NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-01-01 2025-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-07-01 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2025-01-01 2025-06-30 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-01-01 2024-12-31 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 2024-10-01 2024-12-31 NAO RENTA VARIABLE EUROPA,F.I. 1.0.0 2024-07-01 2024-09-30 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 2025-06-30 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 02 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 0.34 0.22 0.34 0.34 2.51 2.43 2.51 1.21 1 NAO RV EUROPA CLASE D EUR 123717.64 126838.46 41 42 0.00 0.00 false 1.000,00 Euros 2507764 2418872 2985377 2864153 20.2701 19.0705 17.3175 14.9880 0.35 0.35 0.35 0.35 01 0.03 0.03 01 6.29 5.04 1.19 -2.48 3.64 10.12 15.54 -2.30 8.80 10.40 2.66 7.53 -1.83 2.39 11.01 22.23 -9.49 -3.21 0.95 0.97 0.93 0.92 0.96 0.94 0.16 0.91 0.94 -3.99 -3.99 -3.65 2025-04-04 2025-04-04 2022-03-04 2.53 2.53 3.73 2025-04-10 2025-04-10 2022-03-09 01 15.43 18.62 11.59 9.55 11.96 9.63 10.79 17.64 22.58 19.59 23.51 14.65 13.10 13.98 13.30 14.12 19.43 34.10 0.42 0.40 0.43 0.63 0.80 0.63 1.05 3.42 0.53 EUROSTOXX50 NET RETURN EUR 19.89 23.81 14.98 12.76 16.28 13.20 13.89 23.36 32.20 7.72 7.72 7.69 9.08 8.90 9.08 9.21 9.75 10.97 0.42 0.21 0.21 0.21 0.21 0.84 0.88 0.87 0.84 false GraficaVL.png png 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A6AlpDJZKbf5chjrHcvL/8/o2IOmDnXNWSaTlRXmBt28rlcPF4XcIXcA1jJcfqcH/e4OG9/vU6x/u+/yiZuJafcetHYPqGv+osGBuPDAZHrk+Ngosg25Q+4AaBDi7pDU4t20kA1b7X5GPf+5U3RcDlsTw/bWctiBHs4cdhlyDrlD7gBohD7RKDE48Tix+cZtdsTsxO9qbKHPQjw+lpoQGxviNyDsQ/Ihd8gdAHUyKp5kFnNP3Ez87b7L36dYf2DrezMut5bfpenltjQ1BHu6FOdl6/OToyF3yB2A1cTUtKSguoEWmPpfn7v8y1++Nj7ifiU8vay2WaqVi8olkum8jLQwH7eOtlasC8gdcgdgRchk8vuPBNejszZ97fld4+O//+zaad+k7Iq6iSmtjrDY290ZGeCZeYcxNTmJlQK5Q+4ALJN6QY8vo4B6JuBHm06+tcvhiCs9qYAjGhVrPxK5XF5RXBDo4VzP42K9QO6QOwBLprN/KJJVZukY/pMPzrxsesbqUkRUenlX/5AOQxoeEiVEBt+ODR8dGcYKgtwhdwAWC2mMkyY5aZj/8mMH0kj/6Gyg3+2ChrZefYiN96CaNNiryotJ8x1rCnKH3AF4BuLJ6eyKutO+Sb//7Nr33j+++biXS3RWVX2bXK4vDp0Qi1m346KDfIR9PVhfkDvkDsBTUQ4A8Jev3P7lL1//6QvXC0GphdWN0xK9u6CwrYUf4uVamJMhlUqw4iB3yB2AebhTWON+K2eHje9zFOt/23f5pGciq6R2VKynF5wQmxdkp4d63yB+x7qD3CF3AOanXtDzz38+anEuUEMDAKiX/t6e6CBvVlL85IQY6w5yh9wBmJ8x8eTbuy8GJhethmDl98uKAz2c67gcrDjIHXIHYCE+tg8+cCVK/+McGR5ixIQlRIWMDImw1gxR7iKRyMLCQvkvn8///PPPKRSKlZUVh/PkaM/j8ahUqqKmsrIScgeGjNutnH//7NrktL7/IFn/8AFpsFeWFOrPhTpAq3In+ra0tDQyMlLWEIMXFhaSQk1NjampKSnQaDQW68nzGBkMhoODA+QODJaC6oaN2+wEPQP6HOTU5ERGSmJUgFdvdxdWmeHK3dbWViAQqMpdSUlJyf79+0mBKF5x8JdIJKptfMgdGBSd/UMvbj+VXaHXjyXqELSE+rjlZaZJJNNYZQYtdwWz5C6VSrdu3UoqMzMzyb8UCkX5lmpZQXV1NTE7nU6H3MEaZloi/c+D169GpOtthBNicQ4zOdjTpZXfiPUFuc8vdwVlZWVmZmakYGxsrKw0MTFByx0YIIddbpnZ+elh/7VkerqBx2Uy6L4uV8L9PMTicawsyP0Zcle204niJZInPx+RV4XuIXdgUESwSt/ceWF4bEKPnC6Zbnz0kJUU73fjajI98mFNFa5hh9yfIfe9e/fy+U/uYeNyudbW1qTg6OjIZDJJgbzSaDTIHRgU1Q3tL2y2edisFz9OSiWSpvq69OQEf7erSbciajnsCTTVIfdFyp3H41lZWZE2+7Fjx4RC4eOZK2rMzc2NjY2pVCoxPuQODIfBkfHXqfZxOWwdO10q4Tc8ykhJJE5nxIRxqyrR/QK54yYmAJaJTCbfYu110jNRd06XtjTWZ6Xe9ne7xogOfXC/Qjw+hvUCuUPuAKwIWmCq0WE3iVSm5eXKZNJWfmNWWlKA+7WEqBAOu2x8bBSrA3KH3AFQA6n3HrxseqZ3cESLTpcJmptymMkB7k7xkUHVFaVjoyNYEZA75A6A2mjq6Fu/xbaU26yFZcnlsrYW/l3WnUAP57iIwKryEjz3DkDuAKif8Ymp3+y95Mso0LDT5e2Cltz0VOJ0eljA/bJ7GN4LQO4AaJA9F0ItHcM15/SOtta8zLSgm9dvhfqxS4uGRYPIOYDcAdAsnvG573x6ZWJK7QOzyLvaBflZrGBPl9gQ38qSwqHBAWQbQO4AaIN7NU0btto1d/ar0endHe0F2ekhXq7RQT4V9/JFA0LkGUDuAGiPbuHwSztOp5fWqmVuPZ0dRXczQr1vRAV6lRflDQr7kWEAuQOgbSRS2Z++cHUMYa5wPr3dnfdys8J83CIDPEsLc4X9vcgtgNwB0BnH3OJ22Pgue9DHvp6u4rzscF/3CP+bJfk5/b09SCmA3AHQMTGZFW98dH5odKmjKsqJxInKidDD/TyI3Pt6upFMALkDoBc8aOp4YbMNeV3Sp/p7u/1cr4R4utzLzert7kQaAeQOgB4hGhWTNntsVsUSmutyWUVxQaCHcw27DAkEkDt4Nh19g6PiSeRBa8jl8u0nfb52j1/CwWBAGBcReDs2HCMEAMgdPJv23kE779v//OcjH9sHIxtawzGE+d9fui560Ed5Dbs80N2JvJIysgcgd7AQ7DrBblrID/960tojgZRf3H4ql12PtGiB9NLal3ac7hYuqgFO2ulJtyJImx23IAHIHSyETCZPKuD8+csbPzU7eyM2W/lwzuyKup98cKZfhMG7NUtzZ/+GrXb3apoWM3EdlxPo4VxRXCCXy5A6ALmD+RkTT3ol5L3x0fn/OOAcl8OWymb74pTP7R02vkiU5hBPTr/z6RXP+NxnTykeT2Pcig7y6e/FNY4Acofcn0JHn4iI+/nNNh+dDSzh8p822bRE+of9TjfjcpExDWHpGL7nQugzJ+M3PAqeudJRKpUiaQByh9znQdmxftw9vqXr2Z22/I7+FzbbcBrakTq148so+M3eS+MTUwtMMzU5mZ2WFO7n0dUuQMbAKpa7SCSysLBQ/svlcg8cOEChUPbv38/j8UgNeaVSqaTGysqqsrIScl8kMpk8+R8d664x/9uxvhhiMit++bHDwg4CS6WU27x+i21TR98C07S3Nof6uOWmp05PI/lgNcudw+FYWloaGRkpa/bu3VtTU0MKmZmZ+/btIwUajcZisUiBwWA4ODhA7s9kTDzpnZC/QMf6YrC6FHHgShS2cnXROzjysumZtHvcp00glUgUY/O28huRLrDq5W5raysQCFTlrsqmTZvIq6mpqWJAJYlEotrGh9znouxYp54JKH7AX+ER4hc7L9CzK7GhrxyJVPY/f7tBC0x92gQ9XR2RAZ7pyQmTE2KkC6wFuSuYV+61tbUuLi6kQKFQlJWqZchdlfuPBHsuhCo61tX1tIeq+rb1W2wX000PFubEzcQt1l4y2Tw3H8lkstLC3KCb1xt4XCQKrH25j4+P02g0sfhJK8bY2FhZb2JiMmvK6upqYnY6nW6Ycld0rJNW4SumTzrWlz6y4DNwp99976Dzou+iBPMQl8N+nWo/ODI+962B/r5bof4p8dHjY7i3ABiA3Pv7+52cnITCvzcYzczMJBLJ45luGVJGy12BsmP9D/ud6NmVGvKvXC7fesL7rF8yNvfl8bC564XNNtVzLj0iia0qLw70cK7lsJElYBByZ7PZ1tbWIpFIWePo6MhkPnlCDXklzXnIvaNPdNo3SS0d64uhTzT60o7TdysfYYtfKsNjE7/YeSGSNXv4xuEhUWJ0aGJUyLBoEFkChiJ3CwsLIxUez1xRY25ubmxsTKVSuVyuIctd2bH+tfo61hcDhiVY3kmPmZ3fV663ZtXXcu6TBvv9suJlP3cJgFUj95WztuUuk8lTCmsUHesu0Vlq71hfDORcYftJH2z0i+dqRPp/Hrw+Lfnf+0vHx0bvxEffCvUb6O9DfgDkbtByH5+Y8knM/7kFTaMd64uBLPo/Djh70O9iu18MWeW8F7ef6uwfUtY01NUG3bxeWnBXJsNwAgByN2C5Ey8oOtbNTwcscvhATdPc2T/vb4NgFq3dAxu32RVUNyj+nZwQZ6QkRgZ49nR1IDkAcjdcud9/JNjroIOO9cVwK6vyzZ0XxvDApqczOS151+qq262cv4ue3xji5VqQzZJIppEcALkbotzl8icd60aH3XTYsb4YPrscsf9yJLb+p3HgSpTigVbT01O5GamhPm7trc1IC4DcDVHuqh3rpGmslY51+fjYaE9XR9MjXnVFSWFOOpNBD7zpzLod98zb30mznTTeSZzYAeYSmFz09u6LJEVd7W0Rfh5ZaUlTkzjLAZC74cm9s3/ojG+y5jrWSeNxQNjXym+s5bBLC+5mpd5mxIQR6Xhfdwz0cL4V6p+WeCs/i3W/rLihrra5qT6bmUTq2aVFC/chVNW3vbDZRt+6jHROBa91/Rbbupaue7lZwZ4u/IY65ARA7gYn97qW7netrvzwryePucXxO1ZkSblcNjI81NUuqH/4gHg5LzPtTkJMTLBvgPs1H5dLkQGeSbcicpjJZUV5D2uq2lr4ogGhdOaO33kh7zJv00O8XMnxYIHnunnQ7/7HAQxL8L/0iUZfMT0beScvOsiHHDLF42PICYDcDU7uwqGxX+9xND7ivqSO9ckJcX9vd3PDoxp2OWkbpicnxEcGh3rf8Ha+SFwcHxGUnhRflJvJqSwjbca+nq4J8fiyI+zp6iBtfHJgaKrnPW2abSe9T/smYTcgSGUy4yNun9l7kfOeOi4HCQGQuyHKnZj9t/sun/Gdf7QWqVQyNDjQ3trMe1Bdfi//LislmR4ZFeDl63rZ3+0qaRWmxEfnZqRWlhQ+qq3pbGsdGRLJZJpqPrfyG2ND/OIiAjsELXPf7Z8ZliCnEp0Pj792jfmthR0jJpycQiEbAHI3RLkTIf5m76WzfslE4o11tY2PHlaVlxRkP/k9kx4WEHTzurezY7ive2J0aOYdRkl+Dre6srWpQdjfOzWlq9/l5PUPH5CQkuOi+nt7Zr1HzE783mfQwxLI3ULifvT+kYKCAlKGFADkbohyV5j9nH+KXC7PuMMgjfG0xFsF2ayq8uLGuofdne1joyP6KQiZTMphl5FjDznkDA+JVN8ipyDbTnob5g4wOjLs7ev/PaMj+RUPoAMAuRuo3BVmtw9IIaJMT05gxITprjG+TKanpsqK8gLcncgBSfmDoUQqe++gs7vhDUtQx+V4uTq9amoXcqcYLgCQu4HKnZj913uemF0yPZ1Mj0xLjJVKJat0rROt52exiOLLi/KI7h//Y1iCqvo2A9nuxeJxJoMeHeS944TnF04xEAGA3A1U7n0zZj8feGdyYiI+MjgrLWmBSwxXC8OiwYyUxGBPlxp2OTkXoWdX/sIwhiVobnhEvvW93CynyIw/7HeampZABAByN0S5E7P/625HWmDq+NhoTLBPYU7GWvrZrb+3OzkuKtzPo/7hg/2XI60uRazhzX1kaIiVnEC+bFe7IJdd/+Ptp9p78agNALkbpNwVZr8QlErauRF+HhXFBWtyO2gXtMSFB4b5e7/+4dnYrIo153QRp7KUERPmfd2RnHhNT08RpxOzE79DAQByN0S59w6OvL37okNwmrCvN8TL9UFVxdreGpoe8S5fc/neX45UVNWuga/T291VWpgbE+wb6OGczUzmNzxSDMkwNS35w36n69FZ2P8B5G6IcleavbujPejm9fqHBnGpnFwuO+0W8fr246mJdNGAcNXFL5VKBc1NeRlp5GAcGeBZlJvZ1S6Y9TC8L5xiPjobiJ0fQO6GKHdi9l99cvFiSBoxBWn3tfIbDWqz2HbC2/KcJ/nid9PvzFy5r+9MTkyQo296Ury/29X4yCB2adGgcP7RfkJTS97a5TCK4ewB5G6Acu8ZGCZmdwxhNtY9JG32rvY2Q9ss+kWjP/ngDOseh7R8A9ydSvJzpiYn9DDOmc70stux4X43rqQmxNRy7i882ldUetn3KdZ1rd3Y8wHkbnByJ2YnLbtLoSxuNZuc2s+9X99AuFv5SDEswejIcDYzmbTiq8qL9eTS/t7urrLC3NiQmc70tCR+Q51k+hnPSBoTT1p7JPzwryfO+SdjtweQ+2LlLhKJLCwsFqjh8XhUKpVCoVhZWVVWVuqt3JVmJ+f14b7uQ4MDhrxxnPVL3nrCW9FhPSDsS0uMDfW+waupmtWFrR1kspnO9Mw0EkOE/01yStE5pzP9aaSX1r764blPL4YLhzCKL4DcFy13DodjaWlpZGS0QA2NRmOxWKTAYDAcHBz0U+7dwuFffuxwOYxFxBEd5L0q+po1ikQq+8+D15WPEiV0dbQlRIVEB3o3NzzSTgxTkzOd6ckJ/m7X4iMW6kyfF3LmsZsW8jrVPrsCI18CyH2Jcre1tRUIBKoqn1tjamqqaGRJJJJZbXw9kbvS7DnMlLiIwGc+qc5AaOkSrt9ie/+R4BuVjfXRQT7xkcFd7QINLXdkeIjD/ntn+p2ZzvTxsSWPWxnOLN2w1c7WiyGexIOtAeS+rG4ZgqrK59ZQKJR5ywqqq6uJ2el0uq7k3tU/NGN2JpNBT7oVMT09hS1DSVwO+xc7L8y6vIQcqnkPqkN93FITYoT9vepaVl+PojPdL9DDOSstqan+2Z3p88Lv6Kcc9XjX6qrhjJYDgG7kbmxsrCybmJjoVcudmP3NnRcuhzJJO5F1O04qlWKzmMWBK1GWjuFz66VSSXVFSdDN60TEy37GhUwmbWvh52cy/96ZfncJnelzkUhlzlGZz2+2cY3JlsrwBEEAuWtY7mZmZpKZZ36SV1LWH7krzH4pODUuPPAuK0UnPxXqP+MTU+TMJiZz/ht0pyYnSwruBrg7Fd3NmBAvtjtLtTM9LiKwsqRwQNi3wjjZdYJ/23d509eeePA3AFqSu6OjI5PJJAXySqPR9ETunf1Dv9h5wTH4TnSg971c3Iy+EJyG9hc22yzwHPDxsdG8jLRAd6eK4oIF+lJIA7+GXZ50K+JJZ3p8dC2HvYzO9HkPPyduJm7cZheVXo6VBYD25M7hcMzNzY2NjalUKpfL1Qe5K8zuEJgU5ut+v/QeNoVn4hmf+4f9TtOShbqtRIMD6UnxwZ4u3KpK1QfD9vV0lxXlPelMd3fKSr3dVM9T4w8bGWUPXzO333cxrN+gHxYIgGbkvnK0KXeF2S/4M4iGajn3sR0skh02vnbet585WW935+3Y8Aj/m6WFuflZM53pfh5FdzM621rVOw4+sfmeC6GvU+2zynlYOwAYutw7+kQ/t6DZ+8QHejg3PnqIjWDxCIfGfvLBmUWaVNDcFODhRBrsA/19mggmgvXkSkcbL8b4BK5uAsDg5a4w+9mbscTsbS18bAFLJZdd/+L2U72DurzDi9/Rb3Ls5u8sr866AB8AYKByJ2Z/46Pzp9wig25e7+5sx+pfHuf8U7ZYe+nkyiKpTOYSnfX8ZhvyiisdAYDcn9DeO0jMbnM9JMTLVY333RggimEJbsRma3m5pJ3+zqdXSJsdVzoCALl/w+zHr/hH+HkMD4mw4ldIa/fA3GEJNMf4xJSNF2PDVrtIVhmSDwDk/nfaegZ/Rj3/1UXvmGBftVxVDQjxd+//3IKmhadeZJbxXjO33+sQiisdAYDcZ5v9y/MeCZHB+vnEidXLwatRn14M19z8ic33XQwjZid+R7YBgNy/aXZz+0NnXFLiohQPRwZqZHxi6q1dDtEZGrkpNCq9fMNWu5OeibjSEQDI/RsIegZeMz+33/ZqenKCTIbhwDRCTWPHC5ttmjrUeSV7c2f/X7+++c6nV9h1uNIRAMh9PrNbnriUl5GG4cA0ildC3u8/u7bwsASLRCqTucZkP7/Z5np0lkSKKx0BgNznmP3VD8/uO+5QWnAX61gLfGDra+vFWOFMqurbfmd5lXLUY4HhyQAAhiv31u6Bn5qd2XOMVl1RghWsHYRDYy+bnln2z57jE1O2M1c6RrBKkUwAIPf5zf6K6ZndR+x5D6qxdrVJ3v1lDkuQVc57nWq/50JoH650BAByn5eWLuHLO0598pU9X1uPbwaq2AekbD6+hGEJSHv/04vhr354Lr20FtkDAHJ/qtl/st1u91fn2gUtWK86QSqT/fHQddeYRQ1LEJ1RvnGb3YmbiWOavw0KAMh9tcqdmP2lbbZ7jtj3dndipeoQxbAEC1/CSFbWpq89/23f5UpeKzIGAOT+VJo7+1/carPvGG1QiKssdE/C04clIE37G7FPrnR0jsrElY4AQO7PMPvGzSesTjiMDA9hdeoJh65F77sYNquyuqH9Xaur7x/xUO8dTwCANSh3fkffhk3WB22viMfHsC71h/GJqV99clH5rGrx5LSd9+0NW+3CmbjSEQDI/Vk0tvWs33T8izNOU5P4RU7veND0ZFiCxva+7Iq6n1HPf3I+BFc6AgC5PzusBkH3CyZff3X+hlQiwVrUTzzouT/adPKnZudYJbjSEYDVKXeRSGRhYaH8l8fjUalUCoViZWVVWVk5b81K5F7X3P485dhxR08ZHrSm3+y5EDowjB4zAFan3DkcjqWlpZGRkbKGRqOxWCxSYDAYDg4O89YsW+7cxtbn3z9me83v8WMMBwYAABqTu62trUAgUJW7qamp4jZFiUSiaNHPrVme3Kt5TT98/8jZG6FYcwAAoFm5K1CVO4VCmVWeW/MNZVdXE7PT6fRnhvWzHSccvKKw2gAAQAdyNzY2VpZNTEzmrVley10owsXsAACgI7mbmZlJZi5iIa+kPG/NXDgcjrJsY2NzAQAAwHI5fvy4+uXu6OjIZDJJgbzSaLR5awAAAOiWJcudtMHNzc2NjY2pVCqXy523BgAAwCqQOwAAAMj9GSiun1kJdDo9Xw9AGAgDYSAMnYSh+ivmmmq5q157gzAQBsJAGAhjjch9MUcthIEwEAbCMOQw0OcOAABrEMgdAAAgd52Smpr61ltv/eAHP/jWDN/97nd//vOf4+JL3VJTU/Pcc8/90z/9k6mpqbKSrB3DDCM/P//b3/72xo0bGQzGd77znXXr1r3++uvaXyl6EsYstL869CoM5XK7urrWr1+vhZWymuROMhIfHz8xMaH4lxSSkpKI62FYHULyn5KSQgqNjY3KjVX7+4+ehPH888+Tw0xhYSHZdckrqSGNjzfffNMww1g3w7f+gaJMDsCGGYZyayRrZ3T0ycNthELhq6++Crn/fSXpw3FYuX2oopNtRR/CmLVS3n33XZ2sFH0Lg5xW6nAT1ZMwysrKSACOjo66bTLrSRjK5apuqxoNZjXJnZx3M5nMqakpZctdcdap/UiIQ3t6enSeEH0IgzRDKioqlP+SlfLKK6/opMmsD2GQk8vc3FxSUG6l5EyCxGaYYSggViXnVdXV1brtltF5GMTp77zzDjmFIq+KGj6fr9GOh9Uk97q6OnJqqehaJWuIFN5+++36+nrtR8Jms8midZ4QfQiD7C2zrJGfn6/aYDSoMLq6ujZu3DirRUL2YcMMQ8n4+LiRkZH2Tyv1Kozh4eGampr33ntPuaGSlaLRnwxxtQwAAKxBVpPccWEGwkAYCANhrEG548IMhIEwEAbCWINyx4UZCANhIAyEsQbljgszEAbCQBgIYw3KHRdmIAyEgTAQxhqUOwAAgDUodz0ZWwZhIAyEgTD0PwyMLYMwEAbCQBhrMAyMLYMwEAbCQBhrMAyMLYMwEAbCQBhrMAyMLYMwEAbCQBhrMAxcLQMAAGsQjC2DMBAGwkAYazAMjC2DMBAGwkAYazAMjC2DMBAGwkAYazAMjC2DMBAGwkAYazAMjC2DMBAGwkAYazCMVdbn/s4777DZ7OHhYYSBMBAGwkAYa0TuyocQ/mAGXa0whIEwEAbC0P8wVut17nOfNoswEAbCQBgIY9XLHQAAwBqRu57cjJCbm6sYy+3hw4fkwLtu3bpXXnlldHQU2UA2kA1kQ3+ygZuYlsx3vvOdkpISRTx8Pl8Rz/r165ENZAPZQDb0Jxu4iWnJkCbArMKsMrKBbCAbyIbOs4GbmJbMli1b6HR6X18fjUaLjo5+PPOMlT/+8Y/IBrKBbCAb+pMN3MS0HOzt7cn5lHLozl27diEbyAaygWzoVTZwtQwAAKxBIPcloyfP20U2kA1kA9mA3NWJnjxvF9lANpANZGONyJ0c7tatW/etb6LzH9+VsSEbyAaygWzoTzZWWcudrJKenh7dxqAnz9tFNpANZAPZWDtyZ7PZb7/9tm5j0JPn7SIbyAaygWysEbljBFGEgTAQBsJYg3LHCKIIA2EgDISxNrtl5mYKI4giDISBMBDG2pE7AAAAyF2d4NYMZAPZQDb0PxuQ+5LBrRnIBrKBbOh/NnAT09JThlszkA1kA9nQ+2zgJqYlg1szkA1kA9nQ/2zgJqYlg1szkA1kA9nQ/2ygzx0AANYgq0nu+fn53/72tzdu3Kg4nVm3bp3yiYgIA2EgDISBMFar3J9//vmamprCwkKSF/JKarhcLjnTQRgIA2EgDISxiuWu/LlZ9RFZ2v/xHWEgDISBMPQ/jNUk9/Xr1+fm5pKC8hfnxsZG7d9GjDAQBsJAGPofxmqSe1dX18aNG1VrnnvuOT6fjzAQBsJAGAhjFcsdAAAA5A4AAJA7AAAAyB0AAADkDgAAAHIHAAAAuWsvWQAAXQMRQe4akTuSAAD2QcgdGxYAAPsg5I4NCwCAfRByx4YFAPZBALljwwIA+yDkDjS2YRl9E2Wl6gSzpty8eTOTyVRUyuVyX19fUrN161Z/f3/lp8rKyvbu3UuhUKysrDgczgLLetocXFxcyExIIS8vz8PD42mVQqFw1jyLi4u3bdtGFr1v3z5Snvt9S0pKnvbVZiVhbuXcvKlmY/HzWXyG5w1YXatPLdja2jY3Nyv/5fP5p0+fftrGtqQtU2sfDwkJWcYiIHfIXd/lvnDlXGUIBAJiT0U5NDQ0KChIKpWScnx8fHh4uKLe1NS0rq6OFGpqaiwsLBZY4tPmMDU1dfz4cWIKBwcH5cRzK3Nzcz09PVVnaG1tXVRURArZ2dlnz56d+9WI9MkRZd6vtngfzZuNxc9n8RmeN2B1rT61kJOT4+XlpfyXlBVjyapd7prY1Fe4LMgdctes3PPu1y/+b+V2aG1tNTMzU5SJuCUSiaI8PDy8c+dORfnAgQMsFkv51gJLfNocCO3t7UePHh0ZGVGdflalk5MT+XfTpk2WlpaNjY2khrRMFSokr+RsYO7SyfkBOYqoS+6q2VCX3GfNc27A6lp930isoGXxf6ofJAdmstYUh2dFWZF/csJBpVJNTEwSEhJmxVBZWWlubk7eJQXlW8eOHVtk05scvMnxydXVde63m1sgE5PN4MqVK8qaWYGpnvcoXg8fPqw4FyG5+vLLL+cNGHKH3LUhd6PDbov