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<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.43</iic-com:UltimoValorLiquidativoDefinitivo>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daq" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq2" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq3" unitRef="pure">3.89</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">4.41</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">5.36</iic-com-fon:VolatilidadVaRHistorica>
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<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.47</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">0.97</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">1.25</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
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<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daq" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq" unitRef="pure">3.77</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq2" unitRef="pure">3.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq3" unitRef="pure">3.91</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">3.78</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">4.43</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">5.38</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.58</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">1.09</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">1.43</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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jUVDGb3QMP0PjxYlgYAIA2VCyqJHdpDtXVq1e3b9++VatWkyZNyi+cHTgwMLBREcnJybe2LAJy92Z++YW6dqX77hNT3GFodQD0o2JR+3KX5lA9c+ZM27Ztr169mp2d3adPn7Vr15pMJhZ98Y1kIHfv5Nw56tWL7r2XQkMpI0NeCwDQg4pF7ctdmkN17969y5YtM5Z5ITIyMi0tLSgo6NYGtoDcvY30dPrkEzEX0qefYoQvAMoZFYvalzvZmmaPuXjxYseOHZOTkxMTEwMCAoKDg/39/cPDwwts9WWG3L0HrqEPHixq6717i2k0AADljopFyyj39evXf/DBB99//z2JB2mpa9asYafn5uaGhITExsZa5jSA3L2BK1f44Im29Y8/5t+EvBYAUF6oWNRhuZtMppEjRw4fPjwzM9OcYszHRGJIqNgpU6YYy5ZA7p5NdjZ99hndfz916CB6xQAAKhQVizos961btw4cONByLQs9LCwsLy8vKysrNDQ0Pj7eci3mUPVsrl8X85dWqkQBAXTihLwWAFARqFjUYblPnTq1UaNGzYqYM2cOaz0iIqJt27Z+fn7R0dHFN/0D1Nw9j6wsMR1SlSr03//SkSPyWgBAxaFiUSW5Ow/k7mEkJdHtt1P9+vTDD/IqAEBFo2JRyB1YsWyZaF6fM0dOBwC4ByoWhdyBBfn5ovd67dp0+LC8CgDgNqhYFHIHRaSn0xtvUOPGeNcUADdHxaKQOyhk3z6qXp2GDsV8GgC4PyoWhdwBick0HniAYmLkdACAW6JiUcjdt7l5U7xu+thjdPKkvAoA4K6oWBRy92F++41eeolatxZd2gEAnoOKRSF3X2X7dnroITGxBgDA01CxKOTuk0yZIkYUKD5QBADAU1CxKOTuY+TkUGAgPfssnT4trwIAeAgqFoXcfYnUVHrqKTGyI6auBsCTUbEo5O4zbNhADz5I06fL6QAAT0PFokpytztBdkJCAqe0a9duAxvEFpB7RWIy0ejRYnzHnTvlVQAAD0TFovblbneC7MzMzDZt2mRkZFy+fDkgIODixYvFAwgg9wrjyhVq3pxefVVMZg0A8ApULGpf7nYnyN64cWNoaKiREh4ejmn23IijR6luXerZk3Jz5VUAAI9FxaL25U625lAliwmyFy9ePHv2bCORdW9zvg7IvQJYtUqM3LtggZwOAPBwVCxaRrlbTpC9cOFCrr8b6Sz3qKgoy5wGkHu5kp9PAwdSzZp08KC8CgDg+ahY1GG5W0+QHRcXN2TIEGN52rRpMbbGn4Lcy4+LF+mtt+jtt8UCAMAbUbGow3K3niA7IyPDz88vOzs7JycnMDAwPT3dci0myC5XfvhBVNj5ABX2YgIAeCUqFnVY7tYTZHNifHx850LQFbIimT9fNLKvWiWnAwC8CxWLKsndeSB3veTmii4xdevSsWPyKgCA16FiUcjd8zl3TnRjb95cdGkHAPgAKhaF3D2c778Xr56OGSNeQwUA+AYqFoXcPZmICDFcTAnPOQAA3oqKRSF3z+T6dTG449NPi4EeAQA+hopFIXcP5OhRuusuMT1eTo68CgDgA6hYFHL3NKKjRX/HkBA5HQDgM6hYFHL3HDIzyc9PzLbBNXcAgA+jYlHI3UPYsYNq1KDevenGDXkVAMDHULEo5O725OfT8OFUuTKtWyevAgD4JCoWhdzdm9OnxQtKjRrR+fPyKgCAr6JiUcjdjVm+nB54gCZNwgtKAABLVCyqJHdpDlXrlMDAwEZFJCcnW2T8A8jdMbKyqGNHMVYMBmQHAFihYlH7cpfmULVOMZlMrVq1Mq+1CeTuAPv3U506xMWbnS2vAgAANYval7s0h6p1SlpaWlBQkHmtTSB3JUwmmjBBNMV89ZW8CgAAilCxqH25k61p9ixTEhMTAwICgoOD/f39w8PDCwoKLHMaQO72OXuWGjak+vW5cOVVAABggYpFXSD31NTUNWvWsNNzc3NDQkJiY2MtcxpA7nb45huqVIlGjyZbl0YAALBExaIukLupEGOZzT5lypRb+YqA3Evk2jXq0YNq1aJdu+RVAABgCxWLukDuLPSwsLC8vLysrKzQ0ND4+HjLnJhDtTSSkujxxykwEPNsAADUUbGoC+TOWo+IiGjbtq2fn190dLRlNjOoudtg6lQxBNjChXI6AACUiopFleTuPJB7MdLTqWlTevFFSkmRVwEAgD1ULAq5lzubN4uJ8QYP5lseeRUAACigYlHIvRy5eZOCg6laNdqyRV4FAADKqFgUci8vTp6kZ5+lli3p0iV5FQAAOIKKRSH3ciEqSjw7nTVLTgcAAMdRsSjkrpnMTGrTRsxkfeyYvAoAAMqEikUhd518952YPqlvX0yfBABwISoWhdz1kJ9PYWFi+qS4OHkVAAA4h4pFIXcN/Pwz/fvf9O679Pvv8ioAAHAaFYtC7q5m6VL6859p8mRMnwQA0ISKRSF3l7J6NUZjBwDoRsWikLvrmDuXHnqIDh2S0wEAwKWoWFRJ7nbnUE1ISGjfvn27du02bNhgkesW3i/3iRPFsL2nTsnpAADgalQsal/ududQzczMbNOmTUZGxuXLlwMCAi5evGjOacbL5T5oED32GP32m5wOAAAaULGofbnbnUN148aNoaGhxnJ4eLhvzcRUUEAffyzGd8SgAgCA8kLFovblTvbGc1+8ePHs2bON5WXLltkc0t075X7zpnj79K23KCtLXgUAANpQsagL5L5w4cLIyEhjmeUeFRV1K18RXij37Gxq1IhatRKKBwCAckTFoi6Qe1xc3JAhQ4zladOmxcTE3MpXhLfJPSODXn6ZOncWb6ICAED5omJRF8g9IyPDz88vOzs7JycnMDAwPT3dMqcXzqF67hw98QQNGCCnAwBAuaBiURfInYmPj+9ciPd3hUxJoYcfps8+k9MBAKC8ULGoktydx0vkfviwmCGv6AEDAABUCCoWhdyV2bmTHnyQVq6U0wEAoHxRsSjkrsaGDWIqpU2b5HQAACh3VCwKuSuwfLmos+/eLacDAEBFoGJRyN0eM2dS1ap05IicDgAAFYSKRSH3Uhk7lmrXpp9+ktMBAKDiULEo5F4CJhN98gk99RSdPy+vAgCACkXFopC7LfLzqVMneuUVysyUVwEAQEWjYlHI3YobN6hFCzEDak6OvAoAANwAFYtC7sW5epXefJMCAig3V14FAADugYpFIXcLLlyg55+noCAxSjsAALgrKhaF3Iv49VeqV4+KhrcEAAC3RcWiSnK3O2NqYGBgoyKSk5PNOc24u9xPnqQaNWjyZDkdAADcDxWL2pe73RlTTSZTq1atim8k49ZyP3iQKlemefPkdAAAcEtULGpf7nZnTE1LSwsKCrq1gS3cV+7bt9MDD9DXX8vpAADgrqhY1L7cyd6MqYmJiVyFDw4O9vf3Z90X2Hoa6aZyX7tWmH3LFjkdAADcGBWLOix36xlTU1NT16xZw07Pzc0NCQnhuvytLYtwR7kvWkSVKtH+/XI6AAC4NyoWdVju1jOmmgoxUtjsU6ZMMZYtcTu5h4dT9ep0/LicDgAAbo+KRR2Wu/WMqSz0sLCwvLy8rKys0NDQ+Ph4y23dcQ7V4cPp0Ufpl1/kdAAA8ARULOqw3MlqxlTWekRERNu2bVn60dHRtzazwF1q7nyH0asXPfssFZ/FGwAAPAgViyrJ3XncQu4pKVSnjhjo8coVeRUAAHgOKhb1DblfuEB9+tB991G/fpSRIa8FAACPQsWi3i73nBwx4QZrneXOigcAAM9HxaLeK/f8fIqKEjPk+fuLBhkAAPAWVCzqpXJfu5Yef5waNKB9++RVAADg4ahY1OvkvnevcDqbfd06eRUAAHgFKhb1IrmnpJCfn2iHmTtXtMkAAICXomJRr5D7hQvUu7d4ajp2LF27Jq8FAADvQsWiHi73nBwaMwadYQAAPoWKRT1W7kZnmCpVRGeY1FR5LQAAeC8qFvVMua9dS489Rq+/js4wAAAfRMWiniZ3ozPME0+gMwwAwGdRsaiS3O3OoWqdIuECuVt2hrE1HwgAAPgIKha1L3e7c6hapxQPIHBK7unpf3SGGTcOnWEAAEDFovblbncOVesUY9mSMsrd3Bmmb190hgEAAAMVi9qXO9mbQ9U6xVi2xGG55+fTnDnoDAMAANaoWNRhuVvPoWqdYixb4pjcue5vdIbBBKcAAGCFfYuWQe7Wc6hapxjLlqjKfe9eql9fdIZZv15eBQAAoJDSLFqEw3K3nkPVOsVyW/U5VHt32NzjrQXjR+5futu040f65SLlo1MMAABYUZJFLXFY7mQ1h6rNFAmVmvumRYembcgdsIICZtIrY6hqf/pLF6r2Cb06lj6YSSErKSKBYg9R4hnKyJa3BQAA36Eki1qiJHfnUZG7NXkFdPoicS1+yW76bB11X0BNp9CTQ+nuHnRHN6oXSu9Moq7zaHQsLfiethyjlDS6mScHAQAAL0PFom4t91K4ep2Sf6O4wzRrK4WuovaR1OAzqjWA/tqFKvWlF0dR6wjqv5SmbKLVB2j/z5R2hUwmOQgAAHgiKhb1VLmXRIGJzmbS7hRauY8mbaA+S6jFVHp2ON3fm/7WVVT5XxpNg76ixbvo8BlU8wEAHomKRb1N7qVw7SZtPS5aeEbHkv8MeiyUbv9Y/M/LY2Ip5iClpqN2DwDwAFQs6kNyt4Zr7lx/51r8wJWiNb96sGjKf3EUdY6mLzdTwlHRmAMAAO6GikV9Wu7WXLlGO0+Jdvxei0Qj/j960gN96M0J1HcJRW2nPamUdUPeBAAAyhkVi0LudjiXSZuOiOb7jlH03Aj632708AB6P5yGrKZle8RD3Tx0xgcAlC8qFoXcHaPARD/+LnrgjIgRHXLqDhIN908OpcBZorPm2kTRdxMA4INcyqakX2njEYreQUHzqflUUQVkUYyJpQnr6YtNNDWeZm4RbQDzv6dJG2lCnOj38dV+WrWf1hygr38QT/5YI2FraO53YnnLMfkjzKhYFHJ3luu5dPC06Gj/6XJ6dzI92Jf+byeq+alou286hTpFidevuOLPGTYk0YGf6cwlsQkAoGzcyBN1LGuu3aSLWeLN9sNnhDT3/0x7U0XHuV2n6Psf6buTtO2E6FLx7TGKPypux9nCcYdpXaJ4NfKbg8KtXGlj1fK2y/fS0j3iadyiXeLMnbdD2JalHLlNtNnO2EIjvhZP5votJb8Z4i3LWgNEZ7x7etLjQ+jtieIuv8s86jxXaH3410LxLIH+S6n3YgpaIDb8cA41GE8vj6Y200UdsVUEtZwm+vU1DxcNA48OFE3BvNx9gfwdzahYFHJ3PelX6ad00UDPFXn+TYxfT58sEz3x35kkOmVW7S864/89SBxFPrrvfSkO9qCvxIWdf0n8g+NLxa8Z6KYJwB9cuSbUPC1BnCnPjxCVpzu60f19qPonwqoP9hF/ciLr9d5eoltEnUF0V3eRkytYfIr9e4zw73/Giador48X3nzrc2o0SZyPjb8QNTA+B98PF2797zShWhau/wzxVnzb2dRuthAxy/qjueLTu86jbvOFc/1nis35nOXLAO9barq4tJQnKhaF3CsG/r2mpIk6BVcZuEYwbp24sPOPiX9zzwyjKoVDL9zZnR4JET9NvoZ3iRbvak3ZJLpybk4WVYzj58RNwIUsyr5huyIDgDtgMokK9dGzosrM1eFOc0WFl+uz/HsesEIs91xEH88X97hsUrZq/XGigzKfCOzieqF/vI7OjuY678wtoibOP/jMHPr26B9W/f2K6Obga6eAikUhd/fl8jXRvr/zlLhh5PtBvsXru0RUKLje8f8+Ft7nm4D7eolnvFxt4YsB11a4FlPzU3FK8C0C11Y4Z7MpoibCtQ+ucfCJNPgrGhlDn8eJehBfVPhSseaAaC/i21W+1eD7Wf5Evm/gs5H/odc/UIFVe+K8aPRYsZfCNwtrcz2Xa8TPjfhjhKh7eorfJNeaA2aKpkuu/46IobFrxe+Q6ysRCTR7q2in5jtXrghHbqcpm0WzCQfk/xOO+py4VVCxKOTuJdzMExeD85fp5wt07Cz9cFq0M8YfFe2JK/eJdsNZW8WJNK7wcQ3XmHotEreZgbNEYx+fb1xLemkUPRVGdQaKE5Jvb/mC8deu4lLB6XzTynUr3pDPw1X7xWg/fA24el3eB+CV8IHmw80H/av94gcwdLWw83tfikaP6sGijZFrFY8OovqfiWpE78WiFsL1hrWJotWbby7RwKgDFYtC7qBErt0UDw/4RjjmoLg2cJW/x0LRLsn3BLVDxM3y7R8L+/Mtc/NwcWcw7Gua/q1oMuLryqk0L3knIL+AfkwTT8L5Mjlji7j1aTdbXAtZag/2FY0Gf+5Mt3UU10K+hfpHTzG0UY1gIbsnh4qq6ytj6I0J4vLJF