERDROLA FINANZAS|4,875|2070-07-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">204604.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">207410.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2638924709</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BANCO BILBAO VIZCAYA|2,093|2069-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">216240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">219826.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2817323749</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BSCH FINANCE LTD|1,750|2070-08-20</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">215464.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">215976.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1033031.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1146318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1033031.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1146318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1850000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">12.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012Q08</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">487412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">862588.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">1350000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">9.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1850000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">12.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2383031.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">16.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2996318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">20.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0179532033</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TORRELLA INVERSIONES SIMCAV, S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">452213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">424811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">452213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">424811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">452213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">424811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2835244.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">19.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3421129.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">23.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1218289103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADOS UNIDOS DE M&#201;|4,000|2080-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">68758.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">70269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2292260960</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|EUROPEAN INVESTMENT|1,232|2028-01-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">337006.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">340342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US46513JB593</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|STATE OF ISRAEL|2,250|2070-10-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">258542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">254327.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CHT18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO USA|1,937|2033-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">556158.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">552287.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2643673952</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|NASDAQ INC|4,500|2032-02-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">105283.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">105852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1325747.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">9.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1323077.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US026874DK01</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|AMERICAN INTERNATION|2,100|2028-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">56465.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">55443.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US126650CX62</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|CVS CAREMARK|2,150|2028-03-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">56584.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">55509.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US58013MER16</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|MCDONAL&apos;S CORPORATIO|1,812|2043-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">44464.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">43795.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US594918BL72</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|MICROSOFT CORP|2,225|2045-11-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">50064.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">50820.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US654106AG82</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|NIKE|1,687|2046-11-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">41237.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">40988.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US747525AK99</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|QUALCOMM|2,400|2045-05-20</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">76345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">76498.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US911312BM79</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|UNITED PARCEL SERVIC|1,525|2027-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">56015.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">54718.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US92343VER15</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|VERIZON COMMUNICATIO|2,164|2028-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">27909.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">55802.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1489814340</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|AXA|2,250|2070-09-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">158337.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">158255.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE6342251038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ELIA GROUP|5,850|2028-03-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">103383.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">104909.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400F067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|CREDIT AGRICOLE SA|1,812|2028-09-0</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">318792.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">321639.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400F2H9</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BNP PARIBAS SA|3,687|2070-12-11</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">219046.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">220044.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400I5S6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|LEGRAND|3,500|2029-05-29</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">101658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">102566.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400KJP7</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|LVMH|3,250|2029-09-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">100922.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">101935.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400RI88</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|LA MONDIALE|3,375|2070-07-17</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">427932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">425256.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US031162DT45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|AMGEN|2,825|2053-03-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">55296.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">54327.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US03523TBU16</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ANHEUSER-BUSCH INBEV|2,725|2039-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">57838.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">57287.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US037833BX70</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|APPLE COMPUTER INC|2,325|2046-02-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">50857.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">50927.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US172967EW71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|CITIGROUP|4,062|2039-07-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">71058.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">71061.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US191216CY47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|COCA COLA HBC FIN PL|1,375|2060-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">32932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">32493.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US31428XBD75</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FEDEX CORPORATION|2,250|2065-02-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">66194.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">60247.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US404119CA57</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|HCA HEALTHCARE INC|1,750|2030-09-0</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">53963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">53207.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US42824CAY57</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|HEWLETT-PACKARK|3,175|2045-10-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">58320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">56868.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US459200AP64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|INTL BUSINESS MACHIN|3,562|2096-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">64329.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">65756.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US46647PCY07</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|JP MORGAN CHASE &#38; CO|1,383|2028-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">86167.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">84038.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US494368BG77</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|KIMBERLY CLARK CORP|2,650|2041-03-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">85914.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">83893.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US50077LAL09</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|KRAFT HEINZ CO|2,500|2035-07-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">55423.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">55171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US59156RAJ77</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|METLIFE|3,187|2034-06-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">93082.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">93393.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US65535HAZ29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|NOMURA HOLDINGS INC.|1,164|2027-01-22</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">167169.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US68389XBQ79</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ORACLE CORPORATION|2,000|2047-11-1</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">37820.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">37995.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US78016FZU10</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ROYAL BANK OF CANADA|3,000|2027-11-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">58103.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">57444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US871829BL07</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|SYSCO CORP|2,975|2030-04-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">88875.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">88406.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US87264ABF12</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|T - MOBILE US INC|1,937|2030-04-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">55111.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">54406.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US92826CAE21</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|VISA INC.|2,075|2035-12-14</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">109309.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">108665.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US958102AR62</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|WESTERN DIGITAL CORP|1,550|2032-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">50922.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">USF2280BAA47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|CREDIT AGRICOLE SA|1,675|2070-12-2</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">175637.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">173233.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">USF8500RAD47</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|SOCIETE GENERALE|4,250|2070-09-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">192473.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">185744.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2550881143</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|VERIZON COMMUNICATIO|4,250|2030-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">103708.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">104752.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2576245281</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|COMPAGNIE DE SAINT-G|3,500|2029-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">101089.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">102009.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2595028536</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|MORGAN STANLEY|4,656|2029-03-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">102515.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103886.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2595036554</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|AIR PRODUCTS &#38; CHEMI|4,000|2035-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">102542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">102002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2595418323</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BASF|4,000|2029-03-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">102630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103749.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2599169922</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|HEINEKEN NV|4,125|2035-03-23</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">103586.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103528.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2629470506</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ROBERT BOSCH GMBH|3,625|2027-06-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">101448.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2672967234</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|MOLNLYCKE HOLDING|4,250|2028-09-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">101975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103372.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2676863355</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|KONINKLIJKE PHILIPS|4,250|2031-09-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">103945.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">105030.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2698045130</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ELECTROLUX AB B|4,500|2028-09-29</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">102088.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">103499.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2810309224</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|PROCTER &#38; GAMBLE|3,200|2034-04-29</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">99640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99488.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2824763044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FERRARI NV|3,625|2030-05-21</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">101388.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">101818.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4512960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">31.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4845410.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">32.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS1325645825</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BNP PARIBAS SA|2,750|2026-01-27</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US02079KAC18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ALPHABET INC-CL A|0,999|2026-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">56762.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">54745.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US44891CCB72</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|HYUNDAI CAPITAL AMER|2,750|2026-03-30</iic-com:InversionesFinancierasDescripcion>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US65535HAZ29</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2629470506</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">330460.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">6169167.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6590899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">44.36</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6590899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">44.36</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6541061031</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">39036.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US88160R1014</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">325069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">39036.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">325069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00B441G979</iic-com:CodigoISIN>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 5.323.245,66 euros que supone el 37,09% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 125,25 millones de euros en concepto de compra, el 4,99% del patrimonio medio, y por importe medio de 125,7589 millones de euros en concepto de venta, que supone un 5,02% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 775,89 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante este primer semestre 2026, los mercados burs&#225;tiles internacionales han cerrado  con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, todos ellos apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y tambi&#233;n unas condiciones financieras  favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido estos primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras , defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia los mercados europeos. No obstante, los meses de marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, estos factores elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el periodo hemos mantenido una exposici&#243;n m&#225;xima a la renta variable cercana al 30%, y hemos mantenido una preferencia por las emisiones de corta duraci&#243;n.
  
 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 2,17% durante el trimestre y en los &#250;ltimos doce meses ha sido del 2,06%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 3,21%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 3,88%.
  
  
 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 -3,4% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 5 participes, lo que supone una variaci&#243;n del 11,36%.   La rentabilidad neta de la IIC durante el periodo ha sido del 3,21%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,13%. 
  
 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 3,21%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente los mercados:
  Algunas de las emisiones&#47;compa&#241;&#237;as que hemos incorporado:
 MICROSOFT,AMAZON,entre otras.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre acciones, futuros sobre tipo cambio EUR&#47;USD que han proporcionado un resultado global de -126380,43 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 25,73%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 25,37%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 251,01 millones de euros, que supone un 10,01% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,12%.
  
  
 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 4,66%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 3,59%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 37,92 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 3,21 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.
 Muy probablemente seguiremos con niveles de inversi&#243;n muy elevados dada la fortaleza de los resultados empresariales y la resiliencia de la macroeconom&#237;a, monitorizando en todo momento cualquier situaci&#243;n de cambio para ajustar los niveles de exposici&#243;n. 
 Vamos a seguir ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
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<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GARP RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.85</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.31</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">4.21</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.54</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.29</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.30</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.31</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.48</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.53</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.90</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.90</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">2.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">10.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">11.58</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">7.46</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">10.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">5.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GARP RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.85</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.53</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.26</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">4.16</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:InversionMinimaDescripcion contextRef="FIM_S12026_V-10920056_ia">300.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">788490</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">700214</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">656273</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">581685</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">14.2811</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">12.6823</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">11.9139</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.5598</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.41</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.41</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.78</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.78</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12026_V-10920056_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">12.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">13.21</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-0.53</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">3.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.03</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">6.45</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">12.82</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.07</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-1.19</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-1.48</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-3.52</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-10</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.90</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.90</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">2.34</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">10.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">11.58</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">9.78</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.30</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">7.47</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">10.23</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.14</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">5.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GARP RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.21</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.31</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.71</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">5.53</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.63</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.85</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.63</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.63</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.11</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">3.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">4.19</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.19</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.13</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.21</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">1.16</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">69333.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">59358.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0140609019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CRITERIA CAIXA CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">70595.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">59537.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0178165017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TECNICAS REUNIDAS &#38; WESTINGHOU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">63002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">60255.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">202930.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">179150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">202930.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">179150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0164838015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO VALUE MINUS GROWTH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">41656.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">44617.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0145845030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|QUANTICA XXII</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">54283.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">51895.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">95939.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">96512.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">298869.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">275662.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0012214059</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|HOLCIM LTD.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">47381.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">50107.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DUFRY AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">76065.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">65815.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">24425.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">28110.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">138528.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">111456.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ACCOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">127100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">120550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">87700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">81920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000125338</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CAP GEMINI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">26388.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">42675.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">56177.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">44435.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BTN1Y115</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">54788.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">65397.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3802400006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FANUC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">159221.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">132388.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US02079K3059</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALPHABET INC-CL A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">46928.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">79908.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AMAZON.COM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">62595.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">117855.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0378331005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|APPLE COMPUTER INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">50663.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">92540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US09857L1089</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BOOKING HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">124829.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.42</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US9113631090</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|UNITED RENTALS INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">198353.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">137745.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000121329</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|THOMSON CSF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">58448.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">59748.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007231334</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SIXT AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">62675.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">60950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0010340141</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ADP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">79800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.54</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">77980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5398301094</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LOCKHEED MARTIN</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">66899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">61740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US7170811035</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PFIZER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">25296.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">25428.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000A0D9PT0</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MTU AERO ENGINES HOLDING AG</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">53295.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000073272</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SAFRAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">138000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">118960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0009434992</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">11054.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US1011371077</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">81142.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US14448C1045</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">19264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US31846B1089</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">39646.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">31024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6687711084</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">64788.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US75513E1010</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">46822.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US8807701029</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TERADYNE INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.28</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">115302.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.52</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US90384S3031</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ULTA SALON COSMETICS FRAGANCE</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">25743.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91324P1021</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|UNITED HEALTHCARE CORP</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.68</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US92556V1061</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1568.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.03</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG6683N1034</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NV HOLDINGS CAYMAN A</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US90353T1007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|UBER  TECHNOLOGIES INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH1430134226</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">46793.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US00971T1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AKAMAI TECH</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">148498.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2503798.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">48.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2246127.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">49.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0079455316</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|AB FCP I EMERGING MARKET GROWT</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">120268.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">86852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0636979667</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|MIRABAUD EQUITIES SWISS SMALL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">136175.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">127151.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0673562095</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GARIM WORLD EQUITY-A SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">257218.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">240681.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1165135879</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|BNPPARIBAS AQUA EUR SICAV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">112118.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99850.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1207150977</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|MIRAE ASSET DISC ASIA GREAT CO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">88440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">59950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1546477677</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|DWS USD FRN RATE NOTE FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">140772.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">134171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1664185003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|WILLIAM BLAIR US SMALL MID CAP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">132467.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">110835.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1673806201</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|DWS FLOATING RATE NOTES FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">167970.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">165915.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1673813595</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|DWS USD FLOATING RATE NOTES FU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">244136.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">232711.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1708483067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|MIRABAUD EQUITIES GLOBAL FOCUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">118005.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">111637.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1708485781</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|MIRABAUD EQU PAN EUROPE EUR FU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">38502.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">35640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1556071.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">30.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1405393.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">30.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4059869.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">78.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3651520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">79.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4358738.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">84.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3927182.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">85.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion1.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 4.307.368,72 euros que supone el 83,35% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 287,21 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 El primer semestre de 2026 ha venido marcado claramente por la volatilidad. Por un lado, por la aparici&#243;n de la Inteligencia Artificial y sus posibles disrupciones en negocios empresariales a largo plazo, y por otro lado, por todo el ruido geopol&#237;tico que tenemos que aguantar los inversores por las acciones de Trump (Groenlandia primero, Venezuela, y finalmente el conflicto con Ir&#225;n). 
 Toda esta volatilidad ha afectado a las variaciones de los precios en los mercados, tanto de renta fija como de renta variable, pero, no obstante, a fin de semestre, la mayor&#237;a de los mercados est&#225;n recuperados de estos episodios de volatilidad, o incluso por encima, dando unas rentabilidades claramente positivas en el a&#241;o.  
 Los mercados est&#225;n en m&#225;ximos hist&#243;ricos, pero es l&#243;gico ya que los resultados empresariales tambi&#233;n lo est&#225;n. Es la tendencia natural del mercado, subir las acciones ya que suben los beneficios empresariales. En este sentido, no vemos ning&#250;n impacto interno que pueda da&#241;arlos (sector servicios muy fuerte, tasa de paro en m&#237;nimos, y a nivel general, costes y expectativas de inflaci&#243;n relativamente controlados). 
 Tampoco vemos signos de euforia en los distintos agentes econ&#243;micos. Lo normal despu&#233;s de tantos a&#241;os ser&#237;a ver empresas o inversores, que, llevados por este &#233;xito, empezaran a hacer actos irracionales. En todas las reuniones que mantenemos con empresas cotizadas no vemos esta euforia y a&#250;n vemos asignaciones de capital correctas, salvo en un sector, el relacionado con los data centers y la inversi&#243;n en IA. 
 En este sector preferimos no invertir, hay un incremento exponencial de capex sin saber si los retornos futuros ser&#225;n &#243;ptimos o no. No sabemos a&#250;n los modelos de negocio de estas empresas que est&#225;n invirtiendo tanto. De hecho, estas empresas han pasado de ser empresas Asset-light y gran generadoras de caja a empresas Asset-heavy y que empiezan a emitir deuda y&#47;o equity para seguir el ritmo de inversi&#243;n. Preferimos estar fuera y no invertir en este sector dada la gran incertidumbre que lo rodea. Es probable que, a corto plazo, y mientras siga el per&#237;odo de inversi&#243;n, sus resultados sigan creciendo, pero una vez construida toda esta capacidad de data centers y computacional, si la demanda no est&#225; all&#237; en ese momento o incluso tarda unos a&#241;os en llegar, los problemas pueden ser muy grandes. Tanto por la obsolescencia tecnol&#243;gica de los chips, como por la magnitud de su apuesta. 
 No tenemos duda que la IA es una revoluci&#243;n igual que lo fue Internet y el ferrocarril, pero hay que separar la tecnolog&#237;a en s&#237;, de como de rentable puede ser invertir en las empresas que hicieron sus grandes inversiones en estas tecnolog&#237;as en su momento. Todos sabemos c&#243;mo termin&#243; la inversi&#243;n en redes y fibra por el Internet, o la inversi&#243;n en ferrocarriles. Precedentes m&#225;s que preocupantes y donde vemos muchas similitudes con la situaci&#243;n actual. 
 Otra novedad del mercado en este primer semestre ha sido que por primera vez, el mercado ha distinguido entre ganadoras y perdedoras por la aparici&#243;n de la IA. Anteriormente todo era positivo para el mercado. El mercado est&#225; empezando a preocuparse por la disrupci&#243;n que esta revoluci&#243;n pueda tener sobre modelos de negocio, en especial el software, a largo plazo. Hemos visto grandes ca&#237;das de empresas que eran vistas como de gran calidad, ya que el mercado tiene dudas sobre el valor terminal. Como sab&#233;is gran parte de la valoraci&#243;n de una empresa viene de este valor terminal, por lo que es clave. 
 Nosotros tampoco estamos muy expuestos a este sector m&#225;s afectado por la aparici&#243;n de la IA. Creemos que es un momento de ser muy selectivo y anal&#237;tico para distinguir entre grandes oportunidades de inversi&#243;n que estas ca&#237;das est&#225;n provocando, a realmente, empresas que han podido caer en desgracia a largo plazo por la aparici&#243;n de la IA. 
 En cuanto a la geopol&#237;tica y especialmente el conflicto en Ir&#225;n. No cambia nuestro escenario para el a&#241;o, como se ha demostrado. Aunque hay volatilidad y el conflicto sigue vivo, incluso tras el acuerdo, lo que est&#225; claro es que Trump est&#225; buscando claramente una salida del conflicto y creemos que m&#225;s pronto que tarde llegar&#225; la resoluci&#243;n definitiva al conflicto. A parte, de momento el impacto del cierre no ha sido tan catastr&#243;fico como se esperaba (por rutas alternativas, liberalizaci&#243;n de reservas, fin sanciones a buques rusos en alta mar). 
 Evidentemente, como m&#225;s tarden a resolverlo el impacto ser&#225; mayor, pero, en cualquier caso, la ausencia de generaci&#243;n de caja o ca&#237;da de beneficios por shocks externos y temporales como el actual, tiene un impacto nulo o muy poco significativo en la valoraci&#243;n de las empresas, que se valoran a perpetuidad. 
 Continuamos creyendo que es mejor estar invertidos en la parte value del mercado, que ya lleva varios a&#241;os haci&#233;ndolo mejor que el growth, sobretodo en Europa. Donde estamos positivos por diferencias de valoraci&#243;n versus Estados Unidos. Creemos que es un momento para estar invertidos fuera de los &#237;ndices mundiales (muy expuestos a USA y a las grandes tecnol&#243;gicas que est&#225;n invirtiendo much&#237;simo en IA) e invertir en Value, Europa, Emergentes, Jap&#243;n, small caps.
 En cuanto al mercado de Renta Fija, despu&#233;s de la normalizaci&#243;n de la inflaci&#243;n y de tipos de inter&#233;s a tipos del 2-2.25% pensamos que a&#250;n es conveniente estar en la parte corta y media de la curva Los tipos largos a&#250;n no han subido suficiente para justificar el riesgo de duraci&#243;n. Ampliamos duraciones a la parte media, para continuar consiguiendo tires atractivas. 
 El nivel de solvencia de las empresas es muy bueno y consideramos que en gran mayor&#237;a las empresas est&#225;n m&#225;s que capacitadas de ir pagando sus emisiones de deuda, no obstante, los spreads de cr&#233;dito son tan bajos, tanto versus gubernamentales como IG vs HY, que creemos que hay que ser muy selectivo. Hay tipos de activos interesantes que a&#250;n pagan spreads interesantes en cr&#233;ditos como los bonos h&#237;bridos. Un activo al que hemos aumentado nuestra exposici&#243;n. 
  
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el primer semestre, el fondo GVC Gaesco Crossover GARP, FI ha mantenido su cartera sin ning&#250;n cambio relevante. Creemos que el Asset allocation actual es el correcto para nuestra estrategia de inversi&#243;n para el a&#241;o 2026. El conflicto de ir&#225;n no cambia nuestras expectativas, como antes hemos comentado.
  
 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 4,86% durante el trimestre y en los &#250;ltimos doce meses ha sido del 4,11%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 12,47%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 9,32%.
  
  
 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 positiva del 13,08% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 1 participes, lo que supone una variaci&#243;n del 4,55%.   La rentabilidad neta de la IIC durante el periodo ha sido del 12,47%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,54%. GVC Gaesco Crossover Garp RVMI, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,12% del patrimonio medio de la IIC.
  
 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 12,47%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Hemos reducido un poco nuestra exposici&#243;n a acciones tecnol&#243;gicas que hab&#237;an tenido un gran desempe&#241;o en el a&#241;o como en AMAZON, ALPHABET, TERADYNE, AKAMAI TECHNOLOGIES y APPLE COMPUTER. 
 En cambio hemos incorporado las acciones: UBER TECHNOLOGIES, UN HOLDINGS y BOOKING HOLDINGS.
  
