NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-07-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-01-01 2025-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-01-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-01-01 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-10-01 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-07-01 2025-09-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-04-01 2025-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-01-01 2025-03-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2023-01-01 2023-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2022-01-01 2022-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2020-01-01 2020-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2022-01-01 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2020-01-01 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2023-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2022-12-31 iso4217:EUR xbrli:pure NAO RENTA VARIABLE EUROPA,F.I. 5313 02 04 2025 EUR Baa1 false PLAZA DEL AYUNTAMIENTO, 27 7º PLANTA 46002 VALENCIA EM eva.prats@nao-sam.com www.nao-sam.com 05 Plaza del Ayuntamiento, 27 7º Planta 46002 Valencia EM eva.prats@nao-sam.com 2018-11-08 08 09 6, en una escala del 1 al 7 Política de inversión: Renta Variable Internacional El fondo aplicará la metodología del compromiso para la medición de la exposición a los riesgos de mercado, asociada a la operativa con instrumentos financieros derivados. 01 0.40 0.34 0.75 0.34 2.55 2.51 2.53 1.21 1 NAO RV EUROPA CLASE D EUR 123715.70 123717.64 40 41 0.00 0.00 false 1.000,00 Euros 2653203 2418872 2985377 2864153 21.4460 19.0705 17.3175 14.9880 0.35 0.70 0.35 0.70 01 0.04 0.07 01 12.46 3.43 2.29 5.04 1.19 10.12 15.54 -2.30 8.80 21.20 5.05 4.51 2.66 7.53 11.01 22.23 -9.49 -3.21 0.95 0.90 0.94 0.97 0.93 0.94 0.16 0.91 0.94 -1.52 -3.99 -3.65 2025-11-06 2025-04-04 2022-03-04 1.20 2.53 3.73 2025-11-10 2025-04-10 2022-03-09 01 12.96 9.35 10.57 18.62 11.59 9.63 10.79 17.64 22.58 16.21 11.58 12.66 23.51 14.65 13.30 14.12 19.43 34.10 0.33 0.19 0.22 0.40 0.43 0.63 1.05 3.42 0.53 EUROSTOXX50 NET RETURN EUR 16.45 11.58 13.04 23.81 14.98 13.20 13.89 23.36 32.20 6.52 6.52 7.66 7.72 7.69 9.08 9.21 9.75 10.97 0.83 0.21 0.21 0.21 0.21 0.84 0.88 0.87 0.84 false true GraficaVL.png png 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BrlD7gAYO/Xtvb/fdcHWOVgoWnj2la7O9shAnzRmHObIhdwhdwBMg4DbRc9tcQxLvbvgs+KpyezU2+F+Xu0tTcgV5A65A2ACDI9NWh4P+IP9pWZB/0LPK+u51cHe7iV5WRjKD7lD7gCYBnnsphfeOeXky5TK5POfHRkaTIwKi48IHhroQ64gd8gdABOA2PyE3+2f7TiZc69x/rNymaysMJc02GurK1W3zQGQO+QOgLHT2jX4x39c3uHoP7TQ7egE7W0RAd4ZSQm4Cx3kDrkDYDLcSCt7bouj363C+U8Rm2ckJ0b40zv5rUgU5A65A2AajInE758J/dePL9Txe+c9qeTVsIO93e8W5GCyXMgdcgfAZCitbXv53dNfejCmJXPdPTzYnxAZknAzdHhoAImC3CF3AEwDuULhEpq24e3jaaVz73sjk0pL87NJg53HqSKNd+QKcofcATANOvtG/rL/6luHffqG5w4r7WhrueHnlZlySzw1iUQByB0Ak4GRw16/1ckjJmfO5YyTognWbUZkoM+DDj6yBCB3AEwGkXjG/kLkqzvP1TQ/0KwnludWVQR7u5cX5clluB0d0LXchUKhra2t+l8ej7d3714qlbpnz56GhoavH94y28bGhtTY29uz2WzIHQDtYTd0vmJL+/RS1KT4O5OqD/b3Mm4E3YoOHx0eQpaA7uXO5XLt7Ow2bdqkrtm1a1dtbS0pZGVl7d69mxRoNFp6ejopMJlMFxcXyB0AbVAolG43s9ZvdbqVX6NZL5VIinMzQ3yuNNTWIEtgteTu5OQkEAg05a7J5s2byaOlpaWql1Amk2m28SF3ABajZ2iM8iX97wc8H/SPatbzWxrDr3tmpyWJxVPIElhFuatYUO51dXVXr14lBSqVqq7ULKvgcDjE7AwGA3IHQEVyEff5bccvhKeTxru6UjQxnnYr9mbQtW5BB1IEDCb3qakpGo0mFs/eKIBCoajrLSws0HIHYDHEM9ID7rG/sDlTzmtXVyqVCs69smC6W2VpoVwuR5aAweQ+NDTk5uY2PPzobrxWVlayhz/lk0dShtwBWJDa1u7ffnj+43Ph45PT6sqB3p648IDbsRHCkWGkCBhS7lVVVQ4ODkKhUF3j6urKYrFIgTyS5jzkDsB8fOLzn9viGJVRqa6RzMwUZrNCfK408rjIDzC83G1tbTdp8PXDK2qsra0pFIqNjQ2Px4PcAdBkYHRi29Hrf9rrzu/+9qLG1qb6MF+PXFbKzLQYKQIGk/vKgdzB2iSzov6n20+cDkyRyRWqmokxYUpCdHTw9d4uAfIDIHcATIwxkfgzt5iNls6FNS2qGoVCUV1eGkx3Y5cVKxT44RRA7gCYAkqlsr69Nzy17IB77OufXPxffzv42ofnRyceXa7e190VE+qXzLg5JhxFrgDkDoBR0zc8nlJc6xyQ/N9feq+jOvzqvbMfnwu/lpBfUdcukT6aDWZmejo/IzX02tXmBh4yBiB3AIyRqWlJCbfVIybH1jl4o6Xzjzcf2+rgey4kNb2sbnhsgcl4m+vvE63nZ6ZKZqaRPQC5A2AsKBSPOls+c4t5/ZOLT795+P/ucTvoGR+dWdnaNfiYN7Y1NyZEBseE+vf1dCGNAHIHwPAs1tlSWd+h7mxZEKVS2dMlKMrJCL/uGebrkZGcoFAokE8AuQNgGJba2TKvda940MHPz0gN8blCmuqVpYUjQ4PIKoDcAdA3y+5s0UQul7W3NuekJQXR3eIjgqvLS8dGR5BbALkDoFf6hseTi7jL6GyZg0wqbW2qz0hODPS6dCs6nMsuF02MI70AcofcgZ5YsLPFJTRNy86WOUhmppvqatNuxQV4XkqKi+Rx2LhXNYDcIXegDzQ7W/5991fL62yZg1g8VcetTomPCvC8mJoY03Cfg9lgAOQOuQP9NdJfeOfkDylHlt3ZModJ0URtdSUz5gZpp6cnJTQ38KQSCfIMIHfIHeiPGanM4pDPDke/4THRChc1PiasqbybcDMkiH456w6T39Iol8mQYQC5Q+5A30hl8h2O/u+fCdW8Zd1SGR0eune3KC48MNjbPS89pZPfiom9AOQOuQODIVcodp4OsTweoJ5Qd0kMDfSVF+dHB18P8/UozGZ1CTqUSow5ApA75A4MilKptHONeOuwz8zS+taV/T3dpfnZEQHeEf70krysvu4uUol8AsgdcgdGwQH32P/6p6d4RqrlkaD7QWdhdnr4dc+oIN+yorzB/j7kEEDukDswLo763PrTXneReObxL1MoFIL2tryMOyE+V2LDAu7dLRoZxsQAAHKH3IFRciYo5fVPLgpFi15vPjsxQEtTdurtILpbQmRIdUXpOG6RASD3OQiFQltb28fUNDQ02NjYUKlUe3t7NpsNuYNV5XJk5m8/PD8kXOCqR6lU0tJYl5GUEOh1iRkdzq2qwMQAAHJfGC6Xa2dnt2nTpsfU0Gi09PR0UmAymS4uLpA7WD184vN/9d7Z3qGxOfXjY8Ib/nR/j6+SGTfruFWYGABA7k+Qu5OTk0Ag0FT5/BpLS0ulcvZiA5lMNqeND7kDHRKSUvryu6cF/d+ZeVGhkLPLioPpbvkZd+B0ALlrK3cVmiqfX0OlUhcsq+BwOMTsDAYDcgcrITqz8oV3TrV1f+fn0G5BR1SQ752EaNJyR4oA5K5juVMoFHXZwsICLXegc5gFNT/ZfqKh49uLF0kjPTv1dvh1z7bmRuQHQO6rIncrKyvZw/k3yCMpQ+5At7Du8p7fdpzb8uhOpEqlklfDDvZ2L8nPkkoxmReA3FdN7q6uriwWa3YnZLFoNBrkDnRIHrtp/VanyvoO1b+D/b3xEcGJN0OHBweQHAC5r67cuVyutbU1hUKxsbHh8XiQO9AVd+/zn9viWMRpIWWJZKYoJz3E50p9bQ1mCwCQu27kvnIgd7BUqhoFpM2eXdlAyi0NvDBfj1xWyrR4CpkBAHIHpsr9tu4Nbx+/U1IrHB1JiouMCfXr7XqAtAAAuQMTplnQ/9PtJ+KyKytKCoLpbtUVdxUKzMQLAOQOTJn2nqGNls6eESmRgT5pzDjMHwAA5A5Mnu5B4c/fdf7y3OxM6x1tLUgIAJC7jlEqlRGscr9bBdiM9EbfsPDld07Y/tO5rDBXJpMiIQBA7rqksbPPOSB5o6XzL23Orvtvhzp+L7YkPdDU0vriNocPDn81OjyEbAAAueuMQaHIJz7/j/+4/LMdJ518mffbukllXDabWL5rAFOBryIz09NpKUkvv314v2sQsgEA5K4bpiVSRg777WPXf0R1+OR8RM69RoXiOwNkPGJyfveR69ji94UAKzpP4nH9vNx/t9P58yuxyAYAkPtKUSqVhTUtey9GPWNx9K3DPlEZlZOL37DtMD1h0+dekqXdhRk8gdHhIWbMjZshfn/d7/bppSjVrNEAAMh9uU3Fh13qL1k5/9vur0irfP5tH+ZD2vK2zsHvnwmFgHSCTCYtK8wN9navqijbdvT6R7SwOWdLAADIXVsGhaJrCbNd6j/dfsLxmy517ZmRyv5+wPOozy1sVSuko63lhj89IzlxfHzM5lSQ9ckgmRwDlACA3JfItEQan1u1/Zjfj6gOu8/fyK5sWHYjUSgSv/bRea+4XGxYy0M0MZ7GjIsM9HnQwSffwsfnwrc6+KKzCwDIfQmou9T/z1vHntilrj0P+kdftDxFjhbYtpaEQqGorrgbTHerLCmQy2Xk29l3OfrNL7zIoRfJAQBy14omQf/pwJSXrJx/v+vC1ehsbbrUl8T9tu71W53IkQObl5b0dj2IDvFLZtwcG31079PD9IQ39l3RyeEWAMjdzOWu6lL/z2+61Gtbu1fvsxRUNxO/8/g92MIez7R4KpeVHObr0dJYp6485Z/8B/tLuLQUAMj9sfrQXZf6fETj46LxhRv+GNz0JJT13OoQnytFORkSybct9Avh6b/7yHV4bBIJAgByX8gcSmURp+XTS7Nd6haHfG6mV6zkHF+hkI+Njjzo4PM4VXcLcjKSEhgRQcF0t+vu5/2uXijKSV9wQLxn7OzgJiFaoPMYHhxIvBkaHxE82N+nWe8Vl/vrnef6RzDLIwCQ+zzmdKn3LLFLfWpS1Nv9oKmu9l5pYQ4rmRkdHu7ndd3d9YafFzPmRi4r+d7doub6+33dXeKp2dblxPhYWWEuaYHejo1oa2qYM6v4EXrCf/3TcwbXe3yDVCopycsK9nbn1bDn3AkvMKn459ZncK4DAOT+HYaEIt/EAlWX+rFrt57YpS6RzAwN9Lc1N9ZUlhVms1ISoqOCfUkznHiHtCgzkhOJsuu4VaS1Pi4cfeKNIEjTnhg/MSoszNejsqRgUjShPoHYeTqE/GFwE4FkO/y6Z3bqbdVxUZPI9PIXLU+192BGMACMSe5CodDW1lb9b0NDg42NDZVKtbe3Z7PZC9boSu7TEmlCXvUOR/8fUR12uYRnVTTIvytiol3h6IigvY3HYZfmZ6cnJTBuBAXR3fyvfhUdcj01MaYoJ51zr7y9pWl4cIC0K1fe4ZCfmRpEv8y6zejqbP/64eAm0nh38E5cy9vZ+JjwzsPDZ7egY/6z5Bskh2RyyoUdEgAjkjuXy7Wzs9u0aZO6hkajpaenkwKTyXRxcVmwZoVyX6hLfZq0l3u7ZntUKksLc9KSZntUrnvO9qj402/HRuSyUh71qPR0zW856hZyWlBbXUkOHlFBvlx2xcCw8HcfuXrG5qzBLYwcXNllxcF0N/JIyvNfkFp6//ltx5c6HhgAsOpyd3JyEggEmnK3tLRU9ULIZDJVi35+zbLlTtp3p/xvv/jOyVffO3P4csitW7dT4qOIQ/2uXAjxuRIfqe5RqSYNZ9JgVCoNOXK950EniSfQ6zKDEf+z7ccZOey1s22RI2hFcX64r+edxJiJMeGCr8m517h+qxO7oRO7IgDG2C1D0JQ7lUqdU55fowmHwyFmZzAYTwzrDx86r3vzC+onTpfcPB/2qGRw2Q97VIYGZFLjHco4NSkiJw0Xvrq87s0vbzIz5HIz/n1VOdDXU1lSEB8RHOh1iRlzo6Ikf7GXFnNan9viWFrbhv0QANOQO4VCUZctLCwWrFley72S2yD65rdK09OeUhGbkrPuzYPnzl+4W5Azvkhj1hSRzMy0NtbnpCWRk6ebQddK8jLJadOCnTBq7jV0kjZ7LrsROyEAJiN3KysrmWy2cUoeSXnBmuXJ3Qxg5LB/tuPELWZSMN3tTkJ0R1uL6V5IMzI0WF1RyowOD/C4mBwfxa2qGBdqdSEjt6Xr+W3H00p52AMBMCW5u7q6slgsUiCPNBptwZo1K/evHw7Vee2j80PC8framrgbgTf86VXlJWLxlEkEL5NJyQGpIDPthp9XuJ9XfmZqR2vzku5V3djZ95PtJ27l12D3A8DE5M7lcq2trSkUio2NDY/HW7BmLcud4OCd+PcDjwY3DfT25KQlBXpdzrrD7OvuMs6Ax8eEtVWVKfFRAZ4XSVO9uryUNNuXsZy27sEX3jkVlVGJfQ8A05D7yllTclcqle+fCbV1Dlb3ycxMi2sq70YGeMeGBdRxq4zh92GFQt7V2V6SlxUV5BvicyU7Lam1sV4yM73sBT7oH3353dPBySXY8QCA3M0W0mzf9LnXEXrCHO0L2ttSE2OD6G6LTVmz2kxNiupra1hMRqDXJUZEUGVJATm3mDNVwDLoGx5/xZbmzcjDXgcA5G7mjInEv/vI1SNmgcFNj5+yZjXOJPp6usqL8uLCA4PolzOSEhruc3Q41GtIKHrto/OXIjOwywEAua8JugZGN1o6x2UvPLhJc8qaCo0pa3R29jAtJsvPusMM9naPDvErzc/uedCp8wOJUCR+/ZOLpwNTsL8BALmfWzvfAY/fs36rU35V82NeMzw4UJCZpjllzYra0QP97LLixJuhAZ4X7yTG8GrYE+Njq/TpROKZP3/qvsan1gEAcl+Lcp/97DUtxO9PnF9FIpm5X31PPWXNkn7blEol/JamvPQ75CQgIsC7MDu9k9+62mNlxyen39h/9TO3GOxpAEDua1HuhPjcqhctTz3o12oQkHrKGiLroYG+x7xSODLMuVeeFBcZ4HHxdmxETWUZqdHDx5ErFBGs8ue2OP377ouY7hgAyH3typ1AZ+S99tF57e/cpJqyJvy6Z8LNkKa6WnUznBQE7W1FOemRgT6knZ7LSmlrbpRKJPr5FETliXnVv/nA5e8HPEu4rTA7AJD7Wpc74ajPLfXgJq1lquC3NJK2ebC3ewojivwFeF4iuifen3MTOz2QXlb3H3aX/viPy1kVDdi7AIDcIfdvm70fnA19zzl4GXfxFo6OJEaF8ThV02ID3LW1sKblL/uvkjOP24Uc7FcAQO6Q+1wkUtmbX3gdnju4yXi519D51mGfX9qcjcqoXMYxCQAAua8VxkTif/149u7eRh5nHb/33ROBL7xzKjCpWCZXYHcCAHKH3J9A96Bwo6VzbPY94wyvrXvw43Phz2877hWXOy2RYkcCAHKH3JfQLib2zGM3GVVUXQOj+92in93ieCE8XSSewdcEAOQOuS+ZIs7s4KbaVqO4efSgUOTgnfjjzcdO+ieNTkzh2wEAcofcl09CXvUL75wS9I8YMIYxkfhMUArR+kHP+P6RcXwpAEDukLsO8Gbk/fbD8wZpLE+KZy5FZjy3xXHvxSjDHmAAAJC7GXLs2q2/HfDQ50+XM1KZT3z+T7af+OBsaLOgH18BAJA75K57lErlh2fDlje4aanI5IrQO6UbLZ13OPobSXc/AAByN1tUg5sOecWv6iEkLpv9ii2N8iW9nNeOnAMAuX+Hzs7Offv2WVhYnD17dmJi9v4SDQ0NNjY2VCrV3t6ezWZD7stjTCT+/a4LV1ZncNOdklqy8D9/6m5sF18CAIxF7vv37+fxeKTQ3t5Op9NJgUajpaenkwKTyXRxcYHcl033oPAlK+eYLF0ObsplN/5pr/u/7f6K+B0ZBgByXxTSQleX3377bfJoaWmpmvpVJpPZ2tpC7iuhvn12cBMx8soXVc5rp3xJ//XOc3HZbMzNCwDk/gT27NnD5/NJITMzUyV6Td1rllVwOBxidgaDAblrSTGndf1WJ25L17KXQN67/ZgfOQkIS70rV2BaGAAgdy1obm7evXv35s2bY2NjySOpoVAo6mctLCzQcl85icsd3NQs6H//TOhPtp+4lpAvkcqQSQAg9yXT1dVlZ2dHClZWVjLZrEfIIylD7jrBJz7/Nx+4aD+4iRwJ9nx187ktjpcjM6emJUggAJD70ti1a1dDQ4NSqSQt94iICFLj6urKYrFIgTzSaDTIXVc4+jL/+tmTBzf1DY8f9Iz/8eZjZ4JSxkRi5A0AyH05cq+qqtq5c6eFhcXVq1flcjmp4XK51tbWFArFxsZGdSEN5K4TyBH0I1qYzamgxQY3kXb9Sf8kovWjPrcGhSJkDADIfflyXx6Q+/KQSGWUL+mkYT6nXiSecQ1jPbvF8TO3mO5BIRIFAOQOuZsY45PTv991wT0qS/XvtETqGZvz/Lbju1zC27oHkR8AIHfI3VTpGRp7yco5klUemFT8wjun3j0RWMfvRVoAgNwhd5Onvr33+3/94m8HPNgNncgGAJA75G4+8PiYxBEAYGRy53K56rKjo+M5AAAAy+XIkSPGIncAAAD6BHIHAADIHQAAAOS+IKp5IlcCg8EoNAIQBsJAGAjDIGFo/oppVi13zWtvEAbCQBgIA2GYidy1OWohDISBMBDGWg4Dfe4AAGCGQO4AAAC5A6OhtrZ23bp13//+9y0tLdWV3/ve99ZmGIWFhT/4wQ82bNjAZDKffvrpp5566he/+IX+vxQjCWMO+v86jCoM9Xp7e3vXr19vqC9F/2FA7qbKM888k5KSQgqtra3qrUT/+4+RhPHss8+Sw0xxcTHZZ8gjqeHxeK+++uraDOOph3zvG1RlcgBem2Got0by7YhEs7c9GB4efvnll80+DFOSu3r70MQg24oxhEFi0Pz3D3/4g0Gsamxh/PCHPzRgU9FIwqioqCABuLq6GrbJbCRhqNerua3qPxj9h2FiLXfi0P7+foShOv7fu3dP/e/09PTGjRsN0mQ2hjDIeW5+fj4pSCSP7h9LziRIbGszDBXEquS8isPhGLZbxuBhEJm+/vrr5BSKPKpq+Hw+CcnswzAxuVdVVb322msI4+uHY8HmWKOwsFCzwbimwujt7d2wYYNmzbp168jOszbDUDM1NbVp0yb9n1YaVRjj4+O1tbV//vOf1Rsq+VIWuyGoOYWBPncAADBDTEnuuD4EYSAMhIEwzFDuuD4EYSAMhIEwzFDuuD4EYSAMhIEwzFDuuD4EYSAMhIEwzFDuuD4EYSAMhIEwzFDuAAAAzFDuqampv/nNb5555hnVoFBy0HvllVf0f70qwkAYCANhGH8YpiT39evXJyQkTE9Pq/4lhaSkJP2PNEMYCANhIAzjD8OEr5ZRYfBfvREGwkAYCMMIwzAlua9bt47FYqln7SCHPtXEqggDYSAMhIEwTFjujY2Nr776qmqUFznikcJrr73W3NyMMBAGwkAYCMOE5Q4AAMAM5Y6pKhAGwkAYCMMM5Y6pKhAGwkAYCMMM5Y6pKhAGwkAYCMMM5Y6pKhAGwkAYCMMM5Y6pKhAGwkAYCMMM5f7MM8+8/vrrVVVV4+PjCANhIAyEgTDMRO7qmxA+8xBDfWEIA2EgDIRh/GGY6nXu8+82izAQBsJAGAjD5OUOAADATOSen5+vmkStvr6eHPGeeuqpjRs3ikQiPYdhJGMikA1kA9lANsxE7k8//XRZWdnXD3+a4PP5Xz8cDrB+/Xo9h2EkYyKQDWQD2UA2zETu5KA3pzCnrKeTHeMYE4FsIBvIBrJhJnLfunUrg8EYHByk0WjR0dFfP7y5yRtvvKHnMIxkTASygWwgG8iGmcidcObMGXI+pZ4z84MPPtB/DEYyJgLZQDaQDWTDfOQOAADA3ORuJDe6RTaQDWQD2YDcdYmR3OgW2UA2kA1kA3LXaazGcaNbskYSyfe+i8F/fEc2kA1kA9kwVbkbyY1uv354HVV/fz+ygWwgG8iG0WYDN8heDlVVVWTVyAaygWwgG0abDUz5izAQBsJAGGYYBqb8RRgIA2EgDDMMA1P+IgyEgTAQhhmGgUFMAABghmAQk6mCbCAbyAayYSZyx9AMZAPZQDaQDTOUO4ZmIBvIBrKBbJih3DE0A9lANpANZMMM5Y6hGcgGsoFsIBtmKHcAAABmKPfCwsIf/OAHGzZsUJ1VPfXUU+pbESIMhIEwEAbCMFW5P/vss7W1tcXFxSQv5JHU8Hg8csKFMBAGwkAYCMOE5a7+1Vvz3lT6/9UbYSAMhIEwjD8ME7vOPT8/nxTUP3y3trbqfxgxwkAYCANhGH8YpiT33t7eDRs2aNasW7eOz+cjDISBMBAGwjBhuQMAAIDcAQAAcgcAAAC5AwAAgNwBAABA7gAAACB3/SULAGBoICLIfVXkjiQAgH0QcseGBQDAPgi5Y8MCAGAfhNyxYQGAfRBA7tiwAMA+CLmDVduwNn0XdaXmC+a8csuWLSwWS1WpVCr9/f1JzbZt2wIDA9Xvqqio2LVrF5VKtbe353K5j1nXYku4evUqWQgpFBQUeHt7L1Y5PDw8Z5l37959++23yap3795NyvM/b1lZ2WIfbU4S5lfOz5tmNrRfjvYZXjBgXX19OsHJyam9vV39L5/PP3ny5GIb25K2TL29PSwsbBmrgNwhd2OX++Mr5ytDIBAQe6rK4eHhISEhcrmclBMSEiIiIlT1lpaWjY2NpFBbW2tra/uYNS62BIlEcuTIEWIKFxcX9YvnV+bn51+7dk1zgQ4ODiUlJaSQk5Pj7Ow8/6MR6ZMjyoIfTXsfLZgN7ZejfYYXDFhXX59OyM3N9fX1Vf9Lyqq5ZHUu99XY1Fe4Lsgdcl9duRdUN2v/t3I7dHZ2WllZqcpE3DKZTFUeHx/fuXOnqrx379709HT1U49Z42JLIHR1dR08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false false false false false false false false false false No aplicable. true false false true false false false false a.) Existe un Partícipe significativo con un volumen de inversión de 5.492.963,25 euros que supone el 24,01% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 5.492.963,25 euros que supone el 24,01% sobre el patrimonio de la IIC. Anexo: a) Al inicio del fondo, se disponía de dos partícipes que habían dotado al mismo de un capital semilla por importe de 2.500.000 MM de euros cada uno, correspondientes a 250.000 participaciones respectivamente. d) Durante el periodo se han efectuado operaciones de compra de divisa con el depositario por importe de 1.563.447,43 euros, 6,83%. Durante el periodo se han efectuado operaciones de venta de divisa con el depositario por importe de 1.394.950,81 euros, 6,10%. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. El segundo semestre de 2025 fue, en esencia, una transición desde el ?ruido? hacia el ?precio?. El verano estuvo dominado por titulares con capacidad de agitar carteras pero con menos impacto real del que sugerían: la batalla legal sobre los aranceles en Estados Unidos, el enredo político francés y el debate sobre la independencia de la Reserva Federal. En paralelo, el mercado empezó a cambiar el foco: menos obsesión con el escenario macro y más exigencia sobre resultados empresariales. Esta rotación de narrativa se consolidó a partir de septiembre, cuando la Fed inició el ciclo de recortes y confirmó que el riesgo dominante ya no era una espiral inflacionista, sino un crecimiento que se enfría sin romperse. Con la inflación moderándose gradualmente, la política monetaria volvió a ofrecer algo parecido a un suelo: la Fed recortó tipos en septiembre y octubre y volvió a hacerlo en diciembre, mientras el BCE mantuvo un tono de pausa confortable, con la inflación europea orbitando el 2%. El resultado fue un entorno bursátil constructivo pero muy selectivo. En Europa, el empuje de 2025 siguió concentrándose en los sectores que el índice lleva ?de serie? con más peso: banca y, en menor medida, defensa. En Estados Unidos, las grandes tecnológicas continuaron capturando gran parte del relato, aunque con episodios puntuales de toma de beneficios cuando las valoraciones dejaban poco margen para el error. En este contexto, el fondo mantuvo un posicionamiento estructuralmente invertido (exposición a renta variable en torno al 90%, con ajustes tácticos), priorizando calidad, diversificación y control de volatilidad. En el semestre, la clase D obtuvo una rentabilidad del +5,80%, frente al +9,78% del EURO STOXX 50 Net Return EUR. La diferencia se explica principalmente por nuestra menor exposición relativa a banca y la ausencia de posiciones en defensa, dos de los grandes motores del índice en la segunda mitad del año, así como por episodios de castigo a algunas compañías de calidad en cartera por narrativas de corto plazo (miedos a disrupción por IA o incertidumbre política). Aun así, seguimos cumpliendo el objetivo central de construir una cartera consistente y con menor volatilidad que el mercado a lo largo del ciclo. a) Visión de la gestora/sociedad sobre la situación de los mercados. Entramos en 2026 con un escenario menos dramático que el que se temía al inicio de 2025, pero también más exigente. El crecimiento global se ha mostrado más resistente de lo esperado, especialmente en Estados Unidos, y el ruido arancelario se ha ido encauzando hacia acuerdos con un tipo efectivo más moderado que el inicialmente descontado por el mercado. La consecuencia es que el gran catalizador para la próxima fase no será tanto ?qué hará el banco central?, sino si los beneficios empresariales justifican las valoraciones actuales. Después de un año en el que, en varios segmentos, los precios corrieron por delante de los resultados, el listón de ejecución se ha elevado. En Europa, el potencial sigue existiendo, pero depende mucho más de la realidad que de la intención: que Alemania ejecute su impulso inversor y que la mejora de crecimiento se traduzca en beneficios. En Estados Unidos, la renta variable continúa cotizando a múltiplos exigentes, especialmente en tecnología, lo que convierte cualquier decepción en un castigo inmediato. A esto se suman riesgos recurrentes que no han desaparecido, solo se han vuelto ?habituales?: geopolítica, energía, ciberseguridad, inflación de servicios y posibles cambios de tono en la Fed si el repunte de precios reaparece. Nuestra postura es constructiva pero selectiva: preferimos empresas con ventajas competitivas claras, generación de caja y capacidad de