0h2H2/L19TuC8Rd1MCV4nrJKpy4QfSj4BKet0M0XHABshk3J9P2E6LwD54W/+9OFdfs5N9Ef4zEMyKRr9/mZ4Z8e8fy3V74wHDLMVHb5c1LemDI9etle8RNG9eUF+4UPTe41sw67hgldiZ4uVjgGz6+wFf7RNwj8oHmw80HnQ89/wBGfSMq2hyQb/VOX0TvgIpBxaKQOyg7OTdFo+euwoajmVvEvTZri28F2GisA5Ydq6HWAPHYoMVUYf/hXws/smJYRilpdLFCh27maw/XKw+fEU1ei3eJ/z9bd0ttvM98E8Oy/tNH4l/dwaKdIWiBaEwwhiD97kf6LUO0SNzIE+1XeQWiLfhStngxgpV38rywMF8S+Jty5g1JwoZ8C8U+ZY1yIfBd1Pj14no5ZLXoZ8UVXi4f/ugPZgqH8g68PVHUhfm26V/D6aF+YnCkeqGiMwZfM54OE4nPDr/1zJAL/LWxIv/r48W1pOHnYvOSHhj6zRDNI3zTxlea9pHUYY5o7+ZLzpNDxJN/vtLwNYavB1wmR8+KLwXcEBWLQu5AI6wGtj8Lbs0BYX+We1Ch/VmdDw+gP3WmO4KEsFRkZPResJRRl2jRWMQBuTrZa5HwY98l4rk0C3rAClEvHvSVUNhTYeKSE1DYvYFVyMpmUXJ1m689VfsLV1bpL3agS2GfJbPaeJ9Z0Bez0OAL3BEVi0LuoCLZnCwaIlSaEYx+x5bNCHO2i/YBvmZM/1Y8H54aL0YE+mKTeKvg8zhRL+aaOCubhc41ZY7A1ec9qULZ6VcpN1/eEwA8CBWLQu4AAOBhqFi0nOSemJhoXh4zZswIAAAAZYUtauFX25ST3AEAAJQnkDsAAHghkDsAAHghFSD3Q4cObVNj+fLlcpLTIKZr8eWY2/SERUzX4pUxLZ9ilkQFyF2dbRZ9bFwFYroWX45JesIipmvx2Zi3yQnuhMrVyVEQ07X4ckzSExYxXYvPxnRruQMAACgb7iL3vLy82bNnDxo0aNeuXebEwYMHW2QpCzrC6ohJhY8iOGBBQcG+fftGjBixfPlyk9ND7iKma2Na0qlTJznJFegI67Yxd+7caSzk5+fPnDmze/fuS5YsKZ7FYXw5poS7yL1r167169efMGHCY4899s033xiJd999d/FcDqMjrI6YI0eOrFy5coMGDdq1a1evXr2QkJDnn3+erx9yPkdATBfG5ItEv+LcddddxoKc1RF0hPWUmMzf/vY3Y6Fnz56NGzeeNWtWs2bNhg0bVjyXY/hyTAl3kXulSpUuX77MC2fPnn344YfT09PJaWOSnrA6Yj700EMZGRm88Oqrry5btowXMjMza9asKedzBMQkl8YMDQ1lo40ePXpWIffff7+xIOdzEB1hPSWmWXA1atS4cUOMP+n8YfLlmBLuIvdHH3300qVLxnJUVFTr1q3JaWOSnrA6YlavXj03VwyMvXDhwt9++40XcnJyatWqJedzBMQkl8Zktm/f/tJLL8XFxfHyI488Iq8uKzrCekRMs+AaNmzINwe8wEetTp06xTI5iC/HlHAXuX/55Zf8xT7//HPjTz8/vyZNmpi/f5nREVZHTL695Trm5s2bjT8PHDjAMXv06FE8l2MgpmtjGvBNW2BgIIeqVq2avM4JdIR1/5i1a9fme6wXXniBa6zTpk0zmUwtW7bs37+/nM8RfDmmhLvInTlx4sSGDRuMZb6UrVixolevXsWzlAUdYXXE5AqR+RnLunXrIiMj8/OdHZcWMY1lV8U0s2jRombNmsmpTqMjrJvH5NPnl19+2bZtW1JSEi/PmjXLuOVyBl+OaYm7yF1TFxQdYRETMc2JTsYkPWER0zdjSriL3HV0QSE9YRETMV0Vk/SERUzfjCnhLnLX0QWF9IRFTEJMF8UkPWERk3wypoS7yF1HFxTSExYxjWXEJKdjkp6wiGks+1pMCXeRu44uKKQnLGIiJrkoJukJi5i+GVPCXeROerqgkJ6wiGksI6bzMUlPWMQ0ln0tpiVuJPezZ8/OmjVr2LBhQ4YMmTFjxq+//irnKBM6wiImYroqJukJi5i+GdMSd5H7vHnzatasyReuzwvp27dv7dq158+fL+dzEB1hERMxXRWT9IRFTN+MKXGbnFBB1KlT5+LFi5YpV69e/de//mWZUgZ0hEVMyxTEtEwpAzrCIqZliu/ElHAXudetWzctLc0yJTMz0/mvqiMsYlqmIKZlShnQERYxLVN8J6aEu8h96dKl1apVe++99wYOHDho0KDmzZtXrVrV+QGOdYRFTMR0VUzSExYxfTOmhLvInUlPT58/f/7YsWNHjx49d+7c33//Xc5RJnSERUzEdFVM0hMWMX0zpiXuIndNIy3oCIuYiGlOdDIm6QmLmL4ZU8Jd5K5ppAUdYRETMV0Vk/SERUzfjCnhLnLXNNKCjrCISYjpopikJyxikk/GlHAXuWsaaUFHWMQ0lhGTnI5JesIiprHsazEl3EXumkZa0BEWMRGTXBST9IRFTN+MKeEucs/Ly9Mx0oKOsIiJmOSimKQnLGL6ZkwJd5E7f6u+ffuuW7fOmAjcVegIi5iIKa9zAh1hEdM3Y0q4i9wZ/pKxsbG9e/fu2bPn6tWrc3Jy5BxlQkdYxERMV8UkPWER0zdjWuJGcjeTm5u7cePGPn36BAUFyeucQEdYxERMeZ0T6AiLmL4Zk9xK7ocOHdq1a1dBQcG+fftGjBixfPnyvLw8OZPj8I1PbiERERFcdgsXLnQybJ6ttw/4T4ssZcHl+8kcO3ZswoQJ/fr1Cw0NjYyMvHTpUn5+vpzJQc5ajVPqZEwd5akjJuk5RqTnMFnjZExNRerys37nzp3GAn/fmTNndu/efcmSJU5+d9Jz6HXEtMRd5D5y5MjKlSs3aNCgXbt29erVCwkJef75553/6fTq1evFF1+8efNm586d33jjjcmTJ7/22msDBw6U8zmCjrcPdOwnn4q1a9fu27fvP//5z9atW/OtX40aNRISEuR8jqBjnFId5akjpo5jRHoOkw50FKmOs97c4YRLsnHjxlwRadasGddFiudyDB2HXkdMCXeR+0MPPZSRkcELr7766rJly6hwjDT2iJzPQTjs9evXeYF/Q1evXqXCO6C6devK+RyhUiXXv32gYz9ZFleuXOGFtLS0J598khd+++235557Ts7nCHU0jFOqozx1xNRxjEjPYWJZPGMLOZ8jaCpSl5/1ZrnzNfJG4bNK52PqOPQ6Ykq4i9yrV6/O340X+N6Ef9y8kJOTU6tWLTmfg7zwwgspKSm88PTTTxth+Ug//vjjcj5H0PH2gY795CI1RMz3elw35AX+MVWrVk3O5wg6xinVUZ46Yuo4RqTnMJ0/f55VzpXBE8WR8zmCjiLVcdab5d6wYcOCggIqlCZXSoplchAdh15HTAl3kXu/fv346r1582bjzwMHDjRp0qRHjx7FcznMnj17+LfSsWPHFi1a8JW8S5cu/D//kuR8jqDj7QMd+8m3os8++yzf+b7yyitckuyOp556asCAAXI+R9AxTqmO8tQRU8cxIj2HiQkPDzc3nrgEHUWq46znCyRXilmdXFufNm2ayWRq2bJl//795XyOoOPQ64gp4S5yZ+Li4swPQ9atWxcZGen8YxAqrAusWLFiwoQJw4cPnzFjxunTp+UcjqPj7QMd+7lq1arg4ODo6GjeSS7MLVu2yDkcJ13DOKU6ylNHTB3HiPQcJh3oKFIdZz3v2y+//LJt27akpCRenjVrlnF/4Aw6Dr2OmJa4kdytu2HIOcqEprAuR8d+6ojpy2gqT01hPQId392XY1riLnLX0Q2DtIV1OTr2U0dMX0ZTeWoK6xHo+O6+HFPCXeSuoxsG6QmroyuCjv3UEVPHd/eUmDrKk/SE1fH1dcTU8d19OaaEu8hdRzcM0hNWR1cEHfupI6aO7+4pMXWUJ+kJq+Pr64ip47v7ckwJd5G7jm4YpC2sy7si6NhPHTFJw3cnD4mpqTw1hXX51ycNMXV8d1+OKeEucs/Ly9PRDUNHWNe+ImygaT91xJSTnMaDYrq8PElPWE1fX05yGk3f3WdjSriL3HvpGQBTR1jEREx5nRPoCIuYvhlTwl3kTtoGwNQRFjER01UxSU9YxPTNmJa4kdzN5OoZAFNHWMRETHmdE+gIi5i+GZPcU+5mnH9XjWy9KeB8WE+J6RFjyZLn7OfOnTuNAW/5VOTb6tmzZ+c6/eoj6Tn01jgZU9NQutY4H1NHebp8aGLSs5+WuLXcnUfHmwKeEtNTxpL1lP3kk7BOnTpPPPFE165dn3nmGT5MDRo0cHLQEtJz6HWgYyhdHegoTx1DE+vYTwl3kbuOVyRIz5sCnhLTU8aS9ZT9rFq1alZW1s2bN++8886kpCROuXz5spPDN5KeQ6/j6+sYSlfHfuooTx1DE+vYTwl3kbuOVyRIz5sCnhLTU8aS9ZT9ZLnzRYi99ve//51v0jmFT3jeeTmfg+g49Dq+vo6hdHXsp47y1DE0sY79lHAXuZOGVyRIz5sCnhJzmIeMJesp+zlmzBg+yfny07t3b77DGDVq1Msvv8x36HI+B9Fx6EnD16+tYShd0rCfOspTx9DEOvZTwo3krgkdbwp4SkxPGUvWU/Zz//79Bw8e5IXt27fzOblo0SJ2nJzJcXQceh3oGEpXBzrKU8fQxDr20xI3krv182iXnDk6wnpEzDxbMxoPHjzYIktZcPl+asLl+6mpPEnDrmrCuneHnMNxdHx3l8fUdOhdvp8S7iJ3Hc+jSU9YT4npKTMa60DHfuooT9KzqzrQ0btDx3fXEVPHodexnxLuIncdz6NJT1hPiVnJQ2Y01tFlQsd+6ihP0rOrOopUR+8OHd9dR0wdh17Hfkq4i9x1PI8mPWE9JaanzGiso8uEjv3UUZ6kZ1d1FKmO3h06vruOmDoOvY79lHAXuet4Hk16wnpKTE+Z0Zg0dJnQsZ86ypP07CppKFIdvTt0fHcdMXUceh37KeEucic9z6NJT1hPiXnCQ2Y01oGO/dRRnqRnV3Wgo3eHju+uI6aOQ69jPy1xI7kDAABwFZA7AAB4IZA7AAB4IZA7AAB4IZA7AAB4IZC7Rm4DANhDPm2Ai0DJasSdf7hffvllWFhYnz59rl69Kq8DoLxw53PE00HJasSdf7iu7VELQNlw53PE00HJasT5H+7JkycVRwy/ceOGNPSHmbVr177++uvmd8cTExMbN25szrxq1aoVK1bwAqeMGDGiQ4cOnTp1mj59+s2bN80RDDhl6tSp1rtUUFDQrFkzKpwKlSPz5u3atWvbtu0PP/zAiVeuXHnrrbc6FdKqVashQ4ZwnAsXLrz99ttGItOzZ0/LgL///nujRo04/cMPP+zSpcv+/fs5sfRNbH6KecdK2jYmJqZ9+/adO3f+9NNPzeXDC0OHDg0MDORPnzhxojHrEJVQPly2p06dMjK4hFmzZhmHwyA0NNT4+hLbt2+fO3eunGoL6+O1ZcuWRYsWWaaUhHVO/u6Wf5rh+7/du3eTrU1Kx/lzBJQESlYjzv9wrc9Mm5hMpujoaEspWMLm6tGjx+rVq40/We7vvffeuHHjjD8Nuefl5bG2vvvuOyqU9Zw5c0aNGmWOYLBy5cojR45Y75Kl3M2rWEkfffQRFWqXLWkk8qf06tVr48aNbNuSNEGFcmenG8tnz5794IMPWKylb2LzUyzlbr3tmTNn/P39r1+/zssHDx7s06ePkd6vXz9WNhcpbz5jxowpU6ZQYUyb5cPqN5ekS+AyNL/6yNcPvlDZnIjZrtwLCidLIls/IQ6oOA67dU7rYjTgwhw+fDjZ2qR0nD9HQEmgZDXi/A/X+sy0CYupefPmNuXOVSoWBKuWnWWksNzZR0FBQewRKpL7pk2bJk2aZN6K1cZqNsYzMmNMu2O9SzblztV2vqhQce0yM2fO5E+0aVszlnJnFixYsHz58tI3sfkppcud97Zbt25mdRriPnTo0MCBA815WP2GQ0spH07nK5B5lZNwZL7kGOMF7tmzZ8yYMVRozGHDhnGZ9O7de9++fVQk9/z8fP70jz/+uHv37nxcOP3777//8ssv+eD+/PPPRkDr42VUrvmyxNcnLgG+OejatSunx8fHL126lAoPqFH+Rs5r166FhYXxp4wePZrvycjW/vAq/plxKRmb8A/S2IHDhw9zTuv9NOP8OQJKAiWrEed/uNZnZkl8/fXXNuW+YcOGCRMm8NnImsvMzKRCuY8fPz45OZmr86wSQ+5cReUz03LDL774YseOHeY/+SJhDDZtvUuWcm/SpAmf8+zZhg0bHj9+nIprl23INklJSWHbNmrUqEsRUuVXkjtrl3em9E1sfoql3K235e/OdmMlTZ061dz0YW6kkiilfPiGhlVrucpJpk2bxrcOvMA3DUbkU6dORUZG8gIfNfYsFcl98+bNbFX+k4vaEDTLvWPHjsbtiIH18TL8y7sdHh5OhcVrlFJJcl+yZImRc+vWrUZO6/0x19zNwY1hbPkqyynW+2nG+XMElARKViPO/3Ctz8ySKEnubGRjcCI+CdevX09FcqfCSUFZWIbOpk+fbh6gzsBsFgM+jVmCZGuXbNbck5KS/Pz8eJVla3iLFi1GjhzJVrVZlTZTktxL2cTmp5Reczc4d+5cTEwMf5zhpqioKP7TWMX1X97q3Xff5eCllA/7lO8tLFc5CRedcffQvn17s6bZnnz4BhdCRXLnSrp5SsL//ve/ubm5vDMRERFFkQTWx8vwL/8ejGm+uQrPJUYly52r9kZOrsK///77RhBpfyS5862McafIKuetrPfTWCZXnCOgJFCyGnH+h2t9ZpaETbnn5OQY44gyXKEzlGGWOyuP77IXLlzIG27cuHHy5MnmDdmMnTt3tmxt4GWj8mW9SzblzvA9+OnTpy3r1By2b9++XH0rxbZkJXeWBVcDS9/E5qeULneud+/Zs8dY5k0++OCDtLQ0Njjf6Fhm69ChAwcvpXzi4uJiY2NvbeA0RsvMkSNH2KpGyu7du/lK8+2333IJS3Ln2rSRp3Xr1qxplrvUFm99vAz/chxD2Tdv3mzZsiVZyJ3v0izlPnToUCMnS5nVTLb2R5I7L3D58EcPGzaMCvvdSvtpLJMrzhFQEihZjZh/uCNiHPhnifWZyWe+zQdWNuXOp6txylGR6Pl/s9yp0Jt8YvOGHJMtZtTx+SPmzZtnqNwMJxp1Metdsin3y5cvv/fee6wJqTXcqALbtK0ZS7nzsqMPVKnoU0qXOxuKr3lG1Zi1zj5l6bDp+IJndPygwu40b775JgcvpXzmzJnDtzVFUYsYMcKBf1bwbQHXec1jzM6cOdO46+I7LaNxzJA7/zl27FgqHJDWKDF1ufPdhnErxpsYpcT+NZ4rcNFZyp2Nb+Tkr2/ktN4flrvRPmOWOxdLr169jAq79X6agdz1gZLViEvkbrRiG3AFimuLRu1Jwqbc+XyzbFrhKlhCQoKl3NllrE5jQzYg5//oo4/YknySZ2dnmzc0GDduXGZmpvUuWbe5c62NK2grV64kK+2uWrWKzSU1gjOW/ThZ6O+88w4nspG7WHSFLGUTm59SUpu7eds1a9awQ9na/K3Ncx+fP3+ehcWJffr04Tjz58/PysoygtgsH0607jYq67v0f1YcPHjQuKgYf546dap///68Vyxu3jG+lpgfqH7++ed8h9SzZ09joiWbcpeOl+FfvsxzQN6WtWs8JuWPCw4O5pQBAwYYPXaMnMYDVb4QjhkzxuhFar0/HI0X+P7GLHf+MfBB5G2p8KUKaT/NQO76QMlqxMt+uFw7M85bYIa9Zjz89Gisb2vKDS87R9wKlKxGvO+Hm5SUJCf5NsePH/eCd32NVpcKwfvOEfcBJasR/HABKB2cI/pAyWoEP1wASgfniD5QshrBDxeA0sE5og+UrEbwwwWgdHCO6AMlqxH8cAEoHZwj+kDJagQ/XABKB+eIPlCyGrkNAGAP+bQBLgIlCwAAXsj/BzM/OroX/9JLAAAAAElFTkSuQmCC</iic-com:ContenidoFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-06929160_ia">2.500.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ia" unitRef="euro">2272573.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy" unitRef="euro">2247043.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy2" unitRef="euro">1557377.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy3" unitRef="euro">344945.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-06929160_ia">2025-06-30</iic-com:FechaDefinitivo>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