  
 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 10,68%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 9,13%. 
 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 0,38 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.
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-09</iic-com-fon:RentabilidadMaximaFecha>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">16.07</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">7.36</iic-com-fon:VolatilidadValorLiquidativo>
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nNEZMMMnML6WXZ0fP6pr1X5qvvXaCxPyP31eQl5tn5r2vrGkDcAQAAep0NexwnKG9DCUt7dy4xjTdvP9PLslfInaUGB/mltZW0rO+n5c0l7umXAwRxBwCAueGV1Mp98dvvQq2Oeh65GIQSAZFJwyfq19TW06s84XGp05bvwuEJyjo2N+5kLNE/COIOAADwe3ytqWMVIm7ed3XiIvLEScXvvsiqbPvlXr7h90ZONrzgGtUbRYq/myk02xSJ+wLNfSGxD4imx5hM3Gmmxv7pqcTLi4uLi7JaVlamrKyMclRUVMrLy0HcAQCgF0im2YXVcIKqPBJaaDU5PY+14x7l32rrfcLvosTmfVcGS+vGJj7ujSKhRwGckCoSd4WVJM+Q2wbbzzFl5N5W3NPS0mbNmqWvr0/JIZFIxsbGSOLR0tLSEsQdAAB64eQbN1Z+7VbrayMmrUGro6cZIXH/1qaNJTE5m0dcg19KG90J0Kr1Kd+DZwN6tWAhMckLNK0ve93YuOfyQBD3Dx8+TJ06tbi4eNmyZZRMSUnJ/HzyMDp5eXkoDeIOAAC90DY7ZWJ5qbGpmUOErNrDZPW5xDVeU70dPXguUFF9n8GOc3gFk7/l13GIqm3ef3WLtdMF1+heLVhq5guFVaR/jO1nrLZkenGvr69fsGBBSgp5bqoJEyZQ8vn4+Gpra1ECLVGaxkJmZiYqhIODA1RTAAB+lwUa+w+dD0QJTlGNi64xIrM3/D19XfStR5QNpBaasQmrsQkRsVBdZM5GlNbdetor5E6vFuz2gxz0MIH+6Z7jXkwv7mvXrvXw8MDSgwcPblfc+fn5IXIHAIBezFLdnfSI3DDAIaKuqL4X6an8il1nnCOwX79+q2MXUbvqHceKJzzM+DGl9SBpHfF5m/wik3q1YM9fvRs+UX/PMS+sTw5ziztLG7B8aJYBAIDuNDe3LNE7wC5MfFn0Hq3ySGgpaVtzi2v8Y2zPIqiKfRF6+ELg8IkGKBEYndTY2ITtuNzQjlNM3SfsXq8Wr76hkVNUfccBl7PXIple3DvKt7CwoLxQJZFIIO4AAHSPsoqv9fXkUdEbGppwgoTpq0gzV+9GaZRzKylroeZ+FKdXVX/T2XJq494rKPOy1w3T3Y40Rq753eSV1Coq+dTbpeWX1l636+IV7xtMJu7tBuntintpaamSkhInJydaIokHcQcAoBs8zn6FQvJr/jdR+nNpFbsQUXqBWWrmC+zXuLuZ3BKaQyfo/dv6gZL8SguU2H/Sp22vmLsPc1mFCH0wHsCYaWunryR5BCcyZeROL0DcAQDonIcZzweP17l+O4Nk77Ha+AiXuAaflPbr/wfgjY1NHCJqHKLkPjNoG+y7UPkVuywOu9HeJHJeseKJfVDgYbL6ODyh7cQdIO4AAAD/ERL7YKz8uoCopFFTjUZNMRScaYLDq1bX1FI2OO0UYXvGDyUeZb0cp7D+weNnf09bF3ubdsa7sorqTfuu9EGBG5uaWfGEKKquOyDuAAAAtAyfqP/X5DULNPdziZKH6uWV1MIaYdpSWPwRxeYHz/qjwLmPp8iggV1YLTwuFcQdAACgQ8ZMW6uibTNLdTdOkFDzre7AmQDRuRva3fLT5wqk/ievhA2S0enfMvNIaPiE3QVxBwAA6JDBMrqW9h7TlpmjEP6XGxvtPE867D5Owbh/y2xscfFJ3msQdwAAgPbBBhjYZuuCJP6a381fbn/GOWLNjnPjlbb+sR4DcQcAgNGprWtQWEXik9I65hAyVFavK6M57rRzwc80mfmP5R/rNBB3AAAYncDoZE4RtYmLtnV9l6RH+aOnGs3X2AfiDuIOAACDYmR+foXR4d/apa6+ESdI6Pc2dxB3EHcAADpERce2v4bfAnEHcQcAgM64BiRG3XpUVvGVXVgtMTkbHALiDgDAQEB83iZ+aW3P4Dtjpq0Db4C4AwAwEJirtpdNmIhidvkVFlqbT4FDQNwBAGBuausaZJS2sOIJahuOD5fVZxdRM9vvBG4BcQcAgIn5/v37CqPDrEKEweN10epivQOb9l4Bt4C4AwDA3BxzDGUTVhs11ehveWhnB3EHAGCgIKO0dc3O883NLdiMSwCIOwAAzMr379+xREtLC6+EVlZeEfgExB0AACaj+mut2NyNSw0OBkYloVX/yKQhrc3rjU3NDx4/HyarBy7qZ3Fvd/bUsLCwSZMm8fLyysvLU0yXlZUpKytzcXGpqKiUl5eDuAPAb5GUlp/7/M2AOZyNVpfZhYmsQkQTy0vPXr1lFyGyi5DnxhsyXm/UVCOp+WZwxhkicqcRdwMDg+fPn9fW1vr4+IwZMwbLJJFIxsbGSOLR0tLSEsQdAH6LsfLGCzX313yra/vTyath51yimOtwROdusLT3vOAWPV5pC5J4wRkm/NI622ycucXVecQ1USAPZ5wRxR2jvr4+ODhYTk4OW5WUlMzPz0eJvLw8lAZxB4DbKTm7j3p2cWM2ISKLIEFJyxpbJZgctTsfYHnIg02YiMOrjphkwCxH/f37963WTjwSWm/efomISx0sozNztWVmXtFfk41YhQjocKBiMLS4Y201AgICOTk5WA4fHx+K5VECLVEaxB0ADp0P5JPS1tx8yuLwL2r+15o6XkmtwxcCTXc7jpy0ZrzyVn5pbaFZJkgZR09bF3krFYcnlJZXM7imE02OPSt4++FzBU6IMHKSYX1DY2MjefJoI/ML2DaL9Q5IzN8MFYPRI/eqqipbW9t58+a1FXd+fn6ajTMzM1EhHBwc4GQAfwKWh925JTQFFdajWHXIeF3sXWInPH1RLD5v40W3mKUGBwTk9NmF1ZAmoj8WPMHeIRhtgJ+xvrD4IyMfcvy9TBSV+0XcT0rLU1hFouSj25WDx3UsvcvObc2Oc1A9GF3cEdXV1by8vFgammUAgMLIyYb8UjpInUXnbEAqLzFvE80G7z6W5jz77/Wpg1vMcDl9j+BENiHijNWW7MLE0VMNUf5Crf2+4fdQYpbq7qRH+Yx8yH9NMUTPGZE300wsL0koboI6wJTibmpq+ubNm8rKShsbG0VFRSzTwsKC8kKVRCKBuAN/MoIz1r8s+rDC8JBncOKXsqoRk9agzPFKW1XXH8U2MNhxjqKAc4l7UKiuvuF42I2H7CJq7z6W8UlpO3pdpzaosJIkvWBLu69be4PwuIeqxvZd3Djn+esRcgao5P8Y26PYHKm89WlfqAOMLu4sP4Nlenl5iYqKDhkyZPny5YWFhVhmaWmpkpISJycnWiKJB3EH/ljq6hpYhYiNjU3YakvLdyR8TU0tHGLqnKJq2Lc82ptPDpXVxzaYTbBCam6w/SwKe7H3jWvNLzz5+Rsf/e3nOUXVn7161wflX2pgh4qBniHSnrzsyvaOHteHy+ov0NxvutsRLYdM0E3NfAHVgDkid3oB4g78CYTHPxw7/aeJ35AuuwUmDJLRQRE6Ek0j8ws4vCobnnA/Lb+qulZ83iaR2aY6W88ERqdwi2t2ZBYF+Hcf5vZB+Scv3onuN9NXWFgccltqcGAucW9HW1oe8dh3wvevyWuWGx5Cq+Z2rkraNjCbEog7ADA9e497uwcl0mRu2HN55j8/feohvcDs8PlARbW9Hz5XcIlpbLF20tt+BkW7+BnrD50PxAmqRic+Liz+VPKh9IxzREf/aw7Rat9J794+orPXIjlE1F69+Wi232nT3iucYho4PAH7/oiGzNxCATkD9CsK8z2CyU6wPeM3ZZn5Nb+bUDFA3AGAiUFSyyepOV9jH03+dttrNBqtpGUzfKKBxqYTKD1ykuHU5TtdA27dT8ubrWrl4n8LLbvy7/S3nR2nYPzuY2mvHtQuO1f0hFFRWYMeNeSW7OQUUy94/R7dkJYZ2PFLa0cnpmOb5b0sOXwhCCn7dlsXViFC3L0nrXc1R/Tk4eQbD3UDxB0AmJghE/QGSetwias3NJCb1wfL6KIYdtwMY3ZhtbPXfhL3JXoHh07Qxzo1is3ZwCGiHn/3yeu3n0dNMTS3c0V/Xfl3512jcXjV3OfF9D2Klpbv1KuiczZYHvFAiZDYFDZhNS5xDZTmEddE/xrdlhw9r/8oiaAqi6Aq1hqDIv2b97NQAt0PJOZtTknPh7oB4g4AzEplVQ0StebmFgG5NSiGbWpq5hLXXKhlwy+lpai2r+B1h33SLQ67j20dxLyurgFJJK+k1qHzgV35jxfdY9iEiLdTcuh4FEi7WYUJ1/zjkcTvOOBy7lrUqClGBa8/YL9++Fx+zDEUJUx2Ow4Zr7d6nb2i+j71DSfQ8WpsOolEHHs5/PFzOc0dAgBxBwCmvage5kgtII9+pbPllOlux1NXw7nFNbKfveYUU8/IedVFI+8+lrEKEc84RXZl44cZz/+abITiZRUdG7ocQuj1h1yi6qJzNs4mWL0seo/uNOgPPXZ01OFy50HXkZPWsOAJrEIEs/1XoQ6AuIO4AwOB7PzXKDynrB65GCShSP6S3sE9dtPeKzwSmvrbz/xLNWp5Fxk1xXDnAdcubjx1mbnk/M30mpFu0uIdQ8froUeBqct35Re8lVTc7BN293ZyTsceKEK3IrN9Vw23X6iorIEqAeIO4g4wPcNk9XF4Vc+Q25VVNbIq25GCuwclGu48/y+5bfrBqrVHUNjeSCX9Xafh/93hu0JR8Scnn7h/uvx5UedwiWncS3ua8/wNitaDYlK68l5XScuG8k4VAHEHcQd6i9znxUKzTHr1X2TkvCKYHucQ1ZBR2jLrH8uIuDRWIUJZxdfzrtFbbZzRBs4+N1kEVVHk3jeHHBidNFhGly6m0A2ptq4BJdDTwMY9V1avs4caBeIO4g4wBPH3niCp7b23eSXvSxdo7mMTJo6cbIhC9b+mkJu8OUTVL7rFHDofuO8Eudc5iuKRRP5ua0y3efX6w9/T6TCpdHnl16ETfkyHpLHpBKeo+kSV7VCjQNxB3AGGQG/bGXYRIo+Ehvi8Tb0hr6euhiL76P6hv/1Mcno+K57g4p+wRP+gS8At0hH3E5fD+v6Q0Y0EFQnrVUnNzH8su9jrBiMhKWtk64g3iKib6bNVrfwi70ONAnEHcQf6n0lLdiLZHTpBf7zyVjYhYnNzC13MUp4DamrrkX2C6TFslJi3H0rVTI+hW4jpbscr3jeMSZfQsl8OnFWIqKRN22GGXURt30mfrhuJTngEc92BuIO4AwxHU1Mzp6j6qrVHsFVK83EP2W7jwiOhucLokNAMUxwe3Tl0294zLO09jjmGiMzesM3WuV+OnV2YuFBzP3VO9ddaNmHinmNeXTcSf+/JIl1bqEgg7iDuAGMxY7Ull5gGZXXsdGMUWffcLNLHkZONWPGEaSssxsqvMzK/2HabIxeDJi3dMVZh3eMu92enL+jRQeVnXS5+92WYrL6W2emuGwm78ZAy/jAA4g7iDvQ/7z6SB5ReZnAoOCaZkjlx0fasvCKdrWc8gxN7YnwOcc85lyh0q+CR0Cooet9uU4/tGT9WvCoLnvDpc0W/eOBWUhbNbBiZuYVj5Nf+Lf8bL1q9Q+/qbTsD1QnEHcQd6GemLDfnk9J++epd6+eRThyi6nce5FJH7tpmp4ZP1Ntt79ntf1FU8hkZv52S4xaYgB4LOvpOx+5cwFziHmyCpH4h72UJu5C6ltlJbPW4Y9jExdsVVpE4RNTrutw2ddUnzmT3JahXIO4g7kC/UVTy6UleIYewOr+0DqeoxiApbRyewCWmTt09Zj3p0iAZHZS/46BLU1Mzn6RWUEzK7/6jg2f9pRcwxzvG8Qu3crcO6fWi8L3ARPIHVsKzTQdJ67zrctvUGeeIHQdcoHaBuIO4A/3GYBldFkHVQTK6F92ikX5pbTntGpgQHP2TdtfWNQyfaCA6Z4PY3I0yC7ey4omb9nX4jX59Q+O32npauVTagqJ1YwvmmMO9svobNum27pYznKLq+QVvURod+8ui9120QOmnD4C4g7gD/QN+psnzwndYZxgUmLv63+poy9TMF0j9OcXUhsnqHTwbQMlHUu4Tdpew/ijW0oJ9i2Tz/3k+kSYKyK5hF1Wbudoy/2UJU/ikubmFTZhIOuyOlihsx+5V05bvSs8u6MruMYnp6OFGb9tZqF0g7iDuQD9QXVN79GIIqxChi33Ya77VswkRpRdsOXYpZNchN0r+sjV2SM1Z8aocImqjphiy4gm6W0+TjpBrY1HJJ5TJLqI2Qm5Nn31lShd4JbW227pMWbZznMJ6LEdJy/pWUtYvd0QPLhMXbR89dZ1n8G2oY3+uuNNMjY0RERExZcoUPj4+RUXFnJwfY8iVlZUpKytzcXGpqKiUl5eDuAM95FnBWzYhAhLl+Rr7ui672OhdNG8LJyhvO+sSVVVdK6u8jVNUfYXhofMu0fPUyFODbrO5Jjl/c9XXb0znn1GTDWerWp299t9wwQQTe/+IX3xl+vf0dcilAnIGiUk5UMcgcv+XRtxXrVqVnp5eU1Nz8uRJWVlZLJNEIhkbGyOJR0tLS0sQd6DbrF5n/+bt5/SsAvxMk98aNJGCX8R9bbNTlNWhE3SfPC3C0l9r6tBzQNTNR1im7KJt2MRDTAd+hgkLnuAV8t+1LTjDuPXlhE4nLe9LDewWaO3Hxj6DmgbiTivuFJCUDx06FEtLSkrm55On18rLy0NpEHege9TWNbAKEzxDbu865Kasbd09I9EJ6dgMcAib077swkSa2L++vhEnSFDRsWETVnv28i0zOmrweF1WPMH55wlL/5Zfh8MTOvmeS2EVye68/6QlO6Gmgbh3Ju52dnYoTsfSfHx8tbW15IuzthalabbMzMxEhXBwcICTAXSE1XFvwZkm2GRAy9bYcYiozybs6Z4pR8/rKIZdYXgo7+XbMfJr1+260HYb84NuHKLqsipbmdRdU5fvQlKe++INdabMwi28kpqUefLaIjpnw6s3H6Gygbh3Ju7Ozs7y8vLV1dVtxZ2fnx8id+D3GlLC7wvPNEUh9izV3Y6eN7jEtViFCN2elaKpqZl02GPfSW82YSL6q6hq53Ok56/eK2tZh954yKQeu+Aatf8U7UhhSlrWAnIGT190OIk2up99Kq2E+gbi3qG4nzt3bsKECV++fKHkQLMM0G0CopJwggQUs4fEpuS/LKn5Vi+tvEVhFaknNs+7Rs/X2MclrkGv0SKZJqJfZt7RoDefS6v4pLSgvoG4dyjuhw8flpaW/vDhp0c/CwsLygtVEokE4g50HetTPvSaOu6/yhaUOEham2hy7E9zJnr0SUl/1u5PM1aRxikYQ30Dcf8h69S0m/n1K/m1e2lpqZKSEicnJ1oiiQdx/8OpqKopKvnUlS2fF76TXmBG9y4r4XGprEKELpZhILFQyzoxOZsms6Xlu4quLasQcet+J6icIO70B8R9YNPc3MInpc0lpik825RDRF1olkl9Q2NTU7P0QrOOBlu/mfSERVAV/dH909DgmGRUhj/wLCw1OBib+Jgm8+OXSlYhNfkVFlBLQdxB3IHfJuzGQy4xjWGyetzimhOUtuHwBItD7orqe9mEiLMJVo1teqzvOuSKE1Qdp2D8ubSK7oW5eT9r+qo/UctU1x8Na/OWOOfZm/FKW6GKgriDuANdBZuUrqn1u9BNe68uN7TD8r9//z5lmTn5o38hApeoBrswsbCYtgeeuZ2r3tazVdW14EY6om12yq/Nd6o37mSo6NiCc0DcQdyBLlFX38AmrDZysiGfpFZZxddJS3ZQRuNCJCZnn3eJbmhsqqz+Nk9tb2LyT9+7P8h4Lrdou5PvTXAjfTHced49iHbGEpPdl8TnbQbngLiDuAO/4FtdA6sQkU9Km0dck0NEnUNEbZHeAVY84W5qbrvbSy8wMzL/70siFNdrbDzBLkL85VgowO+itfnUUYdgmsxjjiEWh93AOSDuIO7AL8h/WTJGfi2XuIbQTBPxeZuQdrMIqirrdDhawHHHEMrUEFG30viltJfoH3T0vA6epDsLNPavt6SdYgk5/4xzBDgHxB3EHfgFF91ipi3fNXb6uiX6B9bsOHf0UkhMYubrks8dbX/qasRfkw2xNIeoGpsQUXCGMfWgVwC9IB1xP3E5jCZzqcHBqz5x4BwQdxB3oEMUNfbNUbVCSr1q7eHwuNT8ro269fZ9KY+EJvax6NAJesvWHGQVIqQ9eQH+pDv7TngfOh9Ikyk8y9TBPRacA+IO4g50yMjJa9hF1HB4Vfs2DbudM2S87jZbZ25xDVY84UXR+6nLzMGZvYHduQDrUz9ea2/edxUb+lhhFelhxnNwDog7iDvQDtjXnqJzNvhF3l9pdDglPf+3dje1umxl78UurIbN7Az0EscdQy3tf3zuO4doNU+NPLKm9AKzPCaZQRAAcQf6iOL3X1YYHRohZ0Ae2wtP4JfW7t48D+ddo3W2nh4so8snCWNX9SJnr0VS3l1ziWnIryQP9PS3/LpOBnkHQNxB3P9ELnnEcoiosQkRFuvazlLdzSZM7N44i34R9+VX7hKfu4m5piplOhw9r2/aewVLC0xaM30l+TNddEuu/gofi4G4g7gDVIjN20g0OYY0PSI+VWfLaQ5Rte7ZueJ9AwX+y9ccBpf2Ki7+t9ZZXAyMSrI66sUuojZ8ooHBtnNsbeaiAkDcQdz/XPwikwgmx9iF1XKfv5myzDzn2ZvDF4K6LROl5dUO7rF5Hc8jAdAFr5A7+tvPLtazZRUi8EhqcklosgkRcYIE8AyIO4g78AMJxc1IF0bIGdBoNHiGkQmMTtbYeGKbjfPIyWuEZ5v+2/rNKn4GDOMO4g7iDvx4ur+5QHN/QpuRwQEGJyI+dfU6+/WWl5x8fsydrbf1jAwMCQniDuIOIErel+LwhBGT1uQ+fwPeYC6u385YanBQb9sZ79C7WE5jU3NdfQN4BsQdxP1PR3vLKRyeyCepxSGqXvzuCziEuUi4nzVPfd9qY/vQ6w/AGyDuIO7Af+AVTFRNjulvO8Mpqv6nzS49AHD2uckiqCogZ3DjTgZ4g9lp/P69pOZbYdVX+os7zeypnWSWlZUpKytzcXGpqKiUl5eDuDMvf8uvK3lfmvPsjTMMts6cHL0UMk5h/d2HueAKxqSqsfHm+492GVlbHjxSib0pHx4jEhg20jtoiGcAt5svh6sP6zVv3DUvlv//yYfH9lbkTqPj7WaSSCRjY2Mk8WhpaWkJ4s6klJZXswoRGxubwRXMi5NP/IhJax5lvQRX9Bn1LS0V9Q1uL15tf/CIcOuOQsT1CcFRf/sGC3gF8Lr7cSHJdkF6/ZNkozSrixeSci43n8Ee/n95B+P9Q6eGxyrFxJncTzmWnRtRVPytqam5057HfSHukpKS+fnkwUby8vJQGsSdGUnPKpiyzHyM/FpwBVMTEvuAV1LrcXYBuKJ7IDX9VFcXXfL2TO4zy7THGgn3F1+/NSUsWjwgbIxv8DDPwEHu/pwu3uwoxCZLthdFsnEuKO3N5oL02hdp+nDvgL99g2SCw2dGXl8Um7A79fGF3PzssvIW+n1Q1hfizsfHV1tL/r4ZLVEaxJ0Z0dh0kk2IeNnrBriCqYlJeMyKJzyF78VaZfpJWXnKpy9nc/M3JadqJt6dE319UkiUiH/oKJ/g4V6BfO6+3G6+7C6tMu3izXLNmzqyxrXqNTv5zwdtxufhN8wzYKxvsFhg2MyI60tuJJgmPTyXkxdcWNzQ3NzU0g/fAPe1uPPz89NsnJmZiQrh4OAAtY1BY/bsl2euhi/StXX2jQdvMDsPMp6vWndkgB1UZUNTdlmF+4uCA4+fbEx6uCLu9ryoG+NDooT9w/7yDhziGYiUlxxNu3iztobPSJRZ2rSBsLl6c7r6cLv7DPb0G+kV9LdviHRQBArJF19P0L19b9fDx1efv4gsLimva2SWjgTQLAP8RHnl150HXe+n5eUXkKfaIB1xxwkRcHhVNmGiJ8yOBPQmdc0tzysr3V8W2Gfmbryfpnrz9oKYuImhUWIBYWN8god5BQ7yCOBx8+V082Ejh9L/b/H4odRYszWSb7KIc7j68Lr5DvL0H+kVOM43WKI1mkYyveZusvXjJxfz8jPKyj7W1X1vjd8HKn0h7hYWFpQXqiQSCcSdMXn7sTT7WfFCTWscnsAiqKq//ezXmrrhsvq6W07fvJ/FKkSsrYOvXYBf0Pz9e0FF1e33H8/k5lmlZerdTlp6I3FOJIqjI0UCwkZ5Bw719Ce/RXT1IXf8cPH6EUr/HEe3htLebOSWa2+k5oM8/AXILdTBYgGhU8Ni5sfc0Ey4Z/Yg9URWbmhR8ZPScuiTS2dxZ/mZTjJLS0uVlJQ4OTnREkk8iDsDkpCSzSpE1nQWQYJHUOJRh+CFWta+Eff4pbW/1TUUvP4os3ALeOnPofDr15vvPlx99sIy7fG6+ylLbiTMjoxDAi3kH4KC6KFeAfyeftyu5J55rW0dP705/K+t45o3myu5ywenC4qj/ZBGj/QJGusbIhEUOTU8ZkFMvE7CfbPk1FPZecGFr9M+fWmBwSkZKnKnFyDu/cjdh0+lFphxiqqbWjnWNzSinLC4h2OmrfUNv6e1+RT4h3l5UVkZ86bkZNZTFOdqJN6bGxU3OZTcb3q0T7CAZyC/B/k1IBJftv93xWsbQWNBNFJwTlcfHndyt7zhXgFIoMUCwpEpxZi4Vbdub0pJs05/4vOq8MHnz8+qqsDtIO4g7ozCPPW9HKJqAVFJlJy6+kZOEbUJylsMd54H/zBEc8e//2aVlXu9fGWdnmV4L2XZjYTpEbFSQRHk7tLeASgoxr5wYXPxYnVtG0R7s7Y2RnO6kft1DHb3F/AKHEOOoMNlgqPmRt5YHX/HNOmBbUYWCtXTvpS+r62FIBrEHcSd6flcWskuohYe9/AnKWluEZAz4BRTtzjsBi7qDV5WVgYVFR/JfGqa/HBV/O1ZkbEywZGCAaEjvQIHe2JK7dva3OHN0k57NLn7HZerL6+771BP/9E+QWKBYVNCY+ZFxakn3NuWknbsSU5CycdXVdWg0SDuIO5/LgfP+YvMMgU/9IQPtXUxb96eyH66KenhP/G3Z0bekA6KHOsfIuAdyO/ux+3uw45ianIPPG/amNql9c2hK4qpvXnd/YZ4BIzyDhIJCJsUGj0/Ol4r4b5FasbVZy+TPn361gwfBgMg7szAg8fPAqOT+r0YAhMNWPGE9ST4yICWyvqm6OK3RzJz195NUbmRMCksWtifPMTHIE9/LvcfQ3yQe3q4UH1/SP7zRiLO6UKOqYehmJrcwSN8Smi0Umy8TuJ9i4fpjnnP7rz/hIyDhwEQ9wGI2X4nNiEij6Rm/xbjUdZLDlG1/Sd9/6ga/6yy8tqzF9sepK2MvyMfFisaGPaXd/Agz9ZvEV3JLR5Yp2lKGwibixeHizd36xAfSNyRxE8Ki1GKide/k2T9+Infq6KCykrQEQDEHcSdjMGOc3OJe9mFif01au6nL5VWR7122DrPJloNMOF2ev58Q/LDxdcTZEOjxvqFDG397IXdFft8nPqLRHIPEBSDD/Lw+8s7SDQgbGpYzIq4xC0pqZeevkj/UgbSAIC4g7h3lVn/7NY2O40SIrM3uAUmDJPVL6v42pcFeFn0wdGTPDiM1TEvViEiursQ1h9jFu/VNDVFvSnZ8yhD9VaifHisUEDYcK9AXnck3D7tDqfH4+471CtQ0DdkUlj00hu3tj5Iu/aioKAaZnkFQNxB3OmHV+idOw+esgoTVdfbr911gU2IWPzui9QCM+wT/3a5nZKzcu3hsdONm5qaGxqbCCbH0LJH4vitbqisHg6vykoeToCwcu0R4VmmDQ2M0vibUVp6Oiff8M4Dxeg4qaCIUT7Bgz38uf4/tB51XxFyxO3mO9jT72+f4PEhkcrRt0yTHl7Oe/EMmkcAAMSd7myxduYW11y366c3k9U1tU1N5IYXyflmLHhVbnENCcVN01dYINVGmeMU1lsd9Rgjv7bdSSyl5puxC6txiKrlPi/W3XIayTHat9v6/rm0aq7aHi4xjZ0HXLW3nNmw53JfOudjXZ1XQdGOB49WxCVOCo0W9AsZ2jrzALsLVWuJC9bATX4byefuN8I7UDQwXCHiunrCXevHOXFv39dDdxEAAHHve5CyD52gzypEdAtMwHJKy6vZhImrje0xHfcISsgvKGbFk6PmBxnPUaaKji2LoCqK4sPaTGjpH3EPxdfPXr4VmbNhm/U1tAuPpBa3hEbcvSfdK94gaR1UmEV6B+h+4Ohuc/vdxyOZubq378+NjJMICh/pE8Tv7sfx/6/SKS8nWVsHueZx8x3q5T/WN1g2NHrxjVtbUlLdCl4Vf/sGlyIAgLgzHAGRSbySWiixWO+Aovo+lKj6WsspqsYvrSO9wKypqRkpeNVXsn6VvPtSWPwR26vwzSek8mJzN7LgCXuOeYVRfUZEMDmmrGuDEussHJCyj5AzuOx5Q2EVSUDOoO1///6rD1XefihDNxVUpN89LhQqJ334fDLr6Zo7yYqx8dJB4aN8ggZ5+HG6+bK5tvYCdPnvG0i21g8g+d39R3oHigeEzYm6oZ+YdDw7L/njZ7jMAADEnflA2nrN76aqyVGUDo97uHyNHUrkPi8eOXnNaacIpN2Zua+EOv5KyNn3Jr+UNp+UtsH2c5TMNTvOY08ATU0tdmf9w26k/tvaaI7C+ddvabUSKf5ctT2dlPDJ06Lxylvb5qd+/oKE2+BO0ryoOMng8L98ggd5+LeOp4p13/b+qbXE1YfPw0/AK0A4MFQ+IpaQcHf3o4yQwiLosg0AIO4DUNyPXQqZuHgHi6DqUgOypt99+BTp7837WVe8b8wh7qms/obi7vELtwnN7OwTUBTsc4iqj2iNyg13Xthq4yyzcEtom7YahPjcjTRz6KDnAJwQYdryXYcvBNGE8LmlFeefPjO8myTm4stz0UXAO4jct8SN3FpC3bekVbi9kXCPIAt3mAIS7lv3rB5lBBcWldXDGL8AAOL+54m7rMo2XGsb+koj+681dVgUP2nJDpTDLaE5X2M/ypm+woJDWG3T3iudmyoq/vTXFEOUkF9uITjdhFtcM+f5m7abKWvb3Lz/o9m9prk5uOjNP4HRg45cwtk74s45czp7cWLdS6g/m0TLqx5sVz1G+gRJB0YujInfkJzq8qKguKYGaj8AgLiDuLfDpKU7tts6+4XfT33ygjqUVlTfy4on1v1m2ItC/qynRVziGmzCRB4J8serGWVlp3Ke6t9JnhV5Q6S1WzfrVU9WZ09K6N06TKsnzsmT/ZoX+xWP4de8Z0fGGdxOOp/77Gl5xZeyKrklOzhE1cZNN4YJkQEAxB3EvTNS0p/5hN0jbDg+SFoH6Wbx+y9tt9HcdEK4C0NxFVZXX857vv7ew/kxNyUCw9kd3TnIUbYnechWiny3DizV+qLSb4xvsICjF87qJKvpAbYlW4dPMZy+ksSCVz3jHIGs7T3uPWO1JbV9dhE1HJ4oPnfjzftZUNEBAMQdxL1DVhsfwQmq8klqo+CaX1obi6/b8rrk8+PsVzVNTaFFxbtS05fGJciGRiNpxr7KYXP9bxxXbKBt8nyP7r5kcT/tNOq8m/H9Bw55z15Wtj/pQX1DI4rxFVaS1ls6yK+wOO4YWl9Pnl4jNvGxoMJ6ymZfa+q4xTW+fquDKg4AIO4g7r8ARes7bJyRsk9ctD3qXpaWg69F6uNV8QlTwqIF/UOHegRwu/mwu/jQDGPC7uLN6+Y73DtAJCB0RsR13dv3j2U9Tf1cSmPcO+wusmxkfqHzMnz//n2WqmVGbuFSAzscnuAbfg/Lb2pqxuFVK6p+tKRHxKWh2w/UbwAAcf9tcaeZKBWjrKxMWVmZi4tLRUWlvLy8k0wGF/eM0rIzOXlGd5MVo+OlgyJH+wbxufmyXPVgc/lp8oTWWSLJQwYO9fQf6xciFxa9Mv6O5aOMsDclKHLv1RK+fP3e2OKnD2IlFDc9+/94BtEJ6ctaO2UCAADi3p3InUbcSSSSsbExUnO0tLS07CSzv8QdKW7Sx88nc56uu/tAKTZeJijyb18UdPtzu/lhwv1Tm4mLNwfSblcfriseuFOXuY9eVrt1h+Ad4ZGVx4Bfw09dumuiyrY5BPJAj1e8b5jsvgT1GwBA3Okj7pKSkvn5+SiRl5eH0p1k9oa4f2tqul7y7lBGtm5iMvnDnMCI0eTZFfy43LApgP//Yc7/G7tZnDxZLrsP8wwc5OTFdtwRZ3WSbbPdCKMDm497LdU/yC2msdb8wrQVu3CCqji8quCM9XWtrdsMy3zN/azChEEyOuS0xr6l+hC5AwCIO53EnY+Pr7aW/Jk7WqJ0J5m/Je5va2oCit7sSc/QTLw/O+q6dHD4377BQ7wCeNz8WufEoR30Fak2m7MX6xUP1otuuJNOrHbn5/lHHMjIinn9NuN5MabRw2QNFFaShozXYxFURX88kpqewXcuuEbzSGrh8ARWIYLwbFNeCU0uMQ3NTSffvPvCFKfzmGMomxCxprZeY9NJyig3AACAuNNT3Pn5+TvJpJCZmYkK4eDQ/kxvPKeu/lBtZ7T0ZHH2ZLnqwXLZjeWiK+7sFZy9A27fadyWQyw6liyKJiwiqqx4AruIGo+EJlJndmE1NiGC6W5H0TkbTjiGmh+8JrXQTGCiAV7BZPO+q5wi6nV1DbEJj2/ez/pS/tMw3yMnrxkuZ1BZVcMlrqFtdoq5zqiAnEFmdsHwifrX72RA/QYAEHcGbZZJK3zrmvAw9vZjR4/Y005R1/zizzhFHnUIOXkl7KxzxCWP607e8a7+N4OvP0hIyn2S9/pR1kvq3V8WfUDLFUaHUWxOHpFRUBX9kTuACxIEZ6zv6KCc/W5u2ncVJfad8HYPSmSuMzpL1WqM/DoeCa2qahhqEQBA3Okk7hYWFpR3pyQSqZPM32qW6SEtLd9jEtNnE6weZj5/9eZj3su3Sel5vxxMkUmRWmDGLa556EIgVG4AAHHvjriz/AyWWVpaqqSkxMnJiZZIzTvJ7Etx/6MoeP3x4+dy8AMAgLj3KHKnF05OTu6d4uDg4E4PwA7YATtg50+wExgYyBDi3u27ENgBO2AH7ICdrsNw4v7kyROwA3bADtgBOz20w3DiDgAAAPQcEHcAAAAQ914jMTFx9OjRkydPzs3NnTdvHi8vr6KiYmFhIdhhTDs/1SEW+tQisNMRJSUlSkpK/Pz86JT15GSBnc5PUHp6+rRp09BFMWPGjOzsbKa3wyDiPnXqVB8fn6CgIAEBAVtb2+rqahsbmxUrVoAdBrTDxcVlYGCwbNmyCRMmDB48uN1xQ8FOz+1QdiEQCObm5lVVVXv27OnGSQc7nYPD4VpaWlBi4sSJDg4O3759u3Dhgry8PLPbYRRx5+Hhqa2traurQycMnSSUU1lZOXToULDDgHY8PT1nzZpVXFzcw8gU7HRRvIYNG/b582eUqKio6MZJBzudM27cuEePHv3bOoAKUlKUqKmp4ebmZnY7jCLucnJyBQUF1Cfs9evXYmJiYIcx7aSlpaGHgJSUlB42O4CdrogXCv970sgDdjrn7Nmz4uLiISEhFhYWly5dwiJl9ODF7HYYRdxDQ0MNDQ2pc0xNTb29vcEOY9pBfPjwYcGCBR4eHj1sUwY7nYhX2yad7okg2OmcoKAg9LCFon4ULEtJSVlZWaEnWma3A71lgO5TX1+/du3anr8wBDsAQHcYutp9/foV7DCLHXAO2AE7DGWHUcQ9KytLVlYWPYasX7++urq6209YYKcP7IBzwA7YYXw7jCLuc+bMOX36dFlZ2cGDB+Xl5b98+dK94wE7fWAHnAN2wA7j22EUcefl5cU6/SCcnZ0nTJjw4cOHbhwP2OkDO+AcsAN2GN8Oo4j75MmTHz9+TFk9d+6cjIxMN44H7PSBHXAO2AE7jG+HUcQ9PDx81apV1DmHDx/uxvGAnT6wA84BO2CH8e1AJy0AAIABCIg7AAAAiHuvUVZWRiKRJCUl+fn5+fj4UMLS0rK8vBzsMKAdcA7YATuMb4dRxF1JScnY2DgvL6+2FZRAqyoqKmCHAe2Ac8AO2GF8O4wi7pycnOh+RXP74uLiAjsMaAecA3bADuPbYazIPT8/H7tZoQRaVVZWBjsMaAecA3bADuPbYRRxLy0ttbCwkJSU5GsFJUgkEs3tC+wwiB1wDtgBO4xvB3rLAAAADEBgVEiwA6NCgh2wMwDtwKiQYAdGhQQ7YAdGhew1YIA3JrIDzgE7YIfx7cCokGAHRoUEO2AHRoXsNWCANyayA84BO2CH8e3AqJBgB0aFBDtgB0aFBAAAAJgBRhH38ePH29jYZGdngx3GtwPOATtgh/HtMIq4p6amWlhYiIiISEpK7t27NyMjA+wwrB1wDtgBO4xvh+GaZdLT062srCQkJERFRS0tLdPS0sAOw9oB54AdsMOwdhi3zf3Jkyf79++XkZEBO4xvB5wDdsAOo9mBF6oAYw0/AE4GPwN0gaHFvRu9fxITE0ePHj158uTc3Nx58+bx8vIqKioWFhZ2uwwlJSVKSkr8/PzIWjfsDBkyZOPGjY8ePeqhK+g1OQtDDT/AaE6urKzcu3evtLQ0KsmwYcPmzJkTHh7eDTuM9hl6zy8rmh3T09OnTZuGLq4ZM2Z0470fvfxM36Oju51+9/NAE/epU6f6+PgEBQUJCAjY2tqiS8LGxmbFihXd/tcEAsHc3LyqqmrPnj3ds3PkyBExMTE5Obnz5893Y9xODHpNzsJQww8wmpOXLVt24cKFb9++Xbx4Ed07Q0JCxMXFHRwc+sXJdLTDxcVlYGCAjm7ChAmDBw9m+T+/aweHw7W0tKDExIkTkVuQo5C7UMH6y8+MJu6M5mdGEXeWDvhdOzw8PEj76urq0L5ILLAwAcU+3T61KLL4/PkzSlRUVHTbzvfv39EjhZ6eHrKgpaUVHx//u3boNTkLQw0/wGhO5ubmxo6rpqYGPR6hBHoawOPx/eJkOtrx9PScNWtWcXFxD+Vv3Lhx2OMRcg7FUchp/eVneokGvewwmp8ZSNzpcvNEsVtBQQH1vq9fv0YxXbfLg+7APSkPzS5IvNCteMqUKd2L3Hs+OQtDDT/AaE5GwREWUaIlqkgoBwVQKIzqFyfT0Q4iLS0NPdSmpKT0RHTOnj2LQmwUaFtYWFy6dAlzFApU+8vP9BINetlhND8PNHEPDQ01NDSkzjE1NfX29u7JzZzu9aYb0GtyFoYafoDRnJydna2goIAe/tD1mZ6e3m3jjPYZOgaK+hcsWODh4dETdwUFBaHgFD0boUooJSVlZWWFnoz7y88MKO4M5WfoLQMAfwr19fVr166l170QYHA/w2kGAAAYgDCKuNOrq99AtdOrzRG/awdOVt+cLPAz+LkndhhF3OnV1W+g2mEocYeT1TcnC/wMfu6JHUYRd3p19Ruodhiq1xecrL45WeBn8HOP/MNQkXvPu/oNVDsM1TEATlbfnCzwM/i5R/5hEHGnV1e/gWqHocQdTlbfnCzwM/i5R/75FwAAABhwwExMYAcOCuyAHZiJqdeASVWYyA44B+yAHca3AzMxgR2YiQnsgJ0BaAdmYgI7MBMT2AE7A9DOH/FCFSavAaDyAH8aA22yjl6avKbbduj1JXFERMSIESMmT56ck5OjqKhIM6Je16HXpEUYPZxBie52eni6Ga3y0GvGInpVQnqVh16VkF4zFjFafR5oww/Q63qg1+Q19CoPvb4kRic4uhV0UVGGeEb63o1D6PmkRXScQYkudug1Aw6jVR56zVhEr0pIr/LQa+Ysus1YxGD1eaANP0CvL4npOEkQo33Z3NDQUF9fj8qAzjfKQYeJ4vfu1b8eTlpE3xmUem6HXjPgMFrlodeMRfSqhHScQelfesycRbcZixisPg+04Qfo9bEZ3ScJokvk3vMviaWkpGJbQfXm8uXLyBSK37sx2RBdJi2i+wxKPbTzL51mwGG0ykOvGYvoVQl7aQalbs+cRbcZixisPg+04QfodT3QcZIgupSHXl8SY23u6IrKzs5WVFRE4QlSom50saJLIwMdZ1Ciix2Mns+Aw2iVh14zFtGrEvbqDErdgz4zFjFYfYbhBwCAFphpCABA3LsD9Ir7A50DxwX+AXHvEYw2OQu9esUlJiaOHj168uTJubm58+bN4+XlVVRU7MfeUXTxD72cM1BPOqPNyEOv44Lz3jfHRS/RGGgzMdHrfNOrV9zUqVN9fHyCgoIEBARsbW1R1bGxsenH3lF08Q+9nDNQTzqjzchDr+OC8943x0Uv0RhoMzExWpdKHh4edJrr6urQvlVVVf+2fgnSn72j6OEfejlnoJ50RpuRh17HBee9b46LXqIx0GZiYrQulXJycgUFBdRleP36tZiYGFP7h17OGagnndFm5KHXccF575vjopdoDLSZmBitS2VoaKihoSF1jqmpqbe3N1P7h17OGagnndFm5KHXccF575vjopdoQG8ZAACAAQiIOwAAAIg7AAAAAOIOAAAAgLgDAAAAIO4AAADAgBR3FgAAgF4DxL0/xR3uzwAAgLyAuAMAAIC4g/cBAABxB3EH7wMAAOIO4g7eBwC4rBi3eCDuTH+aKW/G+fn5lZSU8vLyaPJpXp2jxIwZMzoqRkxMzKRJk7i5uWVlZQMCAjoqJ7U1Jycn6p9iY2NpthcXF5eQkGi3zAICAitWrHjx4kXbf/T06VMZGZmEhASaf91RCds1iIiOjp4wYQInJydaojQl/8OHDwYGBqNHjx48eLCysvLNmzc7z2/X1JUrVzQ1NdueFA0NDeSWTk5BR6XtypF2ci468mrn+T2sIajWRUZGUjYIDw/vxlCC7dK5e3vjsurEvfS6un9pkGYDuhcAxJ2ZxB1LVFVVHT58eNq0ab+sW0uWLPH3929r4cmTJ3/99VdYWBgylZOTQ7muOhcUeXn55uZmyk8LFy6k3j45OVm6lZSUlLa7l5aWWltbz5o1iyY/KSkJ3RJSU1Np/u8vS0hjEG0/cuRIJD1o+6ioKJTOysrCflq0aNGuXbs+fvyIfoqPj0cK1Xl+u6bq6urGjBlTVFREXUi0+vfff2PjWXd+ymhK+1tH2u656NyrHeX3sIY8fPhQQUGBsjFKoxy6XCCdu7dvxL3vr3p6lQHEfeCI+7+tEyeikOqXly66LFEo3dDQQLMlCoguX778W+EMSiAp9PLyosS2GzdupN7e1NT06NGj9vb2GzZsaNdgdXU1Dw8PdX5ERISYmFhubm67IdsvS0htEKnPpUuXKD85ODhoaWlhaT4+vnbnmewovyNTBw4c2LFjB/WW27dvt7Oz62LsRl3a3z3SjsS9Xa92nt/DGrJ69eq4uDiUuHHjxj///EPHa6QT9z5//lxNTW348OFDhgwhEAjYDETUpa2vr0cbo4ewUaNGoQRapWzg7Ow8btw4HA7Xdfcib2zevBn9O1Q5HR0d23V7u6ejox3bLX+7D1Lonor2/f79O5aDEqKioii26OgAQdwHmrij6xbJ6Ny5c7vyVGhiYnLmzBmaLYWFhUtKSn5XUAoLC9ETOlbzUNSWn59PfXWhulvSioCAAPXVhSXKysr2799Pifuwq05SUrKjGRd/WUIag2j74uJiymYoLSIigqUVFRW3bt368uVLGlMd5XdkCl2TKJitrKzE8lECraIYuSviTlPa3zrSTtSkrVc7z+95DUE3g/nz52PeQ2k6XiOduFdOTi4xMbG2thZlbtmyZf369TSlRY8pKioqWPVDD5Q2NjaUDdAd6N27d7/lXltbW2Tt7du3mLWui3tHO/6y/NSrU6dOvXXrFpZz8+ZN7AG9owMEcWcgcc8sLXd/8aqLf2jjdtuvsWZ3ypwsnbSoouXHjx+FhIQqKiqoi8HFxUVz8+/IFI01FLgFBwdHRkYuXbqU2mBAQMCiRYuwNKqFgYGBbQ1SP3ejVRRM3b9/vyOPdaWE1AZptkdpypMN8gB6yBg7diyKm3R1dSmXekf5nZhC2584cQJLHz9+HIVpvzwF7Za2i0f6yzb3tl79ZX4PawhCT08PqZi+vn67v2bmFroHJXbxD21MvW9H7qWmqqoKReI0DkHh7dOnTym3H8pkQGiD169f/26bO9qd2lrXxb2jHX9ZfupV9KRIaZpDz0/YQ2RHBwjizkDiHv662OhuShf/0MbtGkEhwOnTp7EAqith4+HDhy0sLHoeuWOhxJQpU1BwgZ7KqX9dvnw5ZQYWLy8vyiS52AYo2EcBMnrUCA0NpeQ7OTkhYaVU2d+KZ9sa7CRyp/Dp0ydzc3OK3zrK78TUixcv8Hh8YysoQYn6Oz8FbUvblSNlZ2entJZgj/wcHBy/9Gon+XSpIYiCggK02atXr9r9NTwu1cj8Qhf/0MbU+3bk3kePHikpKQ0bNgy7M7GxsdGUH919KU3zKEHdYklp4uh6Vaex1nVx72jHX5afehXdZQcPHvy5FZTAbrodHSCI+wBsc6+pqelKiyrlZiAhIYFCGOoW1atXr3avKUCmFeyaoYR+SImoA0O0ijJpDL5582b06NHV1dWUfA8Pj1GjRlFPC0ndEv3LElIbpMQ4lIbydntfoI35+Pg6z+/clKqqKrqNoRsYkUj85fntqLRdOVJxcXHKO+F/W99wSkpKdm62K/k9rCG9rSbtuhcFqqiqlJWVNTc3l5eXt62TnUTuXT8E6gCc0hUtNzeXWrsp81NTz0z9yx07Kj/NmwBKvo6OzsmTJ9FDDHqg7PwAQdwHmrijS/HcuXMogu66sqCrBVUU6r4QSFXDw8PRxY/qCuXdYxdf4tH8ih4jjIyMqPPXrl2LNePS7KWurn7lyhXqfD8/PwEBgaSkJBrLXSwhxWBGRsbIkSOjoqLQY290dDRKZ2ZmYtugoCk+Ph5FQF++fLGyslJUVOw8vxNT/7Z2CkKenzx5crudgjo/75TSduVI7ezs5s2bhzQCRWpoidJHjhzp3GwX83tSQ3pbTdp1L7pLhYWF1dfXo8cFNTW1tnVy3759lCZpdFr379/fE3G3trZesmTJ21aQWUr+nDlzDh48iOKqwsLC1atXty1GRzt2VH5UtSg3A2o76PlYSkoK3cspje8dHSCI+8ARdwwUs6N6hi6/rrSoYqBAW0FBgToHyRbWi3nixInUTeTdEHc5Obk7d+5Q56NVZLztXnFxcVOnTqXJDwkJQU+s1N3Mu15CisF/W/vejB8/noODAy2pu2Mjy8rKyoMGDULXErq0UEjbeX4npjBmzZo1e/bszt9V/LK0vzzSxsZGpO8ofkf5aHno0KGmpqbOzXaST68a0gdq0ta9MTExSOzQ6cDj8RcuXGhbfnT/27p166hWUILSgtG5uNM4hLp3wMaNG4cPH47i5cuXL1Py0U1u5syZvLy86MnV09OzbTE62rGj8qOoaOjQoW3toHMh3AqlTamjAwRxHyDiDgAAXLwDT15A3AEAgIsXxB28DwAAiDuIO3gfAACQFxB3EHcAAEBeQNxB3AEAAHkZqOIOAAAAE2QPNHEHAAAA2uV/GhMeJEnlGNEAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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YS16F3cT979qyEhMSPHz9aFy4vL+fk5ARxB4BeISbp6bTlu+obfpJnPs9+J/3vjh6rg+xS4iK9KMEmqL5U7xCNb+4cdPRj4VOdvdqKd45JH218gvFx0jqXFKhuPBEckzJu6rpPhUU4/iLO4m5vby8mJlZYWNi6ZGlpqbW1tZycHIg7APQKV33ijSwpxz/fvv/K/ydwXcbLd42NTd1aB05RLexd0wXqB0bLGCQ9eEHLVmb7rvwz0+hl7ofAqPt9tPHvpr4UWbDZ2fsmeebh84FSStsX69jG3ckYJa1/8koYXYj7oP+nzczKykpS5rBhw5YvX56fnw/iDgC9wj4H70NnKVc4+V5UPmqKPpZm4iM8fv6m+yoQnfhkuORabNZjWNwjVgHV2OR0Wja84hO39cC1Pt34VTV16GZlEI8y+eWTU0ybmU8VNbtXSPJKQ/vwuFQ68tzxAsQdAHCkqem/gWykGg/SiC/+zFe1dnAOpShZW9eARAclSsoqieL+rBvFXcX42HL9w6SPP/vmvJcu3biIaVVW/bf2L7rUhdxICYp+UFperbPVEd9lc0DcAaAfwiWmPURY43X+FySgbALqo1pmYvDONgmOSaEoWd/wk2GSssHOcw/ScrgldKJvpXVfrZbpH2pvOuAAYbSMPrpVwtL/TF/PzEcgXYaNd1+86oPngpcg7gDQ3/hUWMQtuVZq8XZ0m+/seXP8NEMOMe3EB8/ZRTQpnqZiOF6NWKixf4PVxRFSei7+iVim5RH33Hdf8K0Yh4hmXsHXgXxoeGcbF3z6jhINPxsZeVWGk62os+OgC77Ly4C4A0B/Y+8J72nLd5laO4+Q0pVavINgcoxbQpeRh4B8+fYuBlzi2mKLzBZr25LiHKEcBU0bHGuVV1DYenWwgYbYQrOcvE8o8TL3A4eo1sSZ/wXO3ufgbX8+CMQdAIA2uORx87p/wiKNA9bHvW/dfz6fsBfJ+olLv8fZ6+oa2h0umGLALaGz+6iHofn5Xy0ri7Hwq/J3tCoAjTQ2Ns1YZSmywExJ22aAHyDZpebpWW+d3GPGTTNEl16Beaakr446BVsf9wJxBwCAkuqaOoZJygw8Kow8KtgChDW19Ux8hIBIWqcPWh7xkFLajhKDhTW4xLSR+49LxXLffWEX1pw406jDZQb6PXOViWsXmx9y4Z9rMmOFBfmiOudco/FdOwzEHQD6CR8+//hnhhH5PBnEEGENbD1FWkjNyJ2+wqKsoppVUB35leKLttC44eGzAcz8qsj9LyuvJr/YHHUKueh546pv/DL9Q3CAEEratgn3nu0/6XPobED2m4+xt/+bCXrdL6H1Wwgg7gAA/HqU/nrGSguKzIaGn7RHXv5RXM4lTnTYBeabPn3xlq+d10EbG5tkl5qTT7yxOOyuv+MMuh54BP8XTujWgxcsAmpMvMQ7Ce0tp+EA/WpZPiwy4XGbYb79Iu5pmZ0CcQcAgJLQmw/XdDksKjO/2ljZdZqbT38rKmtzlS6LQ+4jpfW4xHVYBdX0d5771TKnXkJxG/p1zc2nfMPvkkpe84032HlussJW9K1n8G04QAiNTSf9I+/p7zjXOqgeEn0k/SDuAABQcuZ61Aari100Mkd5DzYDsqKyZqi4dusCS3RtZZbs9Iu4a7jrPKuA6ghpPXGFLYOFNXLefNx12O3k5f9eoJdZutNs/5XSsqqa2no4OhjrzM/vd/Ces2Z360iw6EZHQRPPqLYg7gDQH/j2vZRNUH3N+qN4GWxsbGLiI7TOl11q/uTPEgXrd11YomvHzK96zZe4Zq/jtYgdB11IJYXlNyenZMKhIWfT3svS/27nFNNqvaiOR3ASA68Kh6jWRutLtD8DB3EHgH4Lco3FFbYOEdaUVNyGr2UWflWKl55+/mxiEVCrqq4lz9xgefFHS+hnZ6+bcgRrLDOv4Cu62HT3MmR9DvNDrlKLd6CWeZr5luKr2tr6W/eej5+2nktcG5dpRSDuANC3Waixf5SU/noLp+RHWfhaHjZZp6yimjwn+83HYe2/iOQfeW/SrN9v5QRFP5BQ3ApHh4L9J33EFm1h4lXJK2hj6dy6+gYWAVUmXlX3oFsg7gAw0FltdPSab3x3WB4/zfDLtxLynIR7zxa1Py6MrgRDxbWxMHj7HHx2H/WEo0PBEr1D3BJrGXhUPn750WYBdAc2SkYflwMK4g4AfQ+v0GRsVXSiXuja3byd3h2/IjBvI/YyFAlnr1jj3dSe2XKKaQ+XJEbfnjjTyPIInNSURCU+Qde/vSe8a9t5W3iUtJ6w3KZLnjdB3AFgIDJSSp8UCnXGSovUjNzu+BVJpW2Zr96T50gobtUyO021YrpIvPIKCocIaVAMzQO/Wl40Y+QlfP5aTOVuSXrx9taz4EHcAaD/09zczCaottPOFfsoON/0Dd7LN7Z52Uh7nsfCr4YtatgeP382coppnXeLwpYxAFrDLbG2vLKmvW/HTTWctcrq1JVwEHcAGHC8ePUOCejUZeYorWZygl1Eo7i0sjt+aKzsOuSAY9McEUcvBmubdfyi6aQZGyZMX7/nmBccqU7w+u2XnXYuR52CQdwBYACRm/9l0swNzPyqwvKbuCWJs1aE5DYx8KpQrCeDF57Bt2WW7PT483KpyILNZvuvdLjV2m2nJytsjb+TAcerc9ic9rU7EwDiDgADhTEyBmxCGuzCmqeuRJSWVSHnvbyyevy0dW2+aoQXutvPeIUkJz/MJC42yatSV98AB6K7OXwucP9JHxB3ABgQNDY2DRbSkFTaNkJKF8sRXrA5MiGNlV9d+t8d3fe7G/c4X/aO9Q5NXm149Ev7jwEBHDlxKdTqqEdvivugP5BnRkREyMrKcnBwyMvLZ2b+fvO4uLhYUVGRjY1NSUmppKQExB0A/oqSssrsNx+F5DYFRj9YstYOy1ysY4N8dhYBtW79afNDrqevRizVs9t50BUORM/geC2C9LScOhNmGKGrb3d57hTivmrVqrS0tKqqqpMnT0pKSmKZlpaWRkZGSOLRfysrKxB3AKCd+oafTLwEBh7libOMKPIDIu8n3Hverb9+4JSv3Rn/sVPXhcY+hGPRM1xwi9ly4GqHxapr6jhENakEHMdZ3EkgKefm5sbSIiIiOTk5KJGdnY3SIO4AQDs7D7oIy5k+zyn48q0XRkWOXwohGB8fLKQBB6LHuOITZ7L7UofF7M76j55iQKVAd4n7oUOHkJ+OpTk4OGpqiPM60X+UpiiZkZGBKuHk5AQHFQBaY2Hvvt32ei96kbLLzDdaO8OB6DFcAxINd12gXoZVUG3QJGVSdNyeE/dr165Nnz69oqKitbhzcnKC5w4AtKOz1dErJLkXhWaomPbh84FwIHoMdLh1t5+hXmbCtPVZ///ycE+I+9mzZyUkJH78+G9ZHBiWAYBOM3uN1YO0nN769YCo+8Mk1j7PfgcHoifbXGPTSeplBgupdxgCBWdxt7e3FxMTKyz8v9UsLSwsSA9ULS0tQdwBgEaam5uZ+Qg5eZ96qwLRt9KY+VVLyirhWPQYoTcfqhgfp1IAyToS9w7t4DAVknxCJEVmZSWxTxQVFSkoKLCysqL/SOJB3IGBQ1cizG0/eJ1gclxwvmkv1j/mVlq3viQFtCYq8cnKdfZUCnwqLJowfX03iju+gLgD/YDi0srtB12OOYVgH7Nff2DkJfxsWd8cg/qqW+SUllcx8RLYRTQXqu/vxT3yj7w3BKbK9CxxdzL+XXuQSoEXOQWSSh1H3QJxBwDccAlIHCyswcxPcPaMZeFXHTRJmU1Q/T2ZoDPyqmRk5Xdo51H66+u+CQvV9/X6Hn35WnzdLwGObE+S9ODFIqqRspMfZi2goW+AuAMAbsguMzc/7CahsJWRR0Vvu2Pu289zCdZsQuq1dcTBmZKySmZ+1fC4VOpGmpqaRkrpo8vAQo390KQDkHuPs+f/CUXbJvbnAifTEMIQxB0AcENkgRn2yihyvbGc2WusWFuc9wtu0Vpmp0bL6Iss2GxzypeKkXcfvrOLaIbFPYLo0gOT1IzcmassqRQ4cz1SecMxEHcA6CGam5s5RLUqq/4v/FB5RfVC9f0jpPSQ/46ccb45G8dNNZRZspOKnefZ72gZUQX6K+lZb2WXmlMpcOpKuPmhjhefAXEHAHzIePlupLRe63wFzf2jp+gb7DwXcuPhedeoh09fU/fL4u5kLNaxhfYcsGS+ek/96r7/pM/hcx2/VgbiDgCdp6mpubqmDku7Bd4Slt/UusyNpKc3k56SPr7/9H3iTCNq50JQkv6Oc9C2A5bbKZmcYtpUCpjtv3LBLQbEHQC6RdOHimmnZry2POoxduo60s0yLYvANPxsZBVQay92UsGn75v2Xob1dQcyOXmfqF/+125z9A69A+IOAN0i7oy8KoMmKQ+X1GXiJUQnpT198ZZ/3kbHq5G0bM41Weft+69tfjVlyQ5kWXfbGWjkAcuHzz8mzdpApcByg8PRt9JA3AEAT6SX7JRU3Pbq7edxU9clPXiBTkLpxTuNLJycPG5wS6wNjH5Ai5Gxsuvi2gkxSjA5HhyTAu08kCn8Xjruz+1gm8xV3kPLckMg7gBAK1XVtcz8hNFTDCQUt01fYZH/4etQMe11O8+PkTXYe8Kb9qDGq9cfDYt9RJF5O+XFu4/f5hOs76a+hKYeyPwoLh81RZ9KAeRGJKW8AHEHANzIzf8iJLcpKPrB1GXmq9cfqW/4ycijEh73iF1Yg11E87xbNI12thy4es6VsvCE6es377sismDzq95bJgygB8oqqodN1qF25zd13eu3n0HcAQA3bqdkLlDf9+zlu2GT105ZQgxLzcKvduN2+uGzgQY7z715V0ijHQfnsF2H3Ugfn77I459nwsRLsLB3R04ZLME4wKmuqUO+ApUCyK9H3j2IOwDghk/YHe0tp8srq5n4VUNuEGOKrjK0z37z4W/tWB5x55ltTPp483b6KBkDOYK1+qaT6GoB7TzAQXeErK3inutscayrb8DSSPqrqmtB3AEAN4x3X1I3dUAJdO7lf/jWaTuPn72RIFsbJDY5/d+1B5MeZPLMMWYRUIV2HuA0Nzcz8KiQ59TU1g/iUS6vqMY+MvKqtDeVFsQdADqD6kaH7Qddum4HnatDhDVIS8cERN1H14y3778y86mq0LBmCNDvYeIjkK8s9DL3AzO/6qfCIpSurWugJVIHiDsAdMCXr8XL9Q83NjYeOhsgpbS9wzUdaWSomPadR1lY+qpP/AariyjBN8ekw+CZwECATVCdNAjzqyV8B6eoFpL4Xy0xA0ZI6YK4A0BXyXr9HrlRgyYpc4nrcIhq4RVNdLnBYeMWQZ+52nLSTCPs+Wp65tvPX4uhzQFOsf9bgW7T3svDJdc+fEpcavTjl6J/ZhiBuANAV8l89V5cYWvywyxGXgIjr0p5ZTUuZs9cjxKSI8bPE5hnOkRYA90WQFMDJCgmTa0zP488AOzFt9z8L20uYQTiDgB/x6N04iKOVdW1apscZJbsII+Z1xVS0l7NXmOFEv9MX4/uDM5cj4SmBkiMltH/XvTfZEdTa2fZpeZBMcT3n5+9fIdNwwVxB4AucevBCwWqMc86R/abj2ILzZqbm1n4VTlFtRwuh0FTAyQmTF9PPkCnufnUQo39WLxD5BbMUd7dveI+6A+0Z1Lkg7gDdAspknVkwuNVhkdwt//lW8m4qeuQdzZqiv5oGYODjv7Q5gAJntnG5KF3/117kGB83PFaBEon3n9Oo7fRVc+9Tb1uLe7guQN9BeQxuQUmjZDS5RDVGi6pa2p9WcvsFO6/gs2GvJv6UmCeaXjco/YWiQQGJoLzTfMK/nvhecZKC4Od53YdJopkyM2HK9fZg7gDwN+x+6in5OJtwyR0hoho6m07I7V4u7LRUSNLp+74LVYBtXOuUeg0hmYHKBBbaJaT9+nr91JWQbUNVheF5DapmhwfLKTOJqg+YZrhCroSd25u7hEjRhAIhI8fP1IUzsjIQJVwcnKCIwr0Olzi2iOk9Lgm60xWIL5BevhcILoj3mZzrTt+a4yMgc1pv512EJcDoERSaVvmq/dI3NlFNFesOzxSWu9HcbnOVkfVjSd4ZxvLLjOnF3HH+Pbtm7m5uYKCAnjuAH2CDZWg/8x8qia7L6EcF//Eact3WR/36o6fE5bftMbo6BXvOGh5gALZpebpWW8/FRaNnbaeGBaGRwWbpvU08+24qetonDjbc+KOKC8v5+TkBHEH6JP7T3JEF5qhBJL4vSe8f7Us6SUwb6P9+aDu+Dl2YQ0GHpVLnjeh5QEKZq6yTM3Iffv+K+p+V3ziSB5A4ffSwcIaHsFJ9CXupaWl1tbWcnJyIO4AfbLG6Ji4wpZfLa+QHHMK/tUyDxIJPUxCB3oYLNZS9puP4ou2kOc3NRHXFLt1/wUtRnCYCkk+x5FK5rBhw5YvX56fnw/iDtAn7CKayS3rvUxbvss34i5KlJVXIUfJ+pgXNA7QkyxQ35f8MCsjK19m6U6Kr5h4CSk0xNj7BS8xAQBGdu575LC3zj9yISgy4TG0D9CTKGnbJtx7lpqRO3OVJcVX7z//aGpqAnEHgI6xtHdnEVBDd7t8c02gNQB6YKme3c3b6XdTX8qp7u20ERB3YKBz0NFvmZ6dS0DiqasR0BoAPbDK8Ai6X0TOO3LhQdwBoJPsc/DupvkwANA5CCbHQ248jL6VtsLgMIg7AHSSzfuuOLnfgHYA6AeNTScDou4jfUcqD+IOAH/NFe+4E86hOlsdvUPvQGsA9MMC9X2TFbeaH3LtyrpGIO7AwEXT7BQzH0FR2ybmVhq0BkA/rLdwGiGtu1TvkMHOcyDuAPDXLNWzGyGlJ7vM/AFtE4cBoMfYc8xTxfg4tgwGiDsA0Eplde0SXbuh4tozVlrwzjbOfvMR2gSgK45cCFqsY7u1C4vWgbgDA46KyhquyTpDxXX4527UMjvFwq+KxZUHAPrhglvMPJU9FvadF0YQd2DAUfi9FPnszc3NKG1keWGomDZekVEBADdJDEqSXWq+z8EbxB0AaCXz1XsJxW1YWmeL47Tlu6BNAHoj9OZDsUVmdmcCOm0BxB0YcFBEoWxqaoY2AeiNhHvP+OaYHL8UAuIOALTiE3ZHe8tpaAeAnnmU/nq4pO7OQ50P1AXiDgw4zlyP3G57HdoBoGey33wcLKTu4BwG4g4AtLJYx1ZnqyO0A0DP5BV8ZeBVKa+sBnEHAFoRW7glMOo+tANAzxSVVGzad7krFkDcgYHFi1cFTHyEhgaY+wj0c0DcgQGEsdXFUVP0V6+3h6YAQNxB3IH+wzwVa9ll5uFxqdAUAIg7iDvQf5i+wiI1IxfaAQBxp8agP3SYWVxcrKioyMbGpqSkVFJSAuIO9BZjZAwKv5dCOwAg7h1DoeNtZlpaWhoZGSGJR/+trKxA3IEepr7hp1/E3Xup2awCatiSMgAA4o6DuIuIiOTkENfLzs7ORmkQd6AnsTsTwDBJmZFHhZlfdYiwBjQIAOKOm7hzcHDU1NSgBPqP0hSFMzIyUCWcnJzgYABdJP7uc/S/vKKa5J4Hx6Qw8RFOXA4v/F7Gwq+qpG0DrQSAuHeLuHNycoLnDnQH+jvPMvKqiC3awsRLSPkTWen4pVCNzSex9AgpXZ0t8GIqAOKOn7jDsAzQA8gu3blxj7PQfNOJMzck3n+OZY6banj6agSW5pltvMEKbhABEHf8xN3CwoL0QNXS0hLEHcAL3/C7cbczlhscnrHKioVf9VtR2S9i/A2nqz7xKHHONZpTVKu84vfqHP+uPYgceWg0AMS9Y1knh0pmUVGRgoICKysr+o8kHsQdwAuxhWaiC8w4RLXGyhhY2LthmXZn/be3RJ5E0q9ifBxaCQBx74znjhcg7sDfUlpejbx1VgH1o07B5Pk7DrqIyG9GibMuUdu6EF8YAEDcQdyBXiD2drrg/I2SStsopq6npL2atZr4OsU+B+/D5wKhoQAQdxB3oM9gsufSGFkDve1nWn/1+WvxuKnrUMJ498UrPnHQVgCIO4g70GcQX7RFZql56M2Hrb9CjvxgIfXaugblDcfaLAAAIO4g7gA9UlVdO1hIA/1vrwCbkBqHmBYLn6pnSDI0F9BfKaisKmz/LABxB/oeXiHJ46cZUilwyfPmjJW7LrhFf2+ZHAkAfYivNbX3Cr/55xeYP0pTT7onHxU3I+LmRL/gkd4BI70CuT0DmF28Gf78KdyIB3EH+g9Ccps27b0M7QD0LZp//Sqtr/d88/bY86zNDx7/ezNpSmg0n3/oBN9gDnc/NlcfJldvRhevQde9GK57Mbl4D3b3GerhN8o7aJxP8NTwGMWYhH9jb61OSLry6nXsp89Pi0p+NlFbBQ/EHeh78M0xycjKh3YA6IeGpqanxSXXc/KsHj/VQO52TOzk4Mh/fEOGewcggWZx9WG87j2I+OeF5JvZ1WeIm+8Iz0D+gFCpkKg5kTfX3X14IC3D801+wqcveFUJxB3oY7zO/zxYSANW7gV6Urgffvt++dVr80dphMTk2RE3RILCx3oHIdVmc/NhcvFBjnaLu+3N7OKNHHAuD/+xvkFCgRGzIm6uiE3Sun3vSEZW5IdPBRUVRXV1PVZtEHegz9DU1NzQ8NNs/9XZa6ygNQC8yCwp83jzdvfjdK3bdxdEx0uERE70C+H2Chji7sdMHCchetwMyN128R7s5jvMM2CcT5BIYARyt1UT75qnpl3Kzk35+r22qYne9gvEHegzOHveHDRJmZFXxdk7FloD6JD6xsbHP4pcXr2xfJSuceuufHScREgUEu7h3ki4fZldkcftjQ1wIwVndfXhdPcf4xMkGBA2M+Lm6vikrSlpF1++uv/1W21jY1/cfRB3oM9w/FLITjvX2roGaAqgprHx3tfvF7JfbU15vCb+DvKjhYPCx3oFD/UIYHXzQWL9Z6jEC3nfyOPm8vAf5xMsFBAxI+LGyvjkzQ9SHbNeJnz+UlZf31+bCMS9//Pw6SuBeRv7wY4IzDN1uAzLOg4I3paV++Xl73vyTDOJ6HGLB0dO8A3m9vQf/NvjJgo3IxJuF58h7j7cngHj/ULEgiLnRsYSEpN3Pkq78ir34bfv9fQ3VALiDuDG9oMuogvM2ATVHj9/09f35Z/pRulZb+GY9gM+19QEv/tgk/ZcJ/mefEy8eHDUeJ9gLk9/4nRAF+9BLt6YdrO4+XB6+I31DhIKDJ8VcUM54faOR0+cc16nfitqGNjCDeIO/OKfu3HSzA18c0z2HPPs27fhtfVDhDUaG+GU7htklpReefXa7OGTpbGJU0KiJvqGcHn6tQyY/B7pxoa5hxJHS4JEgsLnRsYhJ33vk2f++QUFlZXQgCDuQAfwzjbO//B1q821c67RfXQXlHRsRRZsvuAeM376ejig9MOXmhrfvHyL1PTV8cmyYTE8fmHcXgGD3fyYXIgj3cTB7us+Q9x9R3gF8PqFyoZFr0pINk996pr7NrsEXhsGcQe6RlNTM6uAWsPPxgOnfO3OBPTFXfj5s5FNUH3iTCPxRVtXGByGY9rDPPr24+SLlwZ3UuSj40WCw0d7B7F7+DIRH1diIyfebG6+3J4BPH6hU8NurEm4bZn61C/v3aeqKmg6EHcQd5y5nfKCFLziw+cfE1q83dNXI3baufaVXQiLe+TgHIalb9x+KjDP1NbRj5lP9eHTV3B8u4P88orLObkb7qYsiI4XDgob5R04xM0XezcHiTiLiw+Hh/8Yn2DRkIhFN+LW30s5n5WT/qMY2g3EHcS9R9EyO02aG3PVJ55rsjZKuPgnGu660CfqX1FZs0zPjpGPIKG4dd9xT3Tn8a+OXdbrD8cvhcDB7QqN6ML/5evB9OeExDuyYTH/+AZzeviRZp4wuXqzu/uO8QmaHBTx781bW1KeeOW9/VxTA+0G4g7iTi+wCanzt4h7bV3D3hNeOw+6oHTIjYediCbqGnArPfO/JVzq6n/2QP0X69iyCapbn/Dmn2vCwKsycaYRHNO/oqiuDumyWUqqYkyiaFD4KO8gohvu6oWtasLi6jvMw5/HL2RmxA2tpHsOz1+CDw7iDuJO15SUVr7/9ONHcTmXuPYYGQOUc941moFHBRvfuPXghYLmAdqtbd57VXzRFiY+wlab61hOdU0dslZZVdvdO7JM/9CkWUblFUSfsfB7SX3DTzi4bfKhsvL6q9dG9x/KRcfxBxIfZrK6+jK4/J6IMtjNd5RXkFhQpNKNxC0pj73y3n0HNxzEnUZxH/QH8szi4mJFRUU2NjYlJaWSkhKKkhSFQdxxRGPTyVFT9P/VPSgsvwl7iOp4LUJz88mSMuKssqeZb2WX7mzxvht+/uz4XeoxMvrC8puRzprsvoTl5BUUDhZUT7z/vBvHDRqb1u08N2yyzruP3+CAknhRUuqYmb02+f6syJu8fiHDPJGI+2ALwzK7erN7+I3xDZYMiVwem2T9OCPu8xeYAA7g47lT6LWlpaWRkRGSePTfysqqzTIg7jRSXlE9adaGlDSaniJu2X+VQ1SLU1TrklfscMm1r/I+rd3qSIogeu9xNgu/KkpMWbJTdaMDdVOxt9M5RDVRIu7OM6nF21BCf/tZgsmJEZK6DJNU5qzZ0x07W1ZR/c/MDYOF1MfKGgzAY42ut0lfvtqmv1BOSJ4SFjXeJ4jd3Q+blEKcU+jiPdTDf4JfsExYjGriXbv0F/e+wvUP6FlxFxERycnJQYns7GyUBnHvCqbWzuzCmoOFNEQXmDW05W7ff5JDSq8xOkqKFyq20AwpOBJK18BbWE5zc/PYqYajZQ2Y+Qg6W09T/91Zqy3VNhEvAG/eFaJLAtpWTm3fUDFt7a2O7kFJC9T3d8fOPkx/PVrGICL+cf8+pjWNjZEfPlqmpi+Puy0REjXGJxC53kx/4jMglxw55jz+oTMjbugn3z+XlQNTwgF6EXcODo6alqE99B+lSWW4ublHjBhBIBA+fvxIYSEjIwNVwsnJCQ4GBRNnGp28HLH3uBe7iMY1P8pgWgTjY4y8hK8/fp/8U5bsIL2af841eoiwhtjCLf933V2wWXj+pqV6h+YTrKn8aGV1LaeY1vPsAuyjwLyN6CZgyr87R0rrq2488e1HGapMUzfc+Ns6+uttP9tvjt23mlrPN2833X+0ICZBKDB8uGcAm6sv4++36r0Hu/qM8AoUCoxYEB1vej/VLTfvCwyIA31I3Dk5Of+vu3/7Zm5urqCgAJ47LVRWEWNAV7ZEv7U+7m15hLJ9Zqy05Jtjomb6e4wFCf37Tz+oGKyoqkU+eF5BIauA2rTluxraGXm/6hM/QkqX9HGy4jZFbdvBwuplFdXYHcBIab115udx39/Za6xM9lzqc4cpt6zcKfu1wZ2UuZGx/AFh3J7+pAFxppanmiO9AkWJkwsTd6SkBeYXlDfAkpZAPxqWIVFeXk6h+CDu7eHsFSuptA1LO1wOHd0yAQbjy7dipOxIo/cc89p12A27EgwR1qTR8hhZA0ZelZKyymMXQ1pLfGD0AzWyQfnQmw+HCGlwieuQci553Zyx0gL3/V1leCQiPpVuD0dGUcnJzCzN23enRdzAZoiztCwqi/5YXIiLW03wDZ4SFq2ckGzz9EXS5y+N0IOBfibuFhYWpAeqlpaW5F+VlpZaW1vLycmBuNPCjoMuSO+w9Ou3n4XkNpG+evj01VBx7bnKezyCk3S3n0E5OXmfRBZspt1H5hLXvpv6koFH+cOXIopvndxvbN53hcrm6KpAvKVof07kuw/fJs7c8OTF3y1CiS4YqRm5vdvm9Y2NNz992ZuWsSr+tnRo9HifEE5iLB6fQcTXfLyZXb3Rxwl+wdPCYzRv3T3xLDOtCGaIA/1R3Af9P1hmUVGRgoICKysr+o8knrzksGHDli9fnp+fD+JOC2b7r5z/s9RXTW39YCF10lfxd58patlgCSVtW5RIuPc7hxaQNYLJcVtHv6HiOkkPXlB8a3Pa96CjP3ULwyTWvnhV0N630YlpXJN1DHf93dDNpFkb3n/63jNtm1de7pz9yvDOg7lRN/kDwogD4m4tA+IuxBnibG4+w70C+APC50bFrbvz4EL2q1fl5dAhgQHnueMFiDsFyw0ORyU+IX0cNUX/e9FviUEOO/bs8UVOATZ0c+pKuKrJX7yA+q/OQUZelbFT1528Ek7xlam18yXPm9Q3l11q/jSz3XXVV66zn7N6N7o4/dX+sgmq19XjOR6N3PD4z18OPM1QTrgjExb9j1/IUA9/Fldv7DUfJlevIe4+Y3yCJUKilsYm7kpNC8x/34+D8gAg7iDudAHyx4dN1nn87L9hin9mrA+MuY+lj10M2X2UuDj7+08/sAnpykZHkaTSbv/Vm09ewclL9Oxmrf79LoKzdyx2E7BE184/4n6H1UP3Cu19O2eNlan1JVQfn/A7YXGPaKkP2hEWAbXOtVVWScnZl6/0bz+YExHLh9xwL8wNx962J4ai5/YM4PMPmx15UzvprkPmyyc/iqCDASDuIO49zZHzQScuhTDzqSKX/Nv3UlL+KsMjXOLaWFpr88kjF4J+tbzSyT1ZZ9pyC9EFZlTUtj0i4lNJl4TdxzxHSusRbxGk9a77J1DfUHPzKf/Ie+19K75oS1D0A4F5G3lnGwvOM+2wGmgvfMPvzlxlSa3Mr1+3vnw9kPZsTXzyFOJoeDCnuz82Gs7QMi+F3d1vnM/vFzUtHj8Nfve+BNxwAMQdxJ1OePOukJFXdYiwhsySHRRf/fzZyCmus97SyTfiDguf6jmX38Px+xy8x8oaMPCofPn61w/3nme/I03I2WnnysKvWlvXwCGq1eECMpv2Xr7ocaPNr5qbm1H9c/M/swgQBgupM/ISyiurqVvjmb1h0CTltdscf3vipaXHn79UTUyeEhYzzjcYe1GTfOlw5J7PjYzVv5Ny4eWr7FIYDQcAEHf6ZqH6PgYe5bnKe5DYTV1m3rrAtBW7kG4iEWz9FhK2gMzfgmSXU1QLS6ttdGAVVEe/Pm7qug433H/S59DZAApNxxLpmW/Jn/3yzTF5+/5rm0Z+1NQ6v8iZftmX7cil8Z5BXMQBcR9SuPqhxJULw+ZGxBrdfXj91ZsvNbVwrgIAiHufRNvs9Ann0B/F5Y+fvWk9iQXD8oj7PIK19XEvvH6UkVclr6AQJcZPX7/d9vpwKd35qns73Gr3MU/SAsKPMl7PUd7NKaZ92Zu4jk3IzZR5Kv8tPiOnujf5YVbS5y97HqcvuZkoGhQxyitwsJsv4/WWUD5XPRkuuw06e106LJKQmHz0WWbGjxI4JwEAxL1foaB5oMM1Fy+4xQwV1z5w0hevH522fFdqRu69x9kcolroukLjVtd84tE9hPjCLdbHva1PeI+RMUD+vn/kPZeIOxIWpyTOuc+OvDnJL5TT3R8LBMHg4s3q5jPCM0AkOGJJbKJFappNZNIwaR1WQbX7j7MXauyH8xAAQNz7LSILNufkfaJeJjzuEQu/Ku0q3CHqpg5+EfesjnrMVt79VxvOMrYfsfnwUNvzzA7OQ118mK95YjqOnHHW617jvYNkw4hv+kjuPbtip2PrzV0DbkkobTt9NRzOQAAAce+3ZL4qGCu7jl1Es8MnmaE3H7IJquP407sOu+057rXPwZtiDJ1EZf3PwPwCs5RU+Zh4/oAwLg9/5pap4gwuxNfuGS+6MZ66Oj8idvYlH/Vz3mKK217mfiDf/Mj5INWNJ1qbdXAOwxZOAAAAxL1fkfYib6H6/tdvv0yYbjRYSJ2Fn8DEq0J6LNkeTU3NpeV4xpU3snCasmSH7vYzHsFJd798s3masSo+STI0aoxP0BB3H6b/C+sTIBESuSbh9uH0F2kt7x43NjYx86tiD2Ave8ea7L44RFijuqaO3P79Jzmz11i1/t3N+65ccIuB0w8AQNz7FXJq+7gma7Pwq0UlPJkwff068/PiClvm/uXASKd5V1l1Puf12uT708JjxngFMVx2Z2gZVCHONXT1Ge4ZIBgYvigm3izlSUD++8p6aktgocvSmWuR2C3FkrV2I6T0KAoUlVSQT54hIb5oCymQCAAAIO79BG4JnTVGx8bIGqw2OoLN7561ylLd9AS+v1LV0Bic/37rwydIqZFeD/cirkbL8Gc1Wg53/3/8QmZE3mTYfpRBzSK4nfk5Hd1/vMGC9rkH3RoipDF++vrWZdgE1b+3ekggOM+0E29dAQAA4k6/JNx/PrLFwzW1vrxYx8bW0e9XyzzxpqbmTtt8Xlxy5FmWSkKyVGjUGO9gdndfppbwbIwuXkPcfUd7B0sER66MS7Z5+vxuIWV4tq78Loma2vpJs4wcW7x4CoTkNuXmf6HI5JltXNBTy4QBAIg7iHtPcPpqhJwa8S2k867RXJO1d9i50L5teUODz9sC0/upcjFxfAHhwzwDmJEzTpxr6MXi4j3Mg7iWoXx07KYHqT55+XQSF2Ku8h7ycIAYHKJaVdXwXhIAgLj3I0x2XzpznejhRiU+YRVUyyto4wXO+sbGqI+frFKfLo29JR4cOZr4ePP3mrRMyBl38xvjFSgVErUm4bZ9euazYrp+8Ud5wzFScFeM2roGfOf8AAAA4t77DBXTvupDDIgam5zBIakT/eGT5eP0pbGJYkGRI70D2dx8WiJtEqcbDnbzHeEdJBIUrngjYdujJyEFH2oa+16En417nC97x8YkPb3sE4vlfCos+meGEZx7AADi3ucpqa/3zXu3LSVN8LI3o4PzKK/AIW7YRENvRhcvNiTiXi1zVKLjtqQ89s3LL6nvP5E29XacHTVFX1jeVEppO5bz7OU76X93wLkHACDu9E5Y7KPiUuLSXQWVlZdf5a6/mzIvKo7XP3SYZ8DvCSrE4RRiiB+GCy5DndyUbtzamvLYL+/dQFiW1jXglqTS9iEimlKLf4v7OdfoCW3NqwEAAMS9N6lvbEz49OXg0xfqiXemhd8Y6eo76KIrw9Xf798zuRLXFh/jHSQZErUqLmn/k2dez17vOuoxZoo+A4/yuGmGA7CTNfxsZOQh8M42xj66+CUobzgK5x4AgLj3Ao2/ft0r/H782UudpPuzI24iN5zJ2b1FwT1bVsLyYnXx4XDzZTx7jeHQeV5HFxb9fbff/14ZxiP4tqIOMZRSRWUN+qix6SSS9aHiOndSX+Iy77AvUvithPQ20/FLIVZHPeDcAwAQ927kc3W16+s3JvcfLoiOFyK+6RMw2O13dAgGYsB7Hw53v7E+QUK+oUx7T4/d7ci8fGvmO6KIb7e9zsKvyimqdfN2elV17fhphoOFNIZNXvvkxZtpy3cNl1w7Slo/7UUeq6AaIy/BMzQZuhqrgNrrt59RYqvNtXN/Yn8DAEB34j7oD+SZxcXFioqKbGxsSkpKJSUlVDJ7UtyrGhpj3n/Yn/ZMOaElSJtvyFAPPxZshjjxtXsv1uve2EDKioQkq8fpIQUfKEbDF+vYzlUmLlM+n7CXS1yHhSjZKtOWm8cmp2MF0p6/2X3EQ2zRVv3t55j5VEvLq5boHlQ1dWAX1YxJTBuwDjs5AvNMsbDaKsbHgmNSoEEAgK49dwpxt7S0NDIyQmqO/ltZWVHJxF3cP1ZWeuXlmz9KWxmXhBR8ol8w8Xnm75mFxHc1WV19Wa54Dr7oLu4bujAwcpVLsMFpb2YBNWZ+VSZewnBJ3fYs//zZiLzyR+mvUdr6uKew/OaTV8Li7rTx9rx7UNJSPTsh+U0oHRTzgJVfTeJPHDtAUcsm4d4z1JgcolqewbehQQCgL4m7iIhITg7xdcTs7GyUppLZCXFvaGpK+lx4NCNz7e3786NiBQPDRxLnFPoyuXgz/AmUPNjdd4RnIH9A6KyIm2qJd3beeXj2zhO3sLusguqMPCoMPCroP/KskaCj9NDJ2uYHXdKz8g+dCyTNvE5+mPnu47e3778iucc87ryCwtEy+rS0xr3H2dwSa/W2n8U+/jNjPXlYogGOzlZH79A7Bx39RkjpYivSAADQZ8Sdg4Ojpob4FBH9R2kqmSQyMjJQJZycnNq0P+uCJ8NFt0GX3QddIz7JHHTdk/hU09md4ZwL4wlnZtszLNuOsGruZptnxCaoxsKvysxHQG44I68y0u5Bk5QH8RAT6G+usnVQzP3c/C/fvpcevRB86koEkuwxMgbpLQMFSMQHC6nX1hFnl0+aZWRk6XTrwYvBwupr1h+tqq6drLh1qa4dLa1RWl7FIaKlZXaKNJgzc6UldDIM80OuS3QPyi7b6XApFFoDAPqwuHNyclLJpNFzNwu4wXvUWfKQ8/w95xcbHJVT3btIY7+W2Wl1UwcVk+PKG44jf9DY6uIOO1ebk74nnMMue8f5Rd6LvZOem19YVf17bfGa2vrS8mrqOzJhhtFc5T2uAQnIYUeyjpx6BU0bVgH1VeuPov+KWjY0NsirvE+F334/V/j6o+zrj1LoZBg2p3wZeQnDJHTSM/OhNQAAhmV6CAVtm1HS+sz8qix8BOS5SyltP3gmQGvzaXZhzQ27nb4VlUFf6SKWR9ynLjeHdgCAPinuFhYWpGenlpaWVDLpTdwR6Zlv5yjvliPshW4BAMDAFfdB/w+WWVRUpKCgwMrKiv4XtwRjay+TDsUdAAAAxB1nQNwBAAD6obhfvXrVnSpOTk7ueAB2wA7YATsDwU5gYCBdiHunr0JgB+yAHbADdmiH7sT92bNnYAfsgB2wA3a6aIfuxB0AAADoOiDuAAAAIO7dRlJS0rhx42RkZLKysuTk5NjZ2eXl5fPz88EOHdqht52i7NOD8OnVYGeg2fn48aOCggInJyfqjV3ph3Rih17EferUqT4+PkFBQSNHjrS1ta2oqLCxsVmxYgXYoUM79LZTbGxsenp6y5Ytk5CQ4OLianORarADdjq8KqioqJibm5eXl1tbW3eiH9KdHToR9yFDhtTU1NTW1qIdQzuDcsrKyri5ucEOHdqht53y9PScM2fOhw8fuujBgZ2BaYe04fDhw79//44SpaWlneiHdGeHTsRdWlo6Ly+PfMcKCgoEBQXBDh3aobedQjx+/BjdB6SkpHTx9hzsDEA7pA2R+9+VQR66s0Mn4h4aGmpgYECeY2Ji4u3tDXbo0A697RRGYWHhwoULPTw8ujj2CnYGmp3Wy6t0WpTpy84vAOgv1NXVGRoadv3BGtgZmHb6GXTdHJWVlWCnr9iBxgE7YIeu7NCLuD9//lxSUpKbm3vDhg0VFRWdvhMBOz1gBxoH7IAd+rdDL+I+b96806dPFxcX29nZTZ8+/cePH53bH7DTA3agccAO2KF/O/Qi7uzs7NXVvyPkXbt2TUJCorCwsBP7A3Z6wA40DtgBO/Rvh17EXUZG5unTp6SPZ8+eFRcX78T+gJ0esAONA3bADv3boRdxDw8PX7VqFXmOvb19J/YH7PSAHWgcsAN26N8OTB4CAADoh4C4AwAAgLh3G8XFxZaWliIiIpycnBwcHChhZWVVUlICdujQDjQO2AE79G+HXsRdQUHByMgoOzu7pgWUQB+VlJTADh3agcYBO2CH/u3Qi7izsrKi6xXF5YuNjQ3s0KEdaBywA3bo3w59ee45OTnYxQol0EdFRUWwQ4d2oHHADtihfzv0Iu5FRUUWFhYiIiIcLaCEpaUlxeUL7NCJHWgcsAN26N8OzJYBAADoh8CqkGAHVoUEO2CnH9qBVSHBDqwKCXbADqwK2W3AAm99yA40DtgBO/RvB1aFBDuwKiTYATuwKmS3AQu89SE70DhgB+zQvx1YFRLswKqQYAfswKqQAAAAQF+AXsR98uTJNjY2L168ADv0bwcaB+yAHfq3Qy/inpqaamFhwc/PLyIisnfv3vT0dLBDt3agccAO2KF/O3Q3LJOWlrZnzx5hYWEBAQErK6vHjx+DHbq1A40DdsAO3dqh3zH3Z8+e7d+/X1xcHOzQvx1oHLADdujNzoB4oIrXG8DAAAQ6DxyvPgpdi3svvrnb9ZpQ8PHjRwUFBU5OTjk5ufz8/L/dfNiwYaampk+ePOliNSIiIkaNGiUjI5OZmSkvLz9kyJCpU6eiu7+/MoJXpJhuaup+03lIG6IDNG3aNHZ29lmzZnXiORtenaesrGzv3r1iYmLouA8fPnzevHnh4eGdsINX/+mm49VpO0lJSePGjUMnV1ZWFjrN0fFCp1gnTnbc+k8/E3e83txlY2PT09NbtmyZhIQEFxfXoD90ehdUVFTMzc3Ly8utra1XrFjRCTtHjhwRFBSUlpY+d+5cJ9b/xEAnUnQL6OS8ePFidXX1+fPnkb7/lRG8IsXQm7jTW+dhYGBoampCCSkpKScnJ+xgoYr1VudBe4QqgKpx4cIFJMchISFCQkKoYn9rB6/+g9fxwqv/oPPIx8cnKCho5MiRtra26HpjY2PTiZMdN/GhHx1vk7+1g9ebu56ennPmzPnw4QNezhcS0+/fv6NEaWkp8jU6Z6e5uRl5B2vXrkUWNDU14+Pj/9YOKytrfX19XV0dMojOK5SDmgv5739rBJ9IMTgd9P7aeSZOnIi528i9xSpWVVU1ePDg3uo86KdJ1UBVQglUPR4enk50Qlz6D26v6ePUf9B5hM6p2tpatC1y47B7nU6c7LiJDz076b345i7i8ePH6FKckpKCi7ijK3BX9otiE3SFQB6TrKzs39oRFRW90QK62Dg7O6O+iPz3v7WDW6QYnA56f+08Z86cQa4xcpAtLCxIt1nIoeutzoO8Y8xzR//RTQDKQTcW6Paic5571/sPbq/p49R/UJvk5eWRb1tQUIBumHpNfPqZuOP15i4GcgQWLlzo4eHRFXFv7Qjg1f86ATbmjnrhixcv5OXlkS+GzpC/nWKFW6QYOhN3eus8CHSPj5w45P2hdkYX5j179iBnsLc6D+ozM2fOpHhO0wnjePUf3F7Tx6n/hIaGGhgYkOeYmJh4e3v3mvj8AqhSV1dnaGiI1+kBQOcBgJ7pP9DtAAAA+iH0Iu54zY4COz1jp/vu/TthBw5WX+880H+6ww69iDtes6PATs/YoauTEw5WX+880H+6ww69iDtes6PATg/YobcpjHCw+pYd6D891M505bl3fXYU2OkBO/Q2ywUOVt+yA/2nh9qZTsQdr9lRYKcH7NDbyQkHq2/Zgf7TQ+38CwAAAOh3QCQmsAM7BXbADkRi6jYgqEofsgONA3bADv3bgUhMYAciMYEdsNMP7UAkJrADkZjADtjph3bggWovAMFioJEB6D/dTX8L1oFX0BkSXYyghFewGFwiKOHSwr9wfD0ap0hDdNvIXew8eB0yvPYLr0hD/bX/wPID3duP8Qo6g1cEJbyCxeASQekXTkFe8Ho9Gq9IQ/TWyHh1HrxOCrz2C69IQ/21/8DyA+12WbzeSP6FR9AZvCIo4RUsBpcISr9wCvKC1+vReEUaordGxjH8Fl6v1+OyX3hFGurH/QeWH6DVH+nFiEV4RVDCK1gMLhGUMLoe5AWv16PxijREb43cTeG3Om0Hr/3CK9JQf+0/sPxAj4o7LncSXTGOV7AYXCIokehikBe8Xo/+hVOkIXpr5G4Nv9WL+4VXpKH+2n9g+QGALoAgQQDQv4Fzuxegt1lWdFUfaBw4KaA+/Urc6S3IC171obdZVnjVB5dG7r7K9I/6wEnR10+KztnBa8ppf4vEhFf74lUfeptlhVd9cGnk7qtM/6gPnBR9/aTonB28ppz2t0hM9Bachd5mWeFSH7waGa/G6a/1gZOib9UHr3bGa8ppf4vERG/BWehtlhUu9cGrkfFqnP5aHzgp+lZ98GpnvKac9rdITPQWnIXeZlnhUh+8Ghmvxumv9YGTom/VB692xmvKKcyWAQAA6IeAuAMAAIC4AwAAACDuAAAAAIg7AAAAAOIOAAAA9EtxHwQAANBtgLj3prjD9RkAAJAXEHcAAAAQd2h9AABA3EHcofUBAABxB3GH1gcAOK3ot3og7n3+MJOejHNyciooKGRnZ1PkUzw6R4lZs2a1V42YmJgpU6YMHjxYUlIyICCgvXqSW7t69Sr5Vzdu3KAoLyQkJCws3GadR44cuWLFitzc3NY/9PLlS3Fx8Vu3blH8dHs1bNMgIjo6WkJCgpWVFf1HaVJ+YWGhnp7euHHjuLi4FBUVExISqOe3aery5csaGhqtD4q6ujpqFiqHoL3a0rKnVI5Fe61KPb+LPQT1usjISFKB8PDwTixt2CbUm7c7TisqzYvX2d2hQYoCuFcAxL0viTuWKC8vt7e3nzZtWod9a8mSJf7+/q0tPHv2bMyYMWFhYchUZmYm6byiLijTp09vbGwkfbVo0SLy8g8ePBBrISUlpfXmRUVFBw4cmDNnDkX+/fv30SUhNTWV4nc7rCGFQVR+9OjRSHpQ+aioKJR+/vw59tXixYt37dr19etX9FV8fDxSKOr5bZqqra0dP378u3fvyCuJPk6YMAFbz5r6IaOo7V/taZvHgnqrtpffxR7y6NGjmTNnkgqjNMrB5QSh3rw9I+49f9b3YpwNEHc6FfdfLYETkUvV4amLTkvkStfX11OURA6Rs7PzX7kzKIGk0MvLi+Tbmpqakpc3MTE5duzY0aNHN27c2KbBioqKIUOGkOdHREQICgpmZWW16bJ1WENyg0h9Ll68SPrKyclJU1MTS3NwcLQZZ7K9/PZMHTx4cMeOHeQlt2/ffujQIRp9N/La/u2etifubbYq9fwu9pDVq1fHxcWhRGxs7Jo1a3A8R6g07+vXr1VVVUeMGDFs2DAVFRUsAhF5bevq6lBhdBM2duxYlEAfSQWuXbs2ceJEBgYG2psXtcbmzZvRz6HOeenSpTabvc3D0d6Gbda/zRspdE1F2zY3N2M5KCEgIIB8i/Z2EMS9v4k7Om+RjM6fP5+Wu0JjY2NHR0eKknx8fB8/fvxbQcnPz0d36FjPQ15bTk4O+dmF+u7HFkaOHEl+dmGJ4uLi/fv3k/w+7KwTERFpL+JihzWkMIjKf/jwgVQMpfn5+bG0vLz81q1b37x5Q2Gqvfz2TKFzEjmzZWVlWD5KoI/IR6ZF3Clq+1d7SkVNWrcq9fyu9xB0MViwYAHWeiiN4zlCpXmlpaWTkpJqampQ5pYtWzZs2EBRW3SboqSkhHU/dENpY2NDKoCuQJ8/f/6r5rW1tUXWPn36hFmjXdzb27DD+pN/nDp1amJiIpaTkJCA3aC3t4Mg7nQk7hlFJe65b2n8Q4XbHL/Ght1JMVmojKii/1+/fuXl5S0tLSWvBhsbG8XFvz1TFNaQ4xYcHBwZGbl06VJygwEBAYsXL8bSqBcGBga2Nkh+340+Imfq3r177bUYLTUkN0hRHqVJdzaoBdBNxj///IP8Jh0dHdKp3l4+FVOovIODA5Y+ceIEctM6PARt1pbGPe1wzL11q3aY38Uegli7di1SMV1d3Ta/zcjKdw9KovEPFSbftr3mJae8vBx54hQNgtzbly9fki4/pGBAqEBBQcHfjrmjzcmt0S7u7W3YYf3JP6I7RdLQHLp/wm4i29tBEHc6Evfwgg/r7qTQ+IcKt2kEuQCnT5/GHCha3EZ7e3sLC4uue+6YKyErK4ucC3RXTv7t8uXLSRFYvLy8SEFysQLI2UcOMrrVCA0NJeVfvXoVCSupy/6VP9vaIBXPncS3b9/Mzc1J7dZePhVTubm5PDw8DS2gBMnrp34IWteWlj1lZmYmjZZgt/wsLCwdtiqVfFx6CCIvLw8Ve/v2bZvfhselrjM/T+MfKky+bXvN++TJEwUFheHDh2NXJiYmJor6o6svaWgeJchHLElDHLR3dQprtIt7ext2WH/yj+gqy8XF9b0FlMAuuu3tIIh7Pxxzr6qqomVElXQxEBYWRi4M+YjqlStXOjcUIN4Cds6QXD+kROSOIfqIMikMvn//fty4cRUVFaR8Dw+PsWPHkoeFJB+J7rCG5AZJPg5poLzN2ReoMAcHB/V86qaUlZXRZQxdwAgEQofHt73a0rKnQkJCpGfCv1qecIqIiFA3S0t+F3tId6tJm82LHFXUVYqLixsbG0tKSlr3SSqeO+27QO6Ak6aiZWVlkWs3KT41eWTqDjdsr/4UTwJI+dra2idPnkQ3MeiGkvoOgrj3N3FHp+LZs2eRB027sqCzBXUU8rkQSFXDw8PRyY/6CunZI40P8Si+RbcR69atI883NDTEhnEptlJTU7t8+TJ5vp+f38iRI+/fv09hmcYakgymp6ePHj06KioK3fZGR0ejdEZGBlYGOU3x8fHIA/rx48eePXvk5eWp51Mx9atlUhBqeRkZmTYnBVE/7qTa0rKnhw4dkpOTQxqBPDX0H6WPHDlC3SyN+V3pId2tJm02L7pKhYWF1dXVodsFVVXV1n1y3759pCFpdFj379/fFXE/cODAkiVLPrWAzJLy582bZ2dnh/yq/Pz81atXt65Gexu2V3/UtUgXA3I76P5YVFQUXctJg+/t7SCIe/8Rdwzks6N+hk4/WkZUMZCjPXPmTPIcJFvYLGYpKSnyIfJOiLu0tHRycjJ5PvqIjLfeKi4uburUqRT5ISEh6I6VfJo57TUkGfzVMvdm8uTJLCws6D/5dGxkWVFRcejQoehcQqcWcmmp51MxhTFnzpy5c+dSf1bRYW073NOGhgak78h/R/no/+HDh3/+/EndLJV8vHpID6hJ6+aNiYlBYocOBw8Pz/nz51vXH13/tm7dOrYFlCCNYFAXd4oGIZ8dYGpqOmLECOQvOzs7k/LRRW727Nns7OzoztXT07N1NdrbsL36I6+Im5u7tR10LPhaII0ptbeDIO79RNwBAICTt//JC4g7AABw8oK4Q+sDAADiDuIOrQ8AAMgLiDuIOwAAIC8g7iDuAACAvPRXcQcAAIAA2f1N3AEAAIA2+R+IQVHV3xQSxwAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">626667.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">626667.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012Q08</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">3000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1880001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">3000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1880001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0140634009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO MULTINACIONAL F.I.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1570160.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1474894.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0140643034</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO EUROPA F.I.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">979213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">851542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0141113011</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO JAPON, F.I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1253881.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0141113003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO JAPON, F.I</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1334597.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3883970.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3580317.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">6883970.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">12.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">5460318.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">12.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CJF95</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|2,437|2028-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1244269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1244269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1244269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1244269.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1233784.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US02079K1079</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALPHABET INC&#47;CA-CL C</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1639368.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1869287.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1155917.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1088199.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0378331005</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1104447.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1008688.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US30303M1027</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">853096.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">971794.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">842504.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1061815.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5951121038</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2728341.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1748746.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US67066G1040</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2101970.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2380647.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0079031078</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2491867.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1100779.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US3695501086</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GENERAL DYNAMICS CORPORATION</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">663638.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">613099.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US64110L1061</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">975086.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1244707.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US69608A1088</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PALANTIR TECHNOLOGIES A</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">29.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13087761.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">29.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15741012.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">29.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13087761.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">29.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1954206881</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|PARETURN GVCGAESCO PLACES GLB</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">919540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">843520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0093503141</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">907960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">817092.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0326424115</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1601117.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1554975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1231169415</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GOLDMAN SACH JAPAN EQ PORT EUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1140008.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">931422.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU2145462722</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|ROBECO SAM ENERGY EQUITIES SIC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1215495.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">782968.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1797810345</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|MG LUX EMERGING MARKET BOND EU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1276661.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1200117.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU2168656184</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|BLACKROCK GLB WORLD TECHN EUR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1205795.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0605515377</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|FIDELITY GLOBAL DVD EUR FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2361782.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2180450.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0200685153</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|BLACKROCK GLOBAL FUND BASIC VA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1446924.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1319662.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU0326422689</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|BKACKROCK GLOBAL FUNDS WORLD G</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1374622.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1611279.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU2441283277</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|JANUS HENDERSON HRZN BIOTECH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1935752.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1654813.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1797811236</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|MG LX EUR STRAT VALUE EUR CIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1066677.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">963138.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NO0013528356</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|DNB EUROPEAN DEFENCE FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1312433.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1297233.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00B3XXRP09</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VANGUARD SP 500 UCITS ETF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1352877.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1212235.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4642887602</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|ISHARES U.S. AEROSPACE DEF ETF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1549213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2302011.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US37954Y8710</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GLOBAL X URANIUMETF</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1090885.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4642867729</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ISHARES MSCI SOUTH KOREA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2050285.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">21511346.00</iic-com:InversionesFinancierasValor>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 11.807.905,00 euros que supone el 22,12% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 11.807.948,06 euros que supone el 22,12% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 339,12 millones de euros en concepto de compra, el 3,84% del patrimonio medio, y por importe medio de 338,0235 millones de euros en concepto de venta, que supone un 3,83% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 7.944,74 euros, lo que supone un 0,02% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 El fondo tiene una distribuci&#243;n de activos del 75% en renta variable y un 5% en renta fija, (Fondos de renta fija y Bonos en USD) sobre el total del patrimonio del fondo, y el saldo en tesorer&#237;a supone un 20% del total de la cartera, (Repos de Deuda un 6% y Tesorer&#237;a un 14%). 
 En fondos de inversi&#243;n la exposici&#243;n de la cartera cartera es de un 48%, de los cuales, el 46% en renta variable.
 Durante este trimestre hemos mantenido una exposici&#243;n total del 29% de la cartera en acciones directas.
  