fijación de precios, y mantenemos disciplina para aprovechar episodios de volatilidad sin confundir titulares con deterioro real de fundamentales. b) Decisiones generales de inversión adoptadas. Durante el segundo semestre de 2025 mantuvimos una gestión activa orientada a dos objetivos que suelen chocar entre sí: capturar el crecimiento estructural de temáticas como la digitalización y la electrificación, y, al mismo tiempo, reducir correlaciones y concentraciones que pueden penalizar cuando el mercado pasa de euforia a escrutinio. La exposición a renta variable se movió en un rango aproximado del 87%-92%, con un posicionamiento cercano al 90% al cierre de año, reflejando una postura neutral a la espera de oportunidades con mejor binomio rentabilidad-riesgo. A nivel de rotación, el verano estuvo marcado por la toma de beneficios y la disciplina en valoraciones: cerramos nuestra posición en Infineon tras un buen recorrido y vendimos Sopra Steria y Viscofan cuando aumentó la incertidumbre específica de cada caso. En diciembre aceleramos el rebalanceo para llegar a 2026 con una cartera más diversificada: realizamos beneficios en Broadcom y redujimos parcialmente exposición en nombres de electrificación (Legrand y Schneider Electric) para disminuir la sensibilidad a un posible ajuste en el CAPEX ligado a centros de datos e IA, y reasignamos capital hacia compañías con fuentes de crecimiento menos concentradas y/o con un perfil más estable. Reforzamos tecnología a través de Alphabet, diversificamos en seguros incorporando Generali y Prudential, ampliamos la exposición en salud con AstraZeneca y ajustamos la temática de lujo reduciendo Hermès e incorporando Richemont. En conjunto, la cartera mantiene el mismo principio rector: estar invertidos, pero no ?a cualquier precio?, y construir un mix de compañías capaces de atravesar distintos escenarios sin depender de una sola narrativa. c) Índice de referencia. El índice de referencia que tomamos es el EURO STOCK 50 Net Return EUR, que se utiliza a efectos meramente informativos. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. Al inicio del segundo semestre del año el patrimonio del fondo se situaba en 21.920.008,24 EUR, cerrando el semestre con un patrimonio de 22.879.337,62 EUR. El número de partícipes ascendía a 225. En cuanto a las rentabilidades, la clase D obtenía una rentabilidad acumulada durante el año 2025 de +12,46%. Los gastos principales del fondo durante este año 2025 ascienden a 179.826,55 EUR en concepto de gastos de gestión y 14.888,85 EUR de depositaría. También existen gastos por retenciones no recuperables por un total de 36.150,37EUR. Los gastos de auditoría devengados durante este año 2025 ascendieron a 11.011,00 EUR. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. No aplica. 2. INFORMACION SOBRE LAS INVERSIONES. El fondo mantiene una exposición en renta variable superior al 75% según su categoría. a) Inversiones concretas realizadas durante el periodo. Durante el segundo semestre del año hemos ajustado la cartera con un enfoque de rebalanceo y diversificación. En julio, cerramos la posición en Infineon, principalmente por valoración. En octubre, vendimos Sopra Steria y Viscofan, al aumentar la incertidumbre específica sobre sus negocios y la visibilidad a corto plazo. En diciembre, realizamos cambios relevantes para reforzar la exposición a temáticas atractivas y reducir