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<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">2.36</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">2.36</iic-com:ComisionGestionCobradaResultados>
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<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-06929160_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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<iic-fil:RentabilidadClaseFIL>
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<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">3.54</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daq" unitRef="pure">3.54</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq" unitRef="pure">3.64</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq2" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq3" unitRef="pure">3.77</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">4.28</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.60</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">1.20</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">1.45</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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PNN4tBn9PS5AwAAGegYlHIHThMebn4Sqh3b/rb38RnQfHx+NQTAK2oWBRyB7Xl449p7lzx3X/z5nTvvfTJJ+JzUACAflQsCrkD+0lLE1241KsntN6hA+3cKWcAAOhExaKQO7CHvXupUycx5tzChfiaFIC6QsWikDtQ4+hR0b9u/friKyRzH40AgLpAxaKQO6iJM2dowADRVv2DD9BQHQBXQMWikDuompwcev99uuUWGjGCLlyQ5wIA6ggVi0LuwBaFhfTRR+KVaVCQ+CIJAOBKqFgUcgeVKS4W49U1bCiGnTt0SJ4LAHABVCwKuYMKysrEqHXNm9NLL9GuXfJcAIDLoGJRyB2YSEoSQ48++SR9+608CwDgYqhYVEnuWVlZwcHB5j8TExMDAwO7dOkybdq0UlNj59TUVE7p3r37+vXrryxmAeTuuvCu+ec/6f77afVqeRYAwCVRsWjNcmeVBwUFmUdiOnHiREBAQF5eXkFBwZAhQ1avXp2Tk9OtW7fs7Ozc3Fw/P78LtppVQO6uyM6d9OKL1KIFLV0qnskAANwEFYvWLPe0tLSEhASz3Ldu3RoXF2dM80R0dHRycnJoaKiREh4ensQ3+FZA7q7FwYNizNKGDUXnMMXF8lwAgGujYtGa5U6Vx1A1wzX0nj17ZmRkLF26NCoqykhk3dscRhVydxV++414V9arJ7r9KiyU5wIA3AEVi9ZS7mvXrn3zzTc3b97M07GxsVx/N9JZ7gsWLLDMaQC51z0XLogxqW+5hUaNwoDUALg1Kha1W+7l5eUTJkwYN25cToUg1q1bFxYWZkxHRESsWrXKmLYEcq9L8vNpwgTRf8DAgaIvAQCAm6NiUbvl/vXXX4eEhFjOzc7O9vHxKSgoKCws9Pf3z8zMtJybnp7OZo+PjzenqBQLOIfLl0U/X7fdRt270y+/yHMBAO6JikXtlvusWbPat2/fsYL58+dzYkpKSm8TaArpKpSWUkwMNWlCr75K+/bJcwEA7oyKRZXk7jiQ+1VlxQq66y56/nn64Qd5FgDA/VGxKOTuWUyfTg8+SA8/TMnJ8iwAgKegYlHI3YNISKAbbhBtHMvL5VkAAA9CxaKQu6cQHU233y6GwQMAeDoqFoXcPYIpU0RvjkeOyOkAAE9ExaKQu/sTEkL33EOnTsnpAAAPRcWikLs7U1ZGffrQY49RVpY8CwDguahYFHJ3W4qLxWBJ7dph0GoAvA0Vi0Lu7klhoRgvqXNn8Q0qAMDLULEo5O6G5OTQU09Rz57iM1QAgPehYlHI3d04e5YeeICCg9GYHQCvRcWikLtbcewYtWpFH3wgpwMAvAkVi0Lu7sPPP1PjxjR7tpwOAPAyVCwKubsJ27dT/fpisFMAgNejYlHI3R3YtIn+/ndavVpOBwB4JSoWVZJ7VlZWcHBwNSn+/v7tK8jIyLDI+AeQe+1ZtUqY3WIDAgC8HBWL1iz3xMTEoKAgyzFUpZTy8vIuXbqY59oEcq8lixdTgwa0c6ecDgDwYlQsWrPc09LSEhISLOUupZw7d65fv37muTaB3GtDeLgYSunAATkdAODdqFi0ZrlT5WH2rFN2797t5+c3fPhwX1/f8PDwsrIyy5wGkLvdjBtHd95Jx4/L6QAAr0fFok6Q+9GjR1euXMlOLy4uHjlyZFJSkmVOA8jdDsrLacgQeughvieSZwEAgJpFnSD3chPGNJt9xowZV/JVALmrUlJCb71FzzxDubnyLAAAMKFiUSfInYU+ZsyYkpKS/Pz80NDQlJQUy5zp6els9vj4eHOKSrG8lEuX6NVXqUMHunhRngUAABWoWNQJcmetz549OyAgwMfHJyYmxjKbGdTcayYvj9q2pTffFH35AgBA1ahYVEnujgO518CFC9SmDfXvL8bfAACAalGxKOTuApw8SXffTaGhcjoAANhCxaKQe12TlkZNm9K0aXI6AABUgYpFIfe6IyeHRo2iP/+Z3n9fngUAAFWjYlHIvS4oKKAPP6R69SgoiE6ckOcCAEC1qFgUcr+6FBVRRIToLsbPjw4dkucCAIACKhaF3K8WpaW0aBHdcQe98grt3i3PBQAAZVQsCrnrh7WekCDawzz7rHh9CgAAjqFiUchdMydPirHxmjal5GR5FgAA1AoVi0LuOlm7VoyNN3asqLwDAICTULEo5K6H4mIaMUL0xv799/IsAABwDBWLQu4a+PVXevxx6tSJsrLkWQAA4DAqFoXcnU1iohjy9NNP5XQAAHASKhaF3J3H5cs0cCA1b07bt8uzAADAeahYFHJ3EocO0YMPUrduGGQDAKAbFYtC7s5g6VLRl8C8eXI6AABoQMWiSnLPysoKDg6uJiU1NTUwMLB79+7r16+3yHUFj5V7YSG9/TbddRft2SPPAgAAPahYtGa5JyYmBgUFWY7EJKXk5OR069YtOzs7NzfXz8/vwoUL5pxmPFPuGRnUurUY8rSgQJ4FAADaULFozXJPS0tLSEiwlLuUkpycHFox0ER4eHhSUpI5pxkPlPv8+eJRzOLFcjoAAGhGxaI1y51qGkN16dKlUVFRxnRcXJzNYVQ9Su55eWKk0/vvp/375VkAAKAfFYs6Qe6xsbHR0dHGNMt9wYIFV/JV4Dly37mTWrakvn3p0iV5FgAAXBVULOoEua9bty4sLMyYjoiIWLVq1ZV8FXiI3GfNEh8oJSTI6QAAcBVRsagT5J6dne3j41NQUFBYWOjv75+ZmWmZMz09nc0eHx9vTlEplsuRnU2vv05t2tDRo/IsAAC4uqhY1AlyZ1JSUnqb8MymkD/8IAbZCA4W4ygBAEBdo2JRJbk7jrvKvbycpkyh224jW02AAACgTlCxKOReNZmZ9NJL9NRTGMMaAOBSqFgUcq+Cr7+mRo0oNBTjbAAAXA0Vi0LuVpSVcRGpYUPauFGeBQAALoCKRSH3ypw+Tc8/T+3a0Zkz8iwAAHANVCwKuVuwfj01aEATJ4rKOwAAuCoqFoXcTZSUUEgINW5M330nzwIAABdDxaKQO9Hx4/TPf9Irr5Ct/iwBAMDVULGo18v9iy9EjwLTpokm7QAA4A6oWNSL5V5URIMHU7NmtHWrPAsAAFwYFYt6q9w3bqR776UuXTDkKQDA7VCxqFfKfd8+uukm6t1bTgcAAHdAxaLeJ/ft26l+fVq+XE4HAAA3QcWiXib3778Xr0/RCxgAwJ1Rsag3yT0lRYx6yv8DAIA7o2JRr5E719a5zr55s5wOAADuhopFleSelZUVHBxs/jM1NTUwMLB79+7moTn8/f3bV5CRkWHOaaaO5b58uXjOvn27nA4AAG6IikVrlntiYmJQUJB53KWcnJxu3bplZ2fn5ub6+flduHChvLy8S5culReSqUu5L1wounjct09OBwAA90TFojXLPS0tLSEhwSz35OTk0NBQYzo8PDwpKencuXP9+vW7soAt6kzus2dTkyZ08KCcDgAAbouKRWuWO1UeMXXp0qVRUVHGdFxcXExMzO7du7kKP3z4cF9fX9Z9ma0uFetG7lOmUIsWdOyYnA4AAO6MikXtlntsbGx0dLQxzXJfsGDB0aNHV65cyU4vLi4eOXJkkq2GhnUg97Fj6e676dQpOR0AANwcFYvaLfd169aFhYUZ0xEREatWrSo3YaSw2WfMmGFMW3K15f7uu/Tgg2IQVAAA8DhULGq33LOzs318fAoKCgoLC/39/TMzM1noY8aMKSkpyc/PDw0NTanckDw9PZ3NHh8fb05RKVbt4ctM3770xBOUkyPPAgAAj0DFonbLncTHQCm9TRhNIVnrs2fPDggIYOnHxMRcWcyCq1RzLy2lwEAxTl5+vjwLAAA8BRWLKsndca6G3IuLRS+PL71EFy/KswAAwINQsainyP3SJerQgd54Q/TSDgAAHo2KRT1C7vn51LYtBQSIxzIAAODpqFjU/eWekyNGQO3Th2y1rwcAAM9DxaJuLvfz5+mhh2jYMDkdAAA8FxWLurPcT5+m1q1p9Gg5HQAAPBoVi7qt3I8fp5Yt6aOP5HQAAPB0VCzqnnI/dIiaNqVZs+R0AADwAlQs6oZyz8ig22+nzz6T0wEAwDtQsai7yX3nTjHsRlycnA4AAF6DikXdSu5paWKovC+/lNMBAMCbULGo+8j9q6/E8NYbN8rpAADgZahY1E3kvmaNqLN/952cDgAA3oeKRd1B7gkJdNtttG2bnA4AAF6JikVdXu6LF4vhrffskdMBAMBbUbGoktyzsrKCg4PNf6ampgYGBnbv3t3oz91mikQt5T53LjVuTAcOyOkAAODFqFi0ZrknJiYGBQWZB+vIycnp1q1bdnZ2bm6un5/fhQsXrFMqBxDURu6ffELNm9Ovv8rpAADg3ahYtGa5p6WlJSQkmOWenJwcGhpqTIeHhyclJVmnGNOW2C13znPXXXTypJwOAABej4pFa5Y7VR5mb+nSpVFRUcZ0XFxcTEyMdYoxbYl9ch8xgh54gM6dk9MBAACoWLQWco+NjY2OjjamWeULFiywTjGmLVGVe3k59e9Pjz1G2dnyLAAAACaqs2gFdst93bp1YWFhxnRERMSqVausU4xpS5TkXlpKPXrQs89SXp48CwAAQAVVWtQCu+WenZ3t4+NTUFBQWFjo7++fmZlpnWK5bHp6Ops9Pj7enFJVsUICVk3qsmjt9qLTOfIsAAAAZqqyqCV2y51JSUnpbcLc8NE6RUKl5r4ycvvIuNL206jeYLptCL04jd7/Dy3fSofOiqc1AAAADKqyqCVKcnccFblbcjKbVu+mD76kzhF0xwi6oR89PZkGL6WY7yn9OBWVyPkBAMB7ULGoi8pdIqeQvt5Pn26gwGi6N4z+0oceHEu9FtCsFPr+EOVdkvMDAIAHo2JR95C7xKVi2vYLRX1N/RbT4x/Q//WlViHkM5c+XEPr99LZ3+X8AADgSahY1C3lLlFaRj+fomVbaEQ8tZtKNw+kBsOow6cUlkgrttPRTDyyBwB4FCoW9QS5W3P8Aq3aReO+oNfCqclwurE/PfsRDV1GizbTnhNUUibnBwAABzmfL94IxqbRsM9pyQ8Uv5USd4h3h8n76Kuf6buDtOUI7fhVKGj7L2L6yDlR9fz1PB27QCey6Lds8Y/nfn+IfjkvpjOrbhOuYlHPlLvEhXxK/Yk+WU/+kXR3qHhkf8cIemqy2AcfraGF39O6PbTrGJ3KgfcBAH/Ad/ylZVRcKlpwXCqmwiLKvywszP5ds5sivxbPBt6aTy9MEY+Fr+8jnhk8MIae/5geGUfdo8h3Lr0RQR1niIZ/nOeZD+mJifTIeLpvNN0eLDK3GEnN3xMuajqcGr9LjYKp/lD6397053f++PPpyXKRzKhY1CvkLsE7afk2mrFRvKENSaAe8+ml6eINbYNhYsveOki8s203lQKi6N04mrqOFm+mDfto9wnxNL8MT3gA0A/LlOu2E1ZR2yniPA1bQQu+FT6dtl4kvrec+i8WzSs6R1D7aUKOLMqHx4mz+P4x4vy9J0xU4/7xvtAuz2r23h8CZavyaX7bENHe+pZBwrA3DaC/9qf/11fU+a4Loj+9Q9e+Tf/di67pSf/Vi/7nbeEETuRZnOH/+ohZHP/lT6nPItGcj6uGXHE8eEZY5WqiYlFvlHs1sLv5Vmjvb5Tyk7ix4iNpRLw4hv79iTho/j5E7Gk+MniaDylO54OM8yz9QezgfSfFfRme7wOgDteL8y6JE+fXTNqQQfM2Ue8YUf9lk3IlNzCKukeLB6os6C6zqe8iUd8a+4Wocs3dJB6AJO4QFa8VO2jjT7TzmHgqwtVqPhMzTor3cAfOiK9kjpyjXzL/ePRxMptO54haGp/mfEOfVSBa4v1+UVTJ2c58ReFKOt++u34dTsWikLt98G3amVxxDCXvE0/wp6yl4M/F0x6+7eLKAtcF2P4Nh9FD48S1vecC8R3WkKU0PZnSDos3AXjsAzwPduLRTNp8iBK20cyNNDJB1HtuHUxPThKN2bhCzVVdrkRz9blRsKgh/W2gaOHG1eFrTFXjG/qJ2+VbBor/2ezs9+2/4luWGlCxKOTuZLgmwrUDrkSs3SM+ufpwjXjm89xH9M9J4q6QD2i+K3x0gridHLSEPl4r3vrynV1Susi/fi9tzBDvXr45IF6/8PXgx6PiQOdou031EaMycthUE+FLhVENOfe7qIMYFZDzeeLyA4BzuVwi3vvxAfmf7eLjEq6yvDWf