 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 14,72% durante el trimestre y en los &#250;ltimos doce meses ha sido del 11,77%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 18,35%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 3,35%.
  
  
 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 positiva del 18,35% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 7 participes, lo que supone una variaci&#243;n del 24,14%.   La rentabilidad neta de la IIC durante el periodo ha sido del 18,35%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,67%. GVC Gaesco Crossover Currency Hedged, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,19% del patrimonio medio de la IIC.
  
 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 18,35%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Dentro de la renta variable se ha invertido en zona EURO, en USA y Asia, completando con inversiones sectoriales, con el objetivo de dotar al fondo de una estrategia muy diversificada, incluyendo oro, minerales y un fondo que invierte en acciones de defensa europea en sustituci&#243;n de un fondo en tecnolog&#237;a USA.
 Durante el trimestre la renta fija y los fondos conservadores de la cartera se han mantenido en diversas estrategias: fondos flexibles en plazos, activos y zonas geogr&#225;ficas, con preponderancia en la zona euro para evitar riesgo de divisa.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre tipo cambio EUR&#47;USD que han proporcionado un resultado global de -830.330,73 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 38,17%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 43,97%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 677,14 millones de euros, que supone un 7,67% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,66%.
  
  
 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 17,88%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 0,10%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 2,81 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 1 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.
 Seguiremos ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12026_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">GVC GAESCO CROSSOVER EQ COMM V</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12026_V-10920056_ia">2022-12-23</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">10</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S12026_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_15 contextRef="FIM_S12026_V-10920056_ia">15</iic-com:XCode_VocacionInversora_15>
<iic-com:PerfilRiesgo contextRef="FIM_S12026_V-10920056_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">El objetivo de gesti&#243;n es el de obtener una rentabilidad combinando distintas estrategias: i) trading sobre RV incluidos acciones, fondos y Etfs, ii) inversi&#243;n en commodities, a trav&#233;s de (a) Empresas cotizadas cuya actividad principal est&#233; relacionada con la extracci&#243;n, distribuci&#243;n, almacenamiento o reciclajede matrias primas y b) IICs, &#250;nica y exclusivamente UCIT, que tengan exposici&#243;n a materias primas y iii) inversi&#243;n en futuros sobre Volatilidad exclusivamente con el VIX ( Chicago Board Option Exchange Volatility Index) como subyacente. La inversi&#243;n en commmodities y volatilidad conjuntamente no superar&#225; el 40%. La estrategia Momentum se basa en la continuidad de las tendencias existentes en los mercados. La exposici&#243;n en RV ser&#225; hasta 60% en valores de empresas mayoritariamente de pa&#237;ses OCDE, con sesgo a Zona Euro, sin concentraci&#243;n sectorial. La exposici&#243;n a RF ser&#225; entre 0% -40%, p&#250;blica o privada, de emisores maoritariamente de pa&#237;ses OCDE, con una calidad creditica m&#237;nima de BBB- y con una duraci&#243;n media inferior a 5 a&#241;os. La exposici&#243;n a emergentes hasta un 15% ya divisa hasta el 100%. La inversi&#243;n hasta un 60% en IIC, incluidas las del Grupo. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a semana para la inversi&#243;n en renta fija y el STOXX 600 NET TOTAL RETURN para la parte de inversi&#243;n en renta variable, y para Commodities&#47;Volatility, los CRB COMMODITIES Y S&#38;amp;p 500 VIX SHORT TERM FUTURES INDEX TOTAL RETURN respectivamente.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
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<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_dpp" unitRef="pure">0.78</iic-com:IndiceRotacionCartera>
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<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">1.40</iic-com:RentabilidadMediaLiquidez>
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<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S12026_V-10920056_ia">CLASE A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
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<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">349759.15</iic-com-fon:NumeroParticipaciones>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">3701161</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">11.4477</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">10.9767</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">10.2766</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.2152</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.67</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.67</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.71</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.71</iic-com-fon:ComisionGestionCobrada>
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</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.29</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.98</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.28</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.66</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">6.81</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.60</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">3.59</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.34</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-0.34</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-18</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-06-18</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.65</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.65</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">1.58</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2024-12-18</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">4.98</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER EQ. COMM. VOLATIL.</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.75</iic-com-fon:VolatilidadElementoValor>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.39</iic-com:RatioTotalGastos>
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66MhdT0rYGR2SVlckYcW7mF0x28hzAtatraBhs7bj2equeckXVwKHWPd07vaT0TS7v2uzH/Hss7e9mSxlxfoiOU+M/1eSXhCR6uy4whJmvR8cvEHsHQO4AtJFTCcl6ETdpQd3Jjf+sEo6MMWdbaIS0EbeVj2c5l3xre2ik4G3443ynFm5TiskvmOjkYZSWwTy7kdrpPcysSfTvu3r9zRteGd/fwja/qto5KxstdgC5A/DC/JqQvOhqYNijJ9RYPnwznprelLgyMHiio/vpxJR5Pv6SRhzNVk9NZ5yW/qk379lV5bW13g8eTHLykDJu3O7+JjSyqLrm2/CoPhY2NplZQ6yduvGmzeQsvBooYWix/J87pJ7Wo4MdQO4AtJV110MGWzsevBknbcT5JjTit4QU4U8TC4p+jU9ueh21Jf5KTSdNq9q7zfLwlTCyoIa/srWTjBGXMfUPUbFTXb2Ym+AVTC13RUTfKi7paWajaGLFnBlA6AByB0A88B5MyLMwV9HUiumEaWfAgVw7aoBPcHKf5e7bzZhbU1evaGatez30dFKqnAnvfpk3uXY6VwOG2DiW8R/8ImvClf9nQgYAIHcAxEB+dTUJfa7PtT7mNnO8rs338Q8SemZs26DWt0HyLToP+NwvwOQ2b7z8qutBkvzrogM4tnVNBr3M9fZfgOulAHIHQIw43s0ebst7YECdWAcaUiwFE0vh59Oap2fiuiiA3AF4SWwNCZ/q4oVyAJA75A66FBdT0r4KiUA5AMgdcgeQOwCQO+QO2M2FlLRtkDuA3CF3ALkDALlD7oDtGCTf+lroaQEAQO6QO4DcAYDcIXfASs4n3/oGcgeQO+QOIHcAIHfIHbCdRk/oBQByh9xBV+CPpNQdYVEoBwC5Q+4Acgeg68pdMDW2cKKbm9vo0aPl5OTolZaZxIKCAi0tLUrU1tYuLCyE3AGrOJuU+i3kDiD3pooXftu/f39PT8/q6mp3d/cBAwYwifr6+rq6uqR4et2zZw/kDiB3ADqZ3NXU1EjuNTU1JHd1dXUmUUVFJTWVNxl8SkoKLUPugFWcSUr9DnIHkLtouSckJPTp04cS6TUxMZFJVFRUrKyspAV6peVGEWJjYykTBgYG2BkAcgeApXLX0NC4cOFCRUXFuXPnaLmp3JWUlNByB6zidGLKzvBolAOA3EXJXV5envE4+b179+5MIrplAOQOQOeWu7q6+qVLl8jv1H6fNGkSk6inpye4oKqvrw+5A1bxe2LKLsgdQO7CWheGSYyMjJw4cSK12ek1OvrZDyY/P19TU1NWVpZeSfGQO2AVvyWk7I6A3AHk3jFA7gByBwByB0BsnEpI1ou4iXIAkDvkDiB3ACB3yB2wm18TkvUhdwC5Q+4AcgcAcofcAdv5JT5pT2QMygFA7pA7gNwBgNwhd8Bufo5P+h5yB5A75A4gdwAgd8gdsJ2TcUl7oyB3ALlD7qBrcSIucV9ULMoBQO6QO4DcAYDcIXfAbn6KS9wPuQPIHXIHkDsAkDvkDtjO8djEH6IhdwC5Q+4AcgcAcofcAcv5MTbhQHQcygFA7pA7gNwBgNwhd8BujsUkHLwJuQPIHXIHkDsAXVjujabGFnDu3DllZWVJSUnBRwUFBVpaWnJyctra2oWFhZA7YBVHYxIOQe4Acm+qeOG3Dg4OI0aMiIqKqq+vFyTq6+vr6uqS4ul1z549kDtgFUdi4g/fjEc5AMhdlNw/+OAD8nujdVRUVFJTU2khJSWFliF3ALkD0Mnk3rt3bz09PUVFRTU1tejoaCaR3lZWVtICvdJyowixsbGUCQMDA+wM8Eogs5PfUQ4Achcld3L3+fPny8vLz507N3ny5KZyV1JSQssdQO4AdDK5jxo1qqKighboVUFBgUlEtwxgM4duxh2NSUA5AMhdlNy///57arOT2el12rRpTKKenp7ggqq+vj7kDiB3ANgrd4n/wiQWFRXNnTtXXl5+ypQpCQnPfjD5+fmampqysrL0SoqH3AGrOHgz7hjkDiD3DgJyB5A7AJA7AGLjQHTcj7GQO4DcIXfQtfghOvZ4bCLKAUDukDuA3AGA3CF3wG72R8X+FAe5A8gdcgeQOwCQO+QOWM6+qNgTkDuA3CF3ALkDALlD7oDt7I2KORmXhHIAkDvkDiB3ACB3yB2wm+8jY36Oh9wB5A65A8gdAMgdcgcsZ09kzC+QO4DcIXfQxdCPuPlrQjLKAUDukDuA3AGA3CF3wG70Im6egtwB5A65A8gdAMgdcgdsZ3dE9G8JKSgHALlD7gByBwByh9wBu9kVHv17IuQOIHfBGv+dGlsYCwsLOTk5wduCggItLS1K0dbWLiwshNwB5A4A21vuTeUeGRk5ffr01atXC1L09fV1dXVJ8fS6Z88eyB2wip3h0achdwC5i5Z7bm7upEmTsrOz582bJ0hUUVFJTU2lhZSUFFqG3AHkDkBnknt1dfWsWbNCQ0NpWVVVVZCuqKhYWVlJC/RKy40ixMbGUiYMDAywM8Ar4buwqDNJqSgHALm3KPcNGzaYmZkxyz179mxW7kpKSmi5A1bxbVjUWcgdQO4i5C7RBCYd3TIAcgegE8u9pXQ9PT3BBVV9fX3IHbCKHWFRf0DuAHJvqZ0uQu75+fmampqysrL0SoqH3AHkDgDbW+7iAnIHr4rtoZHnkm+hHADkDrkDyB0AyB1yB+zmm9DI85A7gNwhdwC5AwC5Q+6A7XwdGmkAuQPIHXIHXYxtIREXUtJQDgByh9wB5A4A5A65A3bzVUjERcgdQO6QO4DcAYDcIXfAdrYGR1xKhdwB5A65A8gdAMgdcgcsZ0tw+J+pt1EOAHKH3AHkDgDkDrkDdrM5OPwvyB1A7pA7gNwBgNwhd8B2vgwKu3wrHeUAIHfIHXQpNgWFXYHcAeQOuQPIHQDIHXIHbEf3RphhGuQOIHfIHUDuAHRhuTc7NbaLi8vEiRMVFRU1NDQSExOZxIKCAi0tLTk5OW1t7cLCQsgdsIqNN0KN0jJQDgByb6x44befffZZdHR0eXn5qVOnxo0bxyTq6+vr6uqS4ul1z549kDuA3AHoZHIXQCrv3bs3s6yiopKamkoLKSkptAy5A1ax4UaoMeQOIPdWyv3YsWPUTmeWFRUVKysraYFeabnRmrGxsZQJAwMD7AwAuQPAarlfuXJlypQppaWlTeWupKSEljtgFeuvh5rchtwB5P48uZ89e1ZVVfXJkyeCFHTLAMgdgM4t9+PHj48ePTo3N1c4UU9PT3BBVV9fH3IHrGLd9RDT23dQDgBy/1frwjSbWFZWRon5+fmampqysrL0SoqH3AGrWBsYYpYOuQO2UFFZ/Si/OC3zQWFxeXlFVW1tXUBoUkZW7kUzr4GT1n/1w1/19Q2UWFBU1rEtd3EBuQPIHXRh4lKy6urqM+4+7Dn6C+nBi0bN+tr9WnT2g/yRGtuGfLBZc8Uh8vXTp7WWzjfkRyyVeHch/Un+8ypY6K26SkpZR2HkCrnhSyWVdSjO9yfNIHcAmmdNYIg55A46jPMm7tsO/EXKllJeRGruNW6lzpc/dx+5nOdrZR254ct6jFkpNVhHUpn0rUOJPceuDI9JuxoSb2bvHxGXftbQzTcozj8k0dYtqKKyxtErbMTMryZ88t3pK67rdp7bpH8BcgcAcgcvg/S7vIuOOQ+eHD1jOXHuLrI2uVtq8KJV357e/zOnvr6BWa2istrLP6a4pJyWHz8ptnMP3qh3Pi3jQUNDg1iyAbmD153VgcEW6ZkoB9B6CorKfviFG3ozbdLc3dJDFvVSXTVgwroxs7+RHbaE3lIDfPTsbxRGLiet01trt2D6ytOntS85k5A7gNwhd/AcbmXc11iyX/n9Tb3GriJ38/vBn3WkLN362xvqa0nu3YYtnvDJt0u2/Pr1D3/Jj1zWd/yasoqqV5hnyB287qwKCOZkQO7gGfX1DQyCFL0fTXqO+YLa4D3Hrnxz4sav9v/1F9eHWuK+N+IfPSlm7YZA7gByh9xfdyqrapLT7uls+rn7yGVMd4rUuwtlhiymv15jV0op6/Qeu9LVL7JzbRTkDl53VgYEcTPuohzExccrj2h/cehm4p3a2rqEW1lBUSnvvKdLzd5zxu4P8/5zm8uh09yFuid6jFn51uSN6nN2eQfG1NXV34hIXrz5Z47TdVqmdZJv3//9suvd7EfN/q+rwXF+QXHCrey4lMzP1x//fMNPE+fuUhr1RX+1NeRr2eFL+6mtHjhxg8aS/QZmXgt0T8xefkh5+pcDJ69XnqY7QH0dZY8/1lBHVXvHW1M2GJh6/G/9j2qffDt3zTEFlRWhUbc6446A3MHrzhcBQZaQe6upqKwJjk5pOqLj+59MJ3yy842J66QGL+42dMmzodnKvLF90oMXjZm9jRm73W3IYvnhS6UG8wYF8q43Dl40YMLavmqr5YbzBnfLDNEhw0oN1uF/d6H8iGX8rm0d6cE61IKWG8H7Yt/xq3qOXbnj8JXB07/kxaTVhi2VGUr/lD7lCVpm8GJ6Kzd8mfL7m/uMXz169rapn+mT3PuprZEespjXKldexLsKOvaLvuPX9Bz9RZ9xqz5d/2NhUVl+YWlX2lOQO4Dcu7jcmRsaW79+ZnZer7Gr3p2qO3DyhukLvr+fWzD1f3vU5+6c/OluVc0db0/eQLYdqfEVrZB8O7umpvbIGes3J6+XGbJEZihJUyc5/R4F+fL7i1k5j386b1dRWU1tcMpDQVHpzxedNJcfmDDnu1Xbz+w9aZZxN0/4/zp6hel8+fPuY6a0du7jwq37/hyntWPr/j/po3lrf3xn6kZqjH++8fibk9YP5OeB2uMRcbd9r8dNnqe3YMPJj5bup6+b2PqL3jrKTHVNbUlZZZc/sCF38Lqzwj/I6k6nl7utW7CFQ+DSr37dtOeC2pzvAsKSsu4/puawgspyxdErSIWDp2+Ojnv+cP77uflT5utRM7nnmJW9VVdSy5oay92GLaHmNjV7uw1fTK3mjbvPyY/kRaaw9Cm99hm3muLjWILcIXcAuYuTC2beMsMWSzN3OfK6O3TkRyyRUl7UT23NoKmbqJ27aPMvssOXSA3WuXf/cbMR8gvL3puv123oErK5zNDFO48YMekRsbe//P7Co/xmxoRUVlUf/8NOY8kBap7jKILcIXfAOpb737C+k9Xpsn3ygsOoj755Q30Db+S18sK339u4ftcfo2Z9vf3gleiEO+M/3rF+1/m8J0WC9QNCE0fM3OroFdYojt6PprLDl0oO5o3d1lp+cPnXv9/PK8BRAblD7gByf3kcO2t70sBh2Ven5EYsk1DWkRuxRHHU8m5DFhnZXBXc1C6CDxftW/PtGcHbtDsPzhl7dB+xTH3OztU7zjx9WoeDAXKH3EHXYdm1GzaZnUDuK7ef5vW6DNaRGrJQVWu7s88LD7s+Z+z+9YG/mOUt+y5K8rtxFFVWvNDlVgC5Q+5ADBQWlfkFxVfXPGVGPb9ucp8yX0968KI31NeNnv21pLLOlv2XDv7G3ah3vm3RTGyv9VVbfZnjQ8sD1dfNW3OMFkrLq3CYQe6QO3h51Nc3HP7NSn7EMv5YZp2eY74oLas8cd4+52H+e/P1Qm6K7b6Spddu2LZO7lTB1DytdfOL2rbvzxD+jS0BYYnv/W8PmXfKp7uUp22asXAvJeY8fEJrPi4oKSmtYL7o7B1u6XxDEKempvbNietUNLZRpbX7R5Psh/mCj25EpjzOL544bzd9+snqI9JDFi3Y9BNte/eRy7YfutzOLQ2JSu2rtuadKesHTdskM2RxEf95hAByh9y7OMUl5cJ3piSmdWBjtrC4LD7lruaKg0u3nlqx7bfy8qrIuPQRM7/KfVxwxdL3rKHbV/suyQxdTG3V/mprYhLvcJ2vK45awbs1hn9TDHOfy+zlB4IiU1vz7yqratoj97Q7D+g17GYaMxBFijf+j/8QV2Ud3ujAYbxBgfLDl/Yau4r3VG7+I7llR/CGnUycu5O2grzMfHHkzK+oDd5//Bped/mwJd2GLeGNIxyso/XFofKKqqLishXbfmfGLFK60qgVUsoL1ed8J96S5zpdl1ReKDd86QLdkzjmIXfIXZwkp2f7BceTRotKKliSJZKL7LBFglF0/HkDdORGLDWxvvbzBQfRZnxRdPUvTJizs8/4VcwTrnk3Hw7RkR2+hHfv4rCl3YYv4T9pj6fOCXO/uxYc/29lcyvro6U/6P1o4uEfXVxaMXfNsW5DF1Hzk+t4/W/eWEAvn8DYlPRsWq6trbsenpxy+/5bk9eTfKlW6K++7k+u9/c/ma3afqb7yKWGln7CWVpy7bpd5r36+vqZi/e/M0V31rIfrFxuZD/kzfDufi36o8X7KZP9xq+mXA16T/d/649/c/BKZnbe4i2/fH/S/OOVhwuFZjujsjKy8vv9ivPwD7ZOnrebvjJe+9uxs7cfPWO9/xeO3PAlb0xc11t1pZNX2IO8grCYW0M/2ELZY+ZnkFZeJPGujqrWdtmhS36/4sKcu4h9X6dm5MxZfdTeIxTug9wh91ZRWl4pYrBBbHLm4/ySVTtOdxvOa41K8DUqP2LZxt3nz5l4XOb4vqpsFxWXl5ZVkmqnfKo3Z9XRv7je3x0x2nHQ8NRfTnLP7vxeqDTqiwniaD8Wl1T8YeTGbDg1Zld8/dsljldQVIqXf8w77+lS+XCcAgdN1dX7yfT0ZZfW9dvUD5uxhaK9O+1LpkEtPWTR0T9sBr//JdN8psrjc90T707dJDOM9+QQKV57f1Ff0rSyzoqvf6f6ta6u/m7OIxUD82Gbf6QWNLW1e6mu7DZ0Me+O+SGLeoxewdRzmssP9Z+w9vsT5hWVL1DPUXDhrphm+XjlkT7jVhcUlSuOXkH/oqr6KZQEXr3cG02NzVBQUKClpSUnJ6etrV1YWCgisTPK/XbGg/2/cn+56Mi8pRZiUXHFTwZ2i748yX9cBmlrKXMKT+LgOl9Xn7fz5AXH4pJycooE/xnQGot+IEfQOhfNvXqprmKarpL852N8tPQAr5Ioqywrr9JcflBh1HIFlWU6X/5MocwdArsNWUzN24GTNuQI9c+2GYrJq2y2nyF3M4/+aOlyZVzyXWrMUgN5/a4/qCE5/MOtssOXDpqie8XSRxDqVvr9/MLSwqJnHbjV/zXU09q66ppaUzt/qcG8/0U1nBj3SEFR2fAZW0jHk+btPnbW5u0pG3mPFhmyOCw6zdTu2ukr/1YSIVG3mCuHVLxrv/uDN6PCP6cIErt/lpr7zazlByLj05mVoxIyln51SmnUiiEdf9dlx10oBpB7u1rujeSur6+vq6tLNqfXPXv2iEh8UbnH5DdfK+z+0eTzjce37L1k6XKDfr0zdfa/u/FwvzNG5BTmiRb0921YZDdjzv+8A+RNLFUd3X6KS6hv8tijGxHJy7469Yb6umtBCcxPTnBS/CfHZ9GXP781aWM3fi8wNfHU5+yixiydYjOPN5IZvPjt93TX7To7YMIaxVHLo+LTP1l1hJc+bAm1K8kR/dTW+IcmOnqHN82/rVuImX3A0TNW1PBU4jUVF0nzO0aGfrB55Edf8e/8XkwOouZzb9VV0vy3W/Ze3HHYkCqJF5IgSU3gEf3jZvynOOks3fbbRXNv5jKgCE4Y2PVWXfnJysOyIxaram2ndjfT3Txw8oZJ83bxO5p55yIKo5dTEUkPXkxOnLv22KxlB955b6PUu88eAjVW8xvx9vA0W2m1ZrVHT4rJ73tPmlu7Bi3b9ts8dz+Hu/fgAgC5i5K7iopKairvGldKSgoti0hspdyzSsvftXIaYu0gaWixxNL1ix1nJS+ZTd96cqTGNrkRy2SHLZUcvEiGWmEfbpLcckTioy0yI5d3W7lPwtBc6riB9GffSg9dRN6R2X96qLm9pCFHwcxKytBC0sjiVlExiYbrHOjkFfbDb1xqIJM3qTWnqLKMfzrP8ywtvDVpgxS/ZU2NQdL0O1M2UpZGfbSt27AlssMWk3n9QxJLhZ5A9LigpNfYVfxel4UnztvTR+TBYR9uDYl6/nU/R2/evLezlx3csNvgyBkbJtEvKI5Sfr/scj+3gFrH10LiZy7eL/2sZ3xRSnp2VVXNxHm7wmPTRESuqKyWHbqE6aagmkZmCO+y5PaDlxNSs1rZbCQb9hm3mhrFB09xmRS94yYT5+6UG75UdtgSai9vP3RljOY3fcatmvDJdwojl8kPX8b03fcdv1p7xcF7958U/fdqLatYdPU65A4g9+fIXVFRsbKSJzt6pWURiQJiY2MpEwYGBs3G7/G7ocRFE4lLJhJ/mktcNpc8e0XiCn/h1F+jZ30zdYH+os2/kDU+dPUi+9OfBP+vu4mlJK1jaNFf9+jen80lLxhLzNshffT8MGunty3teZ8aWij98pfEX2aSJy9KTV4rNWH1BF3emN/i0orcx0U99v4uO3/HmSsu3UYu+2DRvoys3Ea5IqX+ftl1wic7m6+Qch6FxaR13D5bsPGEkc1VtU++/XDRvj7jV3Ubsrj7iGV9VFdfsfrPdcI+qiupQpr6md5FM6/+amvNHQLHae14+72Nc1cd3XnUWOztYuFHD1LFWVRc9rST3Bqj4xfomJUNFwDIvbVyV1JSEpHYypa7dUjcvl8sroclh6ffH23n0svMxjw9c8ONUCkjTg9zazljy34cWzI1vXXPvk/Lfc2tk4qKimt43b5DbJxkjDnKVo60mv4prsz4NbN3/PaGxtYeWl9NM3OkOmAE156+KMGvFag539PcemtI2NbgSPovY+1deeccti6f+/jH5rPxURtf7ftTSnlhrzErx2p+89bkjX3HrX5j4jrBp94BMd2GLu4/fo0k74xk8ahZX+NYh9wB5M6ibpmWOBmfNIBrq2RqLWnI2RsVq+7oXlvfkFla5iD0K63/+++PPHzlTS2lDTnU5hzywRZm9gBFlRXSgxcN/uiZ7+oaGmzvZq0NDHqT68A0/5na4hNvf+ZUgF7XXg/eE3XTJ+cBq3YeM96DGaXzpLCUNuq7I8aBYYn09odTnE9WHa6orPYLil285ecc/sA+0CwL/QKdIHcAuYuWu56enuDaqb6+vojEdsqdIb+qZmtI+HNXy6141i2efDvncX7xCQOHT1YfafZ5GtX/XEV939WL/D7Szvlpfb2Guze16+mvm7GltDFH0ojzU2xCRR3r+hwmzNnJH6i+kLkGu3zbbzi+m8U9O0fFzhlyB5B7i1oX5plt8/M1NTVlZWXplWwuIlEscu9QMkpLK/8xOLXuEwsLuxlzP3Lznenuy/TsF1TXsC3P8an3/uT6fLLyyJkrrji4W8Iq4668iaXg7QK/QGfIHUDuHUSnGOeeU17BtOur6uresrSf4eaNA6gzYp95T9qIA7kDyB1yb67gcvOkDDmyxtzssjIcRp0Lm8wsGSNO2dNa5u3nvgEu93JQLAByh9x5UBP+RFziAI7tZz4BtOx6L2d3RHRtfQMOKfZjlJYhZcQhpzNvP/MNcIXcAeQOuQvza0ISf2jNszE2dLJvlJbe+q/XNzTUN6A+eNn8kZQ629N3tqcf5A4gd8hd1Dn+6oAQ49vpjlnZ6o4e3Yy5Jrfv5FdXCxr4TVkdGJJQWLQ2IETSkNPH3GaIjVN5be3Sa9f3RsYUVFeXPX3O06Nq/ntbaU19/XAb51XXQyY6ebjdy3lcVb0/OjbycT4O7pb4KS5xhX9QDzNr5u3/fP3d7t1HsQDIHXIXRW9za0kjCyVTrpKptZyJpZQhZ7C1k7KVw0x3n/ddvKSNLGRNuOT07iZW0sbcYbZOUkYcGVqwcWbG1Esbc+RMuBGPRA1LlzXmeuQ82BoSsTIgmN6mFhXLGXN7mltTqH8G5nM+9b6Gg7tZkgqLqS7cGhIub2L5tL4ecgeQO+TeWkqePpUztlS2dnjP2WuCo3tPU2spQwtq0ZN2P/a8quboTvoea+822Mbpb/4gy8+uBpCvP/MNiC8oGmHrLM139M6I6KaRF/oFyJtwSeIUTYZqBSOqCSxVbJ3H2LvSV47GxM/xukqViln6HSUzq85SXA5370U/eXn3ABvfviNvankoJl6af3OybWbWfB9/92zIHUDukHsrqKitbfpWkNi0r4aakHX/dL438PptgmWMLOb5XKOa4HRCCn3qfC/nx9gERVOrsY6u4+zd3rVyHGHjou7kNs7Rjc4AtgSF/xyfXN/QkFdZ6ZiVXVNfT2cDvyUks7+g/B/kDuDYjnNwkzKyWHrt+ss40m7fWRsYQgsZJaUfe/ltDQ6H3AHkDrm/PNSc3EnQ1MbndbMYcXidOUYc4VtvBNTWN/Nkxw/dvaktT+u/5+LhmX2/pIZd91ullZSsCgz5K/X2O1b2Uoa8M5XxDm7vWNqnl5Q+re/YIUcn45L2RMYwy8diEugEa5aHnwfkDiB3yP0lc7+iYmVA8Bsc27PJt3aFR7X+i7Z37jLPv+xnYSdpyFnoF3guKTWxsPjfWuG/Y3V2hkWF5D0SY87PJ99acu16wMNHylYOx2MTBen0L7W9r8oY8aorKSMOCf167qO8qiqZZzUZr04SZOt2calYXO/3IHcJ/8xgqovXuuvPJpmjxns3Y24PM2vIHUDukHtnIq+yaran7wCu7URHD8Hl1mmuXiNtnWVMONLGHGkjDi3X8NvK3U0t5Yw5o+ydq/956EJ1C097p7BeOf/a8GOvqxklZVtDwt/i2mWWPrulyzTtjhR/kCj9XyUz3sXe0XauylZOA7h2/EvKFgbJtzbeCB1t71r2T28VhY16UvBDdFx3EysZY8rtswy/7+plkXH3U+9rpxNTx9i7kvpne/huvBEW+SS/hn/WQo39DTdCq0U+7edwTAJl5g2uLZ0ouAs9AO5CSpqylaMnyx4JBwDkDl4A9+z7mh6+5FZpY+6H7j6zPP1munvLmVgOsnLgPxaNM9TaUdaY+7aVnbI172nJVCWklZQw371XVs40uk/GJ71ryXt8pqwx51FlZXZZuaDaoBMFWn6H6zSAYydjzNVw931QXrnwaiBpd6SdM33a29xa1oir4eHrk/NQRD6v5+V96uO/wDfwQmraL3EJTHxyvQT/ToIBHFtqbjP/sZsRV9XBlYJT/uVMuJ94+jWNdjn1towRh/71RGcPBVOrWe7/WefyrfR3rRy8IHcAuUPuXYAioS743RExZM8T8YnBeY+ZzhwlU+veFjZDrHnDNEn9O0KjRtnyRuNsCQn/wNWbJEvVw+JrN/qY25DBqTn8JteWk3Enq7Q0qaB4a3B4DzPrXubWExzdxZjhuoaGu6Vlt4uLBRcYKKXsae1Ye1c5Y0uqltQc3FTt3Jnn8o+1d3nT0m6UnYu6kwdtC9Vkk108pY0sdkdEN+3hMU7LeAdyB5A75N4laelyK6mQLM+789bYYpydK3lTypDjkvWsQ+ZxVfUnXte+i4hKLipmyYZcSE7bFhJO+exnwWvdU90z2s6VKiQRX7FIz3zb0sEbcgeQO+T+WlFTV2+cdodp8N4rL1e1d3taX8/yPKcW8yobymdNK7JqdefuQEt7yB1A7pA76FLY3733JtfO5/5DFAWA3CF30HVwuZczgGMLuQPIHXIHXQqP7Pv9Oba+kDuA3CF30JUgrfeD3AHk/lzc3NxGjx4tJydHr7TMJBYUFGhpaVGitrZ2YWEh5A7YQ8DDvD7mtn4PIHcAuYukf//+np6e1dXV7u7uAwYMYBL19fV1dXVJ8fS6Z88eyB2wh6C8R73NbSB3ALk/BzU1NZJ7TU0NyV1dXZ1JVFFRSU1NpYWUlBRahtwBewh//KSnufXVB7koCgC5iyIhIaFPnz4SEhL0mpj47FlRioqKlZWVtECvtAy5A/ZwM7+gh5n1NcgdQO6i0dDQuHDhQkVFxblz52i5qdyVlJQafSU2NpYyYWBggJ0BXj7xBYVKkDuA3J+LvLw843Hye/fu3ZlEdMsA1pJSVKxgaun/MA9FASB3Uairq1+6dIn8Tu33SZMmMYl6enqCC6r6+vqQO2APt0tKu5tA7gByfx6RkZETJ06kNju9Rkc/mwU0Pz9fU1NTVlaWXknxkDtgD3fLyuRNLAMgdwC5dxCQO3glZJWVyxpzMRMTgNwhd9CluF1aSnLn3rmLogCQe4dw+fJlU5EYGBiYigPEQRzEQZzXIY6trS0r5N7mWghxEAdxEAdxWg/r5B4XF4c4iIM4iIM47YzDOrkDAABoP5A7AABA7h2Gv7//wIED1dXVk5KSZs6cqaCgoKGhkZmZiTjsjPOfY0hCPEcR4rRETk6OpqamkpIS7bL27CzEEb2DoqOjJ0+eTD+KadOmJSQkdPo4LJH7pEmTuFyunZ1dv379Dh8+XFpaeujQofnz5yMOC+PIycmtWbNm3rx5qqqqPXv2lPiHF80M4rTyR66jo7Nr166SkpJ9+/a1YacjjmgkJSXr+XOsjx8/3sDAgHlk1pQpUzp7HLbIvXv37pWVlVVVVbTDaCdRSnFxce/evRGHhXHMzc2nT5+enZ3dzpYp4rRSXn369Hn8+DEtFBUVtWGnI45oBg0aFBUV9Tf/0YdkUlooLy+Xl5fv7HHYInc1NbWMjAzhHZaVlTV8+HDEYWecyMhIOgkIDQ1tZ7cD4rRGXtT8b08nD+KI5syZMyNGjHBwcNDT0xM87JZOvDp7HLbI3dHRcd26dcIpmzdv5nA4iMPOOERubu6sWbPMzMza2aeMOCLk1bRLp20SRBzR2NnZ0ckWtfqpsTxq1Ki9e/fSGW1nj4PRMqDtVFdXb9iwof0XDBEHALHD6sOurKwMcTpLHBQO4iAOq+KwRe7x8fHjxo2j05BNmzaVlpa2+QwLcV5CHBQO4iAO++OwRe4zZsz4/fffCwoKjh49OmXKlCdPnrRtexDnJcRB4SAO4rA/DlvkrqCgwAz6Ia5cuaKqqpqbm9uG7UGclxAHhYM4iMP+OGyRu7q6+s2bNwVvz549O2bMmDZsD+K8hDgoHMRBHPbHYYvcnZ2dP/vsM+GU48ePt2F7EOclxEHhIA7isD8OBmkBAEAXBHIHAADIvcMoKCjQ19dXUVFRUlJSVFSkhT179hQWFiIOC+OgcBAHcdgfhy1y19TU1NXVTUlJqeRDC/RWW1sbcVgYB4WDOIjD/jhskbusrCzVV42qLzk5OcRhYRwUDuIgDvvjsKvlnpqaylRWtEBvtbS0EIeFcVA4iIM47I/DFrnn5+fr6empqKgo8qEFfX39RtUX4rAkDgoHcRCH/XEwWgYAALogeCok4uCpkIiDOF0wDp4KiTh4KiTiIA6eCtlh4AFvnSgOCgdxEIf9cfBUSMTBUyERB3HwVMgOAw9460RxUDiIgzjsj4OnQiIOngqJOIiDp0ICAADoDLBF7mPHjj106FBCQgLisD8OCgdxEIf9cdgi94iICD09vaFDh6qoqOzfvz8mJgZxWBsHhYM4iMP+OKzrlomOjt67d+/IkSOHDRu2Z8+eyMhIxGFtHBQO4iAOa+Owt889Li7uwIEDY8aMQRz2x0HhIA7isC0OLqgCdj1+AIWMcgZigdVyb8PoH39//4EDB6qrqyclJc2cOVNBQUFDQyMzM7PNecjJydHU1FRSUqJobYjTq1evrVu3RkVFtbMoxDU5C6seP8C2Qi4uLt6/f//o0aMpJ3369JkxY4azs3Mb4rDtNvT2/6wafTE6Onry5Mn045o2bVobrvuJq5zFu3Vij/PKy7mryX3SpElcLtfOzq5fv36HDx+mn8ShQ4fmz5/f5n+to6Oza9eukpKSffv2tS3OTz/9NHz4cDU1tT/++KMNz+1kENfkLKx6/ADbCnnevHnnzp2rqKg4f/481Z0ODg4jRowwMDB4JYUsxjhycnJr1qyhrVNVVe3Zs6fEP7xoHElJyfr6eloYP348FQsVFBUXZexVlTPb5M62cmaL3CVa4EXjdO/endxXVVVF3yVZMM0Eavu0eddSy+Lx48e0UFRU1OY4DQ0NdEqxatUqirB8+XJfX98XjSOuyVlY9fgBthWyvLw8s13l5eV0ekQLdDagrKz8SgpZjHHMzc2nT5+enZ3dTv0NGjSIOT2iwhEUFBXaqypncUlDXHHYVs4skrtYKk9qu2VkZAh/Nysri9p0bc4P1cDtyU+jr5C8qCqeOHFi21ru7Z+chVWPH2BbIVPjiGlR0isdSJRCDShqRr2SQhZjHCIyMpJOakNDQ9sjnTNnzlATmxraenp6Fy5cYAqKGqqvqpzFJQ1xxWFbOXc1uTs6Oq5bt044ZfPmzRwOpz2VudiPmzYgrslZWPX4AbYVckJCwtSpU+nkj36f0dHRbQ7OttvQGajVP2vWLDMzs/YUl52dHTVO6dyIDsJRo0bt3buXzoxfVTmzUO6sKmeMlgHgdaG6unrDhg3iqgsBy8sZuxkAALogbJG7uIb6ddU4Hdod8aJxsLNezs5COaOc2xOHLXIX11C/rhqHVXLHzno5OwvljHJuTxy2yF1cQ/26ahxWjfrCzno5OwvljHJuV/mwquXe/qF+XTUOqwYGYGe9nJ2FckY5t6t8WCJ3cQ3166pxWCV37KyXs7NQzijndpXP3wAAALocmIkJcbBRiIM4mImpw8CkKp0oDgoHcRCH/XEwExPiYCYmxEGcLhgHMzEhDmZiQhzE6YJxXosLqpi8BuDgAa8bXW2yjg6avKbNccR1J7GLi0v//v3V1dUTExM1NDQaPVGv9Yhr0iKGds6gJPY47dzdbDt4xDVjkbgOQnHlR1wHobhmLGLb8dzVHj8grt+DuCavEVd+xHUnMe1gdz70oxI84pn83oZNaP+kRWKcQUksccQ1Aw7bDh5xzVgkroNQXPkR18xZYpuxiGXHc1d7/IC47iQW4yRBbLuzuaamprq6mvJA+5tSaDOp/d6246+dkxaJdwal9scR1ww4bDt4xDVjkbgOQjHOoPS3OGbOEtuMRSw7nrva4wfEdbOZ2CcJEkvLvf13Eo8aNcqTDx03ly5dolDUfm/DZENimbRI7DMotTPO32KaAYdtB4+4ZiwS10HYQTMotXnmLLHNWMSy47mrPX5AXL8HMU4SJJb8iOtOYqbPnX5RCQkJGhoa1DwhE7VhiJVYOhnEOIOSWOIwtH8GHLYdPOKasUhcB2GHzqDUNsQzYxHLjmc8fgCAxmCmIQAg97aAUXGvYeFgu1A+kHu7YNvkLOIaFefv7z9w4EB1dfWkpKSZM2cqKChoaGi8wtFRYikfcRVOV93pbJuRR1zbhf3+crZLXNLoajMxiWt/i2tU3KRJk7hcrp2dXb9+/Q4fPkyHzqFDh17h6CixlI+4Cqer7nS2zcgjru3Cfn852yUuaXS1mZjYNqSye/futJurqqrouyUlJX/z7wR5laOjxFE+4iqcrrrT2TYjj7i2C/v95WyXuKTR1WZiYtuQSjU1tYyMDOE8ZGVlDR8+vFOXj7gKp6vudLbNyCOu7cJ+fznbJS5pdLWZmNg2pNLR0XHdunXCKZs3b+ZwOJ26fMRVOF11p7NtRh5xbRf2+8vZLnFJA6NlAACgCwK5AwAA5A4AAAByBwAAALkDAACA3AEAALxyuUsAAMBrT9eUO+pSAMBr3ZqG3AEAAHKH3AEAAHKH3AEAAHKH3AEAXfvn/9KyB7mLCsKgpKSkqamZkpLSKL3RJWlamDZtWkvZ8PDwmDBhgry8/Lhx42xsbFrKp3C0y5cvC3/k6enZaP0RI0aMHDmy2Tz369dv/vz5t2/fbvqPkpOTx4wZc+3atUb/uqUcNhuQcHd3V1VVlZWVpVdaFqTn5uauWbNm4MCBPXv21NLS8vPzE53ebKg///xz2bJlTXfK0qVLqVhE7IKWctu0iJqOKBDOhqura2sOkmYLTUThiN6trdnpwoguJdHZaDZgoyOqpQEYwhnu0B/yczdQ7D9/ET9JcVnouQEbrSD2DEDu/wYpKSk5fvz45MmTn7vP5syZY21t3TRCXFzcG2+84eTkRKESExMFx6touU+ZMqWurk7w0ezZs4XXDwkJGc0nNDS06dfz8/MPHjw4ffr0RunBwcH0A46IiGj0f5+bw0YBaf0BAwaQAWl9Nzc3Wo6Pj2c++vjjj3fv3p2Xl0cf+fr6Ur0oOr3ZUFVVVW+99dbdu3eFM0lv3377bebZ06J3WaPctubYaJqN2NhY0UdIS4UmonBE79bn7vRGiC4l0dloGq3ZI0q0bjpaH6I38OXI/eXbSVx5gNxbFaSsrIxaZ8+VO/3CqeFTU1PTaE1qaFy6dOmFmgm0QCq0sLAQtAS3bt0qvP7mzZtPnjx54sSJLVu2NBuwtLS0e/fuwukuLi7Dhw9PSkpqtin03BwKBySRXbhwQfCRgYHB8uXLmWVFRcVm54RsKb2lUEeOHPnuu++E1/z222+PHTvWyjaRcG5bc2w0zUazbcbWFJqIwhG9W5+705siopREZ6NpqGaPqFcrd9EbmJaWtnjx4r59+/bq1UtHR4eZ1Ug4V9XV1bQynSy++eabtEBvBStcuXJl0KBBkpKSrf9J0u9627Zt9O/oR3Tx4sWWCqFpektfbDb/zZ6PUj1N321oaGBSaGHYsGFUVbe0gZB7a4OQJuig//DDD1tztvXll1+ePn260ZpDhgzJycl5UblnZmbSyT6zR6dOnZqamip81NIxkcOnX79+wkcts1BQUHDgwAH6lvDRrKKi0tLsiM/NYaOAtH52drZgNVoeOnQos6yhobF9+/b09PRGoVpKbykUHevULi4uLmbSaYHeUpO8NXJvlNvWHBsitqglWio0EaFE71bRnzaLiFISnY1GcVo6ol653EVsoJqamr+/f2VlJSV+8803mzZtapQrOnvT1tZmNorOgQ4dOiRYYcGCBQ8ePHihn+Thw4cp2v3795lorZd7S198bv6F306aNOnq1atMip+fH9OR0NIGvhZyj80vNL19p5V/tHJLnbNKSkqC+VNEdPjSa15e3uDBg4uKioSzIScn1+jXIrpPU/Ddzz//3N7ens6s586dKxzQxsbm448/ZpZp79ra2jYNKHw+S2+pkRIUFNRSibUmh8IBG61Py4IzGyoBam++88471B5ZuXKl4CfUUrqIULT+r7/+yiz/8ssv1Px57i5oNret6XNvmo3nTlrWUqGJ2CLRu1X0py3RUik9NxvCtHREiUvusUmZpnb+rfyjlVuzgcKUlJRQS7xRrqh5m5yczCzTWbVggiFaISsr60X73OnrwtFaL/eWvvjc/Au/FT6VpFNG5pyspQ18LeTunJW9/npoK/9o5WaDUNX6+++/f/TRR628TnL8+HE9Pb32t9yZKnrixIlUaXt7ewt/+umnnwpmS6GzeMGEtswK1O6jBjKdajg6OgrSL1++TGIVHAov1HJvGrA17dxHjx7t2rVLUG4tpYsIdfv2bWVl5ad8aEHQ6he9C5rmtm0tdzrb7YiWu4jdKvrTlmiplF6o5d7SESUuuTv7RKzfda6Vf7RyazYwKipKU1OzT58+TCUtLS3dKFdUmQm65mlBuG4TdHG0/ifZKFrr5d7SF5+bf+G31F7s2bPnYz60wDQfW9pAdMu8QJDy8vJG/dci1qfKYOTIkdQ0EO5z/+uvv9ogd2IMH+ZYFJwcyMjICLc96S0lNgp479490lNpaakg3czM7M033xSewlG4+/i5ORQOKGg7iO6hppUVFRVFp4sOtXDhQpIO6WbRokXP3b8t5bZtfe6LFy9+bp97s4UmYotE7NbnfiqCZkupNdkQnFS1dES98m4ZERtIDVU6pAsKCurq6goLC5vmSkTLvfXqEG6AC4bMJSUlCbtbMOe18GzXz/1iS/lvdCVAkP7FF1+cOnWKTmLoxFf0BkLurQ1Csj579iw1plpvFjoKaQcIj5Yhqzo7O5NraB+IuK4l+mfDJNJpxPr164XTN2zYwHT0N/rWkiVL/vzzT+F0Kyurfv36BQcHN4rcyhwKAsbExAwYMMDNzY1OJ93d3YXHllBjxNfXl1oWT5482bt3r4aGhuh0EaH+5g/hoJJXV1dvdlCQ6P0uyG1rjg36p42yIRhTJGKATbOFJmKLRE/F2YZPRZRS67Mh4oh6Ubl3kFCa3UCqvJ2cnKqrq+/cuUM1cdNc/fDDD4IuaTr8Dhw40B65Hzx4cM6cOff5UFhB+owZM44ePUrtv8zMzM8//7xpNlr6Ykv5pz0lqAyE49Ap3ahRo1RUVASd7y1tIOT+/CAM1Gan/Ue/5Nb0uTNQm2vq1KmNxlAzA6LHjx8v3EXeht+5mppaYGCgcDq9peBNv+Xj40Nn943SHRwc6ExQeJh563MoCPg3f+zN2LFju3XrRq/Co8IpspaWVo8ePegYpUOWWtCi00WEYpg+ffoHH3zQmn5zEbl97ncF2aCzY0qk5dYcTs0Wmogt6iC5N1tKorMhjIgj6rlyb2kIvNhpuoEeHh4kO9o6ZWXlc+fONS2oqqqq7du3v8mHFgQ9GKLl3tIWkYW3bt3at29fai9funRJkE71+vvvv6+goEAnW+bm5k2z0dIXW8o/1bW9e/duGoesMoSPoE+ppQ2E3AFosRPgxIkTKAfQqSUDuQPQGDpN7t+//8OHD1EUAHKH3AEAkDvkDrkDAADkDrkDAADkDrkDACD3Lip3AADABNldTe4AAABeGv8HPP4ZzLRNhDEAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">198334.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,970|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,850|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99508.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02601166</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,810|2026-01-16</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99679.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02602065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-02-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">498423.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">12.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02607106</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,951|2026-07-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">248328.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02608070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,989|2026-08-07</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">247859.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02609045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,138|2026-09-04</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">247972.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02610092</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,235|2026-10-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">247706.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02611066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,330|2026-11-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">247537.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1239402.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">30.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">995264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1239402.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">30.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">995264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1239402.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">30.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">995264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">25.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105066007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CELLNEX TELECOM SAU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1536.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0171996087</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRIFOLS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">18368.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1466.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">18368.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">18368.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3002.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0143631010</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO DIVIDEND FOCUS FUND</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">304955.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">298027.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0157639016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO RENTA FIJA FLEXIBLE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">307723.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">303270.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0121082038</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|ROBUST RENTA VARIABLE MIXTA IN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">204927.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">817605.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">20.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">601297.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">15.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2075375.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">51.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1599563.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">41.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007164600</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SAP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">23852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000125338</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CAP GEMINI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">23485.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.59</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0000395903</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|WOLTERS KLUWER NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1502.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007030009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|RHEINMETALL AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">42592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1561.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000LEG1110</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LEG IMMOBILIEN AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12929.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000SHL1006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SIEMENS HEALTHINEERS AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">11833.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000039299</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BOLLORE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9459.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000071946</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALTEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">40121.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1449.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000121204</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|WENDEL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1562.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000121709</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SEB SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">22948.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0000008977</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.50</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0005664809</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00B0LCW083</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0002635307</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00B1FZS798</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">29876.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US74349Y7537</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0010424143</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">171732.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.47</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US78463X5418</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">26440.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1509604.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">39.32</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">40.38</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1521785.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">92.11</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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m87sbt6v+alp9u3f5lvIEvuXv3rqWl5eOnTIMGDcRNSR+Lvbv4VOMKTz/9dFFRUWFhYb169cSnYWFhzs7Ohv8uLy+vpUuXiseh6C35wtGjR69fv177yvoul++wiJt169bJl4eHh48ZM0a+jqifdu3ayYeIykyZhg0b5uXl8ZAjZYzP72+9RIJU3UQMdiFllDn+QUFSzWRmZrLhG9EhmWEbtmj/a3pt3mrgq2JiYhwdHeXddvPmzUWFdOzYcc2aNffv39dZBjqvM2rUqEWLFt25c+f27dsBAQHiU40vtLOzi39IfGFOTo6VlVVKSoqBOyaip2nTpj8/1KxZM/GpdHnbtm3FJdrX13e53CLiClevXpUvFx+/+OKL6teZOnVqaGhoOVOmV69eM2bMuHLlCg88UsbIlCQl0R9VO61tHEgZBc74h2/GJJw7d44N31ikp6e3XbdB+1/T+dMtIi90fklSUlLr1q2/+eYbjYY4f/7822+/7evra6AzNK5z7dq1F154QTqbRHxw/fp1jS85fPhw64eOHj06ffp0Hx8f6RIbG5vjx49r/xV79uzp27ev9LGzs3N0dLR8dEfOGo2jPjovl1tE4wry8SH5Ojdu3BD3XPpZlXmujLiyt7f3888/37hx4/Hjx2t/v6QMFEq1bx/xUbWzZpALKaPAeSd0jZQy4n/Z2fCNRU5Ozjufbtb+13TduFXn2s0iIERJnDx5UuetZWRkNGnSxPDfqH4dURvz5s2Tz5Ux8ORRSkqKlZWVuLd2dnZxD3Xq1En7agMGDNi1a5f08c6dO+UTeqrvqIwQHBw8a9as8hyVkWVlZfn5+fXu3ZuUgXEoXr2a+Kjyad7yT6SM0sY2/FMpZcLDw9nwjcjibTvqbNqhsVDQqj3R2tfcvXt3q1atzp49q++mRBZYW1sb/uvUr1O/fn3D58rIROWsXbv2gdbZM+pu3LhhYWGhfixEfCoufPDwnJhPP/1U+2b1XS63iLiCxrky2qcG37t3r127dj/99FP5U+bBw/ONGjZsSMrAOBROn055VPks7jeClFHa1NuwPfC/CgoK2PaNxS+ZN7w3bZbP/G2wYduczVu1z05dtWpVmzZtLmq9VHvIkCHnz5/Pz88XfySCY8aMGdq7c33X6d69e0BAgHRUZv78+W+//bbOexgTE2Nvby8dJVI/e0b7Hrq7u6tfMnnyZOlEluTk5Oeee07cjgiICxcuyKfu6rtcvvNJSUktWrQ4cOCAKK24uDjxsfzMmvo3uHPnzvHjx5eZMk5OTgkJCeKbzc7O9vf379WrFykDI1CalUV2VMfcdXMv48AMbVEb4xscLKVMamoqm78REZGxOe7LRVG7g3ZHf3YoQeeqLdrnf0i5Exsb+8YbbzRo0ODll19esGCBXLHqu3N91xGPk/79+zd+6C9/+UtaWpr23yvujK2trbxekfrZMxrX7Ny584kTJ9QvEZ++9tpr0sciRKT1Yzp16iSfQ6PvcvU7v3//ftFPTz31lPiv+Ea0j9z8/qu+tNTBwaHMc2XEnf/zn//8zDPPiCQaOXJkRkYGKQMjUJKYSHZU08zsM5SUUdq4P3yLbEFjjwJz3FE9wa4KpIxJUO3ZQ3NU09x0c3+mWWdSRlEzYsVKKWXkUy8BgJQxbqzzW2sHZgiL2hjnVaullFm2bBmbPwBSxiRSZvlygqP6JmOSW/3GHUkZ5Uy31evkM3/1rUoCAKSMMSmaPZvgqNaZ1HMgKaOcaR8eKadMeno6vwEAkDJGj1di18CBmbqWdqSMQsZq/WY5Zb777jt+AwAgZYw/ZaiN6p+hDv1IGQUuLXP69Gl+AwAgZYxb6a1bdEYNzCVXN4tGr5IyCpn5Sx69qWRcXBy/BACQMkaeMteu0Rk1MwO1D8xQFbU0738cIqVMVFQUvwQAkDLGreTSJSKjZubMWNc6DV4hZZQwrv9dJS8iIoJfAkbzy6qk5NiJ0xEbd0Zu/uzsuf/TeZ0jR45IK9W2bNnSzc1Nem8jSXJy8rvvvtuwYcOXX35Z55JCpaWlc+bMefYhf39/8emjndkfiRvX+MKjR4/a2Ni0bt362LFj0iWHDh2ytbXVuR6x9g3Kl8fFxdnb29etW1f8V/14objOm2++qXEL6jdlYWHRqlUrFxcXjXcC13eDmZmZEydOtLa2trS0FD+uw4cP67uTOm9Z3zLB+u6h9p2PjIyU3yVK3ejRozds2KDv9uVPmzVrNnDgQHm1bn3fzmP+bEkZo/rt8PXXREaNTZ/XnUkZJcyQT1axtIxxycvLC1q2tuXrE56wGSbmFcfJq8I2ardCnz59vvjii+vXr9+9e3fJkiVOTk7S5f/5z39EbYiCuXXrVkZGxrhx47T/CrF/7dq1648PiQ82btyofZ29e/dK7y+tTto77t+/X3rHJZVKZWdnJz7V+z/6uvb9orRatGgRGxubm5t74MAB8fG3334rX79fv367d+/WGQriv8XFxVeuXAkJCWnSpEliYmKZN9i3b9+PPvpIdJ74o4SEBPmnpH0ndd5yeZZIVr+H2ne+oKBAtKbG6wfFpyKbxB/pu3358ps3by5cuLB79+6Gvx35+pX72ZIyxuT+8eMURo3NyTGupIwS5p3QNfKZv/r+1xmKsuJvkXVfGiF1jDSWHUZv3BpluH7kd7EW7VLme6GLXWN8fLz0sfhA59tGOjg4XLt2TeNCjffBDgsLc3Z2Ls9uXp2Li4vGu1urv23khQsX2rVrJz9W9b0l5NKlS4cOHVrmDTZs2FD7nTgN30n1W65oyui882LT8/X1Vf+SDz74ICgoyMDtq18uUrV+/fqGvx35+pX72ZIyRpUyMTEURk1ON7vepEytz1t/WyunTFZWFr8HFC4/P3/YxDnqHSONl2+Qvi/57bffxN534MCB0qfPPffcsmXLWrZs2bRp00mTJulcGtHS0jI7O1v6+Ndff23SpInGFfbv3z958mTtL1R/H+ycnBwrK6uUlJSKpkzbtm2vXr0qfyo+fvHFF9WvP3XqVOkNtA2kTFpaWvPmzcu8wV69es2YMePKlSvlv5Pqt1zRlNF558WPWvyg7ty5I10oPhCf3rx5szwpI37IAQEBIisNfzvy9Sv3syVljIlq+3byoibnny4TSJlany5rIuSU0flGx1CU9PT0tg6u2injPMpXZ5RIZ1SIXaO8e3vyySddXV2zHho7dqy7u7v2V9WpU6e4uFj6WHwgvkT7kMzFixe1v1D9fbCnT5/u4+MjXWJjY3P8+HF9d0/jRJCnn366sLBQvo58jEfeud64ceOFF16Qvl99KXPv3j0LC4syb1DclLe39/PPP9+4cePx48dfv369zJRRv+WKniuj786L+7BixQrp4+XLl7///vuGb1/9EvXnp/R9O4/5syVljElxZCR5UcPTqYMjKaOclElKSuL3gMKJ/wt/Z/hM7ZRx9V6oUql0fklubu7ixYsdHR3lIy6//vqr9LGoGfkAQ/mPysTHxw8ePNjw/UxJSRH9JO6tnZ1d3EOdOnWqqqMyQnBwsHSmjoGjMi1atCjzBmXiR+Hn59e7d+/yHJWRb7kSR2V03vnU1NQ2bdoUPyQ+kLvT8FGZ0tJScc2ePXvu27fP8LdT/qMyOu8eKWNUKcMbMNX47Bw+jpRRTsqcOHGC3wPKFxgSVueF4eodU/elEX8L32zgS0TNNGzYUPpY7PnkZxLFB/JeWZ3hc2XEn5a5oKKzs/PatWsfaJ09U56UGT16tMb5HPJrfOTr37t3r127dj/99JO+lAkJCRk+fHiZN6ju7t278k/JwJ1Uv+XKpYz2nReGDRu2a9eunTt3jhgxwvDPR+PyjIwMa2trcecNfDvy9Sv3syVljElRQABtUfPTwbYHKaOQlDl48CC/B5Tvxo0bPrM+rvfySPmc33mBq/Lz8zWuJna3SUlJBQUF4v+8fXx85HNlNm/ePGHCBPkJJvmUF/X91vr16/W9gunw4cM9evQwfA9jYmLs7e2lo0TqZ8+UM2XE3RaBdeDAAVFgcXFx4mP59c/q1xd7/fHjx2uEgvhL09LSRG00bdpUPspo4AadnJwSEhJu376dnZ3t7+/fq1cvfXdS5y1XLmW077zw1Vdfvf766126dDlz5kyFUkYYNWpUZGSkgW9Hvn7lfrakjFGlDO8lWRsTMdiFlFFIyog9EL8HjIIIlB1RXwQtjwhZFfn5vjidTy3Fxsa+8cYb9evXt7GxmTZtWk5OjvxHixYtat68+bPPPjtx4kT5DBv1/VZpaens2bObPDR37lx5XZkHD08sNfw4KSoqsrW1FTtUOX3ks2fKmTIPHp5WLBroqaeeEv8V34jO64t75eDgoHH6yJNPPtmyZUsXFxf5NcaGb1DcPWn1HbFTHzlyZEZGhs47qe+WK3GujM47Lx/u0shEA+fKqF/t0KFDojgNfDvq16/Ez5aUIWWYsqe1jQNJQcqgdpXnAAPM+hHCj4CUYQzMmkEuJAUpA4CUweMqDg6mKmplPp8w1dJujJhnO45r0dXV+q1JYlq97d7m3WnStB0+s+3oD38f19ltvAKkaTl7qfXc36dZYKjl8nViGn2ynjQhZQCQMmacMryCqTbmuLuX9itLH3/qtxv1KI86jZXaSIyNk6fURi8Mev9RG43+8AXP+VIbtZ4ZJLXRc/NWSG0kpu66zaadMu3DI0kZAKQMKcNUcr6Z4lX3xRHVkTJVPhZth0ttJMaq26NDR887Tv7foaNRvo/yaNKcR4eOvBdKbSSmadBqqY0ahn6qqJRpu24DKQOAlDGVlGGJvJqdVI+pTduNNIqOqaZp2P7RoaOmr42TDx216ev1qI0G+zxqo7EfyU+rPf/hX6U2slrwiXzoyGL9NlIGACmDB6pNm8iLGpurnlNfsh9tzh1THVP3pRHyoaPnHCZKbdS695RHT6v9xft/T6u5+0tt9PrMRaQMAFKGlGEqNjc9PN/qNpbyUMLYObrLKRMVFcXvAQCkjDGnzL59REYNzN0pU/q/7UpDKGS6OE2RU2bbtm38HgBAyhix+zExdEZ1z73Jk8c7TSIglDO9Bk8jZYxOSUnJ/508eXzXruNRURfOntV5nSNHjkgLv7Zs2dLNze3GjRuPdkj616WVHTt2rF+/fpaWluJrPTw8bt68qfG1+m7h6NGjNjY2rVu3FrcgXXLo0CFbW9uioiLde0etG9G5vu0Tuqhf3qxZs4EDB6ampqrflPh727Vrp35JZmbmxIkTra2txbcmfjiHDx/msUTKkDJMhWfu4MnUg6JmtMd8UTBbHtq/fz+/B5QvNzc3Piwsc9o0aZtKnz79nxs2aLdCnz59vvjii+vXr9+9e3fJkiVOTk6GG0Kdo6OjeDBkZ2dnZWVNmzZNfv+mMlcEtre3j4uLE18rveOSSqWys7Mz8LjSmTKG9qYaS+n/91MRWwsXLuzevbv8R1999VWHh9Tf0qhv374fffSRqDrxM0xISND4mYCUMYmUOX2a1KjWWT3ak3RQ2gybMFM+KhMdHc3vAeU7tGnTb1OmqG9Ztz08ju/ZY+BL8vLyGjRoUP5iUCdKyNLSspxfpfE+2GFhYc7OzuVPk0qnjHQ/69evL3/q5eW1dOnSkJAQkWLyhQ0bNhQ/Ch5CpAwpw1R+SV+6QYEzdvKHvILJuA7JnFuwQMdSkyEhJSUlOr/kt99+Ezt1+chKRVNGPCocHR3lr2revLmooo4dO65Zs+b+/fsaV1Z/H+ycnBwrK6uUlJQaSBnxdwUEBDg4OEifipZq2rTpzw81a9ZMfCpd3qtXrxkzZly5coUHEilDyjAVnlPVs6Qv8/jjPm2WnDLy+Q1QrPT09NT33tPexBLnzZPf41pjZy+IpNDYf5czZZKSklq3bv3NN9+oXyjK4Pz582+//bavr6/G9dXfB3v69Ok+Pj7SJTY2NsePHy9nyhg4I0f7U1nLli3FD0e6fM+ePX379pU+dnZ2lg833rhxw9vb+/nnn2/cuPH48eOvX7/OI4qUMTUlly7RHNUx33kYzZK+Zjg+H86TU+b06dP8HjC9ozLiSxYvXiwfWSl/yoj4EBVy8uRJnX+akZHRpEkTfV+bkpIi+iknJ8fOzi7uoU6dOlXTUZnS0lIRaj179ty3b590+YABA3bt2iV9vHPnTo0jUkJWVpafn1/v3r15RJEyJpcyaWlkR5XPD57mvqSvwsdv9gI5ZZKTk/k9oHwH1q2798et7I6Hx6Ht2w0HUMOGDSuUMrt3727VqtVZPS+PEn7++Wdra2t9f+rs7Lx27doHWmfPVNMTTFJaiftz9+7dGzduWFhYqB+wEZ/KL+CSiWtq/ExAypgEsbURH1U61z08WdJX4W8sFajm8uXL/BpQvpzs7PjQ0NseHtJWljVtWlx4eH5+vsbVhg8fnpSUVFBQcPXqVR8fnzLPlVG/ZNWqVW3atLl48aLGdYYMGXL+/Hnxd4k/ErEyY8YMnfcwJibG3t5epVI9+OPZM9WaMsKoUaMiIyPFnXd3d1e/fPLkyaGhoeIDJyenhISE27dvZ2dn+/v79+rVi4cTKWOCimbPpj9Y0td8xqrzWPWUkU81gNJ/UxUV/Wv//mObNh3bvPnrQ4d0PrUUGxv7xhtv1K9f38bGZtq0aTk5OfLuX+eZKBofa5Be+CPdZoMGDV5++eUFCxaITtJ532xtbUUxSJ+qnz2jM03KXEKm/Clz6NChrl27du7c+cSJE+qXi09fe+016c5Ia+20aNFi5MiRGRkZPJZIGRNUvHo1CVJVS/oOcpxAKyh8OvR0U08Z8b+q/BIw3x3VE+yqQMqYBNWePVRIlSzp6/muG6Gg/OkxwEs9ZXJzc/klAICUMW68HrtKZj5L+hrJDBrrI3dMcHAwvwEAkDJGrzQ9nRB5zAkf7UEiGMtMeW+2nDIRERH8BgBAyhg/XsTEkr7mNLPmBsgps3v3bn4BACBlTAEvYnqcJX1ZCs+Ipu5LI9RPlJFfcgIApIxx40VMlZvvWdLX2Ma6yzj1lElMTGTzB0DKmAJexFSJSfdgSV/jm67OHuopwxobAEgZE8GLmCo6mZ4s6Wv0L18SpDXQAICUMXq8iKlCc2uKB0v6Gul4z5grd0xISAjbvjEdPFapDhyID10dERb+6ZGjx/W9kaTuHdIfPfPMMwauo/nrsbR0zpw5zz7k7+8vPtW4wtGjR21sbFq3bi2/y/qhQ4dsbW2Lior03RkDl8TFxdnb29etW1f8NzY2tjxfpf6B9O5LrVq1cnFxUX9zb30LCj+hCw82UsY48SKmiizpO7z3RJrABM75jYyMZNM3Frm5uXPnL7Fs0eWJeu3FPNfmzeCPP9HXCobt3bt31qxZBqJH4xLxOOnateuPD4kPNm7cqHEF0RyiP/bv3y+945JILjs7O/Fp+f8K+ZLk5OQWLVqIghHf74EDB8THco6UM2XEf4uLi69cuSJKvUmTJvLZYOUMlCVLlixYsIDHGyljrHgRUzmX9H2vnztNYKTz0psT1VNG/X95oXAfL11p0ehVqWOkafBsp3URGytxUw4ODteuXSt/Z3Tv3j0+Pl76WHzw9ttva1xB432ww8LCnJ2dDR8i0neJi4vLunXr5MvDw8PFJRVNGdnSpUuHDh1a/pSJiooaM2aM9mEnUgZGgxcxlWcWD2MpPCOeXoOn8fIlIz0k03+Qq3rHSDPZ07dCTzMJ+/fvnzx5coU6w9LSUn6jrl9//bVJkyYaV1B/H+ycnBwrK6uUlJTKpUzbtm2vXr0qXy4+fvHFFyudMmlpac2bNy9nypw+ffqdd97R+WaZpAyMxv2jRykVwxM5xpMaMOoZO/lD9ZTJzMxkwzcK6enpbdv31E4Z5/7jbt++XdFDMhcvXqxQZ9SpU6e4uPjR//IVFz/55JMaV1B/H+zp06f7+PhIl9jY2Bw/frxCKfP0008XFhbKl4uPxSWVTpl79+5ZWFjIf2TghBgRPW+88UZWVhYPNlLGuJVmZxMrBmafqxcpYOwzxz+Ac37N+ahMfHz84MGDy9h1VfyojCwlJcXKyionJ8fOzi7uoU6dOj3mURlra2vpYxEl6ucGiY+feuqpMo/KtGjRosyjMrdu3RKF9/333/NII2VMQdH8+SQLS/qa6jS1H6N+SGbHjh1s8kbk46Wr6jR4Rb1j6jXuGLG+YufKdO/e/fTp0xVNmTLPlZE5OzuvXbv2gdbZM+VPGe1zZUaOHCl9bGtr++2338p/lJyc3L59e8MpI3p9+PDhhlOmuLi4b9++hw8f5jFGypgI1eefUy06l/Rt9NJwUsDYx6Gfp3rKyK+bhVG4efPmrDmLGjzbSeqYZq26LQ5cWqETO8TeukePHuWvCtn69esNv4JJEhMTY29vr1KpHvzx7JkKpcw333zTokWLAwcO5ObmxsXFiY/Pnj0r/VFQUJCjo2NKSor4rsV/xccff/yxzpQR9yEtLU10TNOmTZOSkgynjLu7+4YNG3iAkTKmo+TSJcJFY656sqSviYyrp596yly+fJlN3sgOGxcV7fl837IVa1asDDtwIL6iJ/z26tVL1IaBqtB3Kklpaens2bObPDR37lydL/AR983W1lZ+Sy/1s2d0pozGX6T+1+3fv1+U0JNPPikuVH9Fd3FxsagZ8bfUq1dP/Pevf/2rlE0PtNaVEV/bsmVLFxcX9aM4rCtDyphPy5QUTp9Ovshz04MlfU1nRZmAhYvVUyY/P58tHkrebQ8bNowzukgZVOo5pg0bKBhp7niwpK/pTPsek9Q7JiwsjI0dCvfDDz80b978l19+4UdByqCCx2W+/pqIYUlf05sh42aop4x8FicAkDKmpjQvr9DDgyV9Z/xlMrt/Uxq/2QvUUyYtLY2NHQApY7KKQ0LMPGX+OmwK+35TGusu49Q7JiQkRD5fEgBIGRN0/8ABc+6YTSzpa+rvVxAVFcVmDoCUMWWl166ZbcfETpzKjt/0xnvGXPWUkVfaAABSxmSZ57tks6SvSY5V57GBf5Sbm8s2DoCUMXGq7dvNcElflsIzyXl35PvqHRMZGckGDoCUMX3mtuzvVc+pre1YCs8Ep84Lw2fNDeD9CgCQMuaoKCDAfJb0feW1Mez1zWFlPCEzM5OtGwApYxbuHz9uJkvhsaSvCY+Lm696x0RERLBpAyBlzEZxscm/H9NvLOlr0tOg3SiN9106c+YMWzYAUsaMqD7/nCV9GeMdh36e6h0TFBSUl5fHdg2AlDEjpbdumfCbGCwd4cHO3rTHy2cOK+MBIGXMXfG6dSbZMVvHsRSeiU+bbhM0Tvi9ePEiWzQAUsbslKSmml7HxE/yYk9v8jN28ofqHbNixQredwkAKWOmipYsMaWOOTuFJX1Nf5p3HKNxSCY+Pp5tGQApY64HZr7+miV9GeOaIeNmaKTM9evX2ZYBkDLmqri4yNfXNJb0fcmeJX1Nfxq113wN9pYtW9iOAZAyZu1+TIwJLOnbqQtL+prFOA17T+OQzOXLl9mKAZAyZq30zp1CLy+jXtLX8c3x7OPNYSzaDvefv1C9Y8LDw9mEAZAyeKDasMF4l8JjSV/zmbf6T9U4JJOUlMT2C4CUwYPSjAyW9GUUPnVfGqHxPtgrV67kNdgASBn898DM1q1GlzIrR7KkrxnNO0O8NQ7JnDp1ii0XACmD/x6YycszrjeY3Dnek727Wb1waf6CReodExwcXFBQwJYLgJTB/9xPSDCWjjnqxpK+5jWDxvpoHJI5ePAg2ywAUgZ/VFJSNH++8jsmkSV9zWya2o9ZtOgPa8mEhITwPtgASBnoipnvv1d4x1xmSV/zGxc3X41DMidOnGBrBUDKQDclv102S/qa4bT+03iNjlm5cmVRURGbKgBSBrqVZmcrc8W8mx6eXf80jl27uc2U92ZrpExiYiLbKQBSBoao9u1T4JK+Tt1Z0tfspquzh0bHhIWFlZSUsJECIGVgUHFx0ezZiloKz+UdlvQ1u7HsMFrjbQqEixcvsoECIGVQtpKzZ5WTMizpy9m+kk2bNrFtAiBlUO5DM8uXs6QvU1vToadboJaMjAw2TACkDMqr9Nq1Qg+P2u2YzydMZaduhlPv5ZF+sxdodExsbCxbJQBSBhWjioqqxY457s6SvmY6A1w01/YNDQ3lbQoAkDKouMLCooCAWumYb1jSl4VkONsXACmDx1ealVXo7V3DHZPqMZUlfc1z6r40YqbfPI2O2b17N1siAFIGlVfDr2ZiSV9znlGTPtDomGXLluXm5rIZAiBl8Fhq7KSZmx6eb3Ubyx7dPKdbXw/tp5bOnTvHBgiAlMHjH5kpKQwMrIElffu/7coe3TzHqvPYgIWLWUgGACmD6lJ661ahj0+1Luk73mkSe3SzPUXm/Q/8NTomJCQkJyeHTQ8AKYOqOzRz4UL1pczcwSzpa74zbMJM7aeWUlJS2OgAkDKoYvdjYqqjY1aP9mR3brbTuc9k7Y6Ji4tjcwNAyqA6jsyUFK1YwZK+TFWNdZdx8xcs0uiYiIgIlUrF1gaAlEG1KL1zp8DXt6o65hRL+prxNGo/atbcAO1TZLKystjQAJAyqM5DM6mpBVOmPH7HfOfBkr5mfaqv94y52k8tJScns4kBIGVQ7e4fPPiYHfODJ0v6mu/UeWH4eA8/7Y7Zt28fGxcAUgY1pHjnzkp3zHUPT5b05Q0jNURGRhYVFbFlASBlUFNKSu6tWcOSvkxFx6Gfp3bHrFy5Mi8vj60KACmDmq6ZO598UtElfQc5TmB3brbTvsekRYsWa5/qm5mZyfYEgJRB7dRMZlBQ+Zf09XzXjd252U6bbhO0X3odFBSUmprKlgSAlEFt1szVhQvLkzLzWdKXjuENIwGQMlBizKhUP86bZ7hjwkd7sDunYzTEx8ez+QAgZWAENcOSvnSMdsdERUWVlJSw7QAgZaD0mjnlzlJ4dIymLVu28NJrAKQMlFczhYW/+Pmpd8z3LOlLx9AxAEgZGFPN3Lsn10y6B0v60jF0DABSBsZZM5meLOlrvmPn6B6wcDEdA4CUgRHXzKSxfuzRzXPe6j9Vex08OgYAKQMjU1BQ+M7wD9ivm9v0Hz09UBc6BgApA+Mjdl2T3l9U54Xh7ODNYSzaDndx86VjAJAyMLWamRWwvL7tKPb0pj31Xh455b3ZOjsmOjpapVKxLQAgZWDENRO2fmvzjmPY35vqWHcZN9Nvns6OOXjwIOvgASBlYPTEzmzP5/teenMie33Tmy5OU3S+6Fr497//zYMfACkD03H27Lnuf/Fi329KJ8cMmzBTZ8QEBwdfvHiRxzwAUgam5scff5zyvn+j9pw6Y/TT1H6M94y5Ojtm2bJlGRkZPNoBkDIwTdnZ2SHLQ22782STca+Ap+9JpcjIyJycHB7nAEgZmLKCgoIdO3b0Hz3doi2v0za+J5X0rRwjxMTE8KJrAKQMzEJJScnBgwe9Z8zllU1GNK3/NN7nw3n6To5JTk7mgQ2AlIF5SUtL+zhkuUM/TypB4VP3pREDXHz0HYwJCwvLzMzk8QyAlIE5ysvL27Vrl+f7c6w6j6UYlDltHVx9Z83X1zHR0dE8qQSAlIG5+/e//x0U9Nd3R74v/u+fdFDUGr6Dxuo9GBMcHMzKMQBIGeCRzMzM8PBwv9kLOvR0oyEU8jIl8c+hr2M2bdqUnZ3N4xYAKQP8T1FRUXx8vNhNjp38YZNXXYiJ2ppWr493nzZLX8SEhIScO3eOhysAUgbQ7eeff46IiJi/YNE7Q7x5vqmGx7LD6BGuHwTqt23bttu3b/MoBUDKAIaUlJScOXNG/N//rLkBb/WfyvIzNXNajNOw9wIWLtYXMcuWLUtMTOTBCYCUAcorNzd39+7dYicqgqaL05Q6LxA01TLiB9utr4f4IRs4GBMdHS3+OXhMAiBlgAq7fPny6tWrxd50pt88ETSUR9Uu3evQz1P8YA1EzIYNG9LT03kcAiBlgMorKio6ceJESEiI2LN6z5hr5+jOEZrHfzqp50Avw0diQkNDv/vuOx5+AEgZoGrk5eUdPHgwODhY7GX9Zi/oMcBL7I+JkopOo/aj3h35vv/8hQYiZtmyZadOnVKpVDzqAJAyQNUHTUxMTFBQkNjjBixcPGisD+/iVM4RP6gh42YYOLFXED/YuLg48UPmkQaAlAGqUU5OjggaeQfs6unXvsckYkXfCTFdnKYYWCdGXro3Pj5e/GB5dAEgZYAakpmZGR0dLR2hkc4Ldhr2XlN7DtL8742sh4ybMX/BIsMRs2zZsiNHjnAkBgApA9SO3NzchIQEsT+W981ePnPe6j/VssNosz0bpscAL58P5wWWZeXKlWfOnCkoKOBRBICUAWqZSqVKTEwMDw+X99OLFi2e5PVRV2cPM1kyuMmrLg79PMW3LL7xMiNG/KCSkpI4sRcAKQMoTlpaWlRUlPpuO2Dh703TY4CXVeexplcwbbpNcBr23vsf+AeWQ3BwcExMDOvEAAApA6XLyck5depUWFiYxr7cb/aCYRNmduztbtQv5BZ33s7Rfci4GYYXhtF4I+ukpKSioiIeGwBAysCYXL9+/eDBg6Ghodp7d8/35ziPeK9DTzejOKvGqvPYrs4eIl/KcxKM+tkwCQkJ2dnZPBIAgJSBESspKfnxxx9jY2OlJYO1zfEPGO/h5zRMQWXTqP2ol96c2GvwNHHHDK9op2316tXx8fHiWxbfOP/6AEDKwHSoVCqxg09ISIiIiDCQAn6zF7h6+g0a69NzoJedo3ur18c3aDeq+qql7ksjrLuM69jbXYTLqEkfePnMKfMV1Dpt2bLl1KlTWVlZ/EMDACkD05ebm5ucnLx37171F3Ib4D9/ofeMuS5uvsMmzHxniLeYLk5TxLz05sS2Dq5N7cc0edVF3zTvOEZcR8RKV2cP8YUDXHzEjbhPmyVuUGRT4GMQdz46OjopKYmFYQCAlIH5+vnnn0+fPr17926dZ9UoTURERGxsrMgXToIBAFIG0JSfn5+amnrq1CnllM3KlSt37Nhx7NgxccdY0Q4ASBmgAnJzc9PS0hITE48cORIdHb1hw4YVK1ZUX7WEhIRERkbu3btXhEtKSsr169d5BTUAkDJAFSsoKMjMzLx48WJycvKJh2Ie2rFjx7Zt28LCwlbrFx4eLq4jYiU2NlZ84blz58SNpKenixsU2cTPFgBIGQAAAFIGAACQMgAAAKQMAAAAKQMAAEDKAAAAUgYAAICUAQAAIGUAAAApAwAAQMoAAACQMgAAAKQMAAAgZQAAAEgZAAAAUgYAAJAyAAAApAwAAAApAwAAQMoAAABSBgAAgJQBAAAgZQAAAEgZAABAygAAAJAyAAAApAwAACBlAAAASBkAAABSBgAAgJQBAACkDAAAACkDAABQtf4ffvYn/hqE6qIAAAAASUVORK5CYII=</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">CBOE SPX VOLATILITY INDEX</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Compra Futuro|CBOE SPX VOLATILITY INDEX|1000|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesOtrosImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17352</iic-com:OperativaDerivadosObligacionesOtrosImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12026_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosObligacionesOtrosImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17352</iic-com:OperativaDerivadosObligacionesOtrosImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17352</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.430.057,45 euros que supone el 35,64% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 1.773,64 euros, lo que supone un 0,04% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 El segundo trimestre de 2026 ha supuesto una evoluci&#243;n m&#225;s favorable de los mercados respecto al trimestre anterior. Tras el episodio de elevada volatilidad registrado al inicio del ejercicio, los principales mercados burs&#225;tiles han mostrado una notable capacidad de recuperaci&#243;n, apoyados en unos resultados empresariales generalmente superiores a lo esperado, el mantenimiento del impulso de las inversiones vinculadas a la inteligencia artificial y una econom&#237;a global que contin&#250;a creciendo, aunque a un ritmo m&#225;s moderado.
 No obstante, el escenario contin&#250;a condicionado por un elevado nivel de incertidumbre. El crecimiento econ&#243;mico mundial mantiene una tendencia de moderaci&#243;n, mientras que la inflaci&#243;n permanece relativamente contenida, aunque sigue existiendo el riesgo de repuntes derivados de la evoluci&#243;n de los precios energ&#233;ticos y de las tensiones geopol&#237;ticas.
 Los bancos centrales (BCE y Fed) han mantenido una pol&#237;tica monetaria prudente, permaneciendo atentos a la evoluci&#243;n de la inflaci&#243;n antes de acometer nuevos movimientos en los tipos de inter&#233;s. Los mercados contin&#250;an ajustando sus expectativas en funci&#243;n de los datos macroecon&#243;micos y de la evoluci&#243;n del contexto internacional.
 Sectorialmente, la tecnolog&#237;a contin&#250;a liderando el crecimiento, impulsada por el desarrollo de la inteligencia artificial y la digitalizaci&#243;n, mientras que defensa, infraestructuras y salud mantienen un comportamiento s&#243;lido. Por el contrario, los sectores m&#225;s ligados al consumo discrecional y aquellos especialmente sensibles al incremento de los costes energ&#233;ticos presentan una evoluci&#243;n m&#225;s moderada.
 En Estados Unidos, la econom&#237;a ha demostrado una notable resiliencia y el mercado contin&#250;a sustentado por el buen comportamiento de las grandes compa&#241;&#237;as tecnol&#243;gicas, aunque las elevadas valoraciones aconsejan mantener una actitud prudente. Europa mantiene un potencial de recuperaci&#243;n apoyado en valoraciones relativamente m&#225;s atractivas, si bien contin&#250;a siendo m&#225;s vulnerable a la evoluci&#243;n del crecimiento econ&#243;mico y de los costes energ&#233;ticos. Los mercados emergentes siguen mostrando un comportamiento desigual, condicionado por la evoluci&#243;n de las materias primas, la fortaleza del d&#243;lar y la situaci&#243;n espec&#237;fica de cada econom&#237;a.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Incorporamos nuevamente el fondo Robust Renta Variable  Internacional con el fin de diversificar nuestra inversi&#243;n y su buen comportamiento en la situaci&#243;n actual.
 Renta Fija              38.69 %
 Renta Variable    .46.47 %
 Commodity                7.05 %
 Volatility                  0.39 %
 Tesorer&#237;a                7.40 %
  