/W/l5PdmvSKNYUUmhUFTnpvyXaJo0yY/OwOVyF9hpnzYHxR71+eefz3oi+6zKvXv31tbWkkJ/fz/xOykYGxs/beaKpZMDwyeffEIiXEwPzAJyn5uNxc9n8RmeN2B1rT5VGNGhi/+b9VkPD4/MzExSyMjIUJ5IEdGTlTI4OEgOt7OCIWuNbBXkrI6clCjfIlMuUu4kG2SlczicxchdsYWQZSlrFghMUUhNTVWci/j4+KSkpMwbMOQOua/KbhniRGXjV+lHxZQ9PT3W1tbKhjNpyyjb3aRA/p01q97e3lmVs5b4tDmQD5LW1tTU1MmTJ0Ui0QKVSkhbjLySVvzCLXdF/w/Zb1fecp+VjcXPZ/EZnjdgda0+dUGOtcePHycF0vpWHnfLysocHByIFufmWRnVrPAWKXfl8Xsxcp9bWCAwRYFsh4pzEXJaKRaL5w0YcofcV6XcDx06RJpgpMBkMhWnpapT5uTkkDNiRTkiIsLX11c6A7GPssec7BuKXz7b29sX7nOfdw5k7zp9+rSiKdfR0UHKxFPzVpJdlJQVLXeircczv+8pfkclZ9+KmrlLJx8kTTC1dMuoZmPx81l8hucNWF2rT43s37+fnFSRV2UNaRez2Wwejzdva7pmBlJYhtytrKzIZ0lTWvVoUV5erlqjLJC8zZp43sAU3UrKGnd3d+cZnhYw5A65rwK5zz2vJ9s92UvJDkNeFR3Zs3a2r776Slnv7+9PGshkhyEFRYORQE6ZDxw4QFpYZGcgO9LCO+3cORD7KH4UVfqInPjPW0nOuC0tLUmoR48eJX4n9YWFhWRWZCk7duxQXmcyd+nkALDCbpm52Vj8fBaf4XkDVuPqUxfk3GLXrl2K3wYUXL16lcRA1ulc4Sq7sImRF1D5rK+mnKaqqsrU1JRGoylryHzIeVtAQMDcZZG3yJZw6dIlZc3cwEhCFKd9yhqSH1ImNn9awJA75K7vcgdg9aL2K2qwD0LukDsAukfR3MY+CLlD7gAA7IOQOzYsAAD2QcgdGxYA2AcB5K6eDQsAgCcxQe4AAAB0w/8HVuxUr026anoAAAAASUVORK5CYII= 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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 5.182.623,75 euros que supone el 23,57% sobre el patrimonio de la IIC. a.) Existe un Partícipe significativo con un volumen de inversión de 5.182.623,75 euros que supone el 23,57% 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 1.077.315,58 euros, 4,90%. Durante el periodo se han efectuado operaciones de venta de divisa con el depositario por importe de 584.064,13 euros, 2,66%. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. El primer semestre de 2025 ha sido un ejercicio de alta complejidad para los mercados, dominado por la incertidumbre política y la desincronización de los bancos centrales. Este escenario ha estado dictado por la creciente divergencia entre las políticas monetarias a ambos lados del Atlántico. La primera mitad del año deja claro que la volatilidad ha venido para quedarse, no como invitada ocasional, sino como un miembro más de la familia. El mercado ha bailado al son de dos melodías contrapuestas: la Reserva Federal estadounidense, en una pausa de bajada de tipos ante las presiones inflacionarias de origen político y comercial; y el Banco Central Europeo, que ha pisado el acelerador de la relajación monetaria para intentar reanimar una economía que mostraba síntomas de fatiga.Este desacople ha sido la clave de bóveda de la estrategia global. Mientras Estados Unidos se enredaba