/jVVVGjY1NcFiQfHrPKus2nIMvEea/Fm8Sxl035xAPPRy4cuH7d80P6WLQ7X7AIquCz0jdvcWqNiUcj9qsK3e6dyaOtRcTsZvlE81bl/NLX9mDrNFG03+TLw70/ETQBfDJ758I+KT5vxou7zgOlJovEYsaXpGWKT4X88QOSqEN8xGI8OrzU9Imw6XFxL3jBdPyavFhcPvnXd+5u4BgBgE1btsQviMTcfmRGpNOo/4r6z/TRx1N08ULziszyouMqyyPQiiq2dVSCHAlcBFYtC7p6GdSWrx3xxzbA8S5+YKM7SgRXqTzap36teGPBWOnhG3CdFfyPaPPBV88VpYis9Pdn0eq2fENnzH4vL7Wvh4vs4rqgGLRReGxEv8k9MEo99+fIc9bXQXNyP9MVO0eZq089iy+/4VTzz5RusE1ni2S7fUV3W/5CB6w0lZZXadfDv8v0cy5f37NlccfPH/3iVl/5AMzaQzxxq/4lY6/vHiOchfzK10ODKRGfTgTEpSdx3euGB4S6oWBRy9y7M6l9hUv8ok/qNChpX/1n9TUzqN85wVr9xhu854WZnOGvudI4odupP9PmPwsKjE0Xzhmc/okbvigZnvKZ8A9RuqnjI+8GX4haKs7H4vj9EcVvF9A+HRY8X6/eKDyaWbxXPGfgywFvsk/VCfByNFxmyTMTkDeg7l16fJd6ytJ0i7rceGS+eV3B81mW9weJqwer8r17iR2/sL+60OL1ViHiUYbyc543fOpTuGkV3mm7LjOZxvCMaBYv3N1xaXuRWU9MOXvyGfuKB9fV9RDS+S/uft0Xka3qKVhx832Zu1/H/+orf5fu5m03PsrkYnJPv//41VbwiGrpMvJwcvVJckNj4fAVyo50LSM2ikDu4gqH+H0zql+7NbzFV7tg45sqd3zzRNO2nU2KR4xfE49RTOeJt87nfxZVAUzuEAlND4/Tj4s0E35pwAT5cQ8PjRUdD/54qXMl+/NtAYT124n2jxTMuLufgpcLgnDnmO9HEgst59V3Gv8ibN/ei2D68CofOikvs2j1/tO7gzbj/tLiZOFzxYYvNTcqL510SG+FikYhWXCpesVz9dQF1jopFIXegymXTY1lWv/FYlu/obw8WVcKqqpkqLYi5+smVUK6KcoWUq6Xs5VtM1UzWdINhIj5XcpsOF8tyHs7MofiHuAbKdeSus0XFma9AXJv+7Dvx7UL0t+LFHUsQvgOejYpFIXdQB5i//eMLBldCuSrKFVKulmYXiLe+mXmiJfLpHNEciCu5fEXZmCFq61fhyTUAboGKRSF3AABwM1QsepXkvnv3bvP0pEmTxgMAAKgtbFELv9rmKskdAADA1QRyBwAADwRyBwAAD6QO5J6env6NGvHx8XKSwyCmc/HmmN/oCYuYzsUjY1q+xayKOpC7Ot9YtLFxFojpXLw5JukJi5jOxWtjXiMnuBIqVyd7QUzn4s0xSU9YxHQuXhvTpeUOAACgdriK3EtKSqKiot5///0ffvjBnDhq1CiLLLVBU9j09HQOWFZWtm3btvHjx8fHx5c7/ME7Yrp+TEt69eolJzkDHWFdNmZaWpoxUVpaOm/evP79+y9btqxyFrvx5pgSriL3oKCgZ599dsqUKa1bt/7yyy+NxJtuuqlyLrvREXbChAkNGjR47rnnunfvfvfdd48cObJNmzZ8/ZDz2QNiunhMvkgMq8yNN95oTMhZ7UFHWHeJyVx33XXGxMCBA19++eXIyMiOHTuOHTu2ci778OaYEq4i9/r16+fm5vLEqVOnmjdvnpmZSQ5bmPSEbdiwYXZ2Nk889dRTcXFxPJGTk3PHHXfI+ewBMcnlY4aGhrLRJk6cGGmiXr16xoScz050hHWXmGbBNW3a9PLly+SM3eTNMSVcRe533nlnVlaWMb1gwYKuXbuSwxYmPWGbNGlSXFzME7GxsSdPnuSJwsLCZs2ayfnsATHJ5WMy33777eOPP75u3TqebtmypTy7tugI6xYxzYJr164d3xzwBO+1Vq1aVcpkJ94cU8JV5D5z5kxesalTpxp/+vj4dOjQwbz+tUZHWL4V5frgxo0bjT937NjBMQcMGFA5l30gpuvHNOAbQX9/fw7VuHFjeZ4D6Ajr+jFbtGjB91iPPvoo11gjIiLKy8s7d+4cHBws57MHb44p4SpyZw4cOLB+/Xpjmi9ly5cvHzRoUOUstUFHWK68mN+HrFmzJjo6urS0tHIWu0FMY9qVY5pZsmRJx44d5VSH0RHWxWPyKXn8+PFvvvlm7969PB0ZGWnccjmCN8e0xFXkrqlZi46wiImY5kQHY5KesIjpnTElXEXuOpq1kJ6wiImYzopJesIipnfGlHAVueto1kJ6wiImIaaTYpKesIhJXhlTwlXkrqNZC+kJi5jGNGKSwzFJT1jENKa9LaaEq8hdR7MW0hMWMRGTnBST9IRFTO+MKeEqcic9zVpIT1jENKYR0/GYpCcsYhrT3hbTEheS+6lTpyIjI8eOHRsWFjZ37tzffvtNzlErdIRFTMR0VkzSExYxvTOmJa4i94ULF95xxx184ZpqYujQoS1atFi0aJGcz050hEVMxHRWTNITFjG9M6bENXJCHdGqVasLFy5YpuTl5T300EOWKbVAR1jEtExBTMuUWqAjLGJapnhPTAlXkfs//vGPc+fOWabk5OQ4vqo6wiKmZQpiWqbUAh1hEdMyxXtiSriK3D///PPGjRt36tQpJCTk/ffff+211xo1auR4B8c6wiImYjorJukJi5jeGVPCVeTOZGZmLlq0aPLkyRMnTvzss8/Onj0r56gVOsIiJmI6KybpCYuY3hnTEleRu6aeFnSERUzENCc6GJP0hEVM74wp4Spy19TTgo6wiImYzopJesIipnfGlHAVuWvqaUFHWMQkxHRSTNITFjHJK2NKuIrcNfW0oCMsYhrTiEkOxyQ9YRHTmPa2mBKuIndNPS3oCIuYiElOikl6wiKmd8aUcBW5l5SU6OhpQUdYxERMclJM0hMWMb0zpoSryJ3XaujQoWvWrDEGAncWOsIiJmLK8xxAR1jE9M6YEq4id4ZXMikpafDgwQMHDkxMTCwsLJRz1AodYRETMZ0Vk/SERUzvjGmJC8ndTHFxcXJy8pAhQ/r16yfPcwAdYRETMeV5DqAjLGJ6Z0xyKbnzHUqxidmzZ/NKxsbGlpSUyJns5+eff54yZcqwYcNCQ0Ojo6OzsrJKS0vlTA7jeEwdq69j3U9Z9VPqYMwSW19z8J8WWexGR0zSs49Iz26yxsGYmjZpeno6BywrK9u2bdv48ePj4+Md3KRpaWnGBK/vvHnz+vfvv2zZMgfXnfTseh0xLXEVuQ8aNOixxx4rKirq3bt327Ztp0+f/vTTT4eEhMj57IQPxxYtWgwdOvSuu+7q2rUr3/40bdo0NTVVzlfX6Fh9Heuuo59SHV9z6IipYx+Rnt2kAx2bdMKECQ0aNHjuuee6d+9+9913jxw5sk2bNg5eMMwNTnhLvvzyy1wR6dixI9dFKueyDx27XkdMCVeRe8OGDS9dusQTvLPz8vLIdKvyj3/8Q85nJ3zC/P777zxx7ty5++67jydOnjz5yCOPyPnsgffEg7aQ89mDjtXXse6tNPRTWr++87/m0BFTxz4iPbtJxyGqaZNmZ2fzxFNPPRUXF0emnhG59iDnswez3Pkaedn0rtLxmDp2vY6YEq4i90cfffTIkSM88cADD/DBTaZdcs8998j57KRJkyaGjPh+h+tHPMEbtHHjxnI+ezhz5gyfJ3ylPVAZOZ896Fh9Heuuo59SHV9z6IipYx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<iic-com:ContenidoFicheroAdjunto 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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-06929160_ia">10.000.000,00 Euros</iic-com:InversionMinimaDescripcion>
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<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy" unitRef="euro">2911020.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy2" unitRef="euro">2023372.00</iic-com:Patrimonio>
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<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-06929160_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
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<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">3.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daq" unitRef="pure">3.40</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq" unitRef="pure">3.49</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq2" unitRef="pure">3.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq3" unitRef="pure">3.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">3.59</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">4.20</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">5.01</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.04</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">0.04</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">0.90</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
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<iic-com:ContenidoFicheroAdjunto 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<iic-com:DenominacionClase contextRef="FIL_S12025_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, B</iic-com:DenominacionClase>
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<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-06929160_ia">400.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ia" unitRef="euro">19664038.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy" unitRef="euro">29617144.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy2" unitRef="euro">20664902.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy3" unitRef="euro">8641075.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
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<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-06929160_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-06929160_ipy" unitRef="euro">145.7902</iic-com:ValorLiquidativo>
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<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-06929160_ipy3" unitRef="euro">118.6316</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">0.36</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.36</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">2.13</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">2.13</iic-com:ComisionGestionCobradaResultados>
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<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">2.49</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S12025_V-06929160_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
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<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
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<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-06929160_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
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</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.21</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">13.15</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
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<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">38.62</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">4.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daq" unitRef="pure">4.71</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq" unitRef="pure">3.66</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq2" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq3" unitRef="pure">3.76</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">3.65</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">4.25</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">5.07</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.41</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">0.73</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">0.77</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
</iic-com:EvolucionValorLiquidativo>
<iic-com:RentabilidadUltimosAnnos>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_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="FIL_S12025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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<iic-com:ModificadaPoliticaInversion contextRef="FIL_S12025_V-06929160_da">false</iic-com:ModificadaPoliticaInversion>
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</iic-fil:DatosClaseFIL>
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<iic-com:NumeroRegistroClase decimals="0" contextRef="FIL_S12025_V-06929160_ia" unitRef="pure">8</iic-com:NumeroRegistroClase>
<iic-com:DenominacionClase contextRef="FIL_S12025_V-06929160_ia">ARCANO CAPITAL SOL.II FIL, R</iic-com:DenominacionClase>
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<dgi-lc-int:Xcode_ISO4217.EUR contextRef="FIL_S12025_V-06929160_da">EUR</dgi-lc-int:Xcode_ISO4217.EUR>
<iic-fil:DatosGeneralesClaseFIL>
<iic-com-fon:NumeroParticipaciones decimals="0" contextRef="FIL_S12025_V-06929160_ia" unitRef="pure">15808</iic-com-fon:NumeroParticipaciones>
<iic-com-fon:NumeroParticipes decimals="0" contextRef="FIL_S12025_V-06929160_ia" unitRef="pure">15</iic-com-fon:NumeroParticipes>
<iic-com-fon:BeneficioBrutoParticipacion decimals="0" contextRef="FIL_S12025_V-06929160_da" unitRef="euro">0.00</iic-com-fon:BeneficioBrutoParticipacion>
<iic-com:DistribuyeDividendos contextRef="FIL_S12025_V-06929160_da">false</iic-com:DistribuyeDividendos>
<iic-com:InversionMinimaDescripcion contextRef="FIL_S12025_V-06929160_ia">400.000,00 Euros</iic-com:InversionMinimaDescripcion>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ia" unitRef="euro">2069598.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy" unitRef="euro">2048627.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy2" unitRef="euro">1420975.00</iic-com:Patrimonio>
<iic-com:Patrimonio decimals="0" contextRef="FIL_S12025_V-06929160_ipy3" unitRef="euro">394545.00</iic-com:Patrimonio>
<iic-fil:CalculaValoresLiquidativosEstimados contextRef="FIL_S12025_V-06929160_ia">false</iic-fil:CalculaValoresLiquidativosEstimados>
<iic-com:FechaDefinitivo contextRef="FIL_S12025_V-06929160_ia">2025-06-30</iic-com:FechaDefinitivo>
<iic-com:ImporteDefinitivo decimals="4" contextRef="FIL_S12025_V-06929160_ia" unitRef="euro">130.7169</iic-com:ImporteDefinitivo>
<iic-com:EstimacionDefinitivo decimals="4" contextRef="FIL_S12025_V-06929160_ia" unitRef="euro">0.0000</iic-com:EstimacionDefinitivo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-06929160_ipy" unitRef="euro">129.5914</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-06929160_ipy2" unitRef="euro">120.6665</iic-com:ValorLiquidativo>
<iic-com:ValorLiquidativo decimals="4" contextRef="FIL_S12025_V-06929160_ipy3" unitRef="euro">108.8719</iic-com:ValorLiquidativo>
<iic-com:DiferenciaEstimadoDefinitivo contextRef="FIL_S12025_V-06929160_ia">true</iic-com:DiferenciaEstimadoDefinitivo>
<iic-com-fon:ComisionesAplicadas>
<iic-com-fon:ComisionGestion>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">0.67</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaPatrimonio decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.67</iic-com:ComisionGestionCobradaPatrimonio>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">2.14</iic-com:ComisionGestionCobradaResultados>
<iic-com:ComisionGestionCobradaResultados decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">2.14</iic-com:ComisionGestionCobradaResultados>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">2.81</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:ComisionGestionCobrada decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">2.81</iic-com-fon:ComisionGestionCobrada>
<iic-com-fon:XCode_BaseCalculoComisionGestion_03 contextRef="FIL_S12025_V-06929160_daa">03</iic-com-fon:XCode_BaseCalculoComisionGestion_03>
</iic-com-fon:ComisionGestion>
<iic-com-fon:ComisionDepositario>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-06929160_da" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
<iic-com-fon:ComisionDepositarioCobrada decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.03</iic-com-fon:ComisionDepositarioCobrada>
</iic-com-fon:ComisionDepositario>
<iic-com-fon:XCode_SistemaImputacionComisionGestion_01 contextRef="FIL_S12025_V-06929160_da">01</iic-com-fon:XCode_SistemaImputacionComisionGestion_01>
</iic-com-fon:ComisionesAplicadas>
</iic-fil:DatosGeneralesClaseFIL>
<iic-fil:RentabilidadClaseFIL>
<iic-com:UltimoValorLiquidativoDefinitivo decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.87</iic-com:UltimoValorLiquidativoDefinitivo>
<iic-com:RentabilidadIIC decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">10.83</iic-com:RentabilidadIIC>
</iic-fil:RentabilidadClaseFIL>
<iic-com:PeriodicidadCalculoVL>
<iic-com:XCode_PeriodicidadCalculoVL_06 contextRef="FIL_S12025_V-06929160_da">06</iic-com:XCode_PeriodicidadCalculoVL_06>
</iic-com:PeriodicidadCalculoVL>
<iic-fil:MedidasRiesgoFIL>
<iic-com-fon:VolatilidadValorLiquidativo decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">33.06</iic-com-fon:VolatilidadValorLiquidativo>
<iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadElemento contextRef="FIL_S12025_V-06929160_da">LET. TESORO 1 A&#209;O</iic-com-fon:VolatilidadElemento>
</iic-com-fon:VolatilidadIndice>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">3.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_daq" unitRef="pure">3.86</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq" unitRef="pure">3.98</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq2" unitRef="pure">4.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpq3" unitRef="pure">4.22</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">4.07</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">4.82</iic-com-fon:VolatilidadVaRHistorica>
<iic-com-fon:VolatilidadVaRHistorica decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">6.06</iic-com-fon:VolatilidadVaRHistorica>
</iic-fil:MedidasRiesgoFIL>
<iic-fil:GastosClaseFIL>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_daa" unitRef="pure">0.72</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy" unitRef="pure">1.69</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy2" unitRef="pure">2.38</iic-com:RatioTotalGastos>
<iic-com:RatioTotalGastos decimals="2" contextRef="FIL_S12025_V-06929160_dpy3" unitRef="pure">0.00</iic-com:RatioTotalGastos>
<iic-com:RatioGastosEstimado contextRef="FIL_S12025_V-06929160_da">true</iic-com:RatioGastosEstimado>
</iic-fil:GastosClaseFIL>
<iic-com:EvolucionValorLiquidativo>
<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaVL.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-com:ContenidoFicheroAdjunto>
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<iic-com:NombreFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">GraficaRT.png</iic-com:NombreFicheroAdjunto>
<iic-com:TipoMimeFicheroAdjunto contextRef="FIL_S12025_V-06929160_da">png</iic-com:TipoMimeFicheroAdjunto>
<iic-com:ContenidoFicheroAdjunto 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</iic-fil:VariacionPatrimonialFIL>
</iic-fil:DatosEconomicosFIL>
<iic-com:InversionesFinancieras contextRef="FIL_S12025_V-06929160_da">El fondo ha completado 70 transacciones desde inicio y cuenta con una diversificaci&#243;n muy amplia tanto por tipo de operaci&#243;n, donde contamos con RCFs, CLOs, financiaci&#243;n de litigios, cartera de NPLs, operaciones de high yield oportunista y pr&#233;stamos directos. Como entre jurisdicciones y sectores, donde la diversificaci&#243;n es muy atractiva

El fondo ha continuado ampliando su posici&#243;n en NPL (non-performing loans), donde estamos encontrando activos en un entorno con muy poca competencia. El fondo est&#225; aprovechando la presi&#243;n de venta forzada y la oportunidad de adquirir pr&#233;stamos en niveles de estr&#233;s, con objetivos de rentabilidad superiores al 15%.

El fondo est&#225; completamente comprometido (y casi totalmente invertido, a la espera de que se llame parte del capital del subfondo de NPL), habiendo construido una cartera de cr&#233;dito senior secured de alta calidad y bien diversificada.</iic-com:InversionesFinancieras>
<iic-fil:HechosRelevantesFIL>
<iic-com-fon:HechoRelevanteSuspensionSuscripciones contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteSuspensionSuscripciones>
<iic-com-fon:HechoRelevanteReanudacionSuscripciones contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteReanudacionSuscripciones>
<iic-com-fon:HechoRelevanteReembolsoPatrimonio contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteReembolsoPatrimonio>
<iic-com:HechoRelevanteEndeudamiento contextRef="FIL_S12025_V-06929160_da">false</iic-com:HechoRelevanteEndeudamiento>
<iic-com-fon:HechoRelevanteCambioGestora contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioGestora>
<iic-com-fon:HechoRelevanteCambioDepositaria contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioDepositaria>
<iic-com-fon:HechoRelevanteCambioControlGestora contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteCambioControlGestora>
<iic-com:HechoRelevanteCambioEsencial contextRef="FIL_S12025_V-06929160_da">true</iic-com:HechoRelevanteCambioEsencial>
<iic-com-fon:HechoRelevanteAutorizacionFusion contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:HechoRelevanteAutorizacionFusion>
<iic-com:HechoRelevanteOtros contextRef="FIL_S12025_V-06929160_da">true</iic-com:HechoRelevanteOtros>
</iic-fil:HechosRelevantesFIL>
<iic-com:ExplicacionHechosRelevantes contextRef="FIL_S12025_V-06929160_da">En cuanto a hechos relevantes, el 26 de Marzo del 2025 se comunica la finalizaci&#243;n del periodo de inversi&#243;n del fondo. Tambien durante el primer semestre se realizaron modificaciones en el folleto respecto a cuestiones relevantes de la Clase C y Clase B del fondo.</iic-com:ExplicacionHechosRelevantes>
<iic-fil:OperacionesVinculadasFIL>
<iic-com-fon:OperacionesVinculadasParticipesSignificativos contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:OperacionesVinculadasParticipesSignificativos>
<iic-com-fon:OperacionesVinculadasModificacionesReglamento contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:OperacionesVinculadasModificacionesReglamento>
<iic-com:OperacionesVinculadasMismoGrupoDepoGest contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasMismoGrupoDepoGest>
<iic-com:OperacionesVinculadasOperacionesConDepositario contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasOperacionesConDepositario>
<iic-com:OperacionesVinculadasAvales contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasAvales>
<iic-com:OperacionesVinculadasContrapartidaEnGrupo contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasContrapartidaEnGrupo>
<iic-com:OperacionesVinculadasIngresosEnElGrupo contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasIngresosEnElGrupo>
<iic-com:OperacionesVinculadasDiferencias contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasDiferencias>
<iic-com-fon:OperacionesVinculadasDerechoDisposicion contextRef="FIL_S12025_V-06929160_da">false</iic-com-fon:OperacionesVinculadasDerechoDisposicion>
<iic-com:OperacionesVinculadasOtros contextRef="FIL_S12025_V-06929160_da">false</iic-com:OperacionesVinculadasOtros>
<iic-com:OtrasInformaciones>
</iic-com:OtrasInformaciones>
</iic-fil:OperacionesVinculadasFIL>
<iic-com:AnexoOperacionesVinculadas contextRef="FIL_S12025_V-06929160_da">No aplicable.</iic-com:AnexoOperacionesVinculadas>
<iic-com:ExplicacionInformePeriodico contextRef="FIL_S12025_V-06929160_da">1. SITUACION DE LOS MERCADOS Y EVOLUCI&#211;N DEL FONDO. 




a) Visi&#243;n de la gestora&#47;sociedad sobre la situaci&#243;n de los mercados. 



Marzo registr&#243; un cambio de sentimiento en el cr&#233;dito europeo, con retornos negativos tanto en High Yield como en Pr&#233;stamos Apalancados (Leveraged Loans) por primera vez en lo que va del a&#241;o. Los activos de riesgo se vieron presionados hacia finales del mes, a medida que se intensific&#243; la ret&#243;rica proteccionista en EE.UU. antes del anuncio de aranceles del llamado "D&#237;a de la Liberaci&#243;n", lo que llev&#243; a una oleada de reducci&#243;n de riesgo (de-risking). El &#237;ndice de High Yield cay&#243; un -1.0% en el mes &#47; +0.6% en el a&#241;o, los Pr&#233;stamos Apalancados europeos descendieron un -0.5% &#47; +1%, marcando el peor mes para los pr&#233;stamos desde octubre de 2023, mientras que el cr&#233;dito con grado de inversi&#243;n (IG) se contrajo un -0.9% &#47; +0.2%.

Abril comenz&#243; con volatilidad, ya que EE.UU. confirm&#243; nuevos aranceles generalizados sobre una amplia gama de importaciones, incluidas las provenientes de la UE. El anuncio sacudi&#243; los mercados y provoc&#243; una fuerte revalorizaci&#243;n del riesgo de cr&#233;dito, con el iTraxx Xover cerca de los 350 puntos b&#225;sicos, el nivel m&#225;s amplio registrado en m&#225;s de un a&#241;o. Los m&#225;s afectados fueron los cr&#233;ditos ligados al comercio global, especialmente en los sectores de automoci&#243;n, qu&#237;micos y consumo discrecional.

Los mercados primarios han permanecido abiertos, aunque la actividad se desaceler&#243; notablemente, con varios emisores optando por retrasar operaciones o ofrecer mayores concesiones. A pesar de ello, los factores t&#233;cnicos siguen siendo ampliamente favorables, con una demanda sostenida por parte de CLOs e inversores en tasa flotante que mantiene un soporte bajo los diferenciales.

La incertidumbre relacionada con los aranceles tambi&#233;n ha dado lugar a revisiones macroecon&#243;micas pronunciadas: Deutsche Bank ahora proyecta un crecimiento del PIB de EE.UU. de solo un 1% para 2025, con una inflaci&#243;n PCE subyacente al alza hasta el 4%, una combinaci&#243;n que podr&#237;a llevar a hasta cuatro recortes de tipos por parte de la Fed este a&#241;o. Mientras tanto, el crecimiento del &#193;rea del Euro ha sido revisado a la baja a un rango del 0.25%&#191;0.50%, con expectativas de un mayor alivio por parte del BCE y la posibilidad de un importante apoyo fiscal por parte de Alemania.

Con rendimientos agregados a&#250;n atractivos y fundamentos t&#233;cnicos intactos, mantenemos una postura selectiva, centrada en cr&#233;ditos con perfiles de flujo de caja resilientes, posicionamiento sectorial defensivo y fuerte liquidez.


b) Decisiones generales de inversi&#243;n adoptadas. 



No aplica




c) &#205;ndice de referencia. 

MSCI Eur Net


d) Evoluci&#243;n del Patrimonio, participes, rentabilidad y gastos de la IIC. 

No aplica




e) Rendimiento del fondo en comparaci&#243;n con el resto de fondos de la gestora. 

No aplica

 


2. INFORMACION SOBRE LAS INVERSIONES. 




a) Inversiones concretas realizadas durante el periodo. 

El fondo ha completado 70 transacciones desde inicio y cuenta con una diversificaci&#243;n muy amplia tanto por tipo de operaci&#243;n, donde contamos con RCFs, CLOs, financiaci&#243;n de litigios, cartera de NPLs, operaciones de high yield oportunista y pr&#233;stamos directos. Como entre jurisdicciones y sectores, donde la diversificaci&#243;n es muy atractiva

El fondo ha continuado ampliando su posici&#243;n en NPL (non-performing loans), donde estamos encontrando activos en un entorno con muy poca competencia. El fondo est&#225; aprovechando la presi&#243;n de venta forzada y la oportunidad de adquirir pr&#233;stamos en niveles de estr&#233;s, con objetivos de rentabilidad superiores al 15%.

El fondo est&#225; completamente comprometido (y casi totalmente invertido, a la espera de que se llame parte del capital del subfondo de NPL), habiendo construido una cartera de cr&#233;dito senior secured de alta calidad y bien diversificada.




b) Operativa de pr&#233;stamo de valores. 



No aplica




c) Operativa en derivados y adquisici&#243;n temporal de activos. 

No aplica




d) Otra informaci&#243;n sobre inversiones. 



No aplica




3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 

El desempe&#241;o del fondo se ha mantenido s&#243;lido en el primer trimestre, impulsado por nuestras posiciones en CLO y un rendimiento robusto de la cartera de RCF. El comportamiento pr&#225;cticamente plano del NAV trimestre a trimestre se debe &#250;nicamente a la acumulaci&#243;n de "carried interest" desde el inicio del fondo, ahora que ha finalizado el periodo de inversi&#243;n.




4. RIESGO ASUMIDO POR EL FONDO.

La rentabilidad del fondo no se ha visto afectada por los movimientos de tipos gracias a su perfil flotante y baja duraci&#243;n.


5. EJERCICIO DERECHOS POLITICOS.

No aplica




6. INFORMACION Y ADVERTENCIAS CNMV. 

No aplica




7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 

No aplica




8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 

No aplica




9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 

No aplica




10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO.

No aplica





&#191;




3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. 



El conjunto de inversiones computa un tipo medio bruto compuesto cercano al 10%, lo que nos coloca por encima del rendimiento objetivo de los inversores seg&#250;n en Offering Memorandum.






4. RIESGO ASUMIDO POR EL FONDO. 



No aplica






5. EJERCICIO DERECHOS POLITICOS. 



No aplica.






6. INFORMACION Y ADVERTENCIAS CNMV. 



No aplica.






7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. 



No aplica.



 




8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. 



No aplica.






9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). 



No aplica.






10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. 



El fondo termin&#243; su periodo de inversi&#243;n en Diciembre. A partir de este a&#241;o (inclusive), las monetizaciones y repagos que se reciban en el fondo se distribuir&#225;n a los inversores. 

Tras el s&#243;lido desempe&#241;o de la cartera de RCF durante 2024-25, impulsado por las recientes refinanciaciones as&#237; como por los elevados ingresos por cupones recibidos, el fondo est&#225; realizando una distribuci&#243;n de aproximadamente EUR13.5 millones (aproximadamente el 13% del coste).</iic-com:ExplicacionInformePeriodico>
<iic-com:AdvertenciasCNMV contextRef="FIL_S12025_V-06929160_da">No aplicable.</iic-com:AdvertenciasCNMV>
<iic-com:InformacionReglamentoUE_2015_2365 contextRef="FIL_S12025_V-06929160_da">No aplicable.</iic-com:InformacionReglamentoUE_2015_2365>
</iic-fil:DatosFondoCompartimentoFIL>
</iic-fil:InformeFIL>
</xbrli:xbrl>