correlaciones: vendimos Broadcom y aumentamos Alphabet; recortamos parcialmente Legrand y Schneider Electric y reasignamos hacia Safran, Saint Gobain y Ahold; rebalanceamos el bloque de seguros con ventas parciales en Allianz y Axa e incorporación de Generali y Prudential; diversificamos farmacia con una compra de AstraZeneca y una reducción parcial en Novartis; y ajustamos lujo con una venta parcial de Hermès e incorporación de Richemont. b) Operativa de préstamo de valores. No aplica. c) Operativa en derivados y adquisición temporal de activos. No aplica. d) Otra información sobre inversiones. No aplica. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica. 4. RIESGO ASUMIDO POR EL FONDO. El riesgo asumido por el fondo es el riesgo de mercado. 5. EJERCICIO DERECHOS POLITICOS. No hemos ejercitado derechos políticos. 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. El fondo Nao Renta Variable Europa no paga gastos por este concepto. Son asumidos en su totalidad por la gestora. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). No aplica. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. En los próximos meses seguiremos adaptando la cartera al entorno y buscando oportunidades que ofrezcan un retorno adecuado al riesgo asumido. Las cuentas anuales cuentan con un Anexo de sostenibilidad al informe anual. NAO ASSET MANAGEMENT tiene presentes en su política retributiva los principios fundamentales de transparencia interna, proporcionalidad, la compatibilidad con una adecuada y eficaz gestión del riesgo, así como con los valores e intereses de la entidad. Asimismo, ha diseñado y articulado esta política de forma que evite los conflictos de interés y se asegure la independencia de los sujetos afectados. DATOS CUANTITATIVOSLos datos relativos a la remuneración abonada por la Sociedad Gestora a sus empleados durante el ejercicio 2025 son los siguientes:Remuneración total: alcanzó los 284.994,03 euros, de los cuales 274.789,82euros (96,41%) correspondían a pagos fijos, 10.204,214 euros a pagos variables (3,58%). Número de beneficiarios: 7 beneficiarios (5 con remuneración variable). Remuneración Alta Dirección: 2 beneficiarios. La retribución a la alta dirección se situó en 123.371,94, la cual correspondía a salario fijo en un 98,45 % y variable en un 1,54%.Remuneración de empleados cuya actuación tiene incidencia material en el perfil de riesgo de la IIC (incluida Alta Dirección): fueron tres con una remuneración total de 190.398,33 euros de los cuales 6.496.73 euros pertenecen a retribución variable.No existe remuneración variable ligada a la comisión de gestión variable de la IIC. ? DATOS CUALITATIVOSLa política retributiva de Nao Asset Management, E.S.G., S.G.I.I.C., S.A. está diseñada en línea con los criterios marcados por las normas éticas y las políticas de riesgos y cumplimiento normativo de la SGIIC. Los pilares fundamentales de esta política se basan en el principio de riesgo, tolerancia y prudencia, permitiendo la alineación de la remuneración del personal con el riesgo efectivo de gestión en el largo plazo, apoyando el crecimiento y la creación de valor en largos períodos, evitando conflictos de interés entre sociedades, empleados y clientes asegurando la solvencia de la SGIIC y la retención de los recursos humanos con talento.La Política de Remuneraciones de la Entidad será acorde con una gestión eficaz del riesgo, no ofreciendo