en una montaña rusa de aranceles, amenazas sobre el techo de deuda y una sorprendente resiliencia de sus gigantes tecnológicos, Europa emergía como el cisne que nadie esperaba. El giro del BCE, junto con estímulos fiscales de calado como el plan de infraestructuras alemán, convirtió al Viejo Continente en un destino atractivo para los flujos de capital, permitiendo a sus índices bursátiles registrar un comportamiento extraordinario, especialmente medidos en un dólar que acusaba la creciente desconfianza institucional.En este entorno, nuestra gestión se ha centrado en navegar las turbulencias sin perder el norte. La cartera ha mantenido una exposición sobre el 90%, pero con un enfoque selectivo y dinámico, adaptándonos a un ciclo que premia la calidad y la resiliencia. Hemos sabido capear el temporal de la volatilidad arancelaria de los primeros meses y aprovechar el impulso de la recuperación europea. El fondo ha cerrado el semestre con una revalorización del +6,29%. a) Visión de la gestora/sociedad sobre la situación de los mercados. Afrontamos la segunda mitad de 2025 con un optimismo moderado. La divergencia entre la Fed y el BCE seguirá siendo el principal motor de los mercados. Europa, contra todo pronóstico, se ha erigido como la protagonista del semestre, y creemos que aún tiene recorrido gracias a la combinación de una política monetaria laxa y un incipiente despertar de la inversión fiscal.No obstante, sería ingenuo ignorar los nubarrones en el horizonte. La política comercial estadounidense sigue siendo tan predecible como un tuit de Trump a medianoche, y su capacidad para generar disrupciones globales permanece intacta. Las valoraciones en ciertos segmentos del mercado americano, especialmente en el tecnológico, exigen un crecimiento de beneficios casi perfecto, dejando un margen de error peligrosamente estrecho. A esto se suman las persistentes tensiones geopolíticas y la fragilidad de la recuperación en China, factores que aconsejan mantener la cautela. Nuestra estrategia, por tanto, seguirá anclada en la diversificación, la selectividad y una gestión activa del riesgo, con una visión constructiva sobre Europa pero sin perder de vista los activos de calidad global que actúan como refugio en tiempos de zozobra.Tras un análisis fundamental de los valores, la selección se basa en la identificación de temas de inversión a largo plazo (como eficiencia energética, digitalización, salud y nuevas tecnologías) y en criterios operativos (liquidez, creación de valor y generación de flujo de caja). El fondo también trata de identificar empresas sostenibles y responsables cuyas actividades empresariales incluyan, entre otras, el desarrollo, la producción, la promoción o la comercialización de tecnologías, servicios o productos que contribuyan a la protección del medio ambiente y a la mejora de la vida.b) Decisiones generales de inversión adoptadas. Durante el primer semestre de 2025, hemos mantenido una gestión activa de la cartera para adaptarla a un entorno de mercado complejo y cambiante. La exposición a renta variable se ha mantenido en niveles cercanos al 90%, reflejando nuestra confianza en las oportunidades seleccionadas, aunque sin renunciar a la prudencia.En febrero, tras una revisión de sus previsiones, decidimos reducir a la mitad nuestra posición en Sopra Steria, una decisión táctica para limitar el riesgo ante la menor visibilidad a corto plazo. Simultáneamente, hemos reforzado nuestra apuesta por temáticas estructurales con vientos de cola, como la transición energética y la digitalización industrial. Esto se ha materializado en un incremento de la exposición a líderes tecnológicos como ASML, proveedor clave en la industria de semiconductores, y Legrand, especialista en infraestructuras eléctricas y digitales. Ambas compañías han entrado a formar parte de las cinco mayores posiciones de la cartera.Hemos mantenido un núcleo sólido en el sector financiero, con posiciones relevantes en Allianz e Intesa Sanpaolo, y en el sector salud, a través de Novartis, compañías que aportan resiliencia y valor en el entorno actual. Como contrapartida, hemos ajustado a la baja la exposición a ciertos nombres del consumo discrecional, como Hermès e Inditex, que han salido de las principales posiciones. Estas decisiones reflejan una rotación calculada hacia compañías con un perfil de crecimiento estructural y un poder de fijación de precios robusto, cualidades indispensables para navegar un ciclo de alta incertidumbre.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 primer semestre del año el patrimonio del fondo se situaba en 18.400.474,06 EUR, cerrando el semestre con un patrimonio de 21.981.155,32 EUR. El número de partícipes ascendía a 220. En cuanto a las rentabilidades, la clase D obtenía una rentabilidad acumulada durante el año 2025 de +6,29%. Los gastos principales del fondo durante este año 2025 ascienden a 82.303,95 EUR en concepto de gastos de gestión y 4.361,67 EUR de depositaría. También existen gastos por retenciones no recuperables por