 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 7,54% durante el trimestre y en los &#250;ltimos doce meses ha sido del 6,78%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 4,29%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 3,36%.
  
  
 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 positiva del 4,5% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 0 participes, lo que supone una variaci&#243;n del 0%.   La rentabilidad neta de la IIC durante el periodo ha sido del 4,29%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,71%. GVC Gaesco Crossover Equity+Commodity+Volatility, invierte m&#225;s de un 10% en otras IIC y, por tanto, satisface tasas de gesti&#243;n en las IIC de la cartera. Los gastos indirectos soportados por la inversi&#243;n en otras IIC&apos;s  durante el periodo ascienden a 0,17% del patrimonio medio de la IIC.
  
 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 4,29%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Durante este trimestre hemos mantenido nuestra estrategia de gesti&#243;n activa, aprovechando la normalizaci&#243;n operativa de la plataforma de contrataci&#243;n y adaptando la cartera a un entorno de elevada incertidumbre. La posici&#243;n en activos se ha mantenido equilibrada, preservando una elevada liquidez que nos permita actuar con agilidad ante cualquier cambio significativo en los mercados.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre VIX que han proporcionado un resultado global de 2952,21 euros.  
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 1,01%.
  
  
 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 2,59%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 8,40%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 1,78 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 0,45 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.
 Contin&#250;an siendo factores determinantes para la evoluci&#243;n burs&#225;til la situaci&#243;n geopol&#237;tica, especialmente en Oriente Medio, la evoluci&#243;n del precio de la energ&#237;a, la inflaci&#243;n y las decisiones de pol&#237;tica monetaria de los principales bancos centrales. A ello se une la creciente exigencia de los inversores respecto a las valoraciones empresariales, tras varios ejercicios de importantes revalorizaciones.
 El escenario central para los pr&#243;ximos meses contin&#250;a siendo moderadamente favorable para la renta variable, aunque previsiblemente acompa&#241;ado de episodios recurrentes de volatilidad. Se espera que el crecimiento de los beneficios empresariales contin&#250;e sosteniendo los mercados, si bien las subidas podr&#237;an ser m&#225;s selectivas y depender en mayor medida de la evoluci&#243;n macroecon&#243;mica y de los resultados corporativos.
 Los sectores con mejores perspectivas contin&#250;an siendo tecnolog&#237;a, infraestructuras digitales, defensa, salud y, en funci&#243;n de la evoluci&#243;n de los precios energ&#233;ticos, tambi&#233;n energ&#237;a. En cambio, los sectores m&#225;s sensibles al consumo y al ciclo econ&#243;mico podr&#237;an seguir mostrando una evoluci&#243;n m&#225;s contenida.
 Seguimos considerando que el contexto exige una gesti&#243;n activa, flexible y prudente. La elevada liquidez disponible y la capacidad de adaptaci&#243;n de la cartera contin&#250;an siendo elementos fundamentales para afrontar un entorno que, previsiblemente, seguir&#225; caracterizado por una elevada incertidumbre y por oportunidades de inversi&#243;n que requerir&#225;n rapidez en la toma de decisiones.</iic-com:ExplicacionInformePeriodico>
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<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura o inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">10.12</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-15</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-06-15</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-09</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">22.92</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">29.29</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">13.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">21.16</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">16.96</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">24.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER MOMENTUM RV RF</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.02</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">10.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">10.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">10.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">10.93</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">11.02</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">9.81</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">9.88</iic-com-fon:VolatilidadVaRHistorica>
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<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.71</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.34</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.39</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.59</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-09</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">32.90</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.51</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER MOMENTUM RV RF</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.10</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.09</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.02</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.01</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.26</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.26</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">9.55</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">9.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">10.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">9.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">9.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">9.85</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasDPMenos1Anno>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1635123.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">15.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3278331.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">31.19</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">50000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012M51</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.74</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000011868</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.74</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">200000.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">100000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.74</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">33.09</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">842400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.01</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">806740.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.67</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">152250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0173908015</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">85608.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">Con fecha 23 d&apos;Abril se ha generado un endeudamiento transitorio frente a terceros superior al 5% del patrimonio de la IIC, concretamente del 7,75%. Dicho endeudamiento se ha originado por un retraso en la liquidaci&#243;n de unas ventas de activos y ha quedado solucionado en el mercado del d&#237;a siguiente h&#225;bil.</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 10.306.014,65 euros que supone el 76,15% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 103,2 millones de euros en concepto de compra, el 4,84% del patrimonio medio, y por importe medio de 103,3069 millones de euros en concepto de venta, que supone un 4,84% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 15.166,82 euros, lo que supone un 0,13% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante este primer semestre 2026, los mercados burs&#225;tiles internacionales han cerrado  con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, todos ellos apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y tambi&#233;n unas condiciones financieras  favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido estos primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras , defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia los mercados europeos. No obstante, los meses de marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, estos factores elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas.
  
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para 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 18,96% durante el trimestre y en los &#250;ltimos doce meses ha sido del 17,42%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 20,4%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,92%.
  
  
 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 positiva del 28,75% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 43 participes, lo que supone una variaci&#243;n del 56,58%.   La rentabilidad neta de la IIC durante el periodo ha sido del 20,4%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,71%. 
  
 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 20,4%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente la renta variable.
  Algunas de las compa&#241;&#237;as que hemos incorporado:
 DIA,MELIA,OHL,ETF IBIT,ETF BITO,LAM RESERACH,CORNING,MASTEC,ARGAN,MYR GROUP INC,entre otras.
 Algunas de las compa&#241;&#237;as que se han vendido:
 CAMECO,OKLO,ENERGY FUELS,INMODATA,CREDO TECH,SERVE ROBOTICS,UIPATH,NEINOR,SANDISK CORPORATION,MICRON TECH,    entre otras
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre mini S&#38;amp;P, futuros sobre mini Dow Jones que han proporcionado un resultado global de 31738,81 euros.  
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 6,83%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 206,51 millones de euros, que supone un 9,68% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 1,0167%.
  
  
 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 21,46%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 0,10%. 
 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 0,33 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.
 Muy probablemente seguiremos con niveles de inversi&#243;n muy elevados dada la fortaleza de los resultados empresariales y la resiliencia de la macroeconom&#237;a, monitorizando en todo momento cualquier situaci&#243;n de cambio para ajustar los niveles de exposici&#243;n. 
 Vamos a seguir ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
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<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">La exposici&#243;n a renta variable (RV) ser&#225; como m&#237;nimo del 75% y hasta el 100% del patrimonio en valores de RV emitidos por empresas de pa&#237;ses OCDE, con un sesgo ( m&#225;s del 50% del patrimonio y m&#225;s del 60% de la exposici&#243;n a RV) en la Zona Euro. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la renta fija (RF) ser&#225; como m&#225;ximo del 25% en valores de RF p&#250;blica o privada, de emisores de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB-, siendo la duraci&#243;n media de la cartera de RF inferior a 5 a&#241;os. No habr&#225; inversi&#243;n en pa&#237;ses emergentes. La exposici&#243;n al riesgo divisa ser&#225; inferior al 30%. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice EURIBOR a 12 meses para la inversi&#243;n en renta fija y el STOXX 600 NET TOTAL RETURN para la parte de inversi&#243;n en renta variable.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.59</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">7.50</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-3.64</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.22</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">-2.07</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">13.03</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">1.46</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">15.10</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.87</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-3.45</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-4.58</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.58</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.58</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">3.39</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">13.87</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">13.43</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">14.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">9.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">11.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">11.92</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.79</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER RV ZONA EURO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">14.89</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">15.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">14.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">9.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">9.33</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">10.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.35</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">7.01</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">7.01</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">7.03</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">6.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">6.94</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">6.69</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.29</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.75</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">1.16</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.56</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.61</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.62</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">2.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">2.45</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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B+UQTQRIQ5biSW4vAxd6u3vzjJGug4ZwED/yAVJ/dROEpZfYP9h9yNrl5fmEPwN6NjobhDcYdAIL8i5Q0Ngmjio9iEqVR7fHrmfLrTGJzlPLoTZxnnnDwhNIk1Cu+dX7jCwQ1kzqE53o1JgOIOxR0CgfyK0LJzRmDJIHEkKGyHb4AohsyHIijathP3qsamYWiisAXpC3N0fq4tY8x9ib2Lf2ERFHco7hAI5FeEkJ6l48WIRHo5Ima6jT0PEi9kQVxm79qhmDCGxFp9mvypUpZCiywtk7W0Ta2sguIOxR0CgfyKqDh5rHPxBImdvoG8KALCHNdlNGtNL9/1roxiuTU1wIQXI1vzowiFP8kpIxR3KO4QCKQXDgaEPIx9DxLu+YWbXb1iuon5w6a8vgFY96APEGSO0kBxh+IOgUAGj7rm5oSyT31ZO7rV25+QntX3mqubmmbSHA8EBtsPWLglKO5Q3CEQSNe8TUzlMsep9CHE6FoXT+ecPHjGoLhDIJAhwFIH1wV059V9EPc5to6hxaXwjEFxh0AgvzrRZeU8SNwuv6BRWErnrVGl7UbV+dEELw6/vpCBFXeur3TehMPhBAQE2B/LysqUlZVBjoqKSnl5ORR3CATyOjF5urV9SV39aFxHcf/c1MSFxNV99dBb2dgoZEFqaW39o86P9qFHt57/UKCPH7XcO4t7WFjYokWLtm/fzs4xMjIyMDAAEg/ez549C8UdAoE8T0g6FhQGBJsPRQhmuohhcSsq9i+8JQ8SP8vGwSknb6Or10yag4gF+U87P1OVjwF9/4XEvaCgYM6cOR8/fly/fj07U05OLikpCSQSExNBGoo7BPKHs8rRTcbS9mBAKEjzmhPESNbsTRfCooUsGAtNEeY4xguJ40cTjUIj/7RTpLDqqLCcTlbOf19e25/iXl9fv3LlyqAgRnCpqVOnsvOFhYVrmesIwDtIQ3GHQIYuzT88PFLR0MBtjudHEZ0+5oKPJsmpopg2wzyipHQklvIgLmE2zfFvPFXXy18US97o6v0HnmepxfsR4mpxSdkd8udtMkRbeg22uO/evRuDwbDSoqKiXYq7iIhIhxqio6NBI4yNjeHfBgL5EahZH0ZgKP1Y4dvENE1PX84ccYoNsKYX2Tl3twsQfh4kvrKxkZ1T2dDQoUxCeYUC1Y79saW1dRiaOJFItf+Ys9MnYDTe0i03f4q1vRSF4fRRwdpO3cPnj/odC4rLsZbeY2fpiyjoyiw9SKD5sTf5hSUCxX+NcRpscefqBCsfDstAIIMAKjVdqF8XZOp6+vOi8MDQnklzbGWqsDCGeCAwlB9FqGtq6XKX7OrPQNxza2q+9jcfh1kQkj5VApOcXeZKZIwYyYZzLz40w6PAKAxF3or+6n0yyFnv4rnY3gUkFtu56PsE/lG/47UnJKDgXGKqk1ce5ZPW0Dz4gL1p39nXE+bsvvKING72zpra+sET9+7yDQ0N2Q9UjYyMoLhDIP3O1ajYJ/GJQhbEfqwTqCroLUjpWQhzfG1zMxDl4czxkwkEqmXGhy53eRqXCKQ/urRtUtwKR1cEEs+DJHAj8ewy92ITDgeGtpOhgsKFdi4CKCLoGLBpGX/4T/kO7zJzzcnGpmbvoPiLD3FA332C2+KNHLlsskL7MkJclVtcraC4YqDEvUsjvUtxLy0tVVJS4ufnB+9l3TiFgOIOgfwIQD2BYg5DE/qxTgUqXQRDUnJ0H4YmPo1P2OUbdCqYEbIO2NQ7urGmQQczDm/llpvP+nggIMTAP0gATeBF4htbGMZ+bGnFTBv7s2FRHXbU8vQDZVrhD/nly41n5PP3sKy0tXMIQkwVxRxkV9t7D5jzZ26iXyIdFVYdDYlKGVjLvb+A4g6B/AcsM7NjyyqAbiLMcfxoArB8KzqNcf83jgaF8qEIC+jOmp6+Ihgyc+4K/gxz1sqD2ATDkIjKrr7oamTMaCwFNGOJvctIDEWSTLPK/ACaJEaySa+sCigs4kIy5sD4FhR22FHd00f4D3byxaa2roFLXO3Wi7YZ7mQ7f24JNV5JdcYdz2vr/efeVtfUgbTc8sNGdyyguEMgvy3jCdSTweG5NTWiFuS5to4IJB4oMnvr/0g2j+L+Yxwi0FWIkaz3+gevcHQ7FBB2JSL6UGAoa2ERJi1jib1rl1q81N5F19t/sZ3r30Tq33grbnO8dz5Dx0diyWbJaadCIubTnTy7Wmuq5ekrb0X/M3/EpqZmN7+Y5uaWq0+Iczac5pFQN7yNZm1qbW1doXWZWxzkYC7cx915ZcXKP3zJ5NYLChR3COQ3tfKamoEhfCQo5Pn7RGlLxtwSPiSeF0UgpWeC9MfPn4GtfSokvLqpqaGl5btqTqioYGm3UWiEFJlGbO+REZuaIYAighdnZn1zc1VjIxBoy4zsJ/GJoI9x+JgLTHi/AsZM7TXOHq65+bei4y5FRHf5jZvdvOfQHP+EX237iecSC/dVVn/zMh8Rl44QV1uz7caYGTt4pTXGzd7pE/ytSza6jRkxVY9PSuPoFdOXKAdW5hNT+sadt6G4QyC/Ic8TklY5uf+FsxyOIXGZ4yWZEwcF0MRhFkRepvEeXlI6Dk+dTKVLkGmHA8O+q3Ja1kd5KsOO3ubjj0DiTJJSObfGlJWzwiGx5rxvB2XMcUscXKQotiBR2diYU1MDxD2ipOxSeHQBcxq0uoevddaHo0FhL5mTYTrjV1jk9PGP8Pu4YMtZfhnNzA/fBqYS03IEZbW5JdSF5XRHTt327567nfcaPnmrzuFHFlZtM9zfYJwRzNEbYO9DcYdAfiuuR8UBJR2OIQuiSaiUtHRmMDkg7rj0LNacliuRMQpU++nW9hOJ1H3+wX2v+VNDo6AFcaNLLytlhDGkhIpPIHE+LHIy1W6SFX04lizD7GOA5IObhqRPlezCO3wCn8W/Bw17k5jyh/9w63bckF9xJDjy23kIj02bonRMY/8DXikNvE3XijxcYavixjPWTt9+x9nrTiPEVdOyCqC4QyC/FTei4ja4er5LSeNG4gq+RpL7h0gNKCzmRTFs6nNhUdpe/swHmPjVzu59r5mcng1qWOvs2XOxqdYOr5NSdvkGSZJtVji4cSPx4KVAbRs3f5WY9LmxiV34UGDoIrqzsAXJkbkq9U9mkeq5Rf+ew1C9v6lwcMIKrUs5+aVArBubmrvcS3P/AwEZLQfPCM7MpeoXnprRobhDIL8Vx4LCXiQw1gbWdxpPH4OzLK2vBwWeJyS55OSOJ1j+Q7Tue81OOXlrnD3qexum3+jqtcXde7Ob9ygs5V1S2gK6cw+eCQxDI1c7e1yJiB3S57y0vMo39P0PVqKw6ui01cd3nn7JznH0jNiw8xZIJKV1Gzfq6mPiqOnb6W7t1gfM3XBm3fabUNwhkN+KtS4eqJT0LjfJWtrejokfiSW/Zo6BNDAnShbX1fWxZnx6pp63f6/FzFPSdvsFbXLzGoYm2PUWze56VOxcW8e3SUN7TOa5ub3oFD3OHFuXkNCY1KZuzO0u+Udxzz1j6p4zr9g5FPsArYMP/0N7Wlp6WhgAxR0CGXp8YKzyx3Un7iIYsrKT+194S5+CNp+CkyxtkzlGwHvm1fvko0G9P4B1yckbiSEPZ0yBx7v2FgPvWFC4CIaETE4b0qfd8DZaWF4XJDbvubNxF8PWHj5lK5eY6l1jah9rqKmt55ZQv/3CavT0HexMFMVjN4fW9xdQ3CGQIUZkSZm+TwBrekyXrHR00/XyvxfzbTqdkqO7ZdaHvlSeX1O7wsHtWHDv4u7wMZcXSUAgca/aT4BR0r1SV99xfdOTuMSxeEuP9jPcfYITRk/ffvuF5VA583PXn+GWUAP28gqty5NWHLJyDJgwd/d6/Zuczzl7Zvzs3SKTt6ZnF0gtPsDOvPgA/4Ou26G4QyC/AyOwFCDWVyO7Hb9WdfdRcfIw4zCTxcjWXOa4zKrqnmsOKym5G53Ag8Tv7XF2zSLVc/lFDD8i9c3Nah6+4SXffIpUVH5GiKuWlle19UNxGfHJ3XYqaEvPEVO3bTv+9Nc/549NbCctP6y69x6wu6PiMxapngeHiRBXAx+3H3+OtfbuYz3r9a+bEd3r6hsFZLRavz6i2Hnqhdq++1DcIZA/HRELMh+S8CwhsbsCGp5+wzFkWvZHzsz/kawf9Lha1fZDzmgcZRSWvMcvqIdi5Z+qucXVktO7nvRi4xzCL635PrXtqxcDERRT5ZVUX6N3vXPhR+9oG3be/Hfv3V/q9KZm5alsvdYh88J9/NhZ+gv/PTtjzcl3OJeJ8/bwSKrvMXwls/TggfNv3uJc+lg56BcDIxiPwcHu79M+BkYk88toCcvrPjHt/9W5UNwhkCGGKIa00M4lpqy8uwI6Xn4IJM6s/QD3PySqCKYn5y2ylrY8DO8F+NM9hj2av8mIV1LDN6TrfuLGM7LoFD2vwDjWx23Hnx2+bAKEbKrKsQ4l8TRfYL0u+PecCHMU+1cgKCJ57Ex96cUHQIcETHJ2fmNTs8Kqo/wymqCpSjpX1fbfGyarTXEIYG09cwsN7Po+fgWoh9XzLVG7YOUQ6BMcP0FxN4+EOnt1EhR3CORP5GpkzPmwKF4Uvudo0TqefjLkjnIja2XLjcTVNDV1t9dmN2/r7I8IJD6cw/d6B9Ztv8EnrbVE7TzasutZ8JcfEcbM0BeS0wEGvot3FEi4+cWs236dR1KjQ0kCzRchrmbtFCS95MCvcG5bW1sfvLEZOVVPQEbzLdZZVEHv3D1MdALDkUNVdS1oKkJcdfSMHc/N7UAC3J18+1GeEG886z1GSktLi9iCveCE5BWWse5pdA8/vvmcvHrbddBZku0DoLhDIH8o/oVF3Ey/YL369VX38J1h7dDRZqTa8SAJKZXdzplZ6ejmlV+4wdWrrL7bKBCjp29fsNlo3iZDvW4GyqUW71+97Rqwf+3cwij2AUAT/UIYE8NFFbYWl377ahXda4KTtLUPPiotrxozY8evcHr3nn0NLGjtw49AU72D43mlNEZO3cYaLYlLypZadGCq8nGg8vX1jTYuoVjqN0MbdAln72J6rT89u2CYjBY4IZ+Zbh3NiG5b9txBiKuv0LoMFB9n3f/RpqC4QyBDA5+Cotm2jsBsl+p+ngyLO9Fxnae7TKHaCVuQenimOtfWMaKkrIdqa+sagPw1N7cAQ/XyQ0JRV8EiVmhfdvGNWrDFiE9KQ3TK1tnrT5WUMTR9xBQ9JPnbKtkJ83YPk9Xaf+5NU1MzkNFf4fQuVb8wfu7up2Z27G5sxJRt4EgbGpq4xFXHzdrV3Y5PTOh7DHufyPiPooH0koOgh6hvYMQgNMG7compCchord9xA0MFvWoZFHcI5A+FmJ6l4+UniCbOs3X6D7svsnMZjbN8z/QG0yVyVvSU9nPhj1wy1eKYopedWyy+cB9IGFs4qehdA/YmZ+GGxqaa2gYgXvHJH96nfADaPWr69rtfXdSu0rnCHoivrKrhkVSftOzw9uPPwEdhed3qz3U//fQCced8kCCz9CA4wC2770yYu+evGTvikrK62/HwJZPpKid6rX/G6pMaB74FzAN9ZFJG7pz1p1frXRsoawCKOwQyJDgSGKbr5S9sQbwW1ddF/K3th+bn0BwjS7u1EMcTqPk1tZw5avvujZ21k/3R3T9GceMZRjdj6zd/81nOcWeAgZGxzNJDf83SLyr9BIQeIa4WFf8tYN7a7TdcfNqiL1GdgkHJguJylqaLKuhdfUL8ued2lc5lxvSVlG+zNsfM0Ae3KcBm55HU+HvOrh72JdB89Y71Pptzuealzk+hbz6n9H0BFBR3COT3ZJOb17GgsJRPVY19ds4+QXHPLY4lQkvsXQIKi7ssyfK9XtnYyJmpc/gxa8yENav9yhOizJKDIGHpEDhq2nZeSfXCEsbIzPl7WGDkzttsJLX0IFDDhgbGM1uxBXs/5pWwq9qy5y7dLbSyupZbQm309B1KulfYm2SXHRSQ0fqJJxZ0gYobDFdpX66v/3b4KzQvArlvbGrWPvQYWPE97E51DOI0ybtjwZazvQbGg+IOgfyJSJBpttm9uHBJTs/VPfKE/VFEXvfhOxv2RxUnD/e8/C53vBYZK29Fr29u5yNl7Y4bogpbsVQvYIZ7B8Y/MaWfuoFimvCxwvK6QJG9ghgjLaduosbN0mf4Ip+yTWHV0S7r1zzw0Mox8OFbGrCCQYdhdPvbE8j6BsaKnoKiip49pQwck1ce4ZfRSs5oN3Nf7+gTVsd27h5m5pqeRl3s3MM2777T67fMXnc6KmFQY39DcYdAfnV2+gZKEG14kfgOwyad8QyMYz+fLC79xCWmyukSdrObd3cevhbQnQ07TW8H9vjwyVuVdK4CG/YfxT26Rx4DdeYYyrjiyRxGN7pjobjhDBDoHh486h17SqD5Xn5MUNt/H9RWUfmZc6ugnDaw6MENwU85vVOVj0ks3NfY2K5j0z78aBzHkFQPuPpGr9l2vddiU5SOsdd2QXGHQCAM5tGdRDDkEdjeJ1MHhCdxS6i/wTmDdEpG3ujp2688/jacreXpR8nM7nJHMZKNU+43519mRLc560/zSWtu3Hl72/FnyrpXgfEOuorTN5HsMkDribZ+X5iTCI1uWwDJBt1JSVlVl/XvPvMKRfEwvG0BuofOFrra/gejpm33Dorv4dBklh2SW354IE7vMFmt3PyOU/sfm9JP30L1ZXfQ7BVal3otJrvsUFpW/tAQd66vcGbSaLSZM2cKCQkpKiqyqy4rK1NWVhYQEFBRUSkvL4fiDoF8FzxIfHRpeV9KuvhE8UlrsYx3j4BYICg7Tj7fdvypGZExDVHfJxCT1sXIQHlDA7c5voEjYBuvpAaoZObaU/onX6zXv/noHY1I83P1axf+VOvgw5PXGVqvceDBG6wTQly1h4YdOP/WGOME1NnYoutAqZt23bb3CO+hBsFJOnxSGqzpOv2Co1fEqevmH3JLRBX0fqSeoIjkRarnei3W4SHEELDcO4j7jh07UlJSamtrCQTChAkTWJlGRkYGBgZA4sH72bNnobhDvpfW1tafNSDLpr65eSzO8l93n0H+3qDC4lE4Sh8LUx2DNu+5M3LqNpA+csV07Kydk1cdkVl6UP/kc5Cj6uZzNTKm47n98uVJfOJUa3vOs80vrdnAjKN04pr5gi1nzUldBHLaeeoFy+fXNJXjJLq/jXNPHmmOXzW79pQCOgyrbsZeth59wroP6JLk9FyRybqySw9xi6sVcsyvV1h1BNQZFZ/5vWcVXE67DV+xbkfG9m34pTsi4zPkVhzKKyztudjfs3exnj8PVXFv+xvU11Op1BkzZrA+ysnJJSUxfOUkJiaCNBR3yPcyRenYKp0rldU1PsHxP6sNCeWfhC1Is2mOg/y9j+MTFel9ndiOtvQEOs4jyfCLctfYSn3fA6C8ExX3sJb4r3Px7OyoPa+mFmGOk6Z8c1dQUlbJXjV67QkZCGiXLm1fY5wOXXwHEhPm7mZPc+wOw9sWJ2+Yz1p3qrsC+869NiW4dbeVbBcwaflhjQMPgfGO/NrTvMW6AK0XX7Bv27Hv9iuppHsFIaYK+pvAyGSWj4H/THzyB9DBXHqI77kY6HE7PGkYeuLOGqsZM2ZMfHzb/1BYWLiWGeMRvIN0h/LR0dGgEcbGxlDCIN0ZWVOUjwvIaoI/M2vhjBnRjXMtez8SVVZunfWxywhzZ0IipSxpc22/iXtmVfWdmPgZNg7TOMze/mWloxsPCq/t6deXwjkFpRr7Hxy9YgrO0ueauiuPiRfv47jEVXklNARktZqaWs6ERjyO6+hL8m5MwhRrO84cB89wtrhv3n0X2LYvUA6dvw5Y67pHHrNkq6yiF2fCFx/gQa+zXr/bmHCnb6KemNKDI5NnrDkhLK87f7MRa5I+613z4ENWIDrVvfdsnNt6GjWD+ypbrz43t5u74cx3nVUUxRMc4IUHONbq2R8kNTMf9Kbn7mJ7LgZ+lJra+iFvuVdWVl67dm3ZsmWdxV1ERARa7pDvAtw1AyNLaJI2r6QGj4T6FOVj3BJqVKegfv+iuuZmHhSBC4nb5t2FF6e7sQnaXn7/I30LRmqWnDoMTQS7DLMYqDU48+nOG128yut7FwXQBRJt/YAJeeDcG2BK5xeVA5V/iXJw8Y4C6jxy2rak9NxzYVH3Yzuuo9njH7THr51h7ugZPmf9afYQTWlFVV1dQ+dvBNb6mm3XT1wz6+wUrDM3nlFmrzs5c+3J7gpcfUJkzn+/CozxifMNwE/8vwV7EeJqI6bqfa6tX613jbXYx8DIeLnmRXBJTFM+Lr/iiAneNSAsaezM7xtXATrLL61ZVV3bL79Rdm4xt4Q66Jy63JrxoVBxo+EXpo/f5uaWwfzjDIi4A6qqqoSEhOCwDOQHmbfZkFdSHW3ppbDqiOyyQ0C8gJRMVNwzbP91BXWjnueWmaeky1PpocWlffyusvoGUQz5ckTMjai4zluvRMaATQhzXCNz9D+1sgrY7Dwo3Hw7Z7BXeX1D3w/KKvMD6CSqu3fQyEaaYptY0ZN1eeomijWKzSelef0ZGXR+Wgcfya88kpyeu/3EM5y1D1DnV2jH+ZsMje5iL4ZF34rueGgTiFRw/8GZY+0U3JfYEc7eURIL9x04/xZIba9PRO69tl6w5eyF+7juCqzfcRM0/h/FPQv/PevuHyu77CDQ91HTtgNNvP6UBNKsaZdn72JmrTstKKcjs/Qg2ATuGMABgl4/82NhH0++1KL9oM/oR4c2BcUVoELWCFVnEtNyEOKqjY3N4BAG+b/Tz+K+f//+Dx8+fPr06erVq8uXL28bbjM0ZD9QNTIyguIO6SMfckuAHecdkvCpsdE/MikpPWeqCsNe23b8Gdc7NOI1Shtp3UPc552+gcCyRqb0NW5ndGk50Gvj98mHA9vFmJck21hmZoNMsOlvAlXZiTHm+yYxlR9F4EbidDz9RDCkO7FxwCjW6sP4iX12LgKJ50biJcm0XguDvuRTQ9fdRn1DY2l5lbC87nmmYnJLqi/cfA5o1mMTW5HJutoHHwlO0n6Hd2UVnrP+DJCYkz5B1zrFb1pk5xLYftmqGdENGMi9ti3rYxHoaEWn6L3satCmA4Z3LIBSs9vT5eFcfIAbJqvN6qvkVx4F5YHEgwME0sknpREYwQjmt//c22Fy2uBe5O85u/6aoc/ad9baU26+0X35idOzC4TkdLcff9ba2m/P50EHgxBTA/cTXV9UCZk8EhpKulf4Bt0/Wj9MheScEInD4aSlpUeMGLFhw4bMzLbHFKWlpUpKSvz8/OAdSDwUd0hfKCmrBP9h4X3XR+EoYiTreXTH+uaW6XqXl2teuvKYyG2GHWaCA+93Y7qNLnQwIHShnUt3UaS7GBmIipWk2Jglpy21b6dBwhjSm8QUCTKNlJG1xtlT3op+PzaeB4nX9w0ENvsaZ4/dfoFSFNuFds6TLHsP2nAkMGyDi6c42QZ0DBlVVT2UBHcDI7uf2370sgkf4z5G/ZmZHTCcuSVUl6idAx/fYJ3X7rixxeCu2Py9nOvdgZVt6BtyMbyjCE6zto8rbzeL4+FbmtGdPv0fgbkKvhFv49tryZsvKKDLsXUN6eNvAQx5cICTmRI/fc3x9yltt2hmJHfxhXs37r4NuoGZa9oGeeZtMlTb3+2txoHzb4CZjyS7C03SASosINvPrg7KP1WDC3X6mhNn72Cojh1HC/3DEoXkdECnO2b6jqam5qFkufcXUNwhHUhKz5VbcfhiYAQfigAMWAE0Qc87gNsEs1rvanx5hQCauNaYiDDD3YvtVtyBia3q7nMvJqEvX5dWUbnYznmPbxA+PVOCYsO5CZj/VyJigK39IiH5fcWnYWjQHjx4XQiPtsrMdviYE1laBpQaNBKU7PWLJhCp1yNjKZnZk63oO3wCmroa0GhmGpaJFZ8mU7uOvgbUXH3fPfEF++ZsOHPnlVVldY2grLb8iqPcEurMCTOMyekP3rQ7imkqx095BJwN6zitRYJsk139bRaHpX0gj4S62r57ffyZgLh3VrT+ori0cvrqE//u6RiHr7auQUBWc8ZXrwBPzejAomdvDY1O4Xx0OZYZPGTBZiOxBQYTFfdMnLenfxvZ2Nh8/SlZQEZr5BS9eRuNOg9erdtx46f8g6C4Q35RnLwilXSuKto6XgiPaWxpHY4hcyFxQGEjEzKlKTQJks1NmhfCDHs7Jr6V4VTLG9jdVlntYjGPwlJWu3isc2kXM+hMaERVe/dYgMLaOi5zHHgFFBWlV1ZxOkx/8T4JfOnhwLBVjozRmIqGBh5zHDDSO9vUTa2tQOJ7vttvamkBHUDOZ4aYLqS7MGsO7VxM28tP1pJOSM/qbh4OztoHIa76AmV/77X1+XvYnPxSYOEC+5FLTI1s53/iqtn/FuxFkj04d1HcdEYHY3sqJKJDVaNxlDKOBwavMU6KGw0Dw5L6+DMJTtLqYX76j4O19nb2iuxFPay8eCU1Dl18yxx4KQQ93LuvQU2bmlq4xRk3N+Pn7tI/8XypxkVg5vd7I5ubW8QW7OOX1gQ/iuAk7TEzdtR9PaWWDoGaBx5CcYdAvjFf/QLQbgQS719YxDDWmprsPuTyIvEzbeyBjTzP1gnlFQrk+GpkTF1zMxdjpjZNhjkq4pNfKE2mAY0WtiC9TkwZiSNzVgv2TesUjYickT2L5ljOHN2uaWoS/GqAy1rSgBYDIx1snWZjz7KpwU0D/UOOrncXigYUv+cnq+55+eMIVuyPVyJjBVDElE/tBmeSP1WBw5Gk0J7Ev+/Odfvpm6hNuxjOql6hHY9cNklMy2F57EKIq9k4B6vuuwdUntI+cpvc8kMCW88f6zTPHdwYcbqZnLX2lNah7xCjFyiHD4O78LIz+UVlyzUv6R1jeIePis8QltelubSN/xSWVIydpe/gEc4rpXH9KWWl9uVl6hcGog0B4UnDFbaevoUSnqzLI6kR+dXdMYrisfvMq59yWqC4Q35FWltbRyzdL4oiW2a2M8bn0ByBvo/CWS60c3EIf89lgl1kQc2qruZHEyTI1uPwDN2kZX8EFjQw83mQeKDFQJ0rGhrfJqZGl5UX19WBzNj2oaUtM7Pn2jopOX5bhMmLIrBcdIHuAaS5zfEiGNL92N6Hd0DvklbZ0zD6Xv/g6RzGOPhqfhQhtf0u+wKChTDk8UTq26SUAwFdD1KfuYV+9I7GMlp3nnrhE5Qgv+Iwa5DEzj0sPvkDMORRlHa3LFOVj/NqGh4MaLtRKKmvz6isBj0ZOED23canys+LVc+T6P5D7oKxdgpepsFQbVvXULEFe9khXmPeZ81Yc5LxTEJcLSQ69ZEJ7cFbm4FowPvUjwIyWuDMKygdFVXQAwnQ5WR8KDx1A/WvwV0o7hBIG2lZBTwrDix36Di5AqjwCCwlsLDIK78wJSMPseeyGJK4wdWTD4UHEgyE+3NT006fAHUPn3l050lWDEN+LN7SMCQSyP2F8GiXnHxglXvmFXDWudXbH+zI+WB2MpUeUFjEMuEL6+rWunj+j2wTwLyB6OVug+4UUtxmxm509ToX3nGA+3RIxMO49+1GS2ydOANSO3zMOR8adTQwHBjvI7DkC+FdTALROPBAdtlBlkuAxya2M9acmKZygrUGlU9Kw8Ejosu2TVM+gfj31Lav7hM2uXlNJFr7FxWPwX9z+K6w6hiPhHpwZMqQu2DcfKOHT976henxZvycXc/M25Zl3XttDbQeJPA2vvUNTQPXgLzCMtCzfsgtvvXcEvw6QRHJq3SvTFM+tu3EU2i5Q3GHfINhe154OrXTiPMye9dFdm3DqTn5JVzL9k2xsPyHSBXFkA4Ghv6PZI1Jy5C3ol+KiFZ2chdDkuRWHNls6wrEGtjgM6ztxxEsgWJacnhGfF/+CdwNIMzbxakAgrvfP8TpYy4w2DlvJlbrXXtqSu+h2ROIViOxlnpeAU0tLfLM56WcW69Hxgmgic8T2g1nd/CxLoohL3VwffU+2SQpdTSO8qh9T8BizAx9XikNnA3jr0t1DJqmcnzd9htUpocAfmlNp25GqA9eeCegbqju2DYQfyQwDBw16EIkyG2W7G7DV0KTdBHiqklpuUPugmlubhkmq11TW3/+Pna55sVrT9t+uEnLDuscfjwIDaita0CIqbIcDIDrxNU3WvvQIz4pzaXqF3DW3lDcIZA23P1jBF+hOk/tWOLgssa57Y67srpW6l/DCSiSGMnmPXMy33Rre0kyjRuJd8nJW+fiOeYlWkhO+yTKdibN4W+CFR+KAF5jcFa7fL/N7ljr6gmM+g6jH8eCwjXcfYDJv5Tj1iGvoBRYtZOWH+qh2eruvuAGQogxTI8TJ9uwv+hCeAxom7qn7zRr+4TydlFMNTx8rTiGnkALRbEUk+TU8oYGBBJ3JSKm87eIL9yXnds2Mz09u+B/8/fJrzwS8z6LJe7O3t26efl759UtDm2jT0eCwp7FM1wRsKfrzFh94n/zDUDvNcir5PsLkcm6Fx5gD5x/u0LzkqjCVnd/xoz+5ZqXnLyjBqcBw2S1WLGc1PffB52u/qkXoA8ePW17r453oLhD/iBuGFO5zbAZncavW1pbOecO7rthzm2OAxYoa7UnLi2TB4UHwjpj/x1iRuZUo6dL1C5IrT/Fb477yxQviCYaJ6ZMvG9yIfDbwIUolmyW3HGVEzCcVzsD0ccbcKzLj4zPkF12qGfP3UDN/8JbiVgQwb5/4Sx3+gaynlUKWRD50QRxks3bpI4jHjpefo+Y/l4mW9kJWZBBTwMMducchmv1E8HhnvnfFl66+kQjxNUEJ2mzXMewMoEQM1wbiqux5N7eI7yyuqa75okb3Fhr23bfs90nAMvh/repqXnyyiMJKR+G7jVz5LLpxp23gbCeuYkaO0uf5dQe/GSpmfmD3JKdp16gLT01DjwYPllPQEarrr4RijsE0sa2G6a8Jphei52/j5v9jrHCCKQbGptYi0Tu23hyS2vM22Q4cur2Cw9wCGkN7jdorouPgei/zyvi2nnJyO/b7EMZS9vUTl0IJTN7NnOsZiXHU9a3OJfZ605PUzneQ3v2+Yf8j2RjFBbJw1yDOhpnqcoc4wZ6re3lNwxN9O80cK/k6L7Nm/EAUwRDAsp+N6Zbt5deAXEzV5/glVLnXMgODvnv2bt69dvVNkax/9Yq6zbHZ1vcvOkcUZnO3cVwial+qqoZuteMrWsouPMQX7CXQPM9dtWM5ewMIa5a2U8+ZPrOhp23jl0xVdl6jVdCffC9DkBxh/zS7LiP/sec0Gux2y+tWK5WR07dJrfikP7JFyCtvPXqqOk7+KU1gdEEDFtheZ2J8/YMV9ATfmSybtdt7m0XDnt+mw0yAkuu6LS+3zQ5DYHEL6A753GEtTO6Y7Ho33Pj5+zqoT0HAkIkKTS/wiIlJ7fJVPooHGWdi2dzaysvCn89MhZod2fHUc8Tko4FhaFS08GNhZAFqYf1tERbP90jj4G480lr/LfV89MO31tMaXvSuMzB1YvjtuDKY+Kpm6ghfc1kfCgUVdj6j6JBeEz69afko1dMKyo/D5+sO/gtAZb74UsmM9ecDIlKKS2v/lknBIo7ZFCJLq9wzclL737Z/WMT25yC0lUXjadhrHqt7akZ/eR1ZGV1DUJcTXrJfr2jDL/eBobGj0xsF6ue55FguDVfuOXsmBnbwe05n5QmY1hj5+Udjl5tZm9LKx/HREA2ZQ0NrxNTkttPP7//xvr0TRSiR0PM7mPO9a/OW6yzPohiyNJWNGRK2li8VUNLCzGjC7/hVpkf1rowhoCGY8h5NTVN3XvgMryF3nHiubCczhus8387+XNPPFIktq3PErEgs9vzuaYeIa5ueBs9pC8t0OGB7lxwEuOxKtDW6atPJKXnyq88MvgteWJKP3D+HZ+Uhldg3E88IVDcIYMHsFv5mT51Zbv3wSI4SWveRiOEttEUJLnXCi/cxynrXqW5hPLLaE6Yu1t1L2PRvNbBhxT7gHU7bsotY0z9ZvioEVcdP2f3MFmtHSeejd13Q/3ruDNjoRPHfJjuADf4mR8Lz9/D3jWmik7ZGhieHBadytpUUFTenRFNzsziRxOBtc6HJPTglsAsOY25ZKn3ydeTVx42MDIGfdV/lowlhs9m4NpcFoMbi6Sv/ibTsvLFF+z96bGufhxRBT1+GYbrGJpLCLgYgMQPxHrUXkFbeq7Uudzvfg6guEN+XbSZDhSdcvImEKnzuooupOruw/XWQmTTKfmnKCV7114rBBb6Cq3L42btZA3CSC7aV1vXMGf9ac/AuA07b81mOiUH4mvjHOzmy3gaWVBcMeX0k7VWbV4MnXPyZPvg6mu4wtZ3eJeDF94Ck3mayvHxc3dziameuGbu5BUJ6tQ58uTSwy5GkAIKi4E9HlNWDsR9tZNHt/Ymc9VrfXPvLqWE5XUS0z7+yPlXvvBKAdM2q53tUqahoUlQTluKOU1+qKOse431o4P+b96mswgJVZmfcVx0t9C5G84MzhRMKO6Qn0xkSRlzKgj+fmzC+4pP3Oa4qdZ2c2iOzRxm73AMaZgFkesNmkf/kgzR5nVi70tpXHyi1m6/ITZ/n9AkHT5JjbGz9TFUbyC4UfEZ2449W69/i/OeXUHpaENjk+K550sJbYK+1dt/uYNb7+I+WffBG5rEon1EW79Z607NWHNS1eDebqNXU5SOA90HpiLLWuwMa+78GheP61E/env+uaZOSE7nBx3VLr1tijDH/evG+M+PI1gV1TKm3HzILRaW1304MOs2fxZRCRngp5m07OBP+XYrh0ABWa2++MSH4g4Z8njkFYwnUA8HhbW0tuZU1wzHkidZ0bmRuPzab08seZEEblMswugB4rm5AJpAy+7dSg2NTp2/2WjC3N15hWXNzQwXUXsMjUdO1YtLyu5ul+WXjediGUMTlQ2Nmh5+D2LbVgmduomiuYQqbjgzbJJ2bn67+B5AVU9cNUeIqz58S1uueVFwko7hbQuEmKqAjKb04gO8khrgvqEf/YN3pqmphUjzAxL8g/VM33Ba4qHpNWaM7OEYMsuBWlhMGitU0O9ExodCXikNCyvPn/LtiWk5M9aceI1x+rknAYo7ZAABUr7DJzC/poaSma3p+c3rd2EtIygzD4ogakEZT7AyCo2sb27mQeK5zLDj9l0Hm1CpfXLCnpKRJ7P0INBZ1uIRrYMPgAJuO/6sh10Ujz+SfsuIbsHDXJ9JzshitIcRTEcVmPyjpm0bOXXbXqPXnLvwSWmMnaU/c93puvpGR6+IYbJa5+9juSXUNA482LjrFpD+v2bqD1BMVxZIsgeXmOrCf8/+YD2nbqDWmFFYcaZ4UXjWw1tzkvsStQu/2YVXWl4Ffs1BDkj9qwHFHTKAmKakcSPx6h4++r4B+j6B3wZJvnx5+T5lvq0zAonnQ+FvRcd9/FyDMEZxvbP4VFVzIjj8fcWnvtRfVPIJSK3s0ra77/DYtP8tMHhi2tMw+uwLL0Hnoe8bKIgmgl6noaUlOT334IW3UksO7Dv3BiGmdvSyya0X39ytMG4IJNSGK+ipbL36hRkwk0dCPSgyGUjtjWeUlTpX/1HcLSSne/kR4cQ1sx/X3y6h2AdoHrj34/O1z93FrjEhX4qIbmxpAeLOyhwzc8cKzUu/2YVX/blu+W93UFDcIb8Q5IzsqVQ6AokDIr7TN7BzgWcJSdciY69GxhAzsrjeWnA9Mf2u8Q3WSPQi1fN93+XEI7y0CWGerRN7BovukSfc4moSi/aBryba+r1AORy7asYun1tYNmKKHscISTMwooF2sD4eu2pudNti71njxWrnVutdGz9n90CcxgdvbU73xyR00AOteUM8GxZV2dgoimmbjKS4yXAoegqDQHGH/LQBGXlLOlCQff4hrxOTp1LtOpdJTsu1cQ5+kZB0PDickJbFdeGx6JStA92wu8bUlS9w8lb0A4FtrgXU991HiKlKf51Wgbfx/XfvtzhEyluv8Uiqc9aAtvTsMGvQ1TdGcJIOEH2EuOpADL7PWX9Gff+DH6/n5nPKmlf4UyERhbV1f391Ky+34jC4d4FXLBR3KO6QPtHU0sqNxAugiUDcuyzQ2NQMbMZ/FPcw/DhS6XIUGs/xO0LyOgPdMGCYr3iEnkK1QzLXghrdQfPJaAJdtnRou7F4gbQfN2snKz1q2jYBGc2bz3uZcV9cWgk6gHc4F2DjD8Q475pt1x09I368nnuvrdc8w65ych+Jowz/armPnaVfVPoJXrFQ3KG4Q/pEfk3teAJV29PvTnS7WYBzN54RZcxRO7RgyzkgqX/N0EenZvCg8LxIAt+hm5wm8wBhTnJfdttUgmxjzYzJp3P48cx1p7QPPWIXyCss45NS33mK4clgzHR9ARkta6feY4Q+MaV/yCuZvPJIYlpO/zaYtfAyIi79x6t6bGK7+okFNxIHOt35X9cZ8ElpNA5u4GbIry7uXF/hzKTT6bNnzxYWFl6+fHl8fJsLpLKyMmVlZQEBARUVlfLycijufwIxZeUzbRw654+Zvn2C4m5eKQ3JRftF5LfySKh75hfMozthaT4T5xkMQsNIdP/Fl43H4S1ZITuGK+iZkTpOdecSVzt00eQLcxJk5ff40pJdfpgVQ6NXktJyi0oq+lJy65Engj88w53FS5SDygMUuKOaYm0XFpNGpPsXFVeAe44BnccJGaqWewdx37x5c0RExOfPnx89ejRt2jRWppGRkYGBAZB48H727Fko7r89HnkFt6LjpnQKtVFb18AvrREemwY0HSHOGOYeOUUvMJwRvIJiH6B1cDDiCNu5h80//VQUQ44sLQMfxRbszfrY0VPjvrOvdY8+Vta7KtDN6qTuWKl96RXasddidfWNXOKqnI9te2CZ+oVex4X6yFuci/JdM4ZLZBv7zbvvIMTVRk/bIbX4ALxiobj3Lu5sgJSPHDmSlZaTk0tKYvyBExMTQRqK++/K4cBQXhTBKDSSi+FjHafi3NGG9QiIGzV9ex5z/sm+82/e4l3/mbeHS0xVZunBxWrnj/dN7H4QS4dA0fUnQPMCCotaWlr5pTU7D0qYEd1Wal8Gyt6zD8jOnLhmzgrwJqqwtbuZiyDfOzhhzMwdhrf7dM0rbjQM/erK5gcBdxVKt0zAr6No63To4ru5G85MmLsHJOClC8X9O8T95s2bwE5npYWFhWuZCxHBO0h3KBkdHQ0aYWxsDH+Moc5aZw8xsjXCHD/TxmEWzfFmpzX3248/W6R6jjOntbVV+9Cjv2boAytS48CDwbjiQxIEVc/wmWIZYyPpOcNktTuXsXIMnLv+DGN6++Tvm71z55XVhfs4N99o0GMVFHc96nLiqhm4awE1j5u9s9cK/zffAFSV8aGwX44da+294sobIO6L7J1V996zcQ6GFy0U9+8TdzMzM0VFxaqvbl05xV1ERARa7r8rY/FWJ4JDBdCEf4jULgscumhy5VFH/4i3XlgKTdLdeuyJf+j7wWnnjWeUy48ZzXDxjuoy+Aae5iMoq80jqT57/ZnvqvnkNXNheR3BSdrc4uoXH+Lt3MM6l3lqRlfWvUqi+4HO40NuSc8Vrte/bkJw7a8DJ9H9l1w2BnctS+1dR0/fTrbzhxctFPfvEPfnz59PnTq1pOTbVQuHZf4EXHPygLgX1talVVY1tLR0WUZ9/31gFHfINEY7ArO9+mvcuEHgsYnt+h03Le0D9U++WKl9uXOB8Ng0mWUHxRfuVdl67btqBrcCYEcucVU+KQ1gdLOCh3Tg8iPCzecUkJBYtFdARquouKfHqnPWn+6XeTIsqI5BC8+/QCDxyxxcZZcdikrIhNctFPe+ivvt27cnT55cUFDAmWloaMh+oGpkZATF/fdDwcoOSAZ49TzrQlhel0Dz65D5AuUgPPDT2zl5i3P5Z94eYDhzi6tde9rts8rEtJy07ILvrbylpXXttusCMpoik7d2OZx9+JKJsQVjGqKNc/Do6Tt6jvD510z9nPyS/jpwcCcx1+gZNxK30tFNctH+zI+F8NKF4t61rHPSZWZ1NSPEVGlpqZKSEj8/P3gHEg/F/fdDCE1c7eT+N4Hag7hjbLyHyWqxF+6zMcEzrMjBbC3W2nu84m4+SbUdJ58XlfT/+h08zVdUQQ/cjhy5ZGrjHDR62vb2Iy03zYhtky8XqZ4LjEjqsPs7ggurV7B0COSVVO9jfNS+4OwdNfPME24kfpWj29+zdxX2bS4m5A+13PsLKO5Dl5RPVcIWvccz4pPSFOzq6eXgY+0UPHHeHpyN74B+CzDPNQ8+kFx8AFjx4COZ7l/IHIGRXLz/uXnbJFHVvfco9gEddjS6YwE6hsam5nd4l5U6V/qxSR4BsVNPPgaWu7KT+3CFrVWDHjkaAsUdMgQARnpDS0tESdk8upMUhRGZ8yXK8e85u0ZO1WvqNLkwIi5NcJL2L9JyF5+oMTN2uPpGD+i3YKheo6ZtYzxclVADJ0RIThtjxYjdOmPNyZj3Wawy01SObz/R0UHxtaekYbLapeVVJgTX/efe9G+vJrJg7xgUUcXJnVdKowkuTIXiDsUdwklAYbFXXuGr90miGPLbxBR+FIHlzlf3yGPRKYzhiObmjg9U7dzDZ649+euIu6CcTkjUwLpCtHEO/kdxj6VD4PDJW2MTs3gk1P81uCssrwsUP7+obZ327ZdWF+/jOPcaNW37Kp0rf8/e6RuS8PAtDVjx/dik4Mjk0dN3jHuJVnZy45PSgFcyFHco7pA2iHS/9+m53KZYvrcWTxMSuZF4HiQBYY5nxQgFwvEG5zx6+vb45OyUjDw8jTHusWn37ZLyqtcYp52nXv4iR+EfloiQUAvpp5VB3WFGdBsmowU0Wn7lEX5pTdDnjZ2lP27WTm5xtYaGJlYZFMUD2PWc7miA+s9ad+rvubvEF+y79BAP1L9/W3X1CVHcFL/SzlVUQQ9ez1DcobhD2hiruJvLDMf1Fs1ljgMvNQ8fbU8/HiSemM4YZ/hn3p707PyRU/QmKO5Z9O+5cbN3kun+QLyemNLHztRX0r366xwI0LiiAX6cmJKexxDu1I+bdt3ik9BY/O95YLxv3nNnmKw2+87mJcoBlEn66nE3O7eYW0ydR0Lt3F2sxML94E6oL84Mvos7r6x0H2IMLey/d/EtBIo7FPffGdEFe7leIGdtvyandT64qDilkrFObbIVPbqsnOk3RhPI1tg5O5mezdXGz9lNoPkKyeuCj0DCisv+OL+yS9Uv5BaUGt2x4JPWDI9LB3qaX1gWGZfBLlD+qXqK8rGgiOQvzCntwJrmldLYe9Y4ITUHnDGEmNrJG8j+bdJjE9uN+rfArzNMVgtez1DcobhD2uBfuo/v3hsgWBPnGZgR3SQW7QPCpKRz5cojwsEL71gRnOdvNjTGOG0xuMsjqbZ2+43tJ56/xbkM+2Wepg4+hSUV5+5hu9u6YectB8+IlpaWYTJaQNCRJA/2ppdoh5T+DqMBbgW4xdX/mrnjzC0UvJ6huENx/4NoaW01TU7T9vSLLu04avG5th6x/thfj0zr6ht5xNVHMgNZHLtsyielASxBhLjqgs3tVqhJLd4P8g9fMklOzwXv8Nx2idbhR8q613kkNHglNSQW7bd1DRnQrzMluHGLq85YcxKeeSjuUNz/FM6FRe3wDZiEpyLMcNxIHJ85/nZ0nLTlt2DTqVn5/OceTbO2A+IuJKczTFoLIaYquYih4Or77+sefdLZZ+80leN7zkCXcD0xbc0JbnE1Xin1oEEJZIqheoFuWHHjGXjmobhDcf/9UXf3/odEZYSxNsMhzLGI688nrj+JMMUIoYkIc0bUHlZINv+wRH5j9N2Ythgsdu5hYvP3AmEClrtfWNc+vzrEGoV0Ji0rPyO70NI+cHC+jmznzyWmtri9b04IFHco7r8nY/BWwmjySAsSYrEB+OePnLqNR1aLyxwrgiRwX3/BhyIIoAl1zc33XlsLPzWLLi2HZ2zoAnoRcKe1TOMiPBVQ3KG4/+ZcCI8WsSCRM7LHHbq9VOMCK7OwpILLFDty+QHE+uMgwfXG4lFc4r7r5gLvMHk1cM36EIZsF4CQUF2pdRmeCijuUNx/Z/YHhDAXIjG8OY6dpR8ek8bKb2xq5hZXFZ2i95f2Ba53GB6jh1OxVLlnjOntjd2484UMCRh+5MXVlXSvwFMBxR2K+++MoAXhb4LVFnevrJwiHol269G5JdTCYlIPXnjHJ6cz68xToWfmiJP3+MxxLTCY8lAGT/MF4q6y9So8FVDcobj3P8V1db9CM1iLS1liHRmfMWvdKc6tG3beKi2vCo5KUVh1dNW5l1ymWB5T7N2QSPifGdLgbHx4JNRV9K7BUwHFHYp7/yNsQfyHSFVx9Pi5zZhl48CHIoDE/vNveCTV527odnrc0TdWXObYiRjL4KIS+J8Z6ixRO/+9EaYgUNyhuPeJkViyAIq4xN71ZzWgubW1pLaeH0XApjFCuE2cv1dh1ZFNu251V57sH4m4+qyuvhH+YX4DgLJv3n0bngco7lDcO/KDg87OH/ME0SSv/EJFW6efdQjvklK5zHEssx0gveRgRGxaD+Wj32cNciQ8CAQCxX3wuB0dJ2RBmm3j0OXWhIqK5E+VvVay0tENYY5Lqaxka+vgg0lKW2ntiE5IFpHXRYirjVDQgxHXIBAo7n+uuOt5B4wnWC2gd21x8yDxvL3p9RJ7F14UkRuJq6qt50ExJiCC163ouObBnYKihaFx7b0qOnkrj4T6gs1GPMxQQfDPAIFAcf+dxT2mtMzAL5j9sbCmziyFMWQhb0UHr3sx8UDEO++l5uELLPGeQ4lmVlXzIglTre14jtxEiKnyvcOU1TfUNzdzmeOqm5p6blVBbe3Hz5/76xjl0JSxN14Bm51fWlNz/0MeSXX4T4BAoLh/LfGVXjPLysqUlZUFBARUVFTKy8t/WXHP+fx5DN4SSC23Od7AP3iSFd08Oe1pfCJQZCEMmeFlBUXwKyjscjhlHIEqTaENx5ArG7t96vg8IWkK1X7Drls84ur7z78RfIFM+VSZWlnFh8KnMx2j94Aolgwa9jAuAXQGP3KMWzy8R2MpY19ZLLr8RuvgoyOXTfKLyuCSFggEinsXEt9rppGRkYGBAZB48H727NlfU9zfJqVOIFCBcEtSaArWdiOxlgJogoqTOxdT0/mR+PUuXqyVnIJoYi1TYdU8vcfgLF8nJje2tPCjiJ8aG0UxFNecPLCpvKGBB4UHlXjmF4CPGp6+i+xcJMg24x6a8Uioj52lHxmfwfvElJb94biVK9db9N2ouBSO8XpMauar98nsjzVNTQgkXtrSFoHEAfP/Rw4TdD/DMSQuM+zxVxR49UMgUNx/SNzl5OSSkpJAIjExEaR/TXHX8vAbiaXs8w/Jr6m9HBEjZEE8FRKu5uGj4+W3zMFVhsLwfJtRVcUy0gVQRKDUc+mO/GgCkN3ZNEdRpt/EVY7u+LRMkMiq/vwXzgp0FVciYsDH2TQHXhQe2P48c3ezXGmXVVQjbr1CPDfjMsVwvbMAm/b5fxsL2uLmw22OU3J2d/zI6CpK6upBL7LAzokbiY8v/49PPh+a0C47+YKeaTnFHvEWrgeGQKC4/7C4CwsL19YyvE2Bd5D+NcV9CtUOlZLOSl8Mjwa6DGx5ATSRU3NZyFjaAikHVvwiexdJio0MhQaM9C3u3mDTJlcvJSc3kAgpLplPd7oVHXcwIIRpL5NAh8Fthl2l820AhPf4XQRQdhMMj9Gj4Q/eqpLt2Jt2+ASOJ1D5UYRROIZ9HVRYPMnSdo6tI7iZ8Mov/A9HV1D2CfHwDZc5lv/6C64FuwWO3YGXPgQCxb0/xV1ERKRD4ejoaNAIY+N+COnQ+uXL0/ikptZWtmurz01NNb09q/zCnLouaEFMKG8L8hldWm6anPo8IRFhjt/r11HcFazok63sgNrKWtKBHc05zQWdkgEkGCQsM7PXuXiCTkKWGeyCxxyPjk1E3H2Nt/FlFx6lc2Hi2cfjF+wbPU2f+99TEsYY9ibRF0i+9ce2nnoO+pikT59AMxSs7FQ9fIZjyLj0zP9wZrY5eyJMsbz3XnMv2rNY7fyxK+bw0odAoLgPmWEZq6wPCHMcH5KwwdWLlQNUlcscB6S25x33+oUIookde53ScmB9g96iQ/4IDFmeSp9MtRuBJed/9X9rincj2PqlfKoC5jaQeykKTYFK32divcbZs7qxCfHWQmLRfsFJ2q0cUx5HT98muWi/tVNwclruTjQNmNWpXx+r8ptihVcf5ZZQ5zVGgyPiReHFiNYgfybNARxaRftntuAO41x4VM8HyP0Ow/sKNWHeHvCN8KKHQKC494+4Gxoash+oGhkZDYS4f2poKKytM/ALnkq1m0djDIUfCgxdaO8sbEHa5OpNzsjqefet3v6XI6L7+F17fINm2Disd/FEIPHVX3V23iZDbkl1YXldUSzZ8WOuONnaMSkdsWSvNJKUWVnN9dSUT1qjQ7z5s/cw/mGJrPQLlD3XbWO792nA3tf18uc2w1m5BNu5h/196/VcmuPzmATE0dvyK488jXkP+ip21wUAvQsPEj/V2q6HBn/8/Bnsxf/c/B3BJSIuHV70EAgU915knZMeMktLS5WUlPj5+cE7kPj+Fff65uaGlv+3dyVwNWV/vEV7ssS/DIpW2mVpQjGVMZgxKsSQZEmiYVQmW8k6DGOpVHi0vRbtZWlCwzAN2ZIUSVLIUlqkhcr/V2/muV7vvV7vXXV78/t++vQ577xzv++c3zn3e3/n3HvPr2nhxb/AWQYnd1dWzvumZrmQiMlnzovRwkBqbc5fAK/8eS37EBN/Pn8hfTyiB43erncPeP++sbzizXjbdY2NTauvXJMO/ujsg1MsrmojpTHLOO4kELYI7uTVchOWDThC//PxU/Gd/uCz5xc+40Iut9V30/kMmA1IHY8QCQiJPZ1xO++RbOtL/6/Kq6TVZkmozRQfYrvryk2785cqG97BhAC+elRdA4d8mXwmm/ON1rzXFaK+tClnzuFwRyBQ3LvNS0wg4uCWDo9NVo2KHxQV9+Jli8Ydyr3/1ak00YAQKRo9IDdfISQq9MFDlgNPFj+RC4nsExatGpU449zF0tr2AwxNmuctMniGqIo1pN2u3FCix3xofe4FfhRkd/R37qqmS1dHpQ6PTRlMjwUtVp/uoRAQ8vOFjB6+tHbJe+0OGnE4UpJG1ziRKOFz4ElpeVNTk5yW3dPn5UPHOulYuAJ5jyG23ucyGLdzGe9S3a2o1IhOkj0eKUoL23U7hy1z/J0HYj4HcawjECju3Unce4dFj00+I3WMLnc8wjAmWUzVWlpj9te/HGt5HenAUdmdAf0MFyj/EhRT+JjlQP+791Ui46WPR1qd5tWlHTnNbYdfrMRQ2/qGd3vu5A4Li919KF7L3EVKfZbSCAco8K3jtumLdkDi4pWc8TbrVu+li/sesz0WJ/PznnbJR3j5ygWG9A6NhvkB/AQjtHR/wwWb9kRAo/QnrdIYv1xWy859V5gULRzmIvIhLW/D/v3i1ZikM3DUF/S4Azl5bWnHpaT+mP6XrNcBHOsIBIo7dcW9sbkZFLnozccXedSiE6zPXhA7EiZyJKz34bA++vZDxy1TX+QjeTRcdIe/+NLNctpzRF22BOTdZ6GyOXdx6aW/S9/WvqqvZ2YONlniH/LJ1jFpF2+N+e6f+wS99eb/ffO+0oiFpS8rGhubwKEWVZkByqs9cUVYXIsdA8NT4edaJNXGU9PcJeniDfGgEB1alMb2oHab5hKcLBoYLLppPwi6fCsJYJG779yVe+F39Sx/1J6wQsNs+TTHbZLH6KMSTzPehk0tefp163rLlpvZG1ufqWeBbEiEcXSSzJ4gHOsIBIo7dcV9751csaPhjLc0U4qfJD4uAac1OL9g5I4gVdOl38z38dwZdvZS1hBTp5Pnrw8cvVhSfebGPXRRhw3rr91i2Zzrq9NpO7M+Wcd487YOlBoEGtI6Fq7iqjZrt4es2BgopmpT+rK8sPgFeOjNzc3DJqwYb7OeEc5GyXih8ZQ1H689jU3SmrMXufnKDZuTlHb14s17IkfD4M/uQPsbQJ69dFtOa06PobZ99OeDn87IdHTzFRk844tRjpA+GnnWY3uwyGBrQ/d9sY8e9wqN2nYz2zjh1LTW+6vbs7KtTp8lEj6srM6vrBKn0UdEJgxevx/HOgKB4k5dcZ94Kq1vaHRA7n3D+BRxWljrY4Itujl3xd4+evNAmmNOZVRWvwVNd3Q7CC6wxNCWuKAS6/aCwh7IuUekmnAy7Y9PXwi68HeOgs7c7b6xRyLOSarPAtWeumCr6GBrcMZPpGRIac4eMHIRFFMfvxx+SEpjltE3P4XG/vGktIxIom3uwvj2/fvGewVPFFbtHDTeyXXTEV5aV9/w/tzl28Sc4qdlt/M+WVCiRZ2b6bxLe+JKmd2BZslp4rRw5aDwu/nF/rn39eNTPip7dbUYLVyUFiZGC5Oi0fXW4bIMAoHiTlVxD85/qESPMUg46ZpxDWS9f3jM8Nhk0SNhIL7KxovBw+1vtIDhPouqWA+3cHXy9H/2omWfMrVxyyySzqQ8fkJkGxwZl/vvW0uAxR7+4kNseuvOk9OyA6p+Bgt2ByR8v3in9dJfRn/rBv4ycJrO+BlKak5YPmSsk9aEFUojHPIKnrStZ11dQ9GTl5AobbnRagMHviirJMtQYfEXFHR+kNGyE//pl/EnUx3PXxKd+/Pk+T43yspHJJxiFvu95JlqVLxBQorY3iNyh4LNf9qLYx2BQHGnqLgPiUqQOh5hEH8S3PBeoVFTUtOzyytk7TcOMHYEVz0779G7fzcl3+EXBwI96d8owH317E1CY71ufLIkDT7vi9qPgao1zZZbzvGKSr6kae4srT5rwqyNoXF/jP7WY5G7b3TK5d9oie5bj/uHnIGSLhuCRk1zn+qwpeewOYyLBye8ra0XVbUGt5pEQwGnjOZs+JNw3S5zPOLXv29ANb6avfHp29oBEbHMYqklTzWD6LsPJ8rr/mA0efXY1ssSAoFAcaeiuEsdpz+qfmMYf3J62h91jY2Nzc3v3r2XUp81d+VeWc1PgsA1syyv220aH5kIzv5HiXz/nuWV1L768+Hy8I9Tb7Lk552h+46miKlaL/M8xLYy63eFw7eV1W+5VBjmED2G2pIeelRCfSZMViR/3CF2NPzC7Xx1M2cLu03vmpqhge+b/tl5IaLgkfiaXyTUbMVUbOA6tzswAcc6AoHiTjlxf9/UPP/Cpd6hLTsvgr6XtIat0LFwHTrWGcR9+YZAk+lruRw+f9W+8aHxIrQWcXf9O3NQZFzRmxrVqHhmgecvX0upz2ReEpqamkGXIdFHb77zugC2nJt/i5RUm9UlfWY8xc1g0mqrud7fr/PrpTNv2Fcr9Set0jR3kT8e+bLun7mI39174i5bYUIjpTEzv/Dp27oGHOsIBIo75cS9ouEduKWqUR/dz+Knr8ApFlO1MZu5vl3yVd5HRx+NBnGHi4R2bJIYLXxlRqZWTBKzAC363JCxbDZd0Z64Yp7rb2w5PbaHgIPfJX0WEJYaGptu57JnrLWnnLadrqVrL50fJNVm9joUklfxz6bw358+L/HzbsjXnuCCoxyBQHGnqLhnlb+WOEaf0bqtLgPxqVdUvlwKbrvb1mPtkq/eTOu/2VfsaFjVu3emyakD6LHqJxLAf2cWmLpgKzjCbQ+8dC039wH7FXNw87s27qjLhiClEQuNp7rpWrn2GGKraGAvvc3/QE5e//CY8vp6k4gESceNo6a5wTUARzkCgeJORXGva2yUD4nsG3bi3NNSZmZ4/MW5K/devZX/7l37O/r+5EMTXd2yQl1aW6txIlE/PsUw/tTF0hfwFTD01psnqzWHuBlvt4Dtsl9EVWwSU6+m/dlyozi/8JnEr0HywZFyxyNiCh/3C4nWXbYDxzcCgeJOXXEvrnkrFxyxO/vjC0f19e8mz/exXvIL7/xGa/dL0OjaMUlywZHjU37vGxad3xrWLjrlr36GC3QsXB88eta9ei409o9dAR9vG7Q8AOq0WSEk+ouIWIc/M6CxVktR3BEIFHcKi/v1V588wV1Q9GynX6yoivXhyLO8889ZsUeORh8YESdGC9OJTRGjhUedy+ylM7en9pz5q/YJR1/2N1rwsqzq4N1736Wly9DCf+BwtwCBQKC4U0Lcwd02JIi7qMoMEZUZlnO9OsS/0O2gZGBI37ATmq2hkQA6lq79DRf0N7J3dBOSHRO1Jrjcf/g0MO++xDG62rGo5esDcXwjECju1BV3JXrLm6iM9LMXr8VVbb6x9+nozUyHn/aLHKCB6jHC4AGmL9oef+aKMPWlyfS1V27ev19VPSX1/Izdwc6eATi+EQgUd+qKu1p0QsG/8eem2G8BcbdeurOj/Is8/ET2BPWg0cck/bPp4+hv3a/eyhemvoRr3o9eR4dNXAFpyzleC9fgHu4IBIo7hcW9Z0hUNSGa3cDRi2ct391hcXfzFVGZ0djYNHPZblpUy2J9b71599jtDNN9MdBkiajKDCn1mZDuZ7ggOS0TxzcCgeJOUXGvbGgQp7Xs+9jc3CyrNUdM1frqzXzuL/2zxYKf9oup2tS8rVMf7zx3RcsuWjADqK6pFaa+zM57PHXB1h5DbH/eESqlMauiqgbHNwKB4k5Rcb9fWaUYdgISb2rqJNVmOqw+wAhR1FG4eh2RGGpb9rp68JjFEmoznz4v6zl8rlD2qMv6wGktm5rNxcGNQKC4U1fcW8PIna5veDfim580zJYL8hODxiwueVamZ/mjjObs69kP1cYtE8oeDQpPUzJeOHm+Dw5uBALFnR9xF/kXxMzy8nJLS0spKSkrK6vXr19zyeRR3OMePf7+7IVX5VViKjZ6VqsEaSpcGx48egYSP2jMEnrCn7pWrkLZo6fTb8hp23lsP46DG4FAceffc2cRdw8Pj8WLF4Oaw/+1a9dyyeRR3Of9cVk3LiUz64Gc9hz9rwUVd7/g07LadoZfrx5sskR9vDN2PwKBQHHnSdy1tLTy8vIgkZubC2kumTyK+8+ZNzdduSGqYv3FqEUCNrWfwYKBoxcD1cTZmwy+XpV64SZ2PwKBQHHnSdzl5ORqa1seQYH/kOaSyaO4T05MtafFDzZZfOdekYBN7W/ooGhgr2m+fJzNup7D5twrKMHuRyAQKO4dFnd5eXkumUzcunULKuHn58eWX2mzr+iXi9TGkbCEAsouPsRG19LVco6XjObsqje12P0IBALFnSdxJ31ZBjDvx980zUiIOJGUljlgpOMs513Y6wgEAsW9Y+Lu7u7OvHfq4eHBJZN3ca+ta6hGLxuBQCA6R9xFPgUjs6yszMLCQlJSEv6DmnPJZMHhw4eDucLPzy+YDCAP8iAP8vwXeE6cOCGQ597lVyHkQR7kQR7k4R2UE/esrCzkQR7kQR7kEZCHcuKOQCAQCMGB4o5AIBAo7p8N6enpysrKRkZGOTk5ZmZmsrKy5ubmhYWFyENNnk/GkAg5owh5OKGkpMTCwkJeXh66TJDOQh7uHXT9+vWRI0fCSWFiYpKdnd3teSgi7sbGxnQ6PSYmRlFR0dvbu7q62svLa9q0achDQR4pKSl7e/spU6bo6uoqKCiw3VoOeQTnYR5ibW29Zs2aqqqqdevW8dHpyMMdoqKiTU1NkNDX1/fz83v79u3BgwdHjRrV3XmoIu4yMjK1tbV1dXXQYdBJkFNZWdm7d2/koSBPaGioqalpcXGxgJ4p8vAoXn369Hn58iUkKioq+Oh05OGOQYMGXbt27UPrO/agpJCoqamRlpbu7jxUEXcDA4OCggJihxUVFamrqyMPNXkyMzNhEpCRkSHgsgPy8CJe4P4LssiDPNyxb98+DQ2NuLg4d3d3f39/hqcME6/uzkMVcY+Pj3dwcCDmODk5hYeHIw81eQClpaUTJ04MCQkRcE0ZebiIV9slHf5EEHm4IyYmBiZb4PWDs6ytre3p6Qkz2u7Og0/LIPhHfX29o6Oj4DcMkQeBIB2UHnZv3rxBnu7Cg8ZBHuShFA9VxP327dt6enowDVmyZEl1dTXfMyzk6QQeNA7yIA/1eagi7uPGjdu7d295ebmPj8+oUaNevXrFX3uQpxN40DjIgzzU56GKuMvKyjIe+gEcOXJEV1e3tLSUj/YgTyfwoHGQB3moz0MVcTcyMrpx4wbz4/79+4cPH85He5CnE3jQOMiDPNTnoYq4JyYmfvfdd8Scbdu28dEe5OkEHjQO8iAP9XnwIS0EAoEQQqC4IxAIBIr7Z0N5ebmHh4eWlpa8vLycnBwk1q5d+/r1a+ShIA8aB3mQh/o8VBF3CwuLxYsX5+bm1rYCEvDRysoKeSjIg8ZBHuShPg9VxF1SUpIlpjZ8lJKSQh4K8qBxkAd5qM9DLc89Ly+PcbGCBHy0tLREHgryoHGQB3moz0MVcS8rK3N3d9fS0pJrBSQ8PDxYLl/IQxEeNA7yIA/1efBpGQQCgRBC4K6QyIO7QiIP8gghD+4KiTy4KyTyIA/uCvnZgBu8dSMeNA7yIA/1eXBXSOTBXSGRB3lwV8jPBtzgrRvxoHGQB3moz4O7QiIP7gqJPMiDu0IiEAgEojuAKuKuo6Pj5eWVnZ2NPNTnQeMgD/JQn4cq4n716lV3d/ehQ4dqaWmtX7/+5s2byENZHjQO8iAP9Xkotyxz/fp1T09PTU1NNTW1tWvXZmZmIg9ledA4yIM8lOWh7pp7VlbWxo0bhw8fjjzU50HjIA/yUI0Hb6giqLX9ABoZ7YwgBZQWdz6e/klPT1dWVjYyMsrJyTEzM5OVlTU3Ny8sLOS7DiUlJRYWFvLy8sDGB0+vXr2cnZ2vXbsmoCnICs5Cqe0HqGbkysrK9evXDxs2DGrSp0+fcePGJSYm8sFDtdfQBT+tWA68fv36yJEj4eQyMTHh474fWXYmt3Wk83S5nYVN3I2Njel0ekxMjKKiore3N5wSXl5e06ZN4/unra2t16xZU1VVtW7dOv54tm/frq6ubmBgcODAAT727WSArOAslNp+gGpGnjJlysGDB9++fevr6wvXzri4OA0NDT8/vy4xMok8UlJS9vb20DpdXV0FBQWRf9FRHlFR0aamJkjo6+uDWcBQYC6oWFfZmWriTjU7U0XcRTigozwyMjKgfXV1dXAsiAXDTQDfh++uBc/i5cuXkKioqOCbp7m5GaYU8+bNAwY7O7u0tLSO8pAVnIVS2w9QzcjS0tKMdtXU1MD0CBIwG1BRUekSI5PIExoaampqWlxcLKD8DRo0iDE9AuMwDQVG6yo7kyUaZPFQzc4UEndSLp7guxUUFBCPLSoqAp+O7/rAFViQ+rAcAuIFl+IRI0bw57kLHpyFUtsPUM3I4BwxPEr4DwMJcsCBAjeqS4xMIg8gMzMTJrUZGRmCiM6+ffvAxQZH293d3d/fn2EocFS7ys5kiQZZPFSzs7CJe3x8vIODAzHHyckpPDxckIs56eOGD5AVnIVS2w9QzcjZ2dljxoyByR+cn9evX+ebnGqvoTMAXv/EiRNDQkIEMVdMTAw4pzA3gkGora3t6ekJM+OusjMFxZ1SdsanZRCI/wrq6+sdHR3JuhYiKG5n7GYEAoEQQlBF3Ml61E9YeT7rckRHebCzOqez0M5oZ0F4qCLuZD3qJ6w8lBJ37KzO6Sy0M9pZEB6qiDtZj/oJKw+lnvrCzuqczkI7o50Fsg+lPHfBH/UTVh5KPRiAndU5nYV2RjsLZB+KiDtZj/oJKw+lxB07q3M6C+2MdhbIPh8QCAQCIXTASEzIg41CHuTBSEyfDRhUpRvxoHGQB3moz4ORmJAHIzEhD/IIIQ9GYkIejMSEPMgjhDz/iRuqGLwGgYMH8V+DsAXr+EzBa/jmIetN4qSkpH79+hkZGd25c8fc3JxlRz3eQVbQIgYEjKBEOo+A3U21wUNWxCKyBiFZ9SFrEJIVsYhq41nYth8g63wgK3gNWfUh601i6OCTrYCTirnFM+g7H00QPGgRiRGUSOEhKwIO1QYPWRGLyBqEZNWHrMhZpEUsoth4FrbtB8h6k5jEIEFUe7O5oaGhvr4e6gD9DTnQTPDf+Rt/AgYtIjeCkuA8ZEXAodrgIStiEVmDkMQISh/IiJxFWsQiio1nYdt+gKyXzUgPEkSK5y74m8Ta2tqnWwHjJiAgAKjAf+cj2BApQYtIj6AkIM8HkiLgUG3wkBWxiKxB+JkiKPEdOYu0iEUUG8/Ctv0AWecDiUGCSKkPWW8SM9bc4YzKzs42NzcH9wSUiI9HrEhZZCAxghIpPAwIHgGHaoOHrIhFZA3CzxpBiT+QE7GIYuMZtx9AIFiBkYYQCBR3foBPxf0HjYPtQvuguAsEqgVnIeupuPT0dGVlZSMjo5ycHDMzM1lZWXNz8y58OooU+5BlHGHtdKpF5CGrXdjvndMuskRD2CIxkdXfZD0VZ2xsTKfTY2JiFBUVvb29Yeh4eXl14dNRpNiHLOMIa6dTLSIPWe3Cfu+cdpElGsIWiYlqj1TKyMhAN9fV1cGxVVVVH1rfBOnKp6PIsA9ZxhHWTqdaRB6y2oX93jntIks0hC0SE9UeqTQwMCgoKCDWoaioSF1dvVvbhyzjCGunUy0iD1ntwn7vnHaRJRrCFomJao9UxsfHOzg4EHOcnJzCw8O7tX3IMo6wdjrVIvKQ1S7s985pF1migU/LIBAIhBACxR2BQCBQ3BEIBAKB4o5AIBAIFHcEAoFAoLgjEAgEohuJuwgCgUB0K6C48yrueNVFIBDdxkdGcUdxRyAQKO4o7ggEAoHijuKOQCAQKFko7ggEQrhP1U6rHop7p1qKeRdbXl7ewsIiNzeXJZ/lNjckTExMOFXj1KlThoaG0tLSenp60dHRnOpJZDt8+DDxq9OnT7OU19DQ0NTUZFtnRUXFadOm5efnt/2hu3fvDh8+/Pz58yw/zamGbAkBJ0+e1NXVlZSUhP+QZuaXlpba29srKysrKChYWlqePXuWez5bqsDAwNmzZ7ftlFmzZoFZuHQBp9pyMRH332J7LNuHHDgZhPvAYNuP3H+Ul8HT0V4THLybkaxTlYsFyFKMdglZCpBeART3zyXujERVVdW2bdtGjhzZ7jiYPHlyVFRUW4asrKz//e9/CQkJQHXnzh3mOcD9/Bw1alRjYyPzq6+++opY/q+//hrWioyMjLaHl5WVbdq0ydTUlCX/8uXLICVXr15l+d12a8hCCOX79++fnJwM5VNSUiB9+/ZtxleTJk1yc3N7/vw5fJWWlgbXRe75bKnq6uoGDBjw6NEjYiXh4xdffMHYpZp7l7HUlnsZ7r/FZYT4+Phs2LChXYNwGRic+pE/3Wmr+7z3muDgz4zkinvnKwlZdUBx7xpx/9AaDhFc2nZPNpBFcMEaGhpYSoLzEhAQ0NHzE6QwLCyM6XA5OzsTyzs5Oe3cuXPHjh3Lli1jS1hdXS0jI0PMT0pKUldXz8nJYetetVtDIiGov7+/P/MrPz8/Ozs7RlpOTo5t9EhO+ZyoNm/evHr1amLJVatWbdmyhUe9I9a23TJcfosTIiIioJ7Nzc3tGoTLwODUj2SJO++9Rgq4mPH+/fu2trZ9+/bt1auXtbU1I1YRsar19fVQGCZ2SkpKkICPzAJHjhwZNGiQqKgo7xYAU7u4uMDPwYA/dOgQp+lO23xOB7KtP9vpFFxB4VjmwICEmpoaXEQ5NRDFvSvFHU4POP3Gjx/Py8m2dOnS3377jaXkkCFDSkpKOnp+FhYW6unpMUbJmDFj8vLyiGcCjLOSVsDUm3gmMBLl5eUbN26Eo4hniJaWFqc4iu3WkIUQyhcXFzOLQXro0KGMtLm5uaur64MHD1ioOOVzooLzByYTlZWVjHxIwEdwRXnRO5batluGy2+xBUyAJk6cSHRIuRiEy8Dg1I9kiTvvvUYKuJjRwMAgPT29trYWMleuXLlkyRKWqsIMw8rKimEKmKR6eXkxC3z//fdPnz7tkAW8vb2B7cmTJww23sWd04Ht1p/40djY+Ny5c4ycs2fPMib9nBqI4s6nLt8qex2c/5DHPyjMaa1TXl6eGWmF+xro8+fPVVVVKyoqiNWQkpLidN5yZ5s+fXpsbCzMo7/55hsiYXR09KRJkxhpGDEnTpxoS0icI8NHcHwuXbrEyWK81JBIyFIe0syZDVgAJhkDBw4EH+eHH35gnpac8rlQQfndu3cz0rt27QKXqt0uYFtbXlrE6bfaoqCgYPTo0S9evOBiQGIruAwMTv1I1po7771GxK2cwuCYdB7/oDDxWF7MWFVVBZ44S53Bvb179y4jDRMdZtggKFBUVNTRyxscTmTjXdw5Hdhu/YkfYUrEXNiEOTFjtsSpgSjufIp7YlHxwosZPP5BYbYkcLneu3fvhAkTePSktm3b5u7uLrjnzrjsjxgxAhyB1NRU4rdTp05lxlUJCwtjhr5lFABnHxxkmGrEx8cz8w8fPgzCyhxeHfLc2xLy4gOC/K1Zs4ZpN075XKjy8/NVVFTetQISTK+fexe0rS0vZTj9Fgtev34NjnBbM7brubMdGJz6kZfTvkePHsx1HsZ6goSEhOC91nLW/H514ZqDPP5BYeKxnMx47do1CwuLPn36MC454uLiLK2DywxzJgQJ4qWRucTB++nDwsa7uHM6sN36Ez/CJVxBQeFlKyDBuKJzaiCKexevudfU1LCsX3MpDxcDTU1NcDeIa+5BQUH8zayHt4Ixvpk+IJzYRO8MPkImC+Hjx4+VlZWrq6uZ+SEhIUpKSsRgj8Q193ZrSCRk+iPM1Vu2T0pAYTk5Oe753KlmzJgB8gfCZ2Nj06GVCmJteSzD9reIAMECR5v4nA/RgJxawWlgcOlHXgazhoYG8XZoVlaWlpYWKb0mINiaERxVGH7l5eWNjY1wgWw7zrl47ryf5kQHnPl4W05ODlG7mZGsiTGs2z2QU/1Z7gQw8+fOnfvrr7/CJAYmqdwbiOLeleIO5+T+/fvBg+ZdWWBkQ6cSn5YBVU1MTIRzDPqVeKuNl3tiLN/CNGLhwoXEfEdHR8Z6LstRM2fODAwMJOZHRkYqKipevnyZhZnHGjIJb9682b9//5SUFJiinjx5EtK3bt1ilAEHJy0tDbyVV69eeXp6mpubc8/nQvWh9WESsLyRkRHbh4K49zuztjyWYftbRIDZOT3Vx6UVnAYGl37kZTBv2bLFzMwMBAjcQPgP6e3bt/PdaySCrRnhApOQkFBfX//w4UNbW9u243zDhg3MJWkYKhs3bhRE3Ddt2jR58uQnrQBaZv64ceN8fHzAVyssLJw+fXrbanA6kFP9wYbMiwGRBzwAbW1tuNwyF985NRDFvWvEnQHw2WFMgPzxvgYKjjZM3lkegmY8Ra6vr09cIudD3A0MDC5cuEDMh49A3vao33//3djYmCU/Li4OZpdt3U9easgk/ND67I2Ojo6EhAT8T05OZpYBZktLy549e8K4h9MAPEfu+VyoGDA1NR07diwfy9DE2nIaGyxl2v4Wj/dIuLSC08Dg0o+8NBamEaDv4L9Dl8H/rVu3vn//nu9eIxdtzXjq1CkQO/hdFRWVgwcPtu0yuES5uroqtQISzBUM7uLOYhbinWpnZ+e+ffuCvxwQEMDMB8flyy+/lJWVhdlwaGho22pwOpBT/eEK3bt377Y80NFDWsFcU+LUQBT3LhB3BAIhHKC+IKC4o7gjEAgUdxR3BAKBQHFHcUcgEAiULBR3BAKBQHFHSyEQCASKu+CWQiAQCAyQLWzijkAgEAgB8X/ugIc0F/up1wAAAABJRU5ErkJggg==</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">4025771</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">3908773</iic-com:Patrimonio>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">14.2341</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13.6391</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">11.8867</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">11.5413</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.37</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.37</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.36</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">7.91</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">-3.28</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.61</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">-1.69</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.74</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">2.99</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">16.84</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.87</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-3.44</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-4.57</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-04</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.58</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.58</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">3.40</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">13.87</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">13.42</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">14.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">9.84</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">11.85</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">11.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.79</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER RV ZONA EURO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">14.89</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">15.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">14.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">9.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">9.33</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">10.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.35</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">6.90</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.90</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">6.92</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">6.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">6.83</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">6.57</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.19</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.65</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.42</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.19</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.23</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.95</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.95</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.95</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0</iic-com:Patrimonio>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">0</iic-com:Patrimonio>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">12.6287</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">11.7082</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">11.4532</iic-com:ValorLiquidativo>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.00</iic-com-fon:ComisionGestionCobrada>
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</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.00</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">7.86</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">2.23</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">-4.57</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dly3" unitRef="pure">3.39</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-04-10</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">20.60</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">11.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.79</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">13.93</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.13</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER RV ZONA EURO</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">14.89</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">15.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">14.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">9.61</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">9.33</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.12</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">10.32</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">11.35</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">6.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.08</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">6.27</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">6.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">6.73</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">6.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.24</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">7.70</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
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<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">215150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105223004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GESTAMP AUTOMOCION SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">128475.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">136890.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105546008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LINEA DIRECTA ASEGURADORA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">108180.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100620.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105630315</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CIE AUTOMOTIVE S.A.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">73367.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0113211835</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANCO BILBAO VIZCAYA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">109350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">140350.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">154950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">168250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0132105018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ACERINOX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">153300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">189900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0137650018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FLUIDRA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">89100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">182250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">118800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0183746314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VIDRALA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">185000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">198671.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105884011</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CIRSA ENTERPRISES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">49600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1533072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">31.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1352631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">28.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1533072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">31.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1352631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">28.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1533072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">31.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1352631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">28.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">181650.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">137250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974362940</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BARCO NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">83900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BMG0112X1056</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AEGON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">260330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">232400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0005785802</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FRESENIUS MEDICAL CARE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">79200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">81520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">146550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">168660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000KSAG888</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|K+S AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">39630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">37260.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000051807</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SR TELEPERFORMANCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">137940.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">185520.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">288600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">232200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SANOFI-SYNTHELABO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">187700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">140624.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AXA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">306950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">286720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANQUE NATIONALE DE PARIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">204280.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">161580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0005691656</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TRIGANO SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">112400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">140240.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE0004906560</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|KERRY GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">96420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">62400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1704650164</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BEFESA SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">149250.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">147500.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0009432491</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VOPAK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">136920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">113640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL00150003E1</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FUGRO N.V.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">155925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">140085.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PTCOR0AE0006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CORTICEIRA AMORIM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">63900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">66100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0015001KT6</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BREMBO</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">133120.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">122395.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0005313704</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CARL ZEISS MEDITEC AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">106480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">160000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0005565204</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DUERR AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">106320.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">135300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007193500</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|KOENIG &#38; BAUER AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">27150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.56</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">32100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000KC01000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|KLOECKNER &#38; CO AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">81200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00B1WV4493</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ORIGIN ENTERPRISES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">54080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">53170.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IT0004056880</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AMPLIFOM SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">113712.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">123750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0000852531</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|KENDRION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">78480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">56000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3250887.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">66.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3097614.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">66.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3250887.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">66.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3097614.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">66.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3250887.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">66.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3097614.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">66.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4783959.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">98.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4450245.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">95.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
<iic-com:ProductosEstructurados decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:ProductosEstructurados>
</iic-com:InversionesFinancierasValorEstimado>
<iic-com:DistribucionInversionesFinancieras>
<iic-com:FicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 4.835.807,96 euros que supone el 99,12% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 344,37 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para 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 5,56% durante el trimestre y en los &#250;ltimos doce meses ha sido del 5,47%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 3,59%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 10,31%.
  
  
 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 positiva del 4,29% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -2 participes, lo que supone una variaci&#243;n del -9,09%.   La rentabilidad neta de la IIC durante el periodo ha sido del 3,59%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,16%. 
  
 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 3,59%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Durante el periodo, vendimos toda la posici&#243;n en la alemana Kloeckner con importantes plusval&#237;as tras recibir una oferta de adquisici&#243;n por parte de un competidor. Pensamos que el precio ofrecido es correcto y valora correctamente el negocio de la compa&#241;&#237;a. Tambi&#233;n empezamos a deshacer posiciones en BBVA y Acerinox tras el fuerte repunte de sus repectivas cotizaciones que redujo, en gran medida, nuestro potencial alcista estmiado. Con la caja disponible, aprovechamos las correcciones del mercado originadas por el conflicto de Oriente Medio para acumular m&#225;s posiciones en Kerry Group, Sanofi, Talgo y Amplifon. Del mismo modo, incluimos en la cartera tres nuevas compa&#241;&#237;as tras los descensos de sus respectivas cotizaciones, Fluidra, CIRSA y Barco, l&#237;deres en sus respectivos negocios, con un balance fuerte y con un importante descuento fundamental seg&#250;n nuestros an&#225;lisis. 
 Al igual que en semestres anteriores, la exposici&#243;n a renta variable se mantuvo durante todo el periodo en niveles muy elevados, cerrando a 30 de junio con una exposici&#243;n superior al 98% del patrimonio. En el entorno actual de mercado, encontramos muchas oportunidades de inversi&#243;n y queremos aprovecharlo con el objetivo de maximizar el retorno para los part&#237;cipes del Fondo.
 A cierre de semestre, el potencial alcista agregado de la cartera se situaba en un rango claramente superior al del mercado, con un PER estimado para 2026 inferior a 10x y una rentabilidad por dividendo superior al 4,5%, lo que nos hace ser optimistas para el futuro.
  
  
 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 1,39%.
  
  
 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 13,84%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 14,88%. 
 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 0,09 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.
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dly3">2025-05-12</iic-com-fon:RentabilidadMaximaFecha>
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<iic-fim:MedidasRiesgoFIM>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.61</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">6.34</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">6.26</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.27</iic-com-fon:VolatilidadVaRHistorica>
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p6/dvZB5gDl0ftbx1LmUCzZU1dP3z1uH8os7frExGbxmQy/zz9mBdPEbO0G2RGOxzySj8sEu2a+5d++9ewA1Lc2WM1I0eOjIuLY+cICQkhW551i6utRWmO8tHR0agSRkZG0FMBAPgiJOn2mGcWYxburK6tR+LOa0oWNrccS7EZZEqzb5nXiAqMPnVX7xKxufnjQI0UyZrrvsm9mL5yA7Bc9bT2kXt1zc0CplTdwBCTJJamT/vjcGxi5oC33CsqKs6fP7906dKO4i4sLAyWOwAAX4HC7uujzOlu2XmtQwLWjlgCaa72OT5JlZVqZ4UmaQwh0ZCx7J6TJ0G3v9ai3eMo1twLddIyC9qfZ6WtK9cz88D8vlopevgC3uBfczv3kMEE6p8ez52yWGP0E5ftS0l/N+DFHVFZWSkoKAjDMgAA9BZ8y3ZzGZsft2YNYdc2NWHwpMHmlgsVT+w49mDsHB1+KVWU39jY5OobgezlyTZONS1lfp+vy3Ee6+S3KL++ubmP6nnb2GHLP3eGyWliTUhceBI5jeVMRmT+zuy89wNY3Hfv3p2VlVVeXn7u3Llly5axM/X19dteqBoYGIC4AwDwpTAYTIz2acwDk1POLM0qrK0bZkE/6OY/crq2mZWvgLQqRkRxh96DsOgUrBjOKTt3up2Lb17BiGfkUzfIHKdKragcRbbuu6qaUL1Wbz6PEVVaqnMp/H0xuscwmcwxM7cVFpcPDHHn+hR2JolEkpSUHDp06Pr169PTW52fFRcXr1q1io+PD30iiQdxBwDgSxFftJvrqRn3XZMZFNuhFvRbsW9ETC3HzdHhlVQuKmZ56eIRx63WOHfziR1S1bjiUu4WH408d/Htw15/H6xcghduOoERVVypcZads+PYQ3TLqaiqGUiWe28B4g4AQFdEFr7nemKGxZNk/n0qbW6FIZCn2jphLxvxS6m+SWmddT5qpva6rZeX4AwFZdSi0/MwBBI/kTrh1D3f4LjvXFvPgGjZFQd5JHALN51Em3GJWbPXH0O3nIbGJhB3AACAj+jaemLuPjseFjXz6rMJppYCphQsgYy58pBHXLmtjPPzVxu2XR49Y+vI6drWLi/vxSdu9PITX7j7bVbBd64t2c6fS1Rx5pqjK9TOJKfnYcWUkBXPJaL4nasB4g4AQH9H1sJ6wvWnKCF534wViVT9uNaRe0OmbBk9c2tbmZcRSXP/0v99nu78jcefkDxQDpPJRJJaU1v/nWtbUVXj4hPu7h8lu+JAbGKm6PxdaZkFSN9B3AEAAFjYZGRFvC8urq/HmJAWH/0P5ey6aiZ58DpGVg2J+OSVB68/tvs4GOLPcr2L/rYfMxo3RycsJqWyqlZ4ksaPqnxAaLywrIZ/SPwyldNV1XXyfx0DcQcAAPjwt7cfD5EyhmyNTHU+Y4tTNyko88wtivwGfV4JZSTicqv+aV++uZkxSFpNaJL6faKL0CSN4VO1SLb+ogt2/aj65xeVjZ293do1WHnPjR9SARB3AAD6HTnV1SNIdHG6PZZANgiPUj9wm+rACpN01chGbvUhc2s/ycV7t+s94DiKR1wZK45DCUevcF5JlS0H78xce/RHNYH13CCroX/FdMO2yyDuAAD86uTV1M60c8HgSTwEyvuK6vwWF2CrNc55B8WghNahuxgRpTsmjp0eW11Tx068zSrAiCiOmbV9udqZH9UQBoOJFVPafeLxln/ugLgDAPBlhBcVX42J+5latDsolJ9IETKlYm4bc4koPiV7+IfE8Umq+r5kNTM8JoVo6VX1fxHvxmoWX7wXHT5yuvYPbIugjPqRi4SbT+xB3AEA6Clsj4bLXT37dLHl9wfnHXD9dfwokhWXEWGt9kVkgCONHjVDu+D9Fy/vLCgq/7FtGTNzm/bhe8YUTxB3AAB6xMGX4b9RbPa+CB1mQRc0ow3othwOiTAIi0IJ+8zswtq6IRY0s5T01HfvxyzZHRn7dq3WRYLl8/KK6oHYNMnFezZsv2LpFATiDgDA5xG3tFdw88HgSUJmNAFTKg+BklNdPXCbM8PORdicdX8abE5DNy1BMypKv07ImKpwaKD/UoIy6tziSu5+USDuAAB8nkFmNG4ieaSFFS+BPN/RfZ6jW3Bh0QCqfzOTeTQkwikrxzP33SZvf24CmZ9IZX74wEMkDydZTbdzqa1rwIgozdtoMNB/qYdmrjwSOBvXlyDuAAB0grZ/8KlX0Q0MBiktPbSoCCm7hm9gekUVe68ozY4LT0qvrOrPTWirLcsqLynF4klDzS2n2DjxEMgTrRz4iRQeIgVDIA2xsLzg6Lv/jDFWDCe5aM9P8Ns9ILpkvysGcQcAoBOQ/Cn7BDyIT8TgyRg8SdjCksH8GCEuvbJyuq3rk8Tkflv//+ISsARSVHEpe3Mc1UbQjMbXouYbvfxQzulX0SI0OzlbJyaTuWDTcYyIIrc4bs/JJ/DTg7gDwE9LdVMTUsZ1nj7IyF3o5CFCs7VITecos8nLf76DB7LfV7s974dNUPEJGGZhaZXOCjKXUFqKGsJ+SeCQmV33/4gZFQ2NJfUNsUmZGFEllb23bhs7xCZlwa//Y8Sdw5M7G0dHx1mzZgkJCS1btqwthmpHt+8g7gDQE+Qd3LF4sqA5Ddns3ARySEHnoXyME1OQFSxj7agXGtkPWzGGbD3b3s0+MzuooBDdgYZbWHZV8o6J05RV/1RW1cJP/+Mtdw693rhxY0RERHV19a1bt6ZOndppGRB3AHiamDLZxrkH4u42nETf9Nzvn5fhvERKV8VCCt8Ps6DPcnDdHvCyv7U0sKBQwJSi5hO4I+DlKJLVfCePJgaz05I1tfVLlA3V99+C7tEfxb2NkpKSYcOGgbgDQHuQqs2ydxWztJvv6MZNIG3w9PPKZQVNrmpsZK+zz66qMUlKK6qrb8ls4jelLnHx1A+LtEhNH9TtfPbwouKnCakbPH37VXuNE1OxBDK/KQXdnJa7eqH7U/h7zoePM7eoG7azvK+Mm7MdK4ozs/aFftKvxf3SpUu6urptZZDQjxgxAofD5eTkgLgDvyw7g0IweBI3kcJrShlDseEmUOY6uqN8HgJ5BMkKJZR9AjAEElL/HYHBF6Njh5NaRzAyKqvPR77u/uT2mdkTqDb9pKVLXbxUnwcsc/Ea07KA9kxEzHwn9wdvkjhNdZwhVkxpkLQa2hw/RycuKRs6Sb8WdxMTE3l5+crKyvaZhYWFenp6q1at4igcHR2NKmFkZAQ/BvDTcy7i9RJnz/vxCUjiY0pKbTOyRS3tGhgMAVOKgBmVwWSq+gSu9fDhIZJlbRyfJKbsCgrp+ckj35eMpfQXVwSoXVwty6xcsnPR5t7gMEEzmnFSSvsyBJo3jwSOT1KFX0pVbf9tlPjOgehA3L9M3O/duycnJ/f+fSdvfioqKoSFhcFyB341hC1o3ATy7hehyHI3TmQJXGI5y+1JUnmFjLWjc1bOYAsanykF/Q0n0W/FIuknj6faYvFkg/AveEFa2djIXur5A2lmMuc7useXlaP2umbnYglknzxWlLunCSlilvYvCgrbF7ZyCVbZcxMlBCaqYUUVucWUoKv0X3G/cuWKrKxsfn5+x5JlZWWGhoZLly4FcQd+NUaSrPhMyWOoVkjs7sQlfnycra0bTbY2T3m7ztPXOTuX34zMQ6TUNTcX1NZiCCSkjwZhXzb7RcCU2ja58IcQV1aGqj2GbD3Jxol992pmMrsq/NDU9cAZY3b6T82LsisOQFfpF+LO9SmdZlZVVbVlDh06dP369enp6SDuwC8FUjdeIsUnL5+fSFX09i+s++iutpHB4CZSuPCkFa7eaHOth89U249TaFDmjdfxX3StoRaWMSWlP6SZZyJiZju4qvgECBDRUwg5vvSjR8aZa49euMs5/TGvoHiF2hm9S0T25oZtV+ZsOAa9pR9Z7r0FiDvwkxFbWva25bVTakXlMBI9vqxMyIyWX8s5gxvZ8ivcPCt6aax5srWTfWZOr5xK1tpRmu7QMb+6qSmsqJNB18Mh4eguhcWTL0fHcuwaNFENK6bE+HQGpPbhuyjT4F9z9mZK+rs4WLUE4g4A/Z/J1o7znNwYTCY5LUPM0q7TMmivrLVTVHFJb110vaevTmBIr5xqkCkVPXCgZ4v2maS09Bn2zoPNPzHDqxqb7sYnDCdZnYuKEaHZIfX/uKumztM/WnjSZgFp1faHbDl457dZ20dM087Oew9dBcQdAAaWuDtjCaSnSSnLXT1Xu3l/n4vqhUZq+7/omM/8wvMkllUIm1kifT/56hN3tdJWDjxEEnraKGgXC2mDlw8Xnowa+6aMMziGnXsIn6QK+69tJkzB+zJks/NLqxaXVkI/AXEHgIHEZr8XyOxd7+mj4Rs0imxFScv4PtclpaZr+nGKu4yVw+GQiC97AvDwkbFx3BkUstbDpy3TPDVd2tohqKBQ1saprUVbA4L5TSk3Yt+o+gYwOrw7pdgHIB0XnKg+Zua2wuJW6X9K8pD4KTw+griDuAO/HHK2jrPsXR++ScLiKdwEynebweKV+06hg+8wKSuHv1ucL/YQh6wcLJ6MZJ2enqnqE5hbXSNoRt0Z9HI02RrZ7BlVVStcvNZ5+Kxx90kuK9fwfSFqaVdQ90lQ06S3eRfvsYZu5v5lMHKG9nLV0zLL9ye/zWPvvUdwXqN5EToJiDsADDDya2u5kQhWVhXX1/8XlxBc8P0iabhl5wqZU71bppa38RvFGj099PwkLwqK5B1dkRnu965gsZNHWmUlyz1vy8tSHgK5rKHhaSJr0jrKQU8nwmaW7Z9LiHRffilVOYVDgydvkV15gFsM5xHAGtgZM2s71SGQXeaOiePRi0ToJyDuADDAuBITN/4HuQFAjwgtgffIbTmJZeXDyXSky+9b/NX0BO+8VvM/pqQUQyCdi4ye4+Ba38yQpNuzH0EcMrOR3G/xD0L3MGTLNzSzXro+MnfXPHRH89DdIZM3Sy7ZwyuhIjhRfebao+xzIhPe5fkrdtrwOunfh9bQT0DcAWCA0enA93ejorFxyP9nsxwKieDCkzAE8liKTW5NTQ/P4JiVw46hkV5ZNY5qczQ0ov3Ie3tSyiuSy1tfih46bzJiquaIaZpDpmzhElHkl1a1dg1uK7l+22VXn9Zxf9zu67eM7aGfgLgDQL9GL/TVjk9nHz5NTNnzIvRH1YcdjJS9LlSUZqfVMnlmup1Lzxc3Wb7NVPdtHULR8A3kIZLkHdw+e9SxS0SMiKKAtGp1TX1tXQNWVCkg9OMKLCTobaFEZVccAMsdxB0A+jVJFRXcRFbou/lO7g0MhuGraKSpt2MTjoVF/MBajSRZva+rvxuXONjcMqWCZVmvdPV6lJD8O822sLbus4ebpqS1+YX3yS9QcHvOMSGyU3adeGRM8WzbxIgqxbzJaNvUPHSHZNuqNROX7U9IzYHOA+IOAP0U6tsMflPKNFsXekaWoBlts28QhkCub2ZcjIo9FxnzAysmbeVw8/WbESQ6uuuwR8mXunhKWNnzECjplZ+fWv44IXlfcFjPL9fU1Pw2q0B66f7bxh9XtI6dvSMz9+Ob5J3HH5lQvdLS80ZN00YGfllFNfQfEHcA6KcQklOReu4NDiutb5hAteUhkodaWKZVVBqERd6MffMDKyZsTlvp6j3EgjaWYsOee77GneVGWMicllX1eVX9Ly5BL7TLJw/n56/GztmeX/hxkGfD9itcIopYMaWE1C69sf9zzuTsbQpGRElIVt3wBgk6D4g7APRTyKkZWDx5FNk6s8U7nnfuOw3fwLFUG2Qy7w8Oe5SQ/APrtsHTV+V5wPVPnY41MZjIok+t+Lzlfjk69nREdFd7D18gCEirJqR8HFfZd+rp6VtkJN/dnPP4VfMVqmcEZdTwNC/oPCDuANB/mUCznefgll5R1T4TSeqzpNRFTh4Xol7/wLpp+AWNINHxyakc+VNsnDp6COAgr6Z2qq3zoZBXXRWY/ucR0fk7vYNax51sXF+OmKplQv2MZJ+/Q1uoeGL/mafQc0DcAaCf8m903FxHNx4iJbOyimOXQVjkIhfP32l2xJS3P7CGm32DuPAk2tsMjvyZ9i7RxZ+ZM/OHmw8vkXK0C3HfsO0yjzhu7gYD/X9b/2Fxu29gxXCpme8+86U9tB47e8cTkgf0HxB3AOinyFo78hDJyDTuuOt0RBQGT+YmkNMqvpNLrHeFJdU1nKuT0AMEnynFIpUzdsI8R7ewouKuTnUiPGqarfNCJ/eHn0Y6bY/8Bv0Vqqe1Dt1T3XdzpdpZ1o3kn/+4xXCfrafqvlvcYspWzkHQfwaAuHOE6WDj6Og4a9YsISGhZcuWxcXFsTNLSkpWr17Nz8+voKBQWloK4g4MXMobGidZO8rZOis+D+i490xEzBx7FyTu1d8rFqjIPN3lamc65jM6i3+0xNkz6NNAd+2ZbOMkYEZBN61ubgBTFQ69Tsi4i3fapHMNI6pEoPvsOPbQhPp5n5fllTXoPgT9ZyBZ7hzivnHjxoiIiOrq6lu3bk2dOrX1WdXAQFdXF0k8+jx+/DiIOzBAaWYyFb39kW3+rqb2h1eGyWTiad6jZ2wVW7Crh4escvP2ycvvau8kG0f9MNaK1uSKik4LUB0CkZH+vqSCbBewYNMJkXk7F/x9fPb6Y/YeodA3fn5xbwNJ+bBhw9hpGRmZxERW3MiEhASUBnEHBiIeuXkYPAn9LXPxbGIwf3h9KqtquUSUuEQUJy3vaejRtR4+7jl5Xd23UNNya2q6uW9pHbo3Z/2xxqZmmmOQsOzmFapnMCKKyH73CoyB7vELifulS5eQnc5OCwkJ1bZEF0OfKA3iDgxEDoWEL3B0r/he4y2fJSktd+KyfUGv3oyYptXDQ/728nPM6nxpaGZVtQjNtqsDPf2jq2vqJq88cNWI5TYg+FXimFlbrzywKimrmrnmyPMXr6F7/CribmJiIi8vX/n/tXDtxV1YWJijcHR0NKqEkZER/BhAX8AxW/HryKys5iVS78Ul9JNGnbhmIadwaAnOkIksblGlqpq6nhyl4hNgnd55nFJ8UqqMtWOnuxobm/gkVUZN3zpeXjc2MRN61K8r7vfu3ZOTk3v//mNoRBiWAb4/TQxGYEFhSkUlBv+t6yGXOHuu8/TlIVDuxSf2k9btP20sKKMxTeEwSk+Q122Lg9E9m/2CqF3EhFrn4bPW/Xmnu1Iy3g2SVueVVEF3kbJycBvwq4r7lStXZGVl8/M/eWmjr6/f9kLVwMAAxB34DiBl58aTpej2WDyppqmnYynHQl9JWNqHFH4StVnInMZNIBuGR/Wf1v1z5hmXqOKZWxSUXq56+txtKs0piMn8zJuAbQHBZl1MwP+NYkNJS+9015uU7MkrDzY3Mw6fN2lsaoau9fOLO9endJpZ1bIyu7i4eNWqVXx8fOgTSTyIO/AdoKalYwlkQXOakBmt57POZawc0SG7P3XYO4RE0/ILyquu7T+t0zUwEpiodvk+K76S2DxdLtaLTUUTqmf3R+0KCnmWxLlsta65GX1FPEQKxy1Q6/AdpZ3XUCIoPGEJzhB61C9nufcWIO5Ab1HfzBhuYYUlkCZaORTX10tZO9DfZp58FeWWzRq7GE+17UamR5DoR0MjTr1q9ayy2MlT1NIWme3M/tRAF5+I8fI6Eov3sF3sZuUW/XPWBIm78p4bdfUN3Ry42NlTJ/AlR2bk++JRZOsHbzhHnPikVHglVVDCwTNsk+5V6Fcg7iDuwA/jwZskpMKafkFC5pb7g19VNDR+aHFlbhgaiQT6SnQso2XCH8cSfFJa+tmImGYm0zwljd+Uik9u9Wbukp3DTSQNMqP0N3H/fZ6OoIy6i89Hx423nzkgIUb2+zLl091Z7i9CLkTGcmTueREqbeXQ8cmAX1pVQFr1jy0XDp41mfuXPvQuEHcQd+AHsD0geKqtE4ZA3hkUgsWT78R9tENRjgTdTtCMdjs2obC2jo9Isc74OGPkSGgE0m70x9Uyh30UyepufNLvLZMCTZJSFb39GxgM+8zsftVYycV7wqI/8Tp5F+88ZPKWp2TP4Z1Ni6yta2CPlZ+OiL4SHcex93J07MnwT3xAMhhMHnFlnWMPJy3fv1br0plb5F0nHkEfA3EHcQe+NzPsXLB4EjeRLG5pjzRa1NKu/d640jIeImU4iX7yVdQfHj4ozY48x2ahk/tiZ09hM5oozQ7dEkrq66OKS8VbzrDMhTVJ5oe3rrkl/DQiIOzN0ClbNA7cHianmV9U1r6MCdXr93m6b1KyJRbv6XgGiUW7lXZeZ+v4mYiYjpb7408dFNOdXghN0kAJ3+DYFWpn9C4R20fhAEDcQdyBPqeqsWmwBRVLIHvn5SMr+9+YuI4TY5gfPii4P1fzCZxl5zrIlCpgSm3v6Hws1do1Oze2pMz5/6t7kKnOS6Q0MhjzHNydsn5wNDixhbu4RBTfZhWw/ldD4vkkVVmLQkUU2xS/Pbn5xRPm6nbMF1+4a6jcFpS4FftGPyySY68IzfZazCee34MjEuf9xXITEvwqkVdCZcP2K+Y2vtDZQNxB3IHvh1V61ggS/dGblM+WRGY7D4Eykkw/9Sr6bLsYeBOotjnVNZ9YykzmYAsaulUgGz++tPzHNnCVxjnppXuPnCd8aHHtgsx2PilVbBdeGMsra5Bp3zFfUEYdK6ZUUFT28E3SgZfhK1y91ng8d87OYfsEnu/o7pX7icNeZLCvVGd5fGxqahZftJtHQhlc9YK4g7gD349HCclDzS3XePj0pPDbyiok1snlFRwx5PiIlPpmzrnbhq+ilLz9x1NtfngbZVccWKN1ASOipH3k/oHTxur7bx++QDx53aLTwkiLkRC3zzEydwsKT+STUvlt1vb8ojJ8cqpuYMhyF6/lrp6r3LwXObMke4Ydp5N3d7+otdoX2WmX56/WbbvUw0VSAIg7iDvQC+x6ESJgSn2UkNSTwsgeH2ZBr2lqepKYvOf/09jvxSfym1I7vW380TKS82MbmJ5dgBFTyisoOXwBv9fwKbKm9S6Zdn8Iv5RqfcscITZjZ2/fduTe9D+PSC3Zm5aZT05L1/R7gWR9gZP7aLIVW9wl6fZvP406AnMfQdxB3IEfBjElbSTJ6itClVqkvm17oaryPFDQlNpxmqN1etZ0O5ejXQeJ/j5cfWgr2fKC1MLGb7z8Dl4JZU//6O4PGTJlyzh5XXv31rvXyGlaGBHFMTO3zVhzJOZNhk1GlvLzAAX357PsXQebWSITHpUZTbYuqvvENQ3d+YXavlvQx0DcQdyBPgdZ3O2HDpAZLm5pN4pk9bKw6EtPZZuRhft/nI2t/p0vx3+SmMKFJ/3Rha+V7wae5q2j/xAl/F7GCU3SwIopNX1u9b+wrAZWHMcj3jooP2yq1tELxKS0vMVKJ1+8SnTJzt3g6fuHx3MJK3teIoWfSOEjUFCi7tOBKQtbP+3D96DXgbiDuAN9SF5NzY3Y+KHmdAyBvM3/5So3luAGFhTyEMhZVV/jxMojJ2+Ji1dBbZ2KT+BwEt0+M6fTe0l6ReUPd9p+29jh2GXTNsEVkFb77CGjZ27775kj2wlwY2Nzy/2ANa9mjdZFD/8o77z8la6soXZ06+LBU7AEspilPZbA6VjNhOq18zhMbAdxB3EH+hKD0Agk64Jm1AmWtlg8GYsnBRUU3nwdr/C1ZvXjhGQuAmmDpx9vy+T38PfF/bPhTCZTbd9NtvcYRENDU0Jqj9ZSNTY187a8VrV2DR49Yys7U3nPDRvXl08TWE8ko8lWj9+kvK2oWubi+be3HzeBzHEGIzO3A2eMoe+BuIO4A31CI4Ox1sNnio0T29OLfz7Lf+8CR3dpugMyOec7un/1mc9Gxmz2CxIwo/bPhr9OyLT3CJ2z/hiXqOKle1ZfcQZ+KdW6+sZ/zj1rc/glu+Igj4RyfmHptZh4cUt777zWuY8afkFjyNYchyPbX+8SEXogiDuIO9AnBBcU8RDJGALpScLHaey3YuMxePIEqg0+OfWrz3w1Jm6z34sVbt79s+E6+kaCMup8Uiro85+zJl9xhtEztxYVV5z7j3rhjiU7x8YleNhUzfSsgmdJqWMpNm1hsjX9XojS7Di/HyMbw+sk6IEg7iDuwJdxI/aNQXjrOsmmLlyQl9Q3DDKlzrBzccn+ZEzc912BJP1bl8Lfi09c5+Gj7hvYP7+fUzcoGFFFicV7i0srv85/uuTiPW+zCvYaPnls8fH5Rm71odiEDNuMrOEW9Ff/H4zS9n/R0WvY+Tu0trsCAOIO4g58HiTkQqY0LjxpUktEt9qmZiyB9L6ukxBxhq+iR5DotX0TGsI4MWWRs8fBl+H98CtKy8zX0X8oLKuhf+Xr/yMmzNW5/thGbOEuvOXHpxOJRXuGyG52zMzmN6XGlba6ptHyfyFr80l0vZiEjHFzduw6/hi6668r7hxhOnqS2VU0bRD3n55mJhOZ4aKWdkhZoktKeYgUBpMZ25LAEsglDZxeyPcEhxwOedVHlSGlpnMTyX+6+3zjeRoam8JjvmZ0qL6hceaao4/MO3ltIDRJg0ccN1XhEN3pxVdXTHblgZVqZ/mlVO3cQ9oy0TnRA4FNVCL6wv3zW4dlTJJSj4V+4m3mKdlj8OQtt40dodP+6pZ7p3rdUdzBcv/Fsc/M4TElcxNIC51YijbMgi5gSuUjUkaRrZDix5S0zmG/FfdGgm7/l5cPsuj7LmCpTUYWD5Ec/GksvS8lOj7993m6AhPVFm46gRLHPrd2tD3vSyowojhuMVx5ZQ3HrvFzdVeqnklMzf2Wuq3bemnwZI0bjz8ZTJ+qcFhAWi2voCS4oKiRwejqWM1/7m47+gB6LIg7iDvQIw4Gh6339FHxCTwX+Rpt/uXlN8iUKk23L6ytm+/kfjv2zYcWd4z8LYo/kmyt5feirKGhjyrjmJWD/eao2btPPhaepIERVcKKKbE/KfY9GsRnMpkHzhiPm7P9t5nbDpw1YXw6m37I5C0dFf9Lwe2+ziWi2H5MBjFjzVFU4czcos/eGE7dgLepIO49Fvdhw4aNGDECh8Pl5OSAuP+CrHX3MXz1McD0toBgSbo9O63iE7A/OAwl5GycsQTytoCXyKh/2+Oop1+BVUYWvynlW87Q3MzAiCqq7L3BI6587g7tipG10CQN3+DYnhw7afl+jIjStD8Oz1hzBCuq9Cb54+z1zNxCvpbIdt+I8p4b6GbT0ZUj28NM98dqHLhNcwyCHgvi3iNxZ1NYWKinp7dq1SrOx9voaFQJIyMj+DF+StjrPIXMaO45Hz0LUt9mnPi/1t+OTZjj4IoSPAQynyllq18wlkDq07Wh5inpqD5ffXhASPw0hcODJqq+ik31D4lvbGR5kF+/7XL7uHddcemeFbc4bv/p1iVCM/48skz1VE1t/QR5Heml+9Zvu8QrqfztDdTVNxJbsDMiNo0jX3bFgcS0zwz4oIa4+kRAvwVx/wJxR1RUVAgLC4Pl/uvwOCGZl0BR8w0cZEbtatZjaOF7fiLVLjNH2NxShGZb19xMSEnt01rVNjUnlH2xo/aqmjoeSeVpfxwSW7gLme3Dpmq236uy56a1a/BnT7LX8Mn0Pw63bZ68ZsEtrhwancInpYJtGYU3MnPru4ajx4XYxMzuyyzBGQaFJ0DXBXH/AnEvKyszNDRcunQpiPvPTT2DMZZivcLVS5Jufy8+id+UOp5mM9ehywWlzUzmaLL1fGf3GXau/bldmTmFw6dqYsWUJBfv8XkRW1z6ycCR9uF7FrZ+3Ry+VvuS7MoD6K5w44kdh5ievU0bOmWLq28EMuqpDn04+37WWr2o+Lfdl5n+J8t/JHTjX1rcuT7ls5lDhw5dv359eno6iPvPTXxp+RAzSwyexE0gDbWwXOvxnM+UciC4u0nljxKSlzh77GsZee+3hEQmz/vLAGk0jwQuqcPgxu4Tj5+SuwtXJCCtLiCtepfgWFld2z7/jy3nhSdpbNh+GaUX4wz9Xsb2XRPmbTQIi07peu8JdHcZOU37s+PywC9hufcWIO4/AVNsnPiI5EXOHtJWDmOpNoPMqOMpPfITwHbmtc7Tpz+37gHRdYnyKWSwI+u7tLyKY++RC4S7eCd2mslkSi/df+o6mWTX+t91+gaZW1wJK6rUccXpn5oXx8nrPKN6fYcmsB3/djMgM3HpAawYjh2yFQBxB3EHWvmdaitmacuFJ51+FSVl5ajp39NlOGUNDZ65eaX19f25dUcvEpGVzVLqm+SOGm14nXTxnqUJjaXRRcUVSCJ/n6u749hD9t5BMuojp2vPWHPkxzZhuepp/5D4rvbO/Usf2fVMJhN6Mog7iDvAoqGZYZKUejM2fhTZ6kF80hJnz9jSMqQQjL6UiYSU7KtGNuUV3U0JL3xf4R/yBkltr1zx2GXTm0/su9p76R59+p+HMSIs2/wJyZ1XQgUjprT/9FP2XqFJGlXVdT/8l1LYfN47KKarvaILdmXkFEJ/BnEHcQdaORzyCkMgtQyyk5u/l903ZdU/GFGlORv0uymzYdtljIgiKtbczPj2K85ep/fAtMtXvrtPPB40UY1XQrm2ruGhmeuU1YdmrdM7dA6PdpVX1gyZvKU//FLrtl5y843sdBcy2DGiimUV1dCfQdxB3IEPF6JihcxoWDxZ3S9I1SeQl0hmfBdxz8or4hFXufHY7k/NC90UW6N1Yd22i52OdH8RF+/SvQNeY0RxIVFdBuM2tfKZvPLgmJnbcvOLbz21R2Y+kf58waYT1i7BLj4R/FKq/eH32rjjXyfvzt9so2qPmbkVujSIO4g78KG6qQmDJ4+n2mAJZLfs3COhr5a5ePbRtaxcgkOjPsbCDgpPEF+4Kyr+7eDJGu19Y3EwfKqWo1f4b7O25xeVtWWu1jhXUlb1RVcfLLv5+FXz7p8S2LAnkhv8a4ZuPKhiwpM3y60+ZEL1WqV+tj/8ZLjd123dQrr4hl/IrjwIvRrEHcQd+PBPSPgICytkqO8MCsmu6qk7lOcvXp++SX5s3tOlOhnZhTef2kst2ad56G7h+zL2kvpNO68huUzLLMCIKj4hdT6DXmX3TV5JFWSzT1U41LZyp8VtgNLrxIwvaqnQJA0FjXMLN534bMkZa47ae4TOXqd34qrFEwt3jIgiVgzHI4HbeuR+f/jJ1PfftnTq3LWA9NJ9i5ROQq8GcQdx/9XZ4veCl0g5ER75RUcxmUx+aRUkr9PardLshsqqWl4JZSSR3OK4oVO2aBz8j1sM99vs7egMS5RYAeSQjXz6JmXb0ftUh0Bk3V97ZIcukfOuWHT+TlRmmBwrTrTogp1tMSveZuXzS6t+6SpQpM5D5Lbo6D/8bEl0I0FVFZBWdfAMq6iqjUnMqG9oRDnrt13uD7+a5qE7ZLsAjsz6hqaR07SwYkqfXbwKgLiDuP/M1DU3DyfR5WydZzu41jd/2Vh2SFQyn6SKd1DMctUz8SlZ5ja+uN03uirc2Ni867jRmFnbDa6YTln9j9AkdaTXAlLq3GLKK9XOsuPA6eo/nLT8wG9ztgtIq4yZuQ0jovQ6IVN+w7FBMupj5+yYs16PPRZx29iBwWBef2Q/acUBdLfYd/oLoj/X1jXwiOFGTtfuyfKiFleRm1E935d8nKIzcoZ2n6477Tnb9R6YWnEuJigqruCXVttn+AT6Nog7iPsvTUFtHTeBLGRGSy7/4imGbr6Rf2peSEjN4ZFQFluwS+PA7eFTtTotmZ5dyCOOw4jh5P9qHelGR1XX1s//+/gS3Km2YoFhbxZuOomsTrbf3Rlrjly4Z8kvperhH3XVyObkNYsPLHcuT+f+pY/ONnyqJjKiZZbtv/7Ytud1XqN1kVu8p868Lt+3QvetW0/te2V+Tq+z68SjZxTO1VJJabkyy/dDxwZxB3H/pUkqr7wdmzCCRMfiyU2ML9YvlT03FiudzMwt4pdUGSy7mS3K67de7iiFHv7RAtKqYgt3ceTnF5aiv7bN7Lz3yJAfLqdVU8taADVp5UEuEUVBGbXYdqPqDp5hMiv2D56yRVh2M9neX+8i8dx/1E8eEZqaUQXYi3f2nX6KCtc3NLXt3XfGeP+XWPr9GbV9ty7eo3NkBkckLlQ8AX0bxB3E/Zdmb3AYhkASNqeNIFl9xeGSS/aywwPV1TeOmK69XPX0SvWzPOLKxhTOaTbaR+5N++Pwu4KS7k/IYDBXqZ+59n9LPCYh411BaX1DY/syhe/LkeKPmKaFEVUsLCpDFTD495POtuXgHV5xlXFzduwxfMQthhOQUnvYbj674s5rXc0wGXCs1ji3x/ApR6a9R+hf269A3wZxB3H/pVnp6rXO00/bP3g81faLDkSyyyOhjOz0gqJSjl2bdK/qXzHlyDxx1eKqkU1vVZttmIfHsHxmIeE+ePZZ266NOv9ixXEYUSVeSWVucaXRM7cp77l55AKBvVdokgZGROmnCV5x7LLpbWMHjszdJ55MXArDMiDuIO6/MNHFpRgC+VpMPFLKz65EratvmL/pBMUhgO1A0T8kbsI8XQ+/qI4lbz5hLflp29xx7EFcUpbmoTvde9D9avA0b12Dj5FhRk7XUtA4i8T9XWHJMDnNMbO2GZm57TvVat4Ombz5Kdmztq7h5/gFT16zuPaI867c8VEGAHEHcf+FaGIwdQKDZa2dGrodakcSySepgizlC3doWFEljIji4MmbUb7z81cbupgOSLB8/teOK2wjetQMbaSzM9ce5RJVvE906YuGUOwDtvxzp21z4rJ9iak5KBOlk1NznbzD7+KdRRewxvprausHTVT7mX7Es7eplzqMuetdInY05wEQdxD3X4WNXr5ceNKpiKhuytzDO8uuOIAVV+KRwCFZ3KH3cMrqg8KyGmgXkf58u96DTo96YuE+Xl6nsqoWK47jl1KTXroP6ft/Tx2avs1nQFfYuYco7bretjlm5raC92XtC/gEv2a7b/R7GTd0ypaf6Ue8eJfO8TIZoX7gVsf5kcAvLe4cETm6ySwpKVm9ejU/P7+CgkJpaSmI+8DCNy9/d1DoPEd3ozedeFZBJvl4+R0E+vNHZm5Ix5HZPnb29qW4U9xiuNcJGY2NTbwSysiQP3wev0O/c3F/m1UwWHbzIqWT/FKqyNgn2/kjA7PvHM+6+0Wt1b7YtikgrVpX/8kL2KS03EkrDnxguYvxXapy+mf6Ka8a2bDXB7Rn7Owd1x7ZQD8Hce9E4j+baWBgoKuriyQefR4/fhzEvf9T1dT0PI8VjmehkzuGQMYSWB4frdOz2gS9raS1azBWTJHlfFFEiVsc5+AZdp/ozBrTaBmnRhotIKWG23UDaeiuE53HQK9vaESmOpL1+X8f55dS6eumISuVRxy3p2XNTkPLvYejADLkf5u1HSXQLeqPbh2TDThuPbXXv8L5j7ZU+VRg2Bvo8yDuXyPuMjIyiYms+C8JCQkoDeLez9ng5ctLZC1Tss/MRpqu5hsYmF+I9L2JwWxqapZZvp/tPwAJd0xC+kr1M0Mmay5WMrz+yHZyZ56n/tb5l7tlhSej68F6ZLln5b2nOwcJ9P0Yd2ZuEbqL6F0yRen3JRVD5TQ5CiBDnu3EUUf/YcclPwOaewRn9AjFkTl7nV5k3Fvo9iDuXyPuQkJCtbWsuJHoE6VB3PsVGZVVknSHkWQrHiLlWFjEaLI1Fk9a5uqFZN0kMXWdpy8qU1rfcDQ0omXIIg/p76iZWwfLbpFcsgeZ28ha3/LP3XeFpd9ek+ZmRsfwdX3Bvw+tT90go8ThCwTBSeodh4B4xJXJtoGSi3a3f0b5CXhk7tZxQZbsigOJHULCAiDuXyzuwsLCHIWjo6NRJYyMjODH+CEE5Bdg8KQRFlZ8RAqGQEafy11Y5qoYzV7InKbi84mfqX2GTycu219VXYcRVeSVVJZYtKc/BBj6CgNW+/Bd1X23tus9OHwB37GA4ET1ZcqnUBvb+xn+CUAPIrtOPOLIFJm/Myu3CP4RQNxhWOZnY5a9CzLSH8Yn/Uaxvhz90TfWrdgEKSt70+RPHth19R+dvklpbGrWOPBfVU1d//Sg8llMqF7L1E6xBvrFlDpdfXr9se2mnVf5pFTColN+pt/a1Mqn45ylkdO1i0sr4R8BxP1rxF1fX7/thaqBgQGIe//hwMswHgJps++LzMrqph4sTRovr/MTzImmOgS2vDY4JDSp81gfrCBKf5/4aVzKtEGy9dc81DrH/xnZ65YxKySsgLTqT7NKC+gdcef6lG4yi4uLV61axcfHhz6RxIO49xMaGAxeIkXaqhOxDgpP2H3yccf8MTO35X3O30v/x9ErrMURQjmDwexKBAdP1tDV/9mGCi2dgtT332an12lfmrdRH30D6KuA/wUQ9z4ExP17klxRsdDJY//L8CEW9E4L3H7qMGTKFiaT2X4lUWZOEVb0ZxACZK3zSHTnxdfvZdzIGdq96Nymn2DrFoLb3bqAS2Hz+TnrjxWXVnb/VQAg7iDuAwlicho/6/UpaamLR6cFrtync4srU+wDkVkXEtm6dsnWPWT+xuM/QfPJdgGCE9V/wd/dyTt8445/2eklyobj5ups1Pl3yOQt8B8B4g7i/pPwNDFlV1DI6YjosvqPg61G5h6z1h2VW31oxDQt4RZn62Pn7Bg+TattZvSu44/m//0ziHtqRv7PZ5X3hParc3+fq4sRVWSFLZy1Df4jQNxB3Ac87DHmDV6+2wOC2zJPXLcQkFJFas4vpSowUW3wpM1jZm0j0J/zS6nMXqfHK4kbNFG1oqpG7xLx1lN7+A4HLs9fvF6tcY6dHjVDG/3cf2w5L7l4L3wzIO4g7j+GJgZTysq+4ZvnHV6LiR9NsQ4pfL/Kzft+fGJb/l86/yI1Hz1ja8dD7DxCeSRww6dqIYseycETkjv8HAMXN99Ikfm71PfdOvcfddycHXkFJX/rXJ0EMfZA3EHcfxRVjU1YPHmz37eGjFBw8+YhkjEEkpAZLbr445rS4VM1DW+QCZbeHQ9pbmakZxc+NHUVkFRBxfxexsHPMXBx8AzllVAZPXPrCrUzgyaq1dTWq+y92anTCADEHcT9K3lfV1f7OZe2pLSMkSQ6MttTKyr5iBTWUqOEpK+73Ga/F/ymSNbJBmGR117HDbWwLGhZM4xIy8wXlFGvqKrp5vDgV0lYUVx+URn8wwx0Lt+3Elu4a8GmE3ySLB9tmw/+N2XVP/C1gLiDuPcOr4qKZa0dsQQyo+tFQ5ejYgXMKLxEilduHtLiqbbOm32DRn9V5NLqpiYeAmUMxZqSls6xa8uhO+zod9272E1My2HHrwAGOnfxTiLzdGVXHhw1Qxtt3nnmoNOFK2YAxB3E/YuZ4+DGQyDzmVKrGps6LdDAYKx09Zpi4zQJ3QPwZCTx42k2OdU1Q83pHTVYxSdA1NKWn0g1S+3Et59DZvYkG8dxFOtOL8QnpSK1ZO/3cdcF9AeeUbzGztqBEVWC6e0g7iDuvYy2fzA3nhyQXyhl5RBaVNxpmXUevtwEsn1mdkpl5Z6gENecPGR9s7SYSIkqLokp+Tg8UlRXh+4TWDxpiLnlhahYjvNEF5f+6f58kBl1i9+Ljlex/C4udoF+BdUhcNTMbYuUTsJXAeIO4t7LrHV/LkG3Rwa4BN1uq39wdWfG+19evvxESsf8hU4ex8Ijhc1oKO3eoviPEpLE6XZo0zA8eoET51SWGXYuyPAnJKd2WpMlSoYr1c7C/8AvhZN3+IipWsERifBVgLiDuPcyyI62y2CFNLoYFTvN1hmDJ/0bE7fIycMg7GN40knWjtYZWR2PnW3viix0ZNT/TrNDn5t9XwiYUnEtXnkt07Nm2rm2laxqapKzdUZlUAFCclqnNUFmu7tfJPwP/FL4BscKTdKIeZMBXwWIO4j713Mr9k1c2cchlMcJyUMtrHgIFPa4eWxJKVLqYeZ0cZo9Uvw9L8JYT81v0zc99+MlUpIrKjqe8Hps/ASqDZZA4jOloL8lLh7oNpBWwfLXij7RA0FbSYfMbH4CdZ2Hb21zc6evbRsam/ilVBu6GPQHflYsnYIwIooQVw/EHcS9p5Q3NFyNiS9vaA213Mxk6oVGYAik3ygfl7lPtnHiI1BuxyWwN2ubmoea0+c6ugma0gaZUtV9WQb4/JaYpRKW3S0ElbKyTygv/9vbl4dAJqe2ToCpZzBaIuG1LnSip2dyxNloT2Rs2u/zdwrCgPuvR21dg39oPHwPIO4g7j0CGcYjyVYYPAmLJxfX16Oc7KpqDJ4sZ+s80541VOKUlRta9J6HSI5437m/3P/iEoZZWLKEm+7AS6D05KLmKeno/O1PiOqQXV3NTm/1D1Z+3qW4m1r5DJm85fg1C/gHAAAQdxD3LrFITeclUvTDIkVpdpot81Is0zPmOboV1dULmtGyqqrHUKyFzWmCLS9COwVZ+kj6QwpZN4CjIRFfV435ju7E5LTzka9RGin7yVdRXZV8aOr680WiAACgd8SdIyIHm5KSktWrV/Pz8ysoKJSWlnKU7DRs04AWd7fs3L+9/ZS8A3AtZvKlqNgNLRGlFzp5LHJiedPlN6WeCI/ixpNGk63+i3vT/WALN56Cin11ZURodhgCeWjLE8B6T1/nrC6jHi/YdFzznzvQ+wEAxL07iW+/aWBg0BZR7/jx452W+WnE3TgxWdLKHksgYQnkfcGs16Geue8EzakP3iQOMbf0yn33gTXf0R4Z9TsDQz57tpeF7zX8Al8Wdh6qePTMbePldeobunv/GVxY9BvFBul7TVPTMAu6d14+RwEmk6m069rI6do84sqeAdHQ+wEAxL2n4t5pLOyfVdyl6A4CpjQ5G6d7b1pnDRfW1f1GscbgSTz/Hze/EPV6sYunbwed/SJKy6p4JFQEpFVPXSd1H+7ycnTsSLKVe26egCm1ouFjyfLKmuy8Iq1DdzEiisKTNPilVKHrAwCI+xeIu5CQUG2LRyr0idJtZYYNGzZixAgcDpeTk8NxhujoaFQJI6OBF69ysbNHUEEhR2Yzk6nlHzzL3rUXL5T8Nm/isn3yG/QxokqpGZ+5T0yzc5nv6C5k/sn4/sjpWlwiilyiipt0rh65QBgmpwldHwBA3L9S3IWFhdvvKiws1NPTW7Vq1c9huedU10hZOaS2zDHngMFkMrr1w9VDmEympz9r8GT4VC2xBbtkVx7kFsPp6D+MjEvv5qgbr9+gR4c/3D7x3ztk8pZxc3aUVVRXVtc2NjblvCuGrg8AIO5fIO6dDsu0UVFRwaH4A0vcn+flu+XkUd+mYwjklrEXclFdfR9dq7KqlmofgEz1fYbGPOLKcqv/OXWDPGHuDoyY0sw1Rysqawv/74DXyMy1vWO/kvp6y/TMd//36ItoamJgRXFHLxKhuwMAiPtXiru+vn7bC1UDA4P2u8rKygwNDZcuXTpwxZ2fSOUikCTp9qI0Wzlb50Fm1L671hqti1yiijwSOIyY4qx1R9mZN5/anb9jiQx5bnEc0n0Pv6j8wtJhcltklu9PyXhXVV3HYfgzGMyU9HdxSZnCkzdDXwcAEPcPXzQVsv0cx+Li4lWrVvHx8aFPJPHtSw4dOnT9+vXp6ekDV9yFzWnuObmDLSxXu3mnV1TZdeb+pbdYpnzqsYV7dU1dXPInV2luZnCL4XgklJfgDN18I1Mz8rnFlQdP2YLk3uDKJ98hr4QyKjloopr+FbPF4AUQAEDcv8hy7y36v7gnl1ciU72RtcqfPNnG6RvPVlJWmZX7vstrvc0VltXwDY7tuAvZ4wsVT0xVOKRrYPSM4vXiVeL8v4/zSCoPm6p5/bFtW7H07EKBiWq8kipYUaW1Wy/N/Usf+joAgLgPMHEvrKsTobHc3t6LT+ro9ra3mOfoJm7JuspwC6tuFn/2hHP/0Wat1RsxTaurAmNmbftsdCTFndem/XFYZsX+P7UuoM1rj2xV9txo2+vuHzVhrs5S5dMr1c4Mk9M8AOtRAQDEfcCJe1J5BbKms6qqkWUtaEr76vO8KCi0SHvb6a4JVFsMnsRedOqanZtfU/stjRWUUcOwxtNV3PxYN4mkt3kLN504c+ujSxkhGQ0Hz9DuT0JxCOAWw/FJqs5cwxqRv0dwlli0p22vT3DsKnWWr/brj+xGTtf2eRELfR0AQNwHkrgnlFW4Z+fymVIGm1sOMafzEshjKNZW6a3j1DI2DqI02x6eSsM3CIMn22VkszcvRcfaZ7LSOkEveYiUVa5eht9msLOxdgnmk1Spqa1nzVsXURoyZQtrBrqIotKu62jvAsUT3OLKvJKfD4GG7HpeCRWC5XO2gV9ZVYsVw7UtYbV1C2GfEAAAEPcBKe4CplQMgSRkThUwo56JjNkVGDKCRD/4Mpy9d4iFJdJl85TO3+Lm1tRcf81yf2oQFumekzvd3mUi3QEdvjUgGOWj54BNz/1/I1tjCOQDL8N6q6WDJ29GFjdKMBjM609skbjPXnfMmOSJMjOyC3kllFeqnX1k5taTU2kduhsR+zEQxzA5zaLicnaaSH++49hD6N8AAOI+UMVd2Ix2PCzqcUKKXmirM8XbsQnidLvDIa+aGEw+ImWyrSOWQO44em2cmMpFIPGbsqYz8hDJKMFDoOiHR/5GtkLPAcMt6IJmNDlbp6EkyyeJKb3VzDsmjvxSKo/NO3kxILl47187rgz9hrWjsisOJKTmtF3oyAUC9G8AAHEfeOI+3MJK0MwSCTFHvmnKW14ieRTZ6mhIxEiSlWNmDg+B3PD/KBZtkNMy1nj6cBPISPq58azP9Moq9q4RJEu0aZ76dhiJvvfF19vszc2fXDQpLRcrhhsxvfP3qIbXSVwiitP+OPTVl1uqfOrsber8v1n+2lZpnN2kexX6NwCAuA8wcXfJzuElUlizEq05ZyVapWcOs6APNrfE4sljWwIhTaDaxZWVcxrRcQlHQl6NJlttCwh2ysr9w/15264JNJuhFpYVjY3Ioj8c+uqrGzV8qqbC5vNtm3cJzrPWHO2mfGNjU1NT81dfTm71P4Ky6gIt8ZX4JJWpDoHQvwEAxH3AiXuugps3vyn1zv+j1nVkAtV2pasXSvxGtkFmePtdzA8fZK2d9gZ3bpWr+gT+3jK3chzF5lbs10SbZDKZVPtAXkmVmWuPFBaVXbpHfxmZuAR3cpPutb77DvUumfJJqmJEFU/fovBLqX7LfQIAABD37yru5Q2NXnn5fvmFQma0zX5BUnQHttv0TlHxCdwW8BIlNnr5OWV94o2SwWQiq5/6NqPTA4+ERIhY2n5LcwiW3khkx8vrzlqrd/OJHZeIouq+mxKLdjs/f9WnX6PU0r2TVhzA7brRzSR6AABA3PuXuGv6BwuYUgeb07YHBg82t9zsG9TDk2/1DzZLeXs0NELewXWDl++FqFi90IhuYh41Mhh1zV9g9iI7fcysbTPWHpFdcfCakW1jU7PYgt0qe27mvCueMFfXyMxt4aaTGBElrCiu8H1Zn36NqRn5Nx7b8Uoqyykcgs4NACDuA0Dc82tqB5lRZG2c+E2pWAJJqyVUaQ85HPLqbnzieIrtaLLNCBJd2JSGwZOGk+i9UvPH5h4z/jjCK6GM5FtgotqgieoYUSUBadX4pKzyyhqsGG7eRn29y8Rjl4hCk9S/wzeZ/DZv/fbL7n5R0LkBAMR9AIj78fDIUWQr5ocPWAJZxefLXhWeiYjW9HshYMby08uFJyHz3yYj62pM3LdX28jUDSOiyCepYnjNwsLWPzXz3VC5LToGD7jFlNhD3iLzdLklcJfvWzU2NiW/fQcdDgAAEPdWKhsbeYkUIXMa0ne0OdnGScUn4ItOjvMOwODJbM8EwYVFKF1YV/d19USSHR6TihIJqTmqe2+OnKY9Y+0RN99IjmI1tQ3QtwAAAHHvTtxTKipHkugYAtkxKxdtZlVVl9Z/sXTinvvL2jiy05mV1V9XyarquhVqZzCiSnPWHcOKKmFEFUdO04pNyoRuBADAzyPuHJ7c2ZSUlKxevZqfn19BQaG0tLSbzJ6Lu/LzgNkOrv+8ZK04/ep2PkpIOhgc/hUHMpnM+BSWp5r07IIR07UxIorD/tfetUBVVa1rGSnv8LFTqRz44KXyEIEgInYGNsy4WWjGzS4HuRk5unnrGHDRFNRBdbJhGkEaVjcQTimJqNjJR9zuzbhHREVEvRoSim9BHqGgKdzfvc5dd52191ps95rAZPt9g7HH3JO1vv3Pf871rX+uPff8J84ZOGbW03HL9+w9jAEEAIB1Ru4ycU9OThYzMaWkpKhUminutzo77f69YErJrh71wk/7ji3604a/HjoxzO+fir4vowj99u3OltZrZQf+Z2xYIkXoNqPvxOkDx8xsbm37y38c/PCzYgwdAADuIXE3mUNVPbGqurhXNja55H3dEy3/c/F/6fz/MHDcLBvDpoyk3fTq5B1Lr4PGvTDU9+U7b71incfHvvj6yj+u+CL9oz9v212OEQMAwL0o7k5OTtcNqZnplcoqlWaKe/4vteFb/1J7+lJ7+83681eKdv51Y8ne3MLSL77Zk527Y3XO1j9lbV68Ml8/+52w5/4tODrJ76l/9Z7yL+Mef83t0XkPBf+za2DCiMnxOv+40aGvhjybfKDq1OIPNvxxxZf/EJ9x3+iY4ZPio+akffzFtqMnTre2XT97/kpnZ+eJ2nOk6YPGzdpUsnfwxDnzUrIxSgAAgLj/v447OzurVIo4dOgQGZGVlWWS32HlugHJK4Udz+/8ucXcibL/9hdz5280Bd0xFGvbut/5s/eY7egZe//4fxw88aVh/nEPTPrDiIC5roFzBxuyjNoYvgU1vMYERb+t1KiauvM//vedrYDVcyEBAADgsYyFj2VOXbra+tudGwNF7h03bmpp6s2bv5fsqTh97lLXnb3Ub6PvAQCAuJsr7klJSeJ3p8nJySqVZoo7AAAA0KviPuDvIVQ2NDRERkba2trSK6m5SqUMOTk5X6kiKyvrKxYAD3jAA557gWfTpk2aIvc+vwuBBzzgAQ94zAd34l5ZWQke8IAHPODRyMOduAMAAADaAXEHAACAuPcYSktLXV1dAwICqqurIyIiHB0d9Xp9bW0tePjk+bsxNIDNKAKPEurr6yMjI52dnanLtHQWeNQ7qKKiIigoiC6K0NDQqqqqfs/DibgHBgYWFBQUFhbqdLr09PTW1ta0tLTo6GjwcMhjZ2cXFxc3ffp0Hx8fFxcXk1vLgUc7j3hKTEzMwoULW1paFi1aZEGng0cdNjY2wg9i/Pz8srKyrl27lpmZGRwc3N95eBF3BweH69evt7e3U4dRJ1FNc3PzkCFDwMMhT15eXlhY2JkzZzRGpuAxU7yGDh16+fJlKjQ1NVnQ6eBRx6hRo/bvv5P02MnJiZSUCm1tbfb29v2dhxdx9/f3r6mpkXZYXV2du7s7ePjkKS8vp0lAWVmZxscO4DFHvCj81/KQBzzqWL16tYeHx+bNm5OSkrKzs4VImSZe/Z2HF3EvKiqKj4+X1iQmJubn54OHTx7ChQsXpkyZkpubq/GZMnhUxMv4kY5lIggedRQWFtJki6J+Cpa9vb1TU1NpRtvfebBaBrAcHR0dCQkJ2r8wBA8AMAfXw+63334DT3/hgXPAAx6ueHgR98OHD/v6+tI0ZN68ea2trRbPsMDTCzxwDnjAwz8PL+IeHh6+atWqxsbG5cuXBwcHX7lyxbL2gKcXeOAc8ICHfx5exN3R0VFY9ENYv369j4/PhQsXLGgPeHqBB84BD3j45+FF3AMCAg4cOCC+XbNmzYQJEyxoD3h6gQfOAQ94+OfhRdyLi4ufffZZaU1GRoYF7QFPL/DAOeABD/88WKQFAABghYC4AwAAQNx7DI2NjcnJyV5eXs7Ozk5OTlRISUm5evUqeDjkgXPAAx7+eXgR98jIyFdeeeXYsWPXDaACvZ06dSp4OOSBc8ADHv55eBF3W1tbWU5temtnZwceDnngHPCAh38eviL348ePCzcrKtDbqKgo8HDIA+eABzz88/Ai7g0NDUlJSV5eXk4GUCE5OVl2+wIPJzxwDnjAwz8PVssAAABYIbArJHiwKyR4wGOFPNgVEjzYFRI84MGukD0GbPDWj3jgHPCAh38e7AoJHuwKCR7wYFfIHgM2eOtHPHAOeMDDPw92hQQPdoUED3iwKyQAAADQH8CLuE+cODEtLa2qqgo8/PPAOeABD/88vIj7vn37kpKSxo4d6+XltXjx4oMHD4KHWx44Bzzg4Z+Hu8cyFRUVqampnp6e48aNS0lJKS8vBw+3PHAOeMDDLQ+/z9wrKyuXLFkyYcIE8PDPA+eABzy88eALVYCv7QfgZPgZYAKuxd2C1T+lpaWurq4BAQHV1dURERGOjo56vb62ttZiG+rr6yMjI52dnYnNAp7BgwfPnz9///79Gl3BKjkLV9sP8Obk5ubmxYsXjx8/niwZOnRoeHh4cXGxBTy8/Qxd+2UlO7GioiIoKIgurtDQUAu+92PlZ7atY87T5362NnEPDAwsKCgoLCzU6XTp6el0SaSlpUVHR1v80TExMQsXLmxpaVm0aJFlPO+++667u7u/v//HH39swb6dAlglZ+Fq+wHenDx9+vTMzMxr16598skndO/cvHmzh4dHVlZWnziZIY+dnV1cXBy1zsfHx8XFZcD/4W55bGxsbt++TQU/Pz9yCzmK3EWG9ZWfeRN33vzMi7gPUMDd8jg4OJD2tbe307kkFkKYQLGPxV1LkcXly5ep0NTUZDFPZ2cnTSlefvllYoiNjd21a9fd8rBKzsLV9gO8Odne3l5oV1tbG02PqECzATc3tz5xMkOevLy8sLCwM2fOaJS/UaNGCdMjco7oKHJaX/mZlWiw4uHNzxyJO5ObJ8VuNTU10nPr6uooprPYHroDa7FHdgqJF92KJ0+ebFnkrj05C1fbD/DmZAqOhIiSXmkgUQ0FUBRG9YmTGfIQysvLaVJbVlamRXRWr15NITYF2klJSdnZ2YKjKFDtKz+zEg1WPLz52drEvaioKD4+XlqTmJiYn5+v5WbOfNxYAFbJWbjafoA3J1dVVYWEhNDkj67PiooKi8l5+xm6AIr6p0yZkpubq8VdhYWFFJzS3IgGobe3d2pqKs2M+8rPHIo7V37GahkAuFfQ0dGRkJDA6l4IcO5ndDMAAIAVghdxZ7XUz1p5evRxxN3yoLN6p7PgZ/hZCw8v4s5qqZ+18nAl7uis3uks+Bl+1sLDi7izWupnrTxcrfpCZ/VOZ8HP8LMm/3AVuWtf6metPFwtDEBn9U5nwc/wsyb/cCLurJb6WSsPV+KOzuqdzoKf4WdN/ukCAAAArA7IxAQeNAo84EEmph4Dkqr0Ix44Bzzg4Z8HmZjAg0xM4AGPFfIgExN4kIkJPOCxQp574gtVJK8BMHiAew3Wlqyjh5LXWMzD6pfEW7dufeCBBwICAo4cOaLX62U76pkPVkmLBGjMoMScR2N38zZ4WGUsYjUIWdnDahCyyljE23i2tu0HWF0PrJLXsLKH1S+JqYNLDKCLStzimfTdgiZoT1rEMIMSEx5WGXB4GzysMhaxGoSs7GGVOYtZxiLOxrO1bT/A6pfEDJME8fbL5hs3bnR0dJAN1N9UQ82k+N2y8acxaRHbDEraeVhlwOFt8LDKWMRqEDLMoNTFInMWs4xFnI1na9t+gNWPzZgnCWISuWv/JbG3t/d3BtC4Wbt2LVFR/G5BsiEmSYuYZ1DSyNPFKAMOb4OHVcYiVoOwhzIoWZw5i1nGIs7Gs7VtP8DqemCYJIiJPax+SSw8c6crqqqqSq/XU3hCSmTBEismDxkYZlBiwiNAewYc3gYPq4xFrAZhj2ZQsgxsMhZxNp6x/QAAyIFMQwAAcbcEWBV3DzoH7YJ/IO6awFtyFlar4kpLS11dXQMCAqqrqyMiIhwdHfV6fR+ujmLiH1bOsdZO5y0jD6t2od97p12sRMPaMjGx6m9Wq+ICAwMLCgoKCwt1Ol16ejoNnbS0tD5cHcXEP6ycY62dzltGHlbtQr/3TrtYiYa1ZWLibUmlg4MDdXN7ezud29LS0mX4JUhfro5i4R9WzrHWTuctIw+rdqHfe6ddrETD2jIx8bak0t/fv6amRmpDXV2du7t7v/YPK+dYa6fzlpGHVbvQ773TLlaiYW2ZmHhbUllUVBQfHy+tSUxMzM/P79f+YeUca+103jLysGoX+r132sVKNLBaBgAAwAoBcQcAAIC4AwAAABB3AAAAAOIOAAAAQNwBAAAAqxT3AQAAAD0GiHtfijvuzwAAQF4g7gAAABB3eB8AAIg7xB3eBwAA4g5xh/cBAJcVv+ZB3Pt9N4vfjDs7O0dGRh47dkxWL/vqnAqhoaFKZuzYsWPSpEn29va+vr4bN25UslPKlpOTI/3Xd999Jzvew8PD09PTpM06nS46OvrkyZPGH3T06NEJEyb88MMPso9WstAkIaGkpMTHx8fW1pZeqSzWX7hwIS4uztXV1cXFJSoqavfu3er1JqnWrVv34osvGnfK7NmzyS0qXaBkbbecKi1S8rbM8yr9JRRmzpy5dOlS8YAlS5bMmjVLZTGGuj1a0K0rmF9WKkOd1dXdLaHsAOYGQNz7k7gLhZaWloyMjKCgoG7H1rRp07755htjhsrKyhEjRmzZsoWojhw5Il5X6uIeHBx869Yt8V9PPvmk9Piff/55vAFlZWXGpzc0NJCOhIWFyer37t1LIrVv3z7Z53ZroYyQjh8+fPi2bdvo+O3bt1P58OHDwr+eeuqpt99+++LFi/SvXbt20X1Rvd4kVXt7+4MPPvjrr79KjaS3Dz30kLCftXqXyawVoM6p0iIlb8s+WqW/hML58+fJyVVVVV2GpNJUphue0qBVt0cj1F3RO+Le+1c9Kxsg7tYj7l2GxIkU0nYr7iSLFNzduHFDdiQFRGvXrr2rcIYKJIUbNmwQg7j58+dLj09MTHz//fffe++91157zSRha2urg4ODtH7r1q3u7u7V1dUmQ7ZuLZQSkvpnZ2eL/8rKyoqNjRXKTk5OJvNMKtUrUS1btuytt96SHvnmm2+uWLHCzNhNaq0IFU6VFil5W/bRKv0lFj7//PNHHnmERgi9fvnllyqDQd0e7VBxxYkTJ2hKMWzYsMGDB8fExAgZiKQWdnR00ME0CRs5ciQV6K14wPr160eNGmVjY2P+UCdvvP766/RxNDg//fRTY6cZXxrqJ5q03+Q8j+6gdG5nZ6dQQ4Vx48bRTVSpgRB3axN3kgm6sB9//HFzZoWvvvrqRx99JDtyzJgx9fX1dyvutbW1vr6+wsgLCQk5fvy49OqisVtvgE6nk15dQqGxsZFm/XSW9Krz8vJSyrjYrYUyQjr+zJkz4mFUHjt2rFDW6/ULFiz45ZdfZFRK9UpUdE1SbNvc3CzUU4HeUkhujrjLrBWhwqnSIiVvyz5apb+kBkdFRYWGhtI8Rn0wqNjDBCqu8Pf3Ly0tvX79OlW+8cYb8+bNk1lIs6KpU6cKDqEJSlpamnjAc889d+7cubsa6unp6cR29uxZgc18cVc6sVv7pW8DAwP37Nkj1OzevVuYoCs1EOLOkbgfarj61clTZv7RwSafXwuP3cWcLCoPfOn14sWLo0ePbmpqkpphZ2enpAjqbDNmzPj2229pbv70009LCTdu3CiqA43CTZs2GRNK5930loKpn376Sclj5lgoJZQdT2VxZkMeoKD14Ycfprhpzpw54qWuVK9CRcevXLlSKH/wwQcUpnXbBSatlUKJU8UMJW8bDzml/pLKAekOvaVXdflTsUeKQ9W1XxWWmvlHB5vjCilaWlooEpdZSOHt0aNHhTLNVsVkQHRAXV3d3T5zp9OlbOaLu9KJ3dovfUtTIvEhJM1fhdmSUgMh7hyJe3Hdmbn/WWbmHx1skoRCgFWrVj3xxBPmRO5dhnQtSUlJ2iN3IZSYPHkyBRfff/+99L/PPPOMmIFlw4YNYpJc4QAKHilApqlGUVGRWJ+Tk0PCKg7Zu4rcjQnNiSsvXbq0cOFC0W9K9SpUJ0+edHNzu2kAFcSoX70LjK2VQolTxQwlbxt/tFJ/ySL3iIgI8SsHjZF78c59cxdmmvlHB5vjiv3795N5Q4cOFW6T9913n8xCus2Ij+apIH1iKT7iMH+oy9jMF3elE7u1X/qW4jAXF5fLBlBBCMuUGghxt8Jn7m1tbbLn1yrH083A09OTQhjpM/fPPvvMAnEnTDBAuGbEycHAgQOlUSq9pUoZ4enTp11dXVtbW8X63NzckSNHStNCSp+5d2uhlFCMccQnwiZXX9DBTk5O6vXqVM8//zwJK0nqzJkzu+1fJWtlMMmpZIaKt01+tHF/yZ65P/bYY7///vujjz5KZZXBYKaHNcKkKyhQpaHS2Nh469atq1evGrdCJXI3/5KUBuDiUrTq6mqpdov5qaWZqbs9Ucl+2TcBYv1LL7304Ycf0iSGJpTqDYS4W5u4k1ivWbOGIjLzlYWuFhoo0tUypKrFxcWkNTRWxG/GzBF34//SNGLu3LnS+oSEBOFBv+ysF154Yd26ddL6r7/+WqfT7d27V8ZspoUi4cGDB4cPH759+3aa9paUlFD50KFDwjEUNO3atYsioCtXrqSmpur1evV6FaouwzIV8nxAQIDJRUHq/S5aK4NJTiUzVLzd7ZCT9SYpFN1vjh8/3mVYkEoOP3/+vBKDultYwaQryMgtW7Z0dHScOnVKWKwps/Cdd94RH0lTty5ZskSLuC9dunTatGlnDSBasT48PHz58uUUV9XW1s6YMcPYDKUTlewnH4o3AykPzbe8vb29vLzEh+9KDYS4W4+4C6CYncYZyZ85z9wFUOAWEhIiraHrU1hF7ufnJ31EboG4+/v7//jjj9J6ekvkxmft3LkzMDBQVr9582aasUqXmZtvoUjYZVh7M3HixEGDBtHrtm3bxGOIOSoq6v7776driS4tiqDV61WoBISFhVG0q/5dRbfWdsupZIaKt+9W3Ck6zsjIEP+7bNky9emIultYwdgVO3bsILGjz3Vzc8vMzDR2b3t7+4IFC0YaQAXxCYa6uMv6S7o6YP78+cOGDaN4ee3atWI9BRk0v3F0dKSZUF5enrEZSicq2U/36SFDhhjz0NU6xgDxmZJSAyHuViLuAADg4rU+eYG4AwCAixfiDu8DAABxh7jD+wAAQF4g7hB3AAAgLxB3iDsAAJAXaxV3AAAAJMi2NnEHAAAATOJ/AR4ZAE7azDBqAAAAAElFTkSuQmCC</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0236463008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|AUDAX RENOVABLES SA|4,200|2027-12-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">193604.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0305663009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|CORP CONFIDERE|6,000|2030-03-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">201757.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">199531.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0280907025</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|UNICAJA|3,125|2032-07-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">99944.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100227.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0305121016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|CLERHP ESTRUCTURAS|2,000|2027-12-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">108571.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">104640.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">USJ57160DZ32</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|NISSAN MOTOR IB&#201;RICA|2,405|2030-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">162962.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">160602.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2383811424</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|BANCO DE CREDITO SOC|1,750|2028-03</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">99111.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98735.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0305561005</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|PARLEM TELECOM|8,000|2028-06-17</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">107034.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">107602.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NO0013684563</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|GREENALIA SA|3,500|2030-11-20</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">99515.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100338.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0241571019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|GENERAL DE ALQUILER|5,250|2030-11-25</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">100301.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1082443.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">11.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1269336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">14.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS2784661675</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|SACYR|5,800|2027-04-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">203396.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1Anno>
<iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">203396.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1285839.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">14.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1269336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">14.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">23.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012Q08</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1200000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">1200000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2000000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">23.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2485839.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">27.09</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3269336.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">38.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105130001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">112540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105548004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRUPO ECOENER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">21000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">25100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0122060314</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FOMENTO DE CONSTRUCIONES Y CON</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">131664.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">114608.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0132945017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TUBACEX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">227800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">226780.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0134950F36</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FAES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">275400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">309600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0178165017</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TECNICAS REUNIDAS &#38; WESTINGHOU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">44583.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.52</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105121000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CLERHP ESTRUCTURAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">132000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">58600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0132945025</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TUBACEX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3618.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">791482.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">891811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">791482.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">891811.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">10.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3277321.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">35.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4161147.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">48.97</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">AT0000A2HLC4</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|REPUBLIC OF AUSTRIA|0,850|2070-06-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">30555.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">29592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">30555.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">29592.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912797RF64</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO USA|3,543|2026-07-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">257304.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">458995.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">257304.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">458995.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PTMEN1OM0008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|MOTA-ENGIL, -SGPS, S|3,625|2028-06-12</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">103987.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">105459.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PTFIDBOM0009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FIDELIDADE CIA SEGUR|4,250|2031-09</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">100742.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000A382616</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|DEPFA DEUTSCHE PFAND|4,000|2028-01-27</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">100502.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">101389.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400PIA0</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ELO SACA|5,875|2028-04-17</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">204708.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">207330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NO0013331223</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|GOLAR LNG|3,875|2029-09-19</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">178570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.95</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">170445.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US30303M8W51</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|FACEBOOK|2,775|2064-08-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">76276.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">79173.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">XS3277147834</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|NORTEGAS ENERGIA DIS|4,125|2033-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">200136.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PTGNVKOM0008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|GREENVOLT ENERGIAS R|2,325|2029-02-14</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">97452.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1Anno>
<iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">961631.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">10.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">764538.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">9.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1249490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1253125.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">14.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1249490.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">13.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1253125.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">14.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007664039</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VOLKSWAGEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">28040.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.31</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">41420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000051807</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SR TELEPERFORMANCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">45980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">61840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400AJ45</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MICHELIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">106729.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0010273215</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ASM LITHOGRAPHY HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">688560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">368560.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US01609W1027</iic-com:CodigoISIN>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Emisi&#243;n Opcion|10X GENOMICS CLASS A|100|</iic-com:OperativaDerivadosInstrumento>
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<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
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</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 8.544.848,61 euros que supone el 93,13% sobre el patrimonio de la IIC. 
d.)  Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 184,2 millones de euros en concepto de compra, el 11,63% del patrimonio medio, y por importe medio de 185,0129 millones de euros en concepto de venta, que supone un 11,68% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 2.731,45 euros, lo que supone un 0,03% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 El primer semestre del a&#241;o ha estado marcado por el recrudecimiento del conflicto geopol&#237;tico en Ir&#225;n, que ha generado un significativo shock energ&#233;tico, impulsando el precio del petr&#243;leo desde niveles cercanos a 70 USD hasta superar los 100 USD. Este contexto reabre el riesgo de un escenario de estanflaci&#243;n a nivel global, con potencial impacto negativo sobre el crecimiento y nuevas presiones inflacionistas. A pesar de ello, los activos de riesgo finalizaron el semestre con un comportamiento positivo gracias a los beneficios empresariales publicados.
 Aun as&#237;, la econom&#237;a mundial contin&#250;a mostrando resiliencia. EEUU mantuvo un crecimiento s&#243;lido apoyado por un mercado laboral y la inversi&#243;n.
 Los indicadores adelantados, como los PMI tanto en la Eurozona como en Estados Unidos, comienzan a reflejar un entorno de mayor incertidumbre. En la Eurozona, el IPC armonizado del primer semestre de 2026 se situ&#243; en el 2,6%, mientras en EEUU se sit&#250;a en una media del 3,9% aproximadamente.
 En los mercados de renta variable, la primera parte del semestre registr&#243; correcciones significativas, que erosionaron parte de las ganancias acumuladas en los dos primeros meses del a&#241;o, para recuperar posteriormente en la segunda parte del semestre. En Europa, el Ibex 35 subi&#243; un 12,5%, el Euro Stoxx 50 un +9,27%, el CAC 40 +3,12%, el DAX + 1,86% y el FTSE MIB + 13,9%. Por sectores, destacaron positivamente tecnolog&#237;a (25,5%), energ&#237;a (+20,78%), recursos b&#225;sicos (+16,07%), utilities (+14,8%). En contra, los sectores con peor comportamiento fueron autos (-18,43%), media (-7,88%), y personal care (-4,05%).
 En Estados Unidos, el S&#38;amp;P 500 cerr&#243; el trimestre con una subida del +8,65%, el Dow Jones del +6,82% y el Nasdaq del +19,19%.
 En conjunto, el semestre ha supuesto una ruptura del escenario de desinflaci&#243;n ordenada, resurgiendo las preocupaciones en torno al riesgo inflacionista en un entorno de crecimiento m&#225;s d&#233;bil.
 En renta fija, destac&#243; el tensionamiento de las curvas, especialmente en los tramos cortos e intermedios (2-5 a&#241;os). La curva alemana registr&#243; un incremento de rentabilidades de m&#225;s de 60 pb en el tramo a 2 a&#241;os, frente a movimientos m&#225;s moderados en los vencimientos a 10 a&#241;os (+40 pb), 15 a&#241;os (+25 pb) y 30 a&#241;os (+20 pb). Como consecuencia, la pendiente 2-10 a&#241;os se aplan&#243;, reduci&#233;ndose el diferencial desde niveles de 70-80 pb hasta aproximadamente 35 pb.
 De esta forma, los tipos a 2 a&#241;os aleman pasaron del 2,11% al 2,55% y el 10 a&#241;os del 2,85% al 3%.
 El BCE decidi&#243; a final del semestre subir los tipos en 25pb, situ&#225;ndolos en el 2,4%, con un tono prudente y pendiente de los datos futuros de cara a tomar nuevas decisiones de subidas de tipos. En palabras de Lagarde, si la situaci&#243;n geopol&#237;tica continua, no descartaran nuevas subidas de tipos en septiembre. No obstante, mantuvo un mensaje prudente indicando que las pr&#243;ximas decisiones de tipos, depender&#225;n de los datos. Por tanto, Lagarde evito dar cualquier forward guidance y reiter&#243; que las decisiones se tomaran reuni&#243;n a reuni&#243;n. La Reserva Federal mantuvieron un tono prudente en sus &#250;ltimas reuniones con su nuevo presidente a la cabeza  Kevin M. Warsh. Destacar que el nuevo presidente indico que iban a revisar la forma en que la FED calcula los datos de inflaci&#243;n y que no estaba convencido de dar un forward guidance. Actualmente mantienen los tipos en el 3,5%-3,65%
 En los mercados de cr&#233;dito, al final de semestre se han comprimido los spreads tanto de cr&#233;dito como de high yield. Actualmente, situ&#225;ndose en niveles m&#237;nimos, lo que ha tenido un gran impacto en el mercado de bonos, reduciendo el impacto que han tenido por el lado de tipos.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A cierre del semestre, el peso en renta variable nacional se redujo , pasando del  11,11%, al 9,14% sobre patrimonio, siendo Faes Farma y Tubacex los valores que m&#225;s pesan con un 3,00%, y 2,48% respectivamente. Por el lado de renta variable extranjera,  se incremento la posici&#243;n, pasando de un 30,77% a un 40,38%, siendo los valores que m&#225;s pesan: Airbnb (2,73%), ASML Holding (7,50%),  Microsoft (2,13%) y Alphabet (2,72%). El peso en Renta fija corporativa se incremento del 24,77, al 25,25%,   siendo el bono de ELO SACA 5,875% el que m&#225;s pesa en la cartera con un 2,25% del patrimonio. Tambi&#233;n mantiene el bono soberano de Austria 0,85% de cup&#243;n por un 0,33% del patrimonio. Por el lado del mercado monetario, el fondo tiene deuda soberana espa&#241;ola (repo) por un 13,07%  y un treasury americano vencimiento julio 26 , con un peso total del 2,86%. Adicionalmente se han realizado distintas operaciones de venta de puts, sobre valores Americanos y Europeos por un efectivo de valoraci&#243;n de primas a cierre del semestre entorno al 3,81% del patrimonio.
  
 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 4,83% durante el trimestre y en los &#250;ltimos doce meses ha sido del 4,15%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 6,2%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 7,03%.
  
  
 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 positiva del 7,98% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 6 participes, lo que supone una variaci&#243;n del 20%.   La rentabilidad neta de la IIC durante el periodo ha sido del 6,2%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,79%. 
  
 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 6,2%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 A lo largo del semestre se ejecutaron varias puts que ten&#237;a el fondo, entrando en cartera varios activos como Nio, On Holding, Teladoc, Microsoft, entre otros. Como compra directa se ejecutaron 1000 Sirius, y 50 titulos de Mercadolibre, entre otros.
 Por el lado de ventas, cabr&#237;a destacar, Tecnicas reunidas, Global Dominion, Var Energi, Pfizer, Global medical, entre otros. 
 Adicionalmente, y cumpliendo el folleto de inversi&#243;n se han realizado operaciones de put write sobre valores, principalmente Americanos y con vencimiento, abril 2026, mayo 2026, junio 2026, julio 2026, septiembre 2026, noviembre 2026, diciembre 2026, Enero 2027.
 Por el lado de Renta fija, se compraron 2 bonos de Nortegas Energia 2033 cup&#243;n 4,125% y el bono de sacyr 2027 cup&#243;n 5,8%. Por el lado de ventas se vendi&#243; el bono de fidelidade 2031.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre acciones que han proporcionado un resultado global de 263.047,86 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 9,08%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 9,83%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 369,21 millones de euros, que supone un 23,3% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,20%.
  
  
 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 8,82%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 5,05%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 20,18 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 1,92 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.
 En marzo, se incrementaron las tensiones geopol&#237;ticas con el inicio del conflicto con Ir&#225;n. Esto ha generado la vuelta al fantasma de la inflaci&#243;n y del escenario de estanflaci&#243;n que ha puesto en aviso a los principales bancos centrales. Durante el semestre , hemos asistido a un tensionamiento del precio del petr&#243;leo, que ha activado las alertas sobre nuevas tensiones inflacionistas, y su posible impacto en el crecimiento mundial.
 La cartera que tiene actualmente el fondo, est&#225; dise&#241;ada para minimizar el impacto negativo que este nuevo escenario tenga en los mercados financieros.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12026_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">GVC GAESCO CROSSOVER US GROWTH</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12026_V-10920056_ia">2023-03-17</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">18</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S12026_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_09 contextRef="FIM_S12026_V-10920056_ia">09</iic-com:XCode_VocacionInversora_09>
<iic-com:PerfilRiesgo contextRef="FIM_S12026_V-10920056_ia">6</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">La inversi&#243;n en activos Growth (Crecimiento) es una estrategia consistente en invertir en compa&#241;&#237;as que est&#225;n teniendo un crecimiento de su negocio ( de sus beneficios y ventas) por encima de la media del mercado, y que previsiblemente lo seguir&#225;n haciendo en el futuro, buscando obtener beneficios a trav&#233;s de la compra de acciones de dichas empresas. La exposici&#243;n a RV ser&#225; como m&#237;nimo  del 75% y hasta el 100% del patrimonio en valores de RV nacional o internacional, emitidos por empresas de pa&#237;ses OCDE, principalmente de Norteam&#233;rica ( superio al 60% del patrimonio) y que tengan la consideraci&#243;n de Growth ( superior al 60% del patrimonio). Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la RF ser&#225; como m&#225;ximo del 25% del patrimonio en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con una claidad crediticia m&#237;nima de BBB- y con una duraci&#243;n media del acartera de RF inferior a 2 a&#241;os. La exposici&#243;n a pa&#237;ses emergentes ser&#225; hasta un 15% y a divisa ser&#225; superior al 30%. No habr&#225; inversi&#243;n en IIC. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice S&#38;amp;P 500 Net Total Return y MSCI WORLD GROWTH Net Total Return para la parte de inversi&#243;n en renta variable.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">No habr&#225; inversi&#243;n en instrumentos financieros derivados.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">1.03</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_dpp" unitRef="pure">0.64</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">1.03</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.83</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">1.40</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_dpp" unitRef="pure">1.48</iic-com:RentabilidadMediaLiquidez>
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<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.13</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
<iic-com:DatosRegistroClase>
<iic-com:NumeroRegistroClase decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S12026_V-10920056_ia">CLASE A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">11.13</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER US GROWTH RVI</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">15.11</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-02</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-02-03</iic-com-fon:RentabilidadMinimaFecha>
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<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.10</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.28</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">11.12</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER US GROWTH RVI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">15.15</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">15.11</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">14.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">13.20</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.87</iic-com-fon:VolatilidadElementoValor>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">7.77</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">7.47</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">192010.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">109830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">192010.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">109830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">192010.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">109830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">192010.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120321</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|L&apos;OREAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">179634.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0000235190</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|EUROPEAN AERONAUTIC DEFENSE EA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">140069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0015001FS8</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FERROVIAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">134955.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">146651.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US02079K1079</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALPHABET INC&#47;CA-CL C</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">185589.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">200281.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0231351067</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AMAZON.COM</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">365136.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">216068.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US30303M1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FACEBOOK</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">231766.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US57636Q1040</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MASTERCARD IN-CLASS A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">279343.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MICROSOFT CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">182869.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">238703.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US79466L3024</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SALESFORCE INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">150859.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US92826C8394</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VISA INC.</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">270315.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">268606.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6153691059</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MOODY&apos;S CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">170494.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">269532.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.98</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000125486</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VINCI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">159750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5719032022</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MARRIOTT INTERNATIONAL</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">171607.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA11271J1075</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">197866.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">209100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA13646K1084</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">151726.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.55</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">172342.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA21037X1006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">184753.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.10</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA89072T1021</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">153770.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000073272</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0015000IY2</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US3032501047</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US3696043013</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US48251W1045</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US78409V1044</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US8936411003</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US22160N1090</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|COSTAR GROUP INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US90353T1007</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US09290D1019</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
<iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">CONSTELLATION SOFTWARE</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Compra Opcion|CONSTELLATION SOFTWARE|1|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">41</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12026_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRVImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">41</iic-com:OperativaDerivadosDerechosRVImporteTotal>
<iic-com:OperativaDerivadosDerechosImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">41</iic-com:OperativaDerivadosDerechosImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.622.131,83 euros que supone el 37,98% sobre el patrimonio de la IIC. 
a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 1.218.336,13 euros que supone el 28,53% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 2.208,76 euros, lo que supone un 0,05% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante este primer semestre 2026, los mercados burs&#225;tiles internacionales han cerrado  con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, todos ellos apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y tambi&#233;n unas condiciones financieras  favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido estos primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras , defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia los mercados europeos. No obstante, los meses de marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, estos factores elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para 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 11,23% durante el trimestre y en los &#250;ltimos doce meses ha sido del 9,71%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del -4,3%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 10,76%.
  
  
 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 -5,22% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -2 participes, lo que supone una variaci&#243;n del -3,77%.   La rentabilidad neta de la IIC durante el periodo ha sido del -4,3%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,54%. 
  
 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 -4,3%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente la renta variable.
  Algunas de las compa&#241;&#237;as que hemos incorporado:
 CSU,VISA,KKR,MASTERCAD,UNIVERSAL MUSIC,SALESFORCE,RESTAURANT BRANDS, entre otras.
 Algunas de las compa&#241;&#237;as que se han vendido:
 TRANSDIGM,CANADIAN PACIFIC,CELLNEX,MARRIOTT,BERKSHIRE HATHAWAY B Entre otras.
  
  
 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 mantiene en cartera acciones de: WARRANTS CONSTELLATION SOFTWARE con un peso patrimonial de 0%.
  
  
 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 14,43%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 14,97%. 
 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 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.
 Muy probablemente seguiremos con niveles de inversi&#243;n muy elevados dada la fortaleza de los resultados empresariales y la resiliencia de la macroeconom&#237;a, monitorizando en todo momento cualquier situaci&#243;n de cambio para ajustar los niveles de exposici&#243;n. 
 Vamos a seguir ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">15.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">16.24</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">15.70</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.68</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.68</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">15.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">12.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GEOPOL. HEDG. RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">10.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.76</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.92</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">9.73</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.70</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">8.95</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.17</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">8.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.50</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">1.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.53</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.46</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.54</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.57</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">2.20</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">31852.87</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1</iic-com-fon:NumeroParticipes>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1</iic-com-fon:NumeroParticipes>
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<iic-com-fon:BeneficioBrutoParticipacion decimals="2" contextRef="FIM_S12026_V-10920056_dpp" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
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<iic-com:InversionMinimaDescripcion contextRef="FIM_S12026_V-10920056_ia">300.000,00 Euros</iic-com:InversionMinimaDescripcion>
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<iic-com:Patrimonio decimals="0" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">347061</iic-com:Patrimonio>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14.3802</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">12.0836</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">9.9578</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.67</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.67</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.67</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.67</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_01 contextRef="FIM_S12026_V-10920056_daa">01</iic-com-fon:XCode_BaseCalculoComisionGestion_01>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.01</iic-com:RentabilidadIIC>
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<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-1.50</iic-com-fon:RentabilidadMinimaValor>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-28</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-26</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">2.60</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">3.05</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-31</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
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<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">15.66</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">16.25</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">15.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.67</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">15.05</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">12.72</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER GEOPOL. HEDG. RVMI</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">10.14</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">9.76</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">10.47</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.92</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.83</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">9.73</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.70</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">8.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">8.13</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">8.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">8.21</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">7.46</iic-com-fon:VolatilidadVaRHistorica>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">17.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">15.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">15.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">470000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">17.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">500000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">15.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">470000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">17.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0171996087</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">42800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105777017</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16937.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">52045.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16937.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">94845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16937.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.51</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">94845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasTotalInversion>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">516937.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">15.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">564845.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">21.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974293251</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">87192.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">30195.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0012214059</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14030.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0023405456</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">49564.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0007164600</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">60300.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000BAY0017</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">33309.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000FTG1111</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">37842.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000ZAL1111</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14064.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000052292</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">20873.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4781601046</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|JOHNSON &#38; JOHNSON</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">44028.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US68389X1054</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">31515.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA32076V1031</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">27623.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA3499421020</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">33858.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA82509L1076</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120644</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0000009165</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US00217D1000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US17243V1026</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4592001014</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US86800U3023</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US9224751084</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US98980G1022</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US24703L2025</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00BVZK7T90</iic-com:CodigoISIN>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">Con fecha 6 de Enero de 2026, se ha generado un endeudamiento transitorio frente a terceros superior al 5% del patrimonio de la IIC, concretamente de 29,55%. Dicho endeudamiento se ha originado por un error en la renovaci&#243;n de un repo y ha quedado solucionado en el mercado del d&#237;a siguiente h&#225;bil.</iic-com:ExplicacionHechosRelevantes>
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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 832.130,02 euros que supone el 25,18% sobre el patrimonio de la IIC. 
d.) Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 51,92 millones de euros en concepto de compra, el 10,11% del patrimonio medio, y por importe medio de 51,8936 millones de euros en concepto de venta, que supone un 10,1% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 4.037,01 euros, lo que supone un 0,14% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante este primer semestre 2026, los mercados burs&#225;tiles internacionales han cerrado  con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, todos ellos apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y tambi&#233;n unas condiciones financieras  favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido estos primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras , defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia los mercados europeos. No obstante, los meses de marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, estos factores elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Continuamos con niveles de exposici&#243;n en renta variable muy elevados, priorizando las compa&#241;&#237;as de calidad y con mayor descuento para 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 9,79% durante el trimestre y en los &#250;ltimos doce meses ha sido del 8,19%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 20,52%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 8,82%.
  
  
 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 positiva del 26,25% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 7 participes, lo que supone una variaci&#243;n del 15,91%.   La rentabilidad neta de la IIC durante el periodo ha sido del 20,52%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1%. 
  
 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 20,52%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Durante el periodo, seguimos focalizando la inversi&#243;n en renta variable al ser el activo que ofrece actualmente mayor valor a los part&#237;cipes del FONDO, operando especialmente en compa&#241;&#237;as estadounidenses y de la zona EURO.
 Hemos  realizado alguna de rotaci&#243;n  con el objetivo de aprovechar las oportunidades que ofrece actualmente la renta variable.
  Algunas de las compa&#241;&#237;as que hemos incorporado:
 TELEDYNE,MERCURY,VEEVA SYSTEMS,ADOBE,
 Entre otras 
 Algunas de las compa&#241;&#237;as que se han vendido:
 GRIFOLS,HEINEKEN,CURRYS,VEEVA,VISa,DANIELI,KERING,ATALAYA MINING, entre otras
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre tipo cambio EUR&#47;USD, futuros sobre Nasdaq, futuros sobre mini Russell 2000, futuros sobre mini Nasdaq, futuros sobre Ibex 35,  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 62,33%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 44,03%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 103,81 millones de euros, que supone un 20,21% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,35%.
  
  
 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 15,97%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 10,12%. 
 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 0,01 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.
 Muy probablemente seguiremos con niveles de inversi&#243;n muy elevados dada la fortaleza de los resultados empresariales y la resiliencia de la macroeconom&#237;a, monitorizando en todo momento cualquier situaci&#243;n de cambio para ajustar los niveles de exposici&#243;n. 
 Vamos a seguir ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12026_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">GVC GAESCO CROSSOVER EXTREME W</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12026_V-10920056_ia">2023-03-17</iic-com:FechaRegistroCompartimiento>
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<iic-fim:PoliticaDivisaFIM>
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<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">La gesti&#243;n se realizar&#225; combinando distintas estrategias siendo las m&#225;s caracter&#237;sticas: i) inversi&#243;n mayoritaria en empresas USA y CHINA y ii) inversi&#243;n mayoritaria con sesgo en extrem Growth ( es una estrategia consistente en invertir en compa&#241;ias que est&#225;n teniendo un crecimiento de su negocio ( de sus beneficios y ventas ) por encima de la media del mercado). La exposici&#243;n a renta variable (RV) ser&#225; como m&#237;nimo del 75% y hasta el 100% del patrimonio en valoresde RV nacional o internacional, emitidos por empresas de pa&#237;ses OCDE, mayoritariamente de Norteam&#233;rica y de China y con una ponderaci&#243;n alta en Growth. Las empresas pueden ser de baja ( pueden influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concentraci&#243;n sectorial. La exposici&#243;n a la RF ser&#225; como m&#225;ximo del 25% del patrimonio en duraci&#243;n media de la cartera de RF inferior a 2 a&#241;os. La exposici&#243;n a pa&#237;ses emergentes ser&#225; hasta un 60% y la exposici&#243;n al riesgo dividsa ser&#225; superior al 30%. La gesti&#243;n toma como referencia la rentabilidad del &#237;ndice MSCI World Growth Net Total Return Index y el MSCI Emerging Markets Growth Net Total Return Index. Estos &#237;ndices se utilizan en t&#233;rminos meramente informativo o comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
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<iic-fim:DatosEconomicosFIM>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.99</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.99</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-05-06</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">25.58</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">26.24</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">25.60</iic-com-fon:VolatilidadValorLiquidativo>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">BENCHMARK CROSSOVER EXTREME WORLD GROWTH RVI</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">11.49</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">16.92</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">12.26</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|HELLOFRESH SE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5921.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9237.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000FTG1111</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FINTECH GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">48750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">47762.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IL0011595993</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INMODE LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">6399.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6251.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IT0005162406</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TECHNOGYM SPA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">45600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">48420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.68</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG596691041</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MEITUAN DIANPING CLASS B</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15343.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">22615.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.19</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US01609W1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALIBABA GROUP HOLDING-SP ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">42012.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">62369.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US31810T1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FINVOLUTION ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12580.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13352.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US36118L1061</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FUTU HOLDINGS ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">36928.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">62884.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US43289P1066</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|HIMAX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">33573.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">17424.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.69</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US7223041028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PINDUODUO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16694.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">24123.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US8740391003</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TAIWAN SEMICONDUCTORS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">83616.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">6.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">51722.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US98422D1054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|XPENG INC - ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9852.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14669.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA09173B1076</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BITFARMS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">15024.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA1247651088</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CAE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CAD contextRef="FIM_S12026_V-10920056_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">21909.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">25862.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA4339211035</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|HIVE BLOCKCHAIN TECHNOLOGIES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">8789.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.72</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6038.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA88605U1075</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|THUNDERBIRD ENTERTAINMENT GROU</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CAD contextRef="FIM_S12026_V-10920056_da">CAD</dgi-lc-int:Xcode_ISO4217.CAD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3895.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00B8C3BL03</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SGE GROUP PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-10920056_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15166.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">19861.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IL0011267213</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|STRATASYS LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5995.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">5909.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG851581069</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|STONECO LTD A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12337.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.01</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">16362.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG982391099</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|XP CLASS A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17081.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.40</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">16717.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0012044747</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SHOP APOTHEKE EUROPE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">6595.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">6510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US00402L1070</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ACADEMY SPORTS OUTDOORS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">14853.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">15306.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0382221051</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|APPLIED MATERIALS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">94940.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">7.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">32804.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US1347481020</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CANAAN INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1508.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3523.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.34</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US2267181046</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CRITEO SPON ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">8001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">8769.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US23703Q2030</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DAQO NEW ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5861.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">12552.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.21</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US2372661015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DARLING INGREDIENTS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">14345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9191.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US25400W1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DIGITAL TURBINE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">22586.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">8510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US25985W2044</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DOUYU INTERNATIONAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">3053.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4340.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US30212W1009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|EXP WORLD HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5920.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9627.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.93</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US31846B1089</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FIRST ADVANTAGE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15248.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">11932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US38911N2062</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRAVITY SPONSORED ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5878.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">4925.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US44812J1043</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|HUT 8 CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">101073.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">39146.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.79</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US45175B1098</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|IHUMAN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">2452.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3575.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4525211078</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|IMMERSION CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9483.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9259.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4824971042</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|KE HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12720.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13412.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US49639K1016</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|KINGSOFT CLOUD HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">12676.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14079.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6475812060</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NEW ORIENTAL ENERGY &#38; CHEMICAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">20095.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">23415.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6821891057</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ON SEMICONDUCTOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16553.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9216.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US83570H1086</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SONOS INC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">14213.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">17932.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US8522341036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SQUARE INC - A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">19960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.64</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">16617.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US88557W1018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|360 DIGITECH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">11072.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13119.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US8868851028</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TILLY&apos;S CLASS A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">5515.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US9108734057</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">33349.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">9364.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91531W1062</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|UP FINTECH HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">32542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91680M1071</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">11164.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US92763W1036</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">16559.00</iic-com:InversionesFinancierasValor>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US9858171054</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|YELP INC</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US98741T1043</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">8578.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG6683N1034</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US36317J2096</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GALAXY DIGITAL HOLDING</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">57084.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.52</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000A2YN355</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">18000.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA09523F1053</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.10</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4869171078</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">89.79</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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7r8ePH586d69at2+zZs0287g8//ND0qWPHjs2YMcPb21s6x8HB4cSJE7p3UaNGDXEvRZ4vr+aRn1FSUlLz5s2lpyw/R3Hm9OnTmzRpUqdOndGjRyckJJiSMuLfd99998CBA6Ghof3799f8XyMPw5RnYeh2TEmZEnxnSBmrkJyiIi8sMWWqBAbZd2Q2vCJGr3enS9uYxJ+YLOwKplKpem3bobuYeH75ld7dZUq2VkZTbGysfBnTrxsdHW1vby8erbOzc/hTbdu2LcO1MoKvr++8efP0Psfk5OQ5c+b07NlT+rJq1aqa+x2L09WqVdO8NdFbr776aocOHaR951krA/N1J54dZSwyZZq//QGlUuRo/cY4KWXEX5Ys7Mq2/Otd2pNff7lr7b7vTNzAZMq+MprEG2qjRo2Ke113d/eNGzc+0dl7RouHh8e2bdv0nq+1R4jurrLZ2dmtWrW6c+eO3j17MjIyateuLZ12cnLS3Dc2KiqqdevWWrf256ekzUyaO6wYehimPAvN2zF+AdOvUuRDImWUjB1lLDRlmk1fTqaY+JFsKWX8/f0NfZgFyhCbkDB9+w55z1+bwKB5O3amp6ebmDJbtmzR+ykkzUu+++67586dy8rKunLlioiSmTNnGr+uluDgYBcXF+l1qLn3jO4lRVU0bNhQXF6Ux+XLl+U9WM+fP29nZxcWFiaeV3h4uDh94cIF3ce5e/fu0aNHy+e4ublFRkampaWlpKQsWrTI1dVVOt/Hx6dHjx7R0dE5OTniX3H6008/NfT90TzTyMMw5VlofhzJ+AV077oE3xlSRvnYUcYSU6aez3pmwzN9zJ63RKqZmzdvssgrm4iMwJDQJX/7dsWevbv+cVjvrC1G5oaZP39+3acWLlwozw2jeZnQ0NBOnTrZ2Ni0bNly6dKlogCMX1eTeDBOTk4iKaQvNfee0ftcxPuxNHtK27Zt9+/fL58fEhIiMqhatWriX811jVrPpXPnzvI54r569+793HPPiTf4oUOHyh/oy8vLEzUjHpW4F/HvJ598Iue+8ZQx8jBMeRZa89PovYDWz6jIqxT5kEgZJWNHGYtLmeqbdzAbXrHG8PGzpZQ5efIkizyKy9AHsGFhP0e+BQrGjjIWlzJNe02mToo13hgwVUqZPXv2sMgDpAwUhR1lLC5lHD3nkybFHS92GSulzJo1a1jqAVIGivIoK5uwsKCUabSQ2fBKMqq/+N6q/9E7xQgAUgaWKjUtnbCwlJSpvW4bs+GVeHzw4SIpZa5cucKCD5AyUI6k+w8IC4tImSqBQQ07j6VISjze8/xQShn58yMASBkoQVxCImFhESnj+I43OVKa0bnfZClldu3axYIPkDJQCLVaTVVYRMo4fLCCFinleOHV0VLK+Pn5sewDpAwU4nFuHlVh/inz/KcbmA2v9KOq45AVK1ZKNZOcnMziD5AyUILMR1lUhZmnTPXNO+q1G0WIlMmY6r1ASplLly6x+CtVYWHhj6d/3rrjb4Ff7bkQpf8HrTvPrywqKqpv3761a9du2bLlN998o3uBo0ePStPmNm7cePz48UlJSdL5aWlp48aNq1evXoMGDVauXKl7xWPHjjk4ODRt2vT48ePSOUeOHHFyctI7H/ETA1MSa57o0qWL1uU1vxS33KpVK60LGLnKoUOHpPlz27Rps2/fPt27M/R4JPXr1x84cOD169flGwwPD3dxcalevbr4V5wmZVBeHqQ+pCrMPGUc3JgNr8zGgOHeUsrIh/2DwmRlZfn4b2zy2hjpJ/5n14mfB3xp6MBbuinz22+/idoQBZOamhobGztq1Cjda7355pt///vfExISMjIyPv74Yzc3N+l8Ly+vkSNHJicni7gZPnz4zp07ta4ovaOHhIRIR1wSj8rZ2Vl8afB91+hxA8SJfv367d27V+/lf/rpp5efOn36tOYFDF1FBJy9vf3333+fnp5++fJl3eNTGprvWD7/wYMHy5cv79q1q3yDdnZ2oaGh4gbDwsLEac2DVpIyKEuJySlUhTmnjOO4BfRHGY6OfSZJKRMYGMjir0h/3bRda2us7cseX39j6pGxRbts2rSpGCu2MzNtbGyk0/Xr15c3XIqa6d69u9aFtY6DHRAQ4O7ubux9t6iUEc3RqlUreaWO5uWnTp26evVqPz+/adOmaV7X0FU8PDy2bNli/O6KfJCi7WrVqiWdFjGkdZBq+aCPpAzKWOxdPr5kvinTcPEaZsMr2/HKmxOklPH19S0sLOQ3gPJWyQweq6f+p872MbEVGjZs6O/v37hx43r16o0bN874bIqPHj0SuTBw4EA5Ze7fvy+dFk1Tt25drctrHgdbpVLZ29tHR0eXJmXEv1OmTFm3bp3Wf4laEo8//inxqMSXRV7F0dFRXLg0KSOe0bJlyzp37izfYFxcnHwxcbpFixakDMrFrTvxVIV5pgyz4ZXHcOzsKc/5m5CQwG8AhYmJiRE/Yt2fu/uw2XqjRPft+ZlnnvH09Ex+auTIkV5eXkY6QxA5cuPGDemcsWPHjhkzRrru6NGjq1atqnUVzeNgz5gxw9vbWzrHwcHhxIkThu7CyL4y0uqf5s2bS89O/q99+/b16dNHOu3u7q51MGq9V6lRo4ZcPIZSxvi+MoJIQPEj0HuD8rooUgZlTPxVSlKYZ8pUCQxq3NWL8ijz0aj9KDllzp49yy8BhVGpVL2GzNL9uXtOX653dxndlLG1tdVcs9KgQQMjd5eenr5y5coePXrI9y4K5vnnn2/YsOGnn37aqFEjQ1eMjo4WDSQu7+zsHP5U27ZtS7ZWRvD19Z03b57mOQMGDJB3WN69e7e83sjIVUq5VkatVouk6969+8GDB1krgwqVl8eBJM00ZRz1/TpmlH7U/fNwOWXM5CMVKFur/AK0NstWf/G9v27aYeIWHPFmLO/vIk7Y2dkZvztRM7Vr19Y9f/PmzSJrDF3L3d1948aNT3T2nilZymRnZ7dq1erOnTvySpeqVatqriwRX0ofszJ0lSdP95XZtm1baTYwCbGxsSLgMjIypBvU2ldG3pWYlEFZys55TFKYYco0neVDc5TTEG9ycsrIfz5CScR7tvf8T+U9f59tPWzxqrVZWVkmpsyOHTvkjUQjR46cMGGC7iWHDBly/vz5nJycuLg4b29veZ2HuOKNGzdSU1O//fZbBweHa9eu6b3T4OBgFxcXaS2R5t4zJU4ZadWLKCfpnM8//1xru5h4FtLOMYau8uTpB44aNmwoHpsIkcuXL8u76BYrZYRhw4Zt3bpVnBDfIhGCYWFhovbEnw3i9IULF0gZlD0mlTHDlKmzeiOz4ZXrWLb8v7PkBQUF8UtAkUS47Ph63wq/jT5/+eJv+77XO2uL3t0+JCtWrGjQoMHzzz8/duxYeQ8bzcuEhoZ26tSpVq1aolemTZumUqnkOHjxxRdtbGz69Okj3sj1PjbxYJycnOSjgGnuPVOalFGr1Z07d5bOeeWVV06ePKl5FfFlu3btjFxFIoJDmlembdu2WrvXPDG6r4zmfR05cqRDhw7S6ZCQENFq1apVE/+Kb5o5vDZIGQV6mJFJUphVyjAbXgWM2fOWSCkj/e0ImPQW+CfeBBXxc+RboDypaekkhVmlTLM+U0mNCpvwd/369fwSAEgZWLbkFBVJYT4p03ziYjqjAobXtHlSyvj4+PBLACBlYNnuMdWv2aSM3fK1zIZXMWPwmFnynr+G5rMHQMrAMiQkJpMU5pAytdZve+5lDyKjgg/DJBifyxUAKQNShlF0yjAbXgWPXu9OZ8JfgJQBKcMos5RxHDabvKiUI0oK8iTrAEgZWKQ78fdIispNmSYffUJbVNYRJYWoqCh+DwCkDEgZRglTps7qjTVbDqUtKvGIkhyGCSBlQMowSjiqbglq8OpowqLiR7OOY+SU0ZoUFcpQWFh44V//OrFnz4lvv/31l1/0v6Xpm+f3ydM5cBcsWPD8U4sWLRJfmn5dIzMIS44dO+bg4NC0adPjx49L5xw5csTJyUnvfMRP9M3LpzU5r4uLS/Xq1cW/mnPpGrmW1tS9VatWfeGFF4YPH655SAFTjoBt5DmSMiBlrGg06zuNqqj0tTIcUVJ50tPTIwICEqZNezxhghi3vb3/ERhoeits3bq1Q4cOt58SJ7788kuDb4pGO0Mv0RziJRcSEiIdcSk/P9/Z2Vl8WYK7iIqKsrOzEwUjnm9YWJjmEY5MTJknvx9ROO/GjRt+fn5169b95X/NZ2KgfPzxx0uXLiVlQMpY7/hy554JvQZfmjT1yLgpX42asnLwpNFu47p18Xz2RaaWKffxYpexHFFSwY5s3/5o4kSpY6SRNmnSiX37TGyFrl27RkRESKfFiW7dupVhymgdBzsgIMDd3d3Y+67huxg+fLih406bnjKy1atXDxo0yPSU2bNnz4gRI/SusiJlQMpYxQgOO/ynmq3FmPXmIM1fuNJInTjp+qQpp7ymfjdmytqhk97v59W/m2dTZ2adKbPR3m2inDIcUVJhsrKy/r1ihe5idczf38RWsLW1TUlJkU7fv3+/bt26xeqMBg0a2NjYtGnTZsOGDQUFBVoX0DwOtkqlsre3j46OLlnKODo6xsXFyeeL0y1atChxyty8eVM8chNT5scff+zVq1dOTo4lvkJIGVKGUQbjxL9O167fTkoZMYa+/pbur129Q/yhGTd5yi8Tp0aMm7p1xOQl70wY3mts2/YjSJPSpMzOnTv5PaAkMTEx199/X3fxOb9woXz8auOtUKVKlby8POm0OPHMM8+Y3hmSx48fnzt3rlu3brNnz9b6L83jYM+YMcPb21s6x8HB4cSJE8VKmRo1aog70rxTcU6JUyY7O7tq1aryfxnZIUZET6dOnZKTky30FULKkDKM0o6z/7n4QotucsdIY1DnfibWjKFxf9LkXydNPTZ+6u7Rkz8ZPHFy3/E9uoyu14rPRukf3QdOZa2MUqWnp59dulR3GTnh51dYWFjea2U0xcbGGrludHS0vb29qCtnZ+fwp9q2bVvKtTKNGjWSToso0dw3SJyuVq1akWtl7OzsinxeqampnTt3/vXXXy33FULKKFBcQiJ5UWHj0q/XXun4tlbHSKPv6wMzxnuVMmh0x8NJk25NnnJ6wtSDnlPXe0yeM9Dr7R5jXnSx9m1VmrP97tq1i98DCvOPzZuz/7ggZEyc+IOBZi3bfWU0xcfHy22hy93dfePGjU909p4xPWV095UZOnSodNrJyenixYvyf0VFRbVu3dp4yvj5+Q0ZMsT488rLy+vTp88PP/xg0S8PUkaBmO23wsa1G7f6vj1eb8dIw/W1fuVRM3qH+EWfMGmytNPx9qfbqka7jevw2qjqLd6zhpTp7zFDTpng4GB+DyhMSnJy5Jo1ouOlV3vK5MkRGzZkZWWZmCNbtmzR+wkmU3byfffdd8+dOyfu68qVKyJWZs6cqfdOxavOxcVFOpSp5t4zxUqZCxcu2NnZhYWFpaenh4eHi9M///yz9F8+Pj49evSIjo7OyckR/4rTn376qd6UEY/h5s2bomPq1at3/vx54ynj5eUVGBho6S8PUkaB7iXdJzIqYNy4fcdr8jwjHSONjq/0Thw7vmJqxtB4MGnytUlTT3lN/XbMlNXv/b7TsVvX0Q1fGqbUI2OTMook3sL/FRx8fPv24zt2/Psf/9B7/HNDu4Oo1er58+fXfWrhwoXyh3Q0L2PouqGhoZ06dbKxsWnZsuXSpUv17hibm5vr5OQUGRkpfam594wpD1Lz7kJCQkQJPfPMM+JMzU905+XliZoR91KzZk3x7yeffCJ/B7QmiRHXbdy48fDhwzXX4jCvDCxMcoqKzqiAsXTVZ0V2jDScX+5Z6TWjd2RMnBgz6fedjkPHTtnkMWnhOxOG9LTUnY7f8/xQTpmjR4/yewAmvQWa8dv24MGD/fz8+BmRMlbq/gNSptzH1u27TewYabzU2vWqpznWjKGROPn3bVXHxk+VJsgZ7z7u9Y4jzXmnY69p85jtF0py69atBg0a3Lt3j28FKWONUtPSSY2KmUKmWKNJsy6WVTN6hzRBzukJ/50gZ+ZbE/p38zSHnY41U+bMmTP8HgBIGVhyyjwkZSpuCpni1sypkWMtvWaMTJBz4ekEOds1JsipsJ2OvT9azJGxAVIGCpGR+YjgqMgpZIo16ti1V2rNGJ8g54TX7xPkrH5vkjRBTpnvdDx73hI5ZS5dusTvAYCUgQV7lJVNc1TwFDLFrZmw4Z5WVTNGJsj5eeLvE+Rs8pgkTZDzUrsS7nS8aMlyOWViYmL4PQCQMrBgj3PzyI6Kn0KmWKNGHZfvho2hZgxNkCPtdCxNkCMdlbPDa6OMH5VzlQZSBiBlYNkKCwspj0qZQqa4NbN7KDVT7AlypKNyfvu/o3K6dR3d1NmjSvMhmikjT1EPgJSBpYqJu0t/VMoUMsUaVWxeWj9oJIFS+nFn2jTNlElLS+OXAEDKwLLF30uiP8pqbNoaVB4dI9fM2kGjaJFSjugPPtBMGb3zscLS5efnh4VFrFv/RcCmbUePndB7IMnjx4/369fP1ta2cePGkyZNevDggdYFXF1di5wWT+syRc6Be+zYMQcHh6ZNm4p7l845cuSIk5OT5tEftYSHh7u4uFSvXl38K05r3ZHuXMCS+vXrDxw48Pr168ZvR0hMTBw7dmyjRo3Et6J3796WfoglUsZKJd1/QIKUyfh78KHy6xh5zOvnQY6UZvzzww81U4bfAMqTnp6+dLmvrV17aZFp7Pj6av91uq3Qo0ePkJCQlJSU5OTkadOmiTd+zf8NCgp64403jKeMocsYuZaUEeJ+pSMuieRydnbWPOaAlqioKDs7u9DQUPGkwsLCxGnNIwzo3pf8pSiz5cuXd+3atcjb6dOnz9y5c5OSksR/RUZGurm5kTKwPKq0h1RImUwhU+055wpIGWqmlOOkv//27ds3btz4l7/8xcfHh98AyvOXzzZUffbPmouMzfNtA78MMnKVjIwMW1tb+cvU1NRmzZpdu3bNSJQYuYyRa2kdBzsgIMDd3d3IA9M9/PWIESNMSRnpSdWqVavI26ldu3ZmZiYbmGDhf8EwtUxZTCFj17RLxXSMNEa4DiJKSjYCF////HhbtmzhN4DyVsn0f9tTd5GZMHm23s1MkuDg4B49eshfTps27bPPPjMeJUYuY+RamsfBVqlU9vb20dHRRp6Oo6NjXFyc/KU43aJFC1NSRtz4smXLOnfuXOTtuLq6zpw588aNG6QMLFh2zmNapJRTyDi371eRHUPNlGb4r1ghp8yePXv4DaAwMTExjq276y4v7v1HGdrF+/z5802bNr1w4YL05ZkzZ9544w2pewxFifHLGEkZzeNgz5gxw9vbWzrHwcHhxIkTetfiPH78WP5SXp1jJGVkjRs3lucaMHI7SUlJ06dPb9KkSZ06dUaPHp2QkEDKwPIUFBSQI6WZQsat75iK7xhpuL7WL2O8F3Vi+lBNnqy5o0xkZCS/Aax8rYwICFES//znP+VzunbtevXqVeNRYvwyphxDOzo62t7eXqVSOTs7hz/Vtm3bsloro1arb9y40b1794MHD5p4O0JycvKcOXN69uxJysAy/47h89glnULGc8LsyuoYaqYE49r772umDAdgUqRPV39exeYlzcWkZp02X2z5UveSe/fufeGFF37++WdDKzYMfRzJ+GVMSRl3d/eNGzc+0dl7RouHh4fWPi7Dhw83ZQOTEBsb26hRo4yMDFNuRyIuXLt2bVIGFulecgpdUoKxaJl/5XaMNF5x7pU4djyZYsr4adYszZSJj49n8VeeBw8ezFuwwub5ttICUv+FjitXrdb91P3nn3/erFmzK1euGHvb++MHrYu8jIkpExwc7OLikp+f/+SPe8/o3fhlZ2cXFhaWnp4eHh4uTssbwopMGWHYsGFbt241fjtubm6RkZFpaWkpKSmLFi1ydXUlZWCROD62uU0hU9zh/HJPasaUETp3LpPKWIPc3Nx93x30X7NhzdqAsLAIvZuWdNes6H6Qp7gpU+TqHOmxOTk5yRs3Nfee0Xv5kJAQkTvVqlUT/4aGhhrPJq0vjxw50qFDB+O3Ix5A7969n3vuOdE3Q4cOjY2NJWVgkbKyOaikOU4hU6zRosUbVz2pmWJ8fGnt2rUs+yjGW+CfeBMkZWDGOBKT2U4hU6zRpFkXasbIeDRxoo/GKpldu3ax7AOkDJQj9u49GsU8p5Ap1mjYpNOpkWOpFr3j+h/3+Y2IiGDBB0gZKEdyCocvMN8pZIo16ti1p2b0jqOzZ2umzNmzZ1nwAVIGyvEwPYNSMecpZIpXMw3aBQ/3pF20xs5Fi/j4EkDKQLFyHucSK2Y+hUyxRo06Lt8NG0O+aO4o47typdwxvr6+RqaxB0DKwPKo1U9ux8aTLGY+hUxxa2bb4FFEjDRuT5+uuUomKCiIpR4gZaA0SffZXUb/2LB5h8V1jDSq2Ly0ftBIOkaMEx9+qJkyJ0+eZJEHSBkoDYfI1ju+OxhmoR0j14zv2yNIma8XLtRMGfkwewBIGSgHx5XUHcdO/mieU8gUd8zr52HNHZM9YYLfH3eUkeaMh1KJn+9PP/10+EjkkcjIc+d+0btf1NGjR6VZbhs3bjx+/PikpCTp/Fu3br399tt1nxInxJd63g4NzOpb5Gy/x44dc3BwaNq06fHjx6Vzjhw54uTklJubW+S9yLdp5AhQhw4dateuXc2aNdu0abNv3z75drp06aJ1y/Lp8PBwFxeX6tWri3/Fab2XKfLCwoULFwYMGGBrayu+bz179jx8+LDu7eh9eMZvlpRBscXfSyJfNKeQqdvwNQV0jDRm9h3GUSQl27dvZ2FXsNTUtO+DQy79elVakM9fvPx9cLDuQSrefPPNv//97wkJCRkZGR9//LGbm5t0fteuXZcuXZr21OLFi8WXeiND/9tkUTMCS2/VISEh0hGXRHI5OzuLL4t49zXtcJVRUVH29vbff/99enr65cuX5QNGisv369dv7969urcgrmJnZxcaGiquEhYWJk5fvHjR0L0YubB0oO/NmzeL76f4vp04caJv376696X34Rm5WVIGJaFKe0jByFPIOLm4K6ZjpDHCdZB1pkz4nDmaKSP+HGdhV7CQ0NAbt+9oLs5Xfrt55EikkatkZmba2NhIp8UJ6WjSgnhzlc8vk5TROg52QECAu7t70e++pqWMh4fHli1b9F5dpEOrVq3kdT/yLYie0Dpi9ogRIwzdi5ELi/8ydCQQ+XYMPTwjN0vKoCRych4TMdIUMt3dRiqsY+SayRjvZW0p8/ny5Zopc/PmTRZ2pRLxcfTYCd2F+lDEPwx9/P7Ro0erV68eOHCg9OWwYcNWrFjx8OHDtLS0ZcuWiS/1vj03aNBAVE6bNm02bNhQUFBg/HyZ5nGwVSqVvb19dHR0WaWMo6Oj3tmSpMtPmTJl3bp1WrcgrhIXFydfUpxu0aKFoXsxcmE7OztD+59p3pfeh2fkZkkZlFBM3F2mkBnh6a3IjpGG62v9rKpmbv7xY9g+Pj5690uAQn6DxcT89O+f9ez3dvykSBO9b7SCSIobN25I59y9e7d58+bS+eJEQkKCoft6/PjxuXPnunXrNnv2bFPOf/LH42DPmDHD29tbOsfBweHEiROmp4zefWVq1Kgh7trQ1ZOSksTTkb4Jhq4iry7SmzJGLvzMM8/Im/C0HlWRD8/IzZIyKCGOYDBv8acK7hi5Zh5YTc1obV3iKJKsldG9ysqVK3v06CF96e7uvnjxYnlfmSI3AMXGxtatW9f08yXSziUqlcrZ2Tn8qbZt25brWhnB19d33rx5FbNWRjdlWCuDivMoK5spZKxhOL/cM3HseCvcunTmzBkWc2Urwb4yomZq164tna5Vq1aR+8poEm/PjRo1Mv18OZg2btz4RGfvmdKkjIeHx7Zt24xcPTs7u1WrVnfu3NHcf0VrPxXNnYV1b9/QhYcOHfrXv/7VeMoYenhGbpaUQQmp1da7jcnSp5ChZorcuiSINycWc2Uz8RNMQ4YMOX/+vDg/Li7O29tb3lema9euy5Ytk9bKLFmypFu3brpv7e++++65c+eysrKuXLkiomTmzJnGz9cSHBzs4uIizQigufdMKVMmKiqqYcOG4sZFil2+fFnvDry7d+8ePXq0fI74DtjZ2YWFhYnlIjw8XJy+cOGCoXsxcmHp00mBgYFJSUni6R89elQ3ZQw9PCM3S8qg5FJUaUwhYyWjSbMuVz3HW8/WpZ07d7KAWwNT5pUJDQ3t1KlTrVq1HBwcpk2bplKppPOvX7/ev3//Ok+99dZb8k7imm/t0nVtbGxatmy5dOlSuZMMna8pNzfXyckpMvK/a4k0954xPWUMzSsjUkCauKVt27b79+/Xvbpare7cubPmOSEhISKnqlWrJv4Vj9/QvRi/sHDmzBk3N7fatWvXr1+/d+/e8tMp8uEZv1lSBiX0ODePKWSoGbYuAaasC4GF/Rz5FliP+IREppCxnlGvYYdTI8eydQkAKQPleJiewRQyVjXq2LVXXs18N38+W5cAkDJWqqCg8NYdq5hCZujI9+kYaTxb75Xvho1RTMekTZrkq3HcJbYuASBlrE5icoriU2b2vI8pGM1Ro46LYmrmxIcfsnUJAClj1RQ/wcy6DV/SLnpqxtZ506BRCjgUttYOv2xdAkDKWB21+smd+HtK7Zhv9wdTLYZGFZuX1g8aadEpc2nGDK1VMpcuXWKhBkDKWB2l7vwbefyUFU4hU9yaWT5guOWmzFcLF2p2zJo1a6TpyACQMrC2FTPq27FKm/n3zLnzVjuFTHHHvH4eltgxCVOnaq2SOXr0KIszAFLGSqWmpStsChnH1j1pFNPHlN7vWVzKhM6dq3UobHb4BUDKWK+CgoJbd+IVM4XM665DqZPijhGugyyoYx5OmuT3x89g7927lwUZAClj1VJUqUwhY+VjcPd3M8Z7WUTKHJ09W2vr0u3bt1mKAZAyVi0vL18B0+UxhUwph+tr/cy/Zh5OmuS/YoVmx2zatIlFGAApgydJ9x8whQxD1Ezi2PGWtUrm7NmzLL8ASBlY9rGymUKmDIfzyz3NtmZUkydrrZLx9/fPzc1l+QVAyuB3ySkPmEKGIdVM7DhzrJnwOXO0VsmcPHmSJRcAKYP/ys/Pt7iPMjGFTDmNJs26XPUcb26rZLQOHunv75+Tk8OSC4CUwf97kPrQgjrmYvQVppAp15q5NGYcq2QAkDKwJIWFhTFxdy1lCpmObwwiOMp11LFrf2rkWHPomMQpU3z+2DFr165llQwAUgZ6PMzItIgpZAYNm0pqWE/NHJg3T2uVzJkzZ1haAZAy0EOtfhJ719wPlz3zoxVERoWNGnVcvhs2phI75vb06at0Vslw8EgApAwMepSVbc4ds2bdFvLCemome8KEzUuXskoGACmD4klITDbPjvnb3r8TFpUyqj775/WDRlZ8yvzzww+1OiYgIKCwsJCFFAApA2Py8vLM8IPZh384wRQylTiq2LxUwTWTPGWK1pEjhaioKJZQAKQMipb2MN2sOubfP//CFDLmUDOL3hpeYSmze+FCrY7Zvn07yyYAUgYmUaufxCckMoUMQ3fM6+dRAR0TNWOGVsf4+PgkJyezbAIgZWCqx7l55nDEbKaQMcMx7s0h5X0E7M+XL9dKmcjISJZKAKQMiic1LZ0pZBh6xwjXQeWXMqFz52p1zPr16zlyJABSBsVW6ZuZmELGnEf/1wdmjPcq8465OX261ty+wvXr11keAZAyKIlK3MzEFDLmP1xf61e2NfNw0qS/Llum1TH79+9nSQRAyqDkVGkPmUKGYWh0ad8ncWyZHUb7bwsWaHWMv79/eno6iyEAUgYlp1Y/uVuxk+YdOnyMKWQsaDi/3LNMauZfs2bpbFladfbsWZZBAKQMSis/vyAmLqFiOubHf59lChlLrJmrnqWqmdhp03x1JsTbuXMnc/sCIGVQNrJzcipgp5nzF39lChkLHU2adSlxzWRMnLhBZxcZf3//tLQ0Fj0ApAzKTHlPAXzlt5tMIWPpNfOf0eNKkDL75s/X3bR07do1FjoApAzK2L2k++U3hczAwROpAUsfdezanxo5tlgdc87bW7djDh8+zOIGgJRB2SssVMfE3S2PlJnuvYQOUEzNHB7haWLHxE+dqnvMyK1bt+bn57O4ASBlUC4e5+bdjIkt245ZvWYTBaCkUaOOy3fDxhTZMarJkz/TOUCBn5+fSqViQQNAyqAcZT7KKsOO+fqb73jvV2TN7BnmaXxX381Ll+puWoqOjmYRA0DKoNw9TM9gChmG8VHF5qX1g0bq7ZjsCRO+XrhQt2OCg4NZuACQMqggqtQ0ppBhlKxmDs6bp9sxX3zxBceMBEDKoELFxd9lChlGkWNePw/Njjk2e7Zux6xduzYzM5NlCgApg4p27bfrTCHDML1mzuv76LWfn19ycjJLEwBSBpXj4qXLTCHDKHKM7jn45vTpPjod4+Pjc/PmTZYjAKQMKtOly78yhQzD+Gjeqnvg1m26q2TOnz/PEgSAlEHlu/zrVaaQYRgazZy6LVny+1GWgoKCNDvm+PHjLDsASBlYTM3s3LWXN3UrHI6tu0sdI5Fr5sCBAyw1AEgZWEzNhB2KZAoZKxzO7XqvWKF9aAJRMzt37iwsLGSRAUDKwOxcuKhnL+BTP55hChk6RiY6hilkAJAyMF+/nI/S7Jj/RF1iChkrHG1e7UPHACBlYPHrZqKv/sYUMlY4Xu/+zip9goKC6BgApAwsgFr95OLlX3+7GcMUMnSMbP/+/ewfA4CUgSXVzJrPt/C+bm3jDddBdAwAUgbKMWPW0io2L/EGbw2j6rN/Hjx0nN6OOXDgAB0DgJSBpfr4k8+erf8K7/TKHnUbvjr9gw/1dszhw4dZCgCQMrBg4s/xLVu/dGjZjfd7pQ4n554LFi6mYwCQMlByzRw5Etmhy1u86ytvuLq9p/dD10JkZCQvfgCkDJTj7Nmzg4eOZ9cZxYzqts4jR0/WGzG+vr5RUVG85gGQMlCamJiYDz9aaGvXng6w9GHv0Ml75hy9HbN+/frExERe7QBIGShTenr65+s2OLbuTg1Y9BEJNI8Qqembb77JysridQ6AlIGSFRYWfv99cPdeg9nYZImfuO4/cNQqA44fP86HrgGQMrAW58+f/8D7oxccX6cPLGU4tu5uaKOSn5/ftWvXeFUDIGVgXRISEtau/bzvgBHib31CwZxHzTpt3h40xtDKmC+++CIlJYXXMwBSBtYoMzMzKCho9kfz2XvGnPeMmTN3gaGO2b9/P0eIBEDKwKoVFhYePXrUx8dn8NBx4q9/0sF8hq1d++GjJhqKGF9f3zNnzvACBkDKAL9LTEwMDAycN3+Rc7veNIQ5jI5dBy5avMRQxwQFBbFRCQApA2ivnjl9+rT4W3/k6MnMPVOJo0GTjhMnzzAUMf7+/r/88gsvVwCkDKBfWlqa+It/0eIlvdyHsr2pgsez9V/pP3DUsmXLjewZk56ezqsUACkDFCEqKkr89S8FDZ9vqpjPKIlvtZGIWbdu3ZUrV3hlAiBlAFNlZmbu379fvInOm7/o9e7vEDTlGjFGdosRwsPDc3JyeE0CIGWAYrt27dq6desImsqKmE2bNsXGxvI6BEDKACWXk5Nz8uRJf39/8c46Z+6C9p36c8SD0h9/QHSh8YhZu3btmTNn8vPzeQUCIGWAMgsaX19f8S4768O5ImhYQ1OCUd3WWUTMvPmLjESMqEbxrSZiAJAyQNnLzMw8fPiwFDSLFi8Z8M5oe4dOBIopo+mLbwweOs7QEa01I4bdYgCQMkDFBY0weao3K2mM7BDTudvbH8z4aJVRRAwAUgaoaOnp6cHBwT4+PtKbsbSShkNtax7I+j0PLyOfr5aPPyC6kIgBQMoAlUOlUomgkdfQCFOnz+rYdWB1W2frLBib59u+4TrIe+acVUXx8/MTEZOZmcmrCAApA1SynJycs2fPfvHFF/L79JIly4aPmtihy1vP1n/FGgqmXuPXOnd723PctCJXwwjbt2+PioriiNYASBnA7MTHx2utpJHW07j1HdbMqZvCPsVd9dk/v/iya98BI2Z9OHeVCfz9/SMiIpKTk3mdACBlAAtYSRMYGKj1Xr5g4eL3PLxeea2vzfNtLbdgbO3ad+w6cLTnFOMfR9I6kPWlS5f4fDUAUgawMAkJCeHh4X5+frrv7pOnerv1HfZyW7e6DV81/3yxd+jk3K533wEjivwskqY1a9ZERkampKTwSgBAygAWLDc398qVK6GhoWvXrtX7lr9o8ZJxXtP7Dxz1ymt9GzXrUunboao+++cXHF/v2HXggHdGT50+y/S1L5KAgICIiIibN2+yGgYAKQMocD3NqVOndu7cKX+KW9eyZctFQLw7ZGznbm+/+LJrgyYdy3WDlK1dexEuTs49X+/+znseXh/M+GjFipWrisnX13fXrl2nT59WqVT8lAGQMoDyZWVlXbp06eDBg2vWrDExF2Z/NF8kjue4aYOHjuvlPlSETptX+zi27m7ieOW1viJW3PoOE1cf5zV9+gcfGj+AgCnWrVsXHh5+/fp1Po4EgJQBrFd8fPypU6f27t27fv36VWbviy++2L9//+nTp/ksEgCQMoC2nJyc27dvnzlz5uDBg1u3bjWyHapi+Pr6BgYGhoeHnz17NiEhgbUvAEDKAMWQn58vAuL8+fMRERG7du3atGmT6RukSrbBSITLN998c/jw4UuXLiUnJxcWFvJTAABSBihjaWlpInFu3rwZFRV18uRJEToHDhwIMtnBgwdFrJw6dUpc/fbt24mJiRxAAABIGQAAQMoAAACQMgAAAKQMAAAAKQMAAEgZAAAAUgYAAICUAQAAIGUAAAApAwAAQMoAAACQMgAAgJQBAAAgZQAAAEgZAAAAUgYAAJAyAAAApAwAAAApAwAAQMoAAABSBgAAgJQBAAAgZQAAACkDAABAygAAAJAyAAAApAwAACBlAAAASB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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
</iic-com:DistribucionInversionesFinancieras>
<iic-com:OperativaDerivadosPosiciones>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">true</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 765.520,17 euros que supone el 62,84% sobre el patrimonio de la IIC.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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 se enfrentan a inquietudes principales como la inflaci&#243;n, el crecimiento, la geopol&#237;tica y el alto endeudamiento global. La reacci&#243;n impredecible de la mayor potencia mundial, junto con decisiones inconsistentes, incrementa la volatilidad y dificulta la visibilidad.
 La inflaci&#243;n est&#225; repuntando, en parte por el conflicto en Ir&#225;n, lo que afecta las expectativas de relajaci&#243;n monetaria y eleva la incertidumbre en las curvas de tipos de inter&#233;s.
 Las tensiones internacionales y el endeudamiento global constituyen riesgos importantes para la estabilidad, generando presiones proteccionistas e inflacionistas.
 En cuanto a factores, el ciclo de valor muestra mayor fortaleza en Europa y se prev&#233; el inicio de un ciclo de small caps, aunque persisten dudas sobre su consolidaci&#243;n.
 Entre los principales riesgos destacan la persistencia de la inflaci&#243;n, la escalada de tensiones geopol&#237;ticas, el elevado endeudamiento y la posibilidad de una desaceleraci&#243;n econ&#243;mica superior a la prevista.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A pesar de esta tesitura, no hemos hecho cambios.
  
 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 17,7% durante el trimestre y en los &#250;ltimos doce meses ha sido del 16,23%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 11,89%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 7,85%.
  
  
 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 positiva del 17,84% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 1 participes, lo que supone una variaci&#243;n del 3,45%.   La rentabilidad neta de la IIC durante el periodo ha sido del 11,89%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 1,04%. 
  
 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 11,89%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Ninguna, s&#243;lo hemos vendido THUNDERBIRD ENTERTAINMENT GROUP por OPA.
  
  
  
 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 1,3973%.
  
  
 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 25,64%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 14,21%. 
 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 0,01 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.
 Durante el primer semestre de 2026, la inflaci&#243;n en las econom&#237;as desarrolladas ha mostrado un repunte, impulsada las tensiones en Ir&#225;n. El barril Brent se ubic&#243; por encima de los 90?usd, entre abril y mayo, lo que contribuy&#243; a presiones inflacionistas adicionales en la eurozona y Estados Unidos, s&#243;lo en mayo vimos una desaceleraci&#243;n. Este escenario de precios elevados influye en las expectativas de relajaci&#243;n monetaria y genera incertidumbre en las curvas de tipos de inter&#233;s. El endeudamiento global tambi&#233;n ha alcanzado niveles elevados; de acuerdo con el FMI, la deuda p&#250;blica mundial ronda el 94% del PIB, lo que limita el margen de actuaci&#243;n fiscal y monetaria. Mejorar la productividad mediante tecnolog&#237;as como la inteligencia artificial podr&#237;a ayudar a reducir el ratio deuda&#47;PIB y mantener una inflaci&#243;n controlada, favoreciendo tipos de inter&#233;s reales negativos.
 La situaci&#243;n geopol&#237;tica contin&#250;a afectando a los mercados. El conflicto entre Ir&#225;n y diversas potencias ha modificado los flujos energ&#233;ticos e incrementado los costes log&#237;sticos y de producci&#243;n. Adem&#225;s, la competencia entre Estados Unidos, China y la Uni&#243;n Europea ha impulsado cambios en los centros de producci&#243;n, as&#237; como iniciativas de reindustrializaci&#243;n y autosuficiencia energ&#233;tica en regiones como Europa Central. Las medidas proteccionistas, incluidos los aranceles estadounidenses sobre productos chinos, han alterado la demanda y beneficiado a sectores de materiales b&#225;sicos y materias primas. La persistencia de estos conflictos mantiene la incertidumbre, mientras que la falta de una direcci&#243;n clara en las pol&#237;ticas econ&#243;micas y comerciales de la Administraci&#243;n Trump ha a&#241;adido volatilidad y dificultado la previsi&#243;n de tendencias a medio plazo.
 En este contexto, no hemos hecho cambios en la cartera
 A medio largo plazo intentaremos buscando valor.</iic-com:ExplicacionInformePeriodico>
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<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">11.38</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">10.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.48</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.67</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.50</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.84</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.36</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.35</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.37</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">12.2973</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.9188</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.45</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.45</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.29</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.29</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.74</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12026_V-10920056_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.73</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.06</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.46</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">1.77</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">10.19</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">15.98</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">12.63</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.78</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-1.22</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">1.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-05-22</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-05-22</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.55</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">7.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">9.16</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.70</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">11.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">9.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">11.38</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">10.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.42</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.42</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.61</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.45</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.78</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.49</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.24</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.97</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14.1864</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy2" unitRef="euro">12.2365</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIM_S12026_V-10920056_ipy3" unitRef="euro">10.8929</iic-com:ValorLiquidativo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.47</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.47</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.29</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.29</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.76</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.76</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIM_S12026_V-10920056_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.04</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-com-fon:DatosGeneralesClase>
<iic-fim:RentabilidadClaseFIM>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">9.70</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">6.05</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.44</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">1.75</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">10.18</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">15.93</iic-com:RentabilidadIIC>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">12.34</iic-com:RentabilidadIIC>
</iic-fim:RentabilidadClaseFIM>
<iic-com-fon:RentabilidadExtremaClase>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">-0.78</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">-1.22</iic-com-fon:RentabilidadMinimaValor>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-06-03</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">1.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.49</iic-com-fon:RentabilidadMaximaValor>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-05-22</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-05-22</iic-com-fon:RentabilidadMaximaFecha>
</iic-com-fon:RentabilidadExtremaClase>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_01 contextRef="FIM_S12026_V-10920056_da">01</iic-com:XCode_PeriodicidadCalculoVL_01>
</iic-com:PeriodicidadCalculoVL>
<iic-fim:MedidasRiesgoFIM>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">8.55</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">7.91</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">9.16</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">7.76</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.69</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">11.04</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">9.63</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">19.14</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">18.63</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">19.59</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">11.55</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">12.82</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">16.81</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadIbex decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">18.67</iic-com-fon:VolatilidadIbex>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.10</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIM_S12026_V-10920056_da">MSCI WORLD TR</iic-com-fon:VolatilidadElemento>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">11.38</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">10.94</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">11.51</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">10.48</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">8.13</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">14.67</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">11.21</iic-com-fon:VolatilidadElementoValor>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">4.44</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">4.44</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">4.42</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">4.63</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">4.46</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">4.80</iic-com-fon:VolatilidadVaRHistorica>
</iic-fim:MedidasRiesgoFIM>
<iic-fim:GastosClaseFIM>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.52</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.26</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">0.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.27</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">1.02</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIM_S12026_V-10920056_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIM_S12026_V-10920056_da">false</iic-com:RatioGastosEstimado>
</iic-fim:GastosClaseFIM>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">600304.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">302264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">600304.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">302264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">600304.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">302264.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.91</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974362940</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BARCO NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">238654.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">137285.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH0012005267</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NOVARTIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">141955.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">121826.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CH1243598427</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SANDOZ GROUP AG</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.CHF contextRef="FIM_S12026_V-10920056_da">CHF</dgi-lc-int:Xcode_ISO4217.CHF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">193080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">334630.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.12</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DK0062498333</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NOVO NORDISK A&#47;S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.DKK contextRef="FIM_S12026_V-10920056_da">DKK</dgi-lc-int:Xcode_ISO4217.DKK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">210452.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">171309.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SANOFI-SYNTHELABO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">712134.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">525272.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000130577</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PUBLICIS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">197907.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">152338.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0010259150</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|IPSEN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">436348.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">276080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IL0011595993</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INMODE LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">323360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">201892.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3435000009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SONY CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">113609.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">140100.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3435750009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|M3</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">285843.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">204703.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US02319V1035</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|COMPANHIA DE BEBIDAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">508206.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">388608.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US17275R1023</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CISCO SYSTEMS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">94395.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.60</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US25179M1036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DEVON ENERGY CORPORATION</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">521139.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.47</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4612021034</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91912E1055</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">155238.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.98</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US98980L1017</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">249669.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">AN8068571086</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">217359.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974258874</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.74</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">303958.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.92</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">HK0941009539</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.74</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">110895.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US0138721065</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">AT0000730007</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.31</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CA9528451052</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.95</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">CNE1000004K1</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.76</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">158330.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FI0009000681</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.75</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB0006825383</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">245400.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.16</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">242050.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00B132NW22</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ASHMORE GROUP PLC</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-10920056_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">128543.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">226578.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.43</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00B82YXW83</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VESUVIUS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.GBP contextRef="FIM_S12026_V-10920056_da">GBP</dgi-lc-int:Xcode_ISO4217.GBP>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">259757.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">227016.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">HK0883013259</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CNOOC LTD</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">358419.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">233156.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.48</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">HK0992009065</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|LENOVO GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">529823.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3164720009</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|RENESAS ELECTRONICS CORPORATIO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">155997.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3726800000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|JAPAN TOBACCO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">491308.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">355907.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.25</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3835250006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BAYCURRENT CONSULTING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">147001.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.70</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">123760.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG2453A1085</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|COUNTRY GARDEN SERVICES HOLDIN</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">275080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">229306.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.45</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG6427A1022</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">260673.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">58727.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.37</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG8208B1014</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">500859.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG8586D1097</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">34.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">36.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG872641009</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">193420.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">162295.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG9515T1085</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|WEIBO CLASS A</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">173375.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">167869.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">MX01AC100006</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ARCA CONTINENTAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.MXN contextRef="FIM_S12026_V-10920056_da">MXN</dgi-lc-int:Xcode_ISO4217.MXN>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">184386.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">161979.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">MXP001661018</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.MXN contextRef="FIM_S12026_V-10920056_da">MXN</dgi-lc-int:Xcode_ISO4217.MXN>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">80375.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">46839.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0014559478</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">341136.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.62</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">298491.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL00150001Q9</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FIAT CHRYSLER AUTOMOBILES NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">261323.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">231219.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">SE0000872095</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SWEDISH ORPHAN BIOVITRUM AB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.SEK contextRef="FIM_S12026_V-10920056_da">SEK</dgi-lc-int:Xcode_ISO4217.SEK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">445200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">289564.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.83</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">SG1U76934819</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.SGD contextRef="FIM_S12026_V-10920056_da">SGD</dgi-lc-int:Xcode_ISO4217.SGD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">223831.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US1270971039</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">285800.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US1924461023</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|COGNIZANT TECHNOLOGY SOLUTIONS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">198830.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US2267181046</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CRITEO SPON ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">141469.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US23331A1097</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DR. HORTON, INC.</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">175885.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.11</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US45337C1027</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">232405.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.47</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US4570301048</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">149047.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5260571048</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.19</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">104103.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.66</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6011371027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MILLROSE PROPERTIES</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.03</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">7117.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.05</iic-com:InversionesFinancierasPorcentaje>
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</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6882392011</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|OSHKOSH CORP</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">148605.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.94</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US83088M1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SKYWORKS SOLUTIONS, INC.</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.29</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">55041.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91307C1027</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">630862.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.99</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">607455.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.85</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91324P1021</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|UNITED HEALTHCARE CORP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">232866.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">179789.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US92763W1036</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|VIPSHOP HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">246325.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">96346.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US98585X1046</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|YETI HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">391126.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">289994.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DK0010272202</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GENMAB</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.DKK contextRef="FIM_S12026_V-10920056_da">DKK</dgi-lc-int:Xcode_ISO4217.DKK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">265369.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">162842.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US86272C1036</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">156956.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.74</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">126262.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.80</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3435350008</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SONY FINANCIAL HOLDINGS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4950.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.02</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">5779.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US15743P1049</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">201877.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98970.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.63</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US6536561086</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">393288.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">163533.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.04</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">KYG3777B1032</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.HKD contextRef="FIM_S12026_V-10920056_da">HKD</dgi-lc-int:Xcode_ISO4217.HKD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">260570.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.24</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00BN0VZ646</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">171600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.81</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IT0003115950</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|DE LONGHI</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">185700.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US64125C1099</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NEUROCRINE BIOSCIENCES</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">413112.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3397200001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SUZUKI MOTOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.JPY contextRef="FIM_S12026_V-10920056_da">JPY</dgi-lc-int:Xcode_ISO4217.JPY>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">296329.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17448816.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">82.78</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:FicheroAdjunto>
<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">GOLDMAN SACHS</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Compra Opcion|GOLDMAN SACHS|100|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">965684</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12026_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">UNITED AIRLINES HOLDINGS</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Compra Opcion|UNITED AIRLINES HOLDINGS|100|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosDerechosRVImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1507711</iic-com:OperativaDerivadosDerechosRVImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_02 contextRef="FIM_S12026_V-10920056_ia">02</iic-com:XCode_OperativaDerivadosObjetivo_02>
</iic-com:OperativaDerivadosDerechosRV>
<iic-com:OperativaDerivadosDerechosRVImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9608465</iic-com:OperativaDerivadosDerechosRVImporteTotal>
<iic-com:OperativaDerivadosDerechosImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9608465</iic-com:OperativaDerivadosDerechosImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIM_S12026_V-10920056_da">true</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:OperacionesVinculadasOtros>
</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 4.146,29 euros, lo que supone un 0,02% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 En enero, tensiones entre EE.UU. e Ir&#225;n por la violencia y represi&#243;n de las protestas populares. Trump interviene en Venezuela y captura a Maduro. Reuniones trilaterales sin avances en la guerra Ucrania-Rusia. El petr&#243;leo (WTI), sube un +13,85% en enero hasta situarse en 65,19 USD. La inflaci&#243;n, desacelera en EE.UU. y Jap&#243;n. En Europa tambi&#233;n a la baja. En China contin&#250;a siendo insignificante. La TIR del bono a 10 a&#241;os norteamericano sube al 4,26% y la del alem&#225;n baja m&#237;nimamente al 2,82%. La econom&#237;a mundial crece.
 En febrero, sigue la tensi&#243;n entre EE.UU. e Ir&#225;n. Trump acelera las demandas sobre Groelandia y mueve a la OTAN para su defensa. Tensiones entre Jap&#243;n y China por Taiw&#225;n. El petr&#243;leo (WTI), sube un +3,97% en febrero hasta situarse en 67,06 USD. La inflaci&#243;n, desacelera trimestre a trimestre en EE.UU. En Jap&#243;n y Europa ligera aceleraci&#243;n. En China contin&#250;a estando cerca de 0%. La TIR del bono a 10 a&#241;os norteamericano baja fuerte al 3,95% y la del alem&#225;n baja al 2,59%. La econom&#237;a mundial crece.
 En marzo, EE.UU. e Israel atacan Ir&#225;n. Fallecimiento del l&#237;der iran&#237;, sustituido por su hijo. El conflicto alcanza a otros pa&#237;ses del Golfo y amenaza con internacionalizarse. Cierre del Estrecho de Ormuz. Trump reclama a la OTAN ayuda para desbloquearlo. El petr&#243;leo (WTI), sube un +53,47% en marzo hasta situarse en 102,92 USD. La inflaci&#243;n, sin cambios en EE.UU. En Jap&#243;n baja, y en China acelera. En Europa sube fuerte con datos a marzo y se sit&#250;a en 2,5%. La TIR del bono a 10 a&#241;os norteamericano sube fuerte al 4,32% y la del alem&#225;n sube al 2,99%. La econom&#237;a mundial crece.
 En abril, contin&#250;a la guerra abierta EE.UU.&#47;Israel - Ir&#225;n. El Estrecho de Ormuz sigue cerrado. Europa no quiere implicarse y genera tensiones con EE.UU. El petr&#243;leo (WTI), sube un +2,2% en abril hasta situarse en 105,15 USD. La inflaci&#243;n, al alza por el conflicto de Oriente Medio. En Europa sube fuerte hasta el 3,0% en abril. La TIR del bono a 10 a&#241;os norteamericano sube al 4,39% y la del alem&#225;n sube al 3,01%. La econom&#237;a mundial crece, con riesgos a la baja.
 En mayo, fr&#225;gil alto el fuego en la guerra EE.UU.&#47;Israel - Ir&#225;n. Anuncios de apertura de El Estrecho de Ormuz. Israel hace incursiones en el L&#237;bano. El petr&#243;leo (WTI), baja un -19,53% en mayo hasta situarse en 87,42 USD. La inflaci&#243;n, al alza por el conflicto de Oriente Medio. Aunque en Alemania baja algo en mayo. La TIR del bono a 10 a&#241;os norteamericano sube ligeramente 4,439% y la del alem&#225;n baja al 2,905%. La econom&#237;a mundial crece, con riesgos a la baja.
 En junio, sigue el fr&#225;gil alto el fuego en la guerra EE.UU. - Ir&#225;n. Israel mantiene una postura firme, al margen de este alto el fuego. Ataques a buques en el Estrecho de Ormuz y anuncios de potenciales peajes de Ir&#225;n a buques mercantes. El petr&#243;leo (WTI), baja un -23,74% en junio hasta situarse en 69,52 USD. La inflaci&#243;n, al alza por el conflicto de Oriente Medio. Aunque en Alemania sigue bajando algo en junio. En China, en niveles bajos. La TIR del bono a 10 a&#241;os norteamericano estable al 4,44% y la del alem&#225;n baja al 2,84%. La econom&#237;a mundial crece, con revisiones a la baja.
  
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Nuestro nivel de inversi&#243;n bruto en renta variable (sin contar con el efecto de las opciones) ha oscilado entre el 85% y el 92% en el per&#237;odo.
 Por sectores, seguimos teniendo un mayor peso en salud (c21%) y en tecnolog&#237;a (c18%). Seguimos estando poco expuestos a financieras ya que solo estamos presentes en una gestora de fondos.
 El fondo est&#225; m&#225;s sesgado a gran y median capitalizaci&#243;n y solo un 12% de nuestras participadas son compa&#241;&#237;as de peque&#241;a capitalizaci&#243;n (&#60; 2.000 millones de EUR).
 Geogr&#225;ficamente, Europa c33%, Am&#233;rica del Norte pesa c31%, Asia c25% y Am&#233;rica del Sur c5%.
  
 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 8,37% durante el trimestre y en los &#250;ltimos doce meses ha sido del 7,53%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 9,48%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 14,28%.
  
  
 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 positiva del 33,46% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 120 participes, lo que supone una variaci&#243;n del 44,78%.   La rentabilidad neta de la IIC durante el periodo ha sido del 9,48%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,72%. 
  
 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 9,48%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 En enero, hemos vendido la mitad de la posici&#243;n que manten&#237;amos en acciones de Alcoa. Tras una revalorizaci&#243;n de m&#225;s del 100% en 6 meses, nos parece que su potencial se ha reducido con los n&#250;meros que baraja actualmente el mercado y preferimos reducir riesgo. Hemos invertido parte de la liquidez disponible aumentando posiciones ya en cartera, destacando Lenovo, que a estos precios nos parece especialmente atractiva
 En febrero, hemos bajado exposici&#243;n en Sandoz y Ashmore, por haberse reducido su potencial de revalorizaci&#243;n despu&#233;s de haber subido las acciones fuertemente en los &#250;ltimos 12 meses un +65% y +53% respectivamente. Hemos invertido parte de la liquidez disponible entrando en la espa&#241;ola Almirall y la china Geely Automobile, dos compa&#241;&#237;as con par&#225;metros de calidad elevados y precios atractivos. Adem&#225;s, hemos comprado opciones de venta (Puts) de compa&#241;&#237;as que consideramos de baja calidad de balance, como United Airlines, Goldman Sachs, Citi y General Motors. Act&#250;an como protecci&#243;n de la cartera en caso de eventos inesperados muy negativos. 
 En marzo, nos han vencido las opciones de venta que ten&#237;amos con vencimiento marzo de Aercap Holdings, Citi, Goldman, United Airlines y Ford. Seguimos manteniendo las opciones de venta como seguro de la cartera sobre United Airlines vencimiento junio, Goldman y Citi vencimiento julio y General Motors con vencimiento septiembre. Tambi&#233;n, hemos rebajado el peso en la americana United Therapeutics al 3,0%, ya que llegaba a suponer un peso cercano al 4,5% de la cartera, despu&#233;s de un comportamiento muy positivo.
 En abril, hemos comprado la americana Intuit, l&#237;der en EE.UU. del software para el control de la contabilidad en PYMES. Tambi&#233;n es l&#237;der en software para realizar la declaraci&#243;n de la renta y correo de m&#225;rketing Mailchimp. Afectada por la visi&#243;n negativa de mercado, en la que las empresas de software estar&#237;an amenazadas por la IA, las acciones se han vuelto atractivas. La compa&#241;&#237;a, en contra de esta visi&#243;n, opina que la IA suma m&#225;s que resta, y mantiene perspectivas de crecimiento muy positivas (+14% TACC en ventas), con alta generaci&#243;n de caja (+7% rentabilidad por flujo de caja) y con un balance muy saneado. Empresa de calidad, con crecimiento, a precios muy razonables. Finalmente, hemos rebajado nuestra posici&#243;n en Nokia despu&#233;s de subir un +160% en 12 meses y +105% en 2026.
 En mayo, hemos vendido toda la posici&#243;n en Cisco, Nokia y Renesas. Las tres han subido aupadas por la fiebre de la IA. Se han quedado sin potencial en valoraci&#243;n (rentabilidad por flujo de caja por debajo del bono a 10a americano) y justas en m&#233;tricas de calidad. Somos muy exigentes con las valoraciones que pagamos, buscando m&#225;rgenes de seguridad amplios que, en estos casos, se hab&#237;an reducido sensiblemente. Finalmente, hemos reducido nuestra exposici&#243;n en Lenovo y Alcoa, con valoraciones m&#225;s exigentes despu&#233;s de la subida de las acciones. Hemos subido exposici&#243;n en Intuit, aprovechando la ca&#237;da de las acciones, habiendo presentado mejores resultados y subido gu&#237;as para el a&#241;o.
 En junio, destacamos la venta total de Soci&#233;t&#233; BIC, por riesgo de ser una trampa de valor y Lenovo al superar ampliamente nuestro precio objetivo. Hemos incrementado peso en Netease (videojuegos) y en Nice, especialista en call centers y software de seguridad y compliance, con atractivo perfil de crecimiento y rentabilidad sobre el flujo de caja elevada. Hemos incorporado DeLonghi (cafeteras y peque&#241;o electrodom&#233;stico), Ferrari Group (log&#237;stica de productos de lujo), Nuerocrine Biosciences (farma especialista en neurofarmacolog&#237;a) y la japonesa de coches y motos, Suzuki. Todas ellas presentan ventajas competitivas, elevada rentabilidad y generan mucha caja con relaci&#243;n a su valor de mercado. Las opciones de venta compradas pesan un 0,5% de la cartera y pueden llegar a proteger un 50% de la misma. Nos gustan los riesgos asim&#233;tricos.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre acciones que han proporcionado un resultado global de -168.262,66 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 3,28%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 5,29%.
  
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,8882%.
  
  
 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 8,53%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 11,22%. 
 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 0,06 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.
 2026 podr&#237;a ser un a&#241;o razonable de bolsa, si se despejan las incertidumbres geopol&#237;ticas sobre la guerra. No obstante, seguimos pensando que las valoraciones, sobre todo en EE. UU. y en ciertos sectores, est&#225;n muy exigentes y nos hacen ser prudentes. Hay cierta resistencia de la inflaci&#243;n a bajar, sobre todo en EE. UU. por los costes energ&#233;ticos. 
 Nuestra estrategia es defensiva en su naturaleza, por invertir en calidad y por nuestra cobertura con opciones. 
 Pensamos que nuestra estructura de cartera afronta las incertidumbres con un mejor perfil que el mercado, buscando la asimetr&#237;a de resultados, minimizando p&#233;rdidas y maximizando posibles beneficios.
 Tenemos muy en cuenta la preservaci&#243;n del capital.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12026_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">GVC GAESCO CROSSOVER INFLATION</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12026_V-10920056_ia">2023-03-17</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">16</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S12026_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_07 contextRef="FIM_S12026_V-10920056_ia">07</iic-com:XCode_VocacionInversora_07>
<iic-com:PerfilRiesgo contextRef="FIM_S12026_V-10920056_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">Con la denominaci&#243;n de inflation pill, o p&#237;ldora (medicamento) contra la inflaci&#243;n, se pretende invertir en activos financieros que han experimentado un mejor comportamiento en per&#237;odos inflacionarios ( subida generalizada y sostenida de los precios de los bienes y servicios), combinando para ello distintas estrategias que protejan contra la inflaci&#243;n y la subida de tipos de inter&#233;s, tales como: i) inversi&#243;n en RV c&#237;clica; ii) venta de futuros de Bonos Norteamericanos y Alem&#225;mn, iii) estrategias con divisas y iv) la inversi&#243;n hasta un 10% den el Fondo GVC Gaesco Value Minus Growth Market Neutral FI. La exposici&#243;n a RV ser&#225; como m&#237;nimo del 30% y hasta el 75% del patrimonio en valores de RV emitidos mayoritariamente de pa&#237;ses de OCDE. Las empresas pueden ser de baja (puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til sin concenctraci&#243;n sectorial. La exposici&#243;n a la RF ser&#225; como m&#237;nimo del 25% y hasta el 70% del patrimonio en valores de RF p&#250;blica o privada, de emisores mayoritariamente de pa&#237;ses OCDE, con una calidad crediticia m&#237;nima de BBB- siendo la duraci&#243;n media de la cartera inferior a 2 a&#241;os. La inversi&#243;n en IIC ser&#225; inferior al 25% incluidas las del grupo. La gesti&#243;n toma como referencia la  rentabilidad del &#237;ndice El MSCI World Value Net Total Return Index para la parte de inversi&#243;n de Renta Variable y el EURIBOR a 12 meses para la inversi&#243;n enrenta fija. Estos &#237;ndices se utilizan en t&#233;rminos meramente comparativos.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.79</iic-com-fon:ComisionGestionCobrada>
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<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-13</iic-com-fon:RentabilidadMinimaFecha>
<iic-com-fon:RentabilidadMinimaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-03-19</iic-com-fon:RentabilidadMinimaFecha>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
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<iic-fim:MedidasRiesgoFIM>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpq3" unitRef="pure">0.08</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.11</iic-com-fon:VolatilidadLetrasTesoro>
<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daq" unitRef="pure">3.08</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq" unitRef="pure">3.26</iic-com-fon:VolatilidadElementoValor>
<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_dpq2" unitRef="pure">2.69</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_daq">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
<iic-com-fon:RentabilidadMaximaFecha contextRef="FIM_S12026_V-10920056_dpy">2026-04-08</iic-com-fon:RentabilidadMaximaFecha>
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<iic-com-fon:VolatilidadLetrasTesoro decimals="2" contextRef="FIM_S12026_V-10920056_dpy2" unitRef="pure">0.12</iic-com-fon:VolatilidadLetrasTesoro>
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<iic-com-fon:VolatilidadElementoValor decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">3.18</iic-com-fon:VolatilidadElementoValor>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">107696.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012A89</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,450|2027-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">98566.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.87</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98814.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012G34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO ESPA&#209;OL|1,250|2030-10-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">470080.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO ESPA&#209;OL|2,350|2029-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">148764.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1245890.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">23.58</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">206510.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.42</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02603063</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,850|2026-03-06</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">99171.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02607106</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-07-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">98455.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98451.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02605084</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-05-08</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98809.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02606058</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|2,000|2026-06-05</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98658.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.07</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0L02604103</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Letras|ESTADO ESPA&#209;OL|1,950|2026-04-10</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">98980.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.08</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">98455.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">494069.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">15.35</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1344345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">25.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">700579.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">21.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1344345.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">25.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">700579.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">21.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0113860A34</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|BANCO DE SABADELL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">24172.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.46</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">26247.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0137650018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|FLUIDRA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">39600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.75</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0176252718</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SOL MELIA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">60750.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">39600.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0139140174</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INMOBILIARIA COLONIAL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">45360.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.86</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105702007</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|INDEXA CAPITAL GROUP</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">114540.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">284422.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">65847.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">284422.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">65847.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.05</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasIIC>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0164838015</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Participaciones|GVC GAESCO VALUE MINUS GROWTH</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">248963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">266660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIIC>
<iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">248963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">266660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.29</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasIICTotal>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">1877730.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">35.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1033086.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">32.10</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91282CBT71</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Bonos|ESTADO USA|0,375|2026-03-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912828Z781</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO USA|0,750|2027-01-31</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">431524.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US912828V988</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|ESTADO USA|1,125|2027-02-15</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">433114.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.20</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1Anno>
<iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">864638.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">16.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMenos1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">864638.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">16.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">864638.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">16.36</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">253542.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974293251</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ANHEUSER BUSCH INBEV NV</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">72660.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.38</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">54900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.71</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE0008430026</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|MUENCHENER RUECKVER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17098.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.32</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">19677.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000077919</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|JC DECAUX</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">38480.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">46440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120404</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ACCOR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">50840.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.96</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">48220.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.71</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120628</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">43850.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.83</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">40960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000131104</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.26</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">201975.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.28</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR001400AJ45</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.64</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">28310.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE0004906560</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BYTBXV33</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JE00BN574F90</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3633400001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3802400006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">LU1598757687</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">PTCOR0AE0006</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US09857L1089</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US91912E1055</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">NL0015001KT6</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.88</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">JP3734800000</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DE000SAFH001</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.69</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">27540.00</iic-com:InversionesFinancierasValor>
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</iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0010340141</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">77980.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">HK0000069689</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.82</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">161803.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">5.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US2441991054</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.05</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">39620.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.23</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US43300A2033</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">43394.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.82</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">36667.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BD1RP616</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.99</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">90063.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IT0000072618</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">59210.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00BVMN1558</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.92</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizadaTotal>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">26.12</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1571899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">48.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">26.12</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">1571899.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">48.84</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">IE00BYY18K23</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">270481.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.40</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">5.55</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">270481.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">8.40</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">48.03</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">2095922.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">65.12</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">83.57</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">3129008.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">97.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotal>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion2.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Venta Futuro|BUNDESREPUB. DEUTSCHLAND 2,6% 15&#47;8&#47;33</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesOtrosImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">251400</iic-com:OperativaDerivadosObligacionesOtrosImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_OperativaDerivadosObjetivo_01>
</iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosSubyacente contextRef="FIM_S12026_V-10920056_ia">US TREASURY 1,25% 15&#47;8&#47;31</iic-com:OperativaDerivadosSubyacente>
<iic-com:OperativaDerivadosInstrumento contextRef="FIM_S12026_V-10920056_ia">Venta Futuro|US TREASURY 1,25% 15&#47;8&#47;31|1000|</iic-com:OperativaDerivadosInstrumento>
<iic-com:OperativaDerivadosObligacionesOtrosImporte decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">188069</iic-com:OperativaDerivadosObligacionesOtrosImporte>
<iic-com:XCode_OperativaDerivadosObjetivo_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_OperativaDerivadosObjetivo_01>
</iic-com:OperativaDerivadosObligacionesOtros>
<iic-com:OperativaDerivadosObligacionesOtrosImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">439469</iic-com:OperativaDerivadosObligacionesOtrosImporteTotal>
<iic-com:OperativaDerivadosObligacionesImporteTotal decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">439469</iic-com:OperativaDerivadosObligacionesImporteTotal>
</iic-com:OperativaDerivadosPosiciones>
</iic-fim:InversionesFinancierasFIM>
<iic-fim:HechosRelevantesFIM>
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<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIM_S12026_V-10920056_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
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<iic-com:HechoRelevanteOtros contextRef="FIM_S12026_V-10920056_da">false</iic-com:HechoRelevanteOtros>
</iic-fim:HechosRelevantesFIM>
<iic-com:ExplicacionHechosRelevantes contextRef="FIM_S12026_V-10920056_da">No aplica</iic-com:ExplicacionHechosRelevantes>
<iic-fim:OperacionesVinculadasFIM>
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</iic-fim:OperacionesVinculadasFIM>
<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 3.253.133,01 euros que supone el 61,57% sobre el patrimonio de la IIC. 
g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 471,08 euros, lo que supone un 0,01% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 Durante el primer semestre de 2026, los mercados burs&#225;tiles internacionales cerraron en t&#233;rminos generales con ganancias. En EE. UU., el S&#38;amp;P 500 avanz&#243; un +9,6%, el Nasdaq un +12,8% y el Dow Jones un +8,9%, apoyados por la fortaleza continuada de la inversi&#243;n en inteligencia artificial, unos beneficios empresariales resilientes y unas condiciones financieras todav&#237;a favorables. En Europa, los &#237;ndices registraron un comportamiento especialmente s&#243;lido durante los primeros meses del a&#241;o, impulsados por mejores perspectivas de crecimiento, planes de inversi&#243;n en infraestructuras y defensa, y una rotaci&#243;n de flujos desde EE. UU. hacia mercados europeos. No obstante, marzo y abril estuvieron marcados por fuertes correcciones derivadas del recrudecimiento de las tensiones geopol&#237;ticas en Oriente Medio y del aumento de las barreras comerciales, factores que elevaron temporalmente la aversi&#243;n al riesgo. Sectorialmente, los mejores comportamientos correspondieron a Recursos B&#225;sicos, Telecomunicaciones, Petr&#243;leo y Gas, Utilities y Defensa, beneficiados por el alza de las materias primas y el aumento del gasto p&#250;blico en infraestructuras y seguridad. Por el contrario, los sectores m&#225;s d&#233;biles fueron Consumo Discrecional, Lujo, Viajes y Ocio, afectados por la incertidumbre econ&#243;mica y el repunte de los precios energ&#233;ticos. En cuanto a volatilidad, el VIX repunt&#243; con fuerza durante marzo y abril, llegando a situarse cerca de 30-40 puntos en los momentos de mayor tensi&#243;n, para posteriormente moderarse y terminar junio con una media cercana a 18 puntos, reflejando una normalizaci&#243;n del sentimiento inversor. 
 Desde el punto de vista macroecon&#243;mico, tanto EE. UU. como la Eurozona mostraron un crecimiento moderado, aunque inferior al esperado a comienzos de a&#241;o. En la Eurozona, el BCE revis&#243; sus previsiones de crecimiento para 2026 hasta el 0,8%, afectadas por el impacto del encarecimiento de la energ&#237;a, mientras que la inflaci&#243;n se mantuvo por encima del objetivo, situ&#225;ndose en el 2,8% interanual en junio. En EE. UU., la econom&#237;a sigui&#243; creciendo, aunque a un ritmo m&#225;s moderado, con un mercado laboral todav&#237;a s&#243;lido y una inflaci&#243;n relativamente contenida pese al shock energ&#233;tico. En el mercado de divisas, el semestre estuvo caracterizado por una debilidad del d&#243;lar, favoreciendo la apreciaci&#243;n del euro frente a la divisa estadounidense, impulsada por mejores perspectivas relativas para Europa y por unas expectativas de tipos menos favorables al d&#243;lar. Por su parte, el Brent protagoniz&#243; uno de los movimientos m&#225;s relevantes del semestre: comenz&#243; el a&#241;o cerca de 60 USD&#47;barril, lleg&#243; a superar temporalmente los 120 USD por las disrupciones en el estrecho de Ormuz y las tensiones entre EE. UU., Israel e Ir&#225;n, para posteriormente corregir y cerrar junio en torno a 72 USD&#47;barril una vez se normaliz&#243; parcialmente el tr&#225;fico mar&#237;timo y las expectativas de oferta. 
 En materia de pol&#237;tica monetaria, el semestre estuvo marcado por una divergencia moderada entre los principales bancos centrales. La Reserva Federal mantuvo una postura prudente, conservando los tipos en niveles restrictivos y priorizando la vigilancia de la inflaci&#243;n y la evoluci&#243;n del mercado laboral antes de reanudar un ciclo de bajadas m&#225;s agresivo. Por su parte, el Banco Central Europeo, que hab&#237;a iniciado anteriormente la normalizaci&#243;n monetaria, se vio obligado a reaccionar al repunte de los precios energ&#233;ticos derivado del conflicto en Oriente Medio y aprob&#243; en junio una subida de 25 puntos b&#225;sicos, situando la facilidad de dep&#243;sito en el 2,25%, acompa&#241;ada de un mensaje de cautela ante los riesgos inflacionistas. En conjunto, el semestre finaliz&#243; con unos bancos centrales todav&#237;a centrados en asegurar la convergencia de la inflaci&#243;n hacia el objetivo del 2%, pero condicionados por un entorno geopol&#237;tico y energ&#233;tico excepcionalmente incierto.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 Durante el periodo hemos ido ajustando los niveles de invesi&#243;n en funci&#243;n del binomio riesgo&#47;rentabilidad.
  
 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 4,31% durante el trimestre y en los &#250;ltimos doce meses ha sido del 4,36%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 5,57%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 4,91%.
  
  
 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 positiva del 64,17% y el n&#250;mero de participes ha registrado una variaci&#243;n positiva de 3 participes, lo que supone una variaci&#243;n del 11,54%.   La rentabilidad neta de la IIC durante el periodo ha sido del 5,57%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,84%. 
  
 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 5,57%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Con las subidas de las Bolsas en las primeas semanas de ejercicio, ajustamos la exposici&#243;n en renta variable en compa&#241;&#237;as con menor potencial alcista o con mayor ponderaci&#243;n, como por ejemplo Arcelor Mittal, Intesa San Paolo, BNP Paribas, Booking, AIA Group, Fanuc o JC Decaux. Posteriormente, con los descensos de las Bolsas durante el mes de marzo originadas por el conflicto en Oriente Medio, aprovechamos la oportunidad para comprar de nuevo e incrementar el peso en renta variable, dando entrada en cartera a nuevos negocios de calidad, con un excelente equipo gestor y con potencial alcista, con la compra de Verisure, Sanofi, Fluidra, Kerry Group o Colonial. Tambi&#233;n iniciamos posici&#243;n en la espa&#241;ola Indexa Capital aprovechando una colocaci&#243;n privada de su capital. En renta fija, rolamos la posici&#243;n en futuros cortos del Bund alem&#225;n y en la deuda soberana estadounidense. Del mismo modo, aumentamos el peso en deuda p&#250;blica espa&#241;ola de corto plazo con la compra de varias emisiones con vencimientos inferiores a 2030 con atractivas rentabilidades.
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: futuros sobre US 10 YR, futuros sobre Bund que han proporcionado un resultado global de 2428,31 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 67,42%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 45,31%.
  
  
 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 6,54%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 3,17%. 
 La duraci&#243;n de la cartera de renta fija a final del trimestre era de 7,96 meses. El c&#225;lculo de la duraci&#243;n para las emisiones flotantes se ha efectuado asimilando la fecha de vencimiento a la pr&#243;xima fecha de renovaci&#243;n de intereses.
 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 0,92 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.
 Seguiremos ajustando los pesos de inversi&#243;n en las distintas clases de activos en funci&#243;n del riesgo y rentabilidad, con criterios rigurosos de analisis ajustables con el entorno de mercado.</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIM_S12026_V-10920056_da">NO APLICA</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIM_S12026_V-10920056_da"></iic-com:InformacionReglamentoUE_2015_2365>
</iic-fim:DatosFondoCompartimentoFIM>
<iic-fim:DatosFondoCompartimentoFIM>
<iic-com:DatosGeneralesCompartimento>
<iic-com:DenominacionCompartimento contextRef="FIM_S12026_V-10920056_ia">GVC GAESCO CROSS GLOBAL TOP DO</iic-com:DenominacionCompartimento>
<iic-com:FechaRegistroCompartimiento contextRef="FIM_S12026_V-10920056_ia">2024-07-12</iic-com:FechaRegistroCompartimiento>
<iic-com:NumeroRegistroCompartimento decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">19</iic-com:NumeroRegistroCompartimento>
</iic-com:DatosGeneralesCompartimento>
<iic-fim:PoliticaDivisaFIM>
<iic-fim:CategoriaFIM>
<iic-fim:XCode_TipoFIM_08 contextRef="FIM_S12026_V-10920056_ia">08</iic-fim:XCode_TipoFIM_08>
<iic-com:XCode_VocacionInversora_15 contextRef="FIM_S12026_V-10920056_ia">15</iic-com:XCode_VocacionInversora_15>
<iic-com:PerfilRiesgo contextRef="FIM_S12026_V-10920056_ia">3</iic-com:PerfilRiesgo>
</iic-fim:CategoriaFIM>
<iic-com:PoliticaInversion contextRef="FIM_S12026_V-10920056_ia">Obtener una rentabilidad a medio plazo utilizando una combinaci&#243;n del an&#225;lisisBottom-Up( de abajo a arriba), siendo preferente el an&#225;lisis Top-Down con la finalidad de determinar las siguientes variables:i) el porcentaje de renta variable a invertir y ii) los tres sectores m&#225;s id&#243;neos para invertir en cada momento y, con el an&#225;lisis Bottom-Up, seleccionar las empresas en las que invertir. La exposici&#243;n a renta variable ser&#225; entre 0% a 100% en valores emitidos mayoritariamente por empresas de pa&#237;ses OCDE. Las empresas pueden ser de baja ( puede influir negativamente en la liquidez), media o alta capitalizaci&#243;n burs&#225;til, pertenecientes a 3 sectores de actividad sin predeterminaci&#243;n anticipada, resultantes de la aplicaci&#243;n del an&#225;lisis TopDown. La exposici&#243;n a la renta fi ja ser&#225; entre 0%-100% de emisores p&#250;blicos o privados mayoritariamente de pa&#237;ses OCDE, sin calidad crediticia determinada, siendo la duraci&#243;n media de la Rf inferior a 5 a&#241;os. No habr&#225; inversi&#243;n en pa&#237;ses emergentes y la exposici&#243;n al riesgo divisa podr&#225; alcanzar el 100%. Se podr&#225; invertir en dep&#243;sitos en entidades de cr&#233;dito a la vista y en instrumentos del mercado monetario no negociados en mercados organizados hasta un 20%. Se podr&#225; invertir hasta un 10% en IIC, incluidas las del grupo, con la misma vocaci&#243;n inversora que la del compartimento.</iic-com:PoliticaInversion>
<iic-com:OperativaDerivados contextRef="FIM_S12026_V-10920056_ia">Podr&#225; invertir en instrumentos derivados negociados en mercados organizados y OTC con finalidad de cobertura e inversi&#243;n.</iic-com:OperativaDerivados>
<iic-com:XCode_MetodologiaMedicionRiesgoMercado_01 contextRef="FIM_S12026_V-10920056_ia">01</iic-com:XCode_MetodologiaMedicionRiesgoMercado_01>
</iic-fim:PoliticaDivisaFIM>
<iic-fim:DatosEconomicosFIM>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.59</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_dpp" unitRef="pure">0.38</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.59</iic-com:IndiceRotacionCartera>
<iic-com:IndiceRotacionCartera decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.00</iic-com:IndiceRotacionCartera>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_da" unitRef="pure">0.15</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_dpp" unitRef="pure">0.35</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_daa" unitRef="pure">0.15</iic-com:RentabilidadMediaLiquidez>
<iic-com:RentabilidadMediaLiquidez decimals="2" contextRef="FIM_S12026_V-10920056_dpy" unitRef="pure">0.33</iic-com:RentabilidadMediaLiquidez>
<iic-fim:DatosClaseFIM>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIM_S12026_V-10920056_ia">CLASE A</iic-com:DenominacionClase>
</iic-com:DatosRegistroClase>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com-fon:DatosGeneralesClase>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">31779.46</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipaciones decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">36876.57</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">17</iic-com-fon:NumeroParticipes>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012L29</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012N43</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O00</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O59</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000011868</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-01-02</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">41000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">7.18</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012O67</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012Q08</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:InversionesFinancierasAdquisicionTemporalActivos>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0000012P90</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">REPO|BNP PARIBA|1,700|2026-07-01</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">9000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">1.67</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_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="FIM_S12026_V-10920056_ia" unitRef="euro">45000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">205000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">35.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasAdquisicionTemporalActivosTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">45000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">8.33</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">205000.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">35.92</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105130001</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GLOBAL DOMINION ACCESS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">14900.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.76</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">16550.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.90</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0109067019</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AMADEUS IT HOLDING</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">15324.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.84</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0130625512</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ENCE</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">13752.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.55</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0130960018</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ENAGAS SA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">16960.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.14</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13150.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0178430E18</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|TELEF&#211;NICA</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">13712.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.54</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">13623.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.39</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105517025</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ENERGIA INNOVACION Y DESARROLL</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">8517.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">1.49</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105548004</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRUPO ECOENER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">13020.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.41</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">15562.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.73</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0125140A14</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ERCROS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">35963.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">6.30</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0109260531</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|AMPER</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">19713.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.65</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105121000</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|CLERHP ESTRUCTURAS</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">79200.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">14.66</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">23440.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.11</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">ES0105709002</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|GRUPO GREENING 2022</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">4822.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">0.89</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">191403.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">35.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">126805.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">22.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizadaTotal>
<iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">191403.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">35.44</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">126805.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">22.22</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRV>
<iic-com:InversionesFinancierasTotalInversion>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">236403.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">43.77</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">331805.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">58.13</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasTotalInversion>
</iic-com:InversionesFinancierasInterior>
<iic-com:InversionesFinancierasExterior>
<iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">AT0000A2HLC4</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Obligaciones|REPUBLIC OF AUSTRIA|0,850|2070-06-</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">24444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1Anno>
<iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">24444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasDPMas1AnnoTotal>
<iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">24444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRFCotizadaTotal>
<iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">24444.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">4.53</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">23674.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">4.15</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRF>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">DK0062498333</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|NOVO NORDISK A&#47;S</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.DKK contextRef="FIM_S12026_V-10920056_da">DKK</dgi-lc-int:Xcode_ISO4217.DKK>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">17678.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.27</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">FR0000120578</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|SANOFI-SYNTHELABO</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIM_S12026_V-10920056_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="euro">13514.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">2.50</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">14890.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">2.61</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US01609W1027</iic-com:CodigoISIN>
<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ALIBABA GROUP HOLDING-SP ADR</iic-com:InversionesFinancierasDescripcion>
<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">18087.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">3.17</iic-com:InversionesFinancierasPorcentaje>
</iic-com:InversionesFinancierasImporte>
</iic-com:InversionesFinancierasRVCotizada>
<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US11135F1012</iic-com:CodigoISIN>
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<dgi-lc-int:Xcode_ISO4217.USD contextRef="FIM_S12026_V-10920056_da">USD</dgi-lc-int:Xcode_ISO4217.USD>
<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ia" unitRef="pure">3.06</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasImporte>
<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">0.00</iic-com:InversionesFinancierasValor>
<iic-com:InversionesFinancierasPorcentaje decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="pure">0.00</iic-com:InversionesFinancierasPorcentaje>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US47215P1066</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:InversionesFinancierasValor decimals="2" contextRef="FIM_S12026_V-10920056_ipy" unitRef="euro">11235.00</iic-com:InversionesFinancierasValor>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US5949181045</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US67066G1040</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasImporte>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">US7223041028</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasRVCotizada>
<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">BE0974258874</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">AU000000BKY0</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">GB00B1XH2C03</iic-com:CodigoISIN>
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<iic-com:CodigoISIN contextRef="FIM_S12026_V-10920056_ia">HK0992009065</iic-com:CodigoISIN>
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<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|ATLAS LITHIUM</iic-com:InversionesFinancierasDescripcion>
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<iic-com:InversionesFinancierasDescripcion contextRef="FIM_S12026_V-10920056_ia">Acciones|PALANTIR TECHNOLOGIES A</iic-com:InversionesFinancierasDescripcion>
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<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion3.png</iic-com:NombreFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:FicheroAdjunto>
<iic-com:NombreFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">Distribucion4.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIM_S12026_V-10920056_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:AnexoOperacionesVinculadas contextRef="FIM_S12026_V-10920056_da">a.) Existe un Part&#237;cipe significativo con un volumen de inversi&#243;n de 273.922,50 euros que supone el 50,72% sobre el patrimonio de la IIC. 
d.) Durante el periodo se han efectuado operaciones de pacto de recompra con la Entidad Depositaria por importe de medio 18,125 millones de euros en concepto de compra, el 17,35% del patrimonio medio, y por importe medio de 18,2863 millones de euros en concepto de venta, que supone un 17,5% del patrimonio medio.

g.) El importe de los ingresos percibidos por entidades del grupo de la Gestora que tienen como origen comisiones o gastos satisfechos por la IIC asciende a 235,21 euros, lo que supone un 0,04% sobre el patrimonio medio de la IIC en el per&#237;odo de referencia.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIM_S12026_V-10920056_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.
 El primer semestre del a&#241;o ha estado marcado por el recrudecimiento del conflicto geopol&#237;tico en Ir&#225;n, que ha generado un significativo shock energ&#233;tico, impulsando el precio del petr&#243;leo desde niveles cercanos a 70 USD hasta superar los 100 USD. Este contexto reabre el riesgo de un escenario de estanflaci&#243;n a nivel global, con potencial impacto negativo sobre el crecimiento y nuevas presiones inflacionistas. A pesar de ello, los activos de riesgo finalizaron el semestre con un comportamiento positivo gracias a los beneficios empresariales publicados.
 Aun as&#237;, la econom&#237;a mundial contin&#250;a mostrando resiliencia. EEUU mantuvo un crecimiento s&#243;lido apoyado por un mercado laboral y la inversi&#243;n.
 Los indicadores adelantados, como los PMI tanto en la Eurozona como en Estados Unidos, comienzan a reflejar un entorno de mayor incertidumbre. En la Eurozona, el IPC armonizado del primer semestre de 2026 se situ&#243; en el 2,6%, mientras en EEUU se sit&#250;a en una media del 3,9% aproximadamente.
 En los mercados de renta variable, la primera parte del semestre registr&#243; correcciones significativas, que erosionaron parte de las ganancias acumuladas en los dos primeros meses del a&#241;o, para recuperar posteriormente en la segunda parte del semestre. En Europa, el Ibex 35 subi&#243; un 12,5%, el Euro Stoxx 50 un +9,27%, el CAC 40 +3,12%, el DAX + 1,86% y el FTSE MIB + 13,9%. Por sectores, destacaron positivamente tecnolog&#237;a (25,5%), energ&#237;a (+20,78%), recursos b&#225;sicos (+16,07%), utilities (+14,8%). En contra, los sectores con peor comportamiento fueron autos (-18,43%), media (-7,88%), y personal care (-4,05%).
 En Estados Unidos, el S&#38;amp;P 500 cerr&#243; el trimestre con una subida del +8,65%, el Dow Jones del +6,82% y el Nasdaq del +19,19%.
 En conjunto, el semestre ha supuesto una ruptura del escenario de desinflaci&#243;n ordenada, resurgiendo las preocupaciones en torno al riesgo inflacionista en un entorno de crecimiento m&#225;s d&#233;bil.
 En renta fija, destac&#243; el tensionamiento de las curvas, especialmente en los tramos cortos e intermedios (2-5 a&#241;os). La curva alemana registr&#243; un incremento de rentabilidades de m&#225;s de 60 pb en el tramo a 2 a&#241;os, frente a movimientos m&#225;s moderados en los vencimientos a 10 a&#241;os (+40 pb), 15 a&#241;os (+25 pb) y 30 a&#241;os (+20 pb). Como consecuencia, la pendiente 2-10 a&#241;os se aplan&#243;, reduci&#233;ndose el diferencial desde niveles de 70-80 pb hasta aproximadamente 35 pb.
 De esta forma, los tipos a 2 a&#241;os aleman pasaron del 2,11% al 2,55% y el 10 a&#241;os del 2,85% al 3%.
 El BCE decidi&#243; a final del semestre subir los tipos en 25pb, situ&#225;ndolos en el 2,4%, con un tono prudente y pendiente de los datos futuros de cara a tomar nuevas decisiones de subidas de tipos. En palabras de Lagarde, si la situaci&#243;n geopol&#237;tica continua, no descartaran nuevas subidas de tipos en septiembre. No obstante, mantuvo un mensaje prudente indicando que las pr&#243;ximas decisiones de tipos, depender&#225;n de los datos. Por tanto, Lagarde evito dar cualquier forward guidance y reiter&#243; que las decisiones se tomaran reuni&#243;n a reuni&#243;n. La Reserva Federal mantuvieron un tono prudente en sus &#250;ltimas reuniones con su nuevo presidente a la cabeza  Kevin M. Warsh. Destacar que el nuevo presidente indico que iban a revisar la forma en que la FED calcula los datos de inflaci&#243;n y que no estaba convencido de dar un forward guidance. Actualmente mantienen los tipos en el 3,5%-3,65%
 En los mercados de cr&#233;dito, al final de semestre se han comprimido los spreads tanto de cr&#233;dito como de high yield. Actualmente, situ&#225;ndose en niveles m&#237;nimos, lo que ha tenido un gran impacto en el mercado de bonos, reduciendo el impacto que han tenido por el lado de tipos.
  
 b) Decisiones generales de inversi&#243;n adoptadas.
  
 A cierre del semestre, el fondo incremento el peso en renta variable extranjera de un 29,27% a un 41,66% del patrimonio, siendo zegona, uipath y novo nordisk los valores que m&#225;s pesan en la cartera con un 10,27%, 3,43% y un 3,27% respectivamente. Por la parte de Espa&#241;a, en el semestre se ha incrementado el peso, pasando de un 22,21% a un 41,65%, siendo Berkeley,  clerhp y enagas los valores que m&#225;s pesan en la cartera con un 6,21%,  14,66% y 3,14% respectivamente. El incremento de peso en Espa&#241;a, viene principalmente por la revalorizaci&#243;n que ha experimentado Clerhp en el semestre. La liquidez permanece invertida en deuda p&#250;blica a corto plazo por un 8,33%. Mantiene una posici&#243;n por el 4,52% del patrimonio en el Bono Austriaco 0,85% vencimiento 2120. Adem&#225;s, mantiene unas estrategias en calls por el 2,44% del patrimonio y 1 futuro vendido del eurostxx50.
  
 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 9,31% durante el trimestre y en los &#250;ltimos doce meses ha sido del 9,16%. Un tracking error superior al 4% indica una gesti&#243;n activa.
  
 La rentabilidad neta de la IIC en el periodo ha sido del 2,01%. En el mismo periodo el &#237;ndice de referencia ha obtenido una rentabilidad de 6,46%.
  
  
 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 -5,37% y el n&#250;mero de participes ha registrado una variaci&#243;n negativa de -1 participes, lo que supone una variaci&#243;n del -5,26%.   La rentabilidad neta de la IIC durante el periodo ha sido del 2,01%, con un impacto total de los gastos soportados en el mismo per&#237;odo del 0,76%. 
  
 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 2,01%, 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 agruapados en funcion de su vocaci&#243;n gestora.
  
 2. INFORMACION SOBRE LAS INVERSIONES.
  
 a)      Inversiones concretas realizadas durante el periodo.
 Las operaciones realizadas a lo largo del semestre han sido por el lado de compras: clerhp, Berkeley, ence, Amadeus, Microsoft, kosmos, uipath, broadcom,nvidia entre otros. Por el lado de las ventas, destacamos alibaba, jd.com,lenovo, pdd, atlas y ferrexpo. Mantiene una posici&#243;n de 1 futuros corto del eurostxx, unas calls de telef&#243;nica strike 3,90 diciembre 26, calls de 45 de paypal  y calls de 1&#38;amp;1.
  
  
  
 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 se han realizado operaciones en instrumentos derivados, con finalidad de inversi&#243;n, en: opciones sobre acciones, futuros sobre Eurostoxx que han proporcionado un resultado global de -27.239,79 euros.  El nominal comprometido en instrumentos derivados supon&#237;a al final del periodo un 26,43%.
  
 El apalancamiento medio de la IIC durante el periodo ha sido del 34,39%.
  
 Durante el periodo se han efectuado operaciones de compra-venta de Deuda P&#250;blica con pacto de recompra (repos) con la distintas entidades por importe de 36,41 millones de euros, que supone un 34,85% del patrimonio medio.
  
 La remuneraci&#243;n media obtenida por la liquidez mantenida por la IIC durante el periodo ha sido del 0,15%.
  
  
 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 10,02%. En el mismo periodo el &#237;ndice de referencia ha registrado una volatilidad del 9,53%. 
 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 0,09 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.
 En marzo, se incrementaron las tensiones geopol&#237;ticas con el inicio del conflicto con Ir&#225;n. Esto ha generado la vuelta al fantasma de la inflaci&#243;n y del escenario de estanflaci&#243;n que ha puesto en aviso a los principales bancos centrales. Durante el mes de marzo, hemos asistido a un tensionamiento del precio del petr&#243;leo, que ha activado las alertas sobre nuevas tensiones inflacionistas, y su posible impacto en el crecimiento mundial.
 La cartera que tiene actualmente el fondo, est&#225; dise&#241;ada para minimizar el impacto negativo que este nuevo escenario tenga en los mercados financieros.</iic-com:ExplicacionInformePeriodico>
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