retribuciones o incentivos que puedan llevar a asumir riesgos incompatibles con los perfiles de riesgo y normas de funcionamiento de las IIC gestionadas, con la estrategia empresarial y con sus intereses a corto, medio y largo plazo.En este sentido, la Política de Remuneraciones fomentará la alineación de los riesgos asumidos por el personal con los de las IIC que gestiona la Entidad, los de los inversores de dichas IIC y los de la propia Entidad; en particular, considerará debidamente la necesidad de adecuar los riesgos en términos de gestión del riesgo y la exposición al riesgo. En la remuneración total, los componentes fijos y los componentes variables estarán debidamente equilibrados, de forma que el componente fijo constituya una parte suficientemente elevada de la remuneración total.Solamente se podrá conceder una retribución variable anual a los altos directivos y los responsables de asumir riesgos, cuyas actividades profesionales inciden de manera importante en el perfil de riesgo de la Entidad o de las IIC que gestionen, siempre que no comprometa la solvencia de la Entidad y/o de su grupo, y si se justifica con arreglo a los resultados de la unidad de negocio de la IIC y de la persona de que se trate. A la hora de fijar los criterios retributivos de la Entidad, se tiene en cuenta, entre otros, los siguientes criterios y objetivos: - Experiencia y trayectoria profesional- Nivel funcional (posición del empleado en la estructura de la Entidad).- Nivel de responsabilidad.- Desempeño individual (logros en principio conseguidos por el esfuerzo personal, tanto cualitativos como cuantitativos). - Resultados obtenidos a nivel de la Entidad o de la unidad correspondiente.- Sencillez. - Equidad. - Competitividad de la retribución frente al mercado y la competencia. En cuanto a la remuneración variable, el porcentaje de esta frente al total de la remuneración a percibir se ha establecido de forma que no invite a tomar riesgos no deseados por parte de los empleados. Ningún empleado tiene actualmente un porcentaje de remuneración variable superior al 15% de la remuneración fija.A la hora de evaluar anualmente el porcentaje de remuneración variable que consigue el empleado se establece una serie de objetivos anuales, los cuales tienen en cuenta tanto criterios financieros como no financieros:1. Financieroso Objetivos de rentabilidad alcanzados por los fondos y carteras de la entidad.o Consecución de determinados proyectos establecidos como prioritarios al principio del año en curso.2. No financieroso Calidad del trabajo desempeñado en cuanto a los informes y análisis realizados.o Actitud del empleado frente a sus compañeros y la organización.3. El desempeño individual de los empleados en el cumplimiento de las políticas internas de la entidad y de las normas de conducta, actividades formativas realizadas, resultados de la satisfacción de los clientes, nivel de implicación en los objetivos de la entidad, esfuerzo personal dedicado a la entidad.Nao Asset Management, E.S.G., S.G.I.I.C., S.A. revisa anualmente el sistema de remuneraciones establecido en la entidad para garantizar que ésta se encuentra definida conforme a los criterios y principios establecidos en la normativa nacional e internacional. No aplica 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 22393617 234 5.72 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 22393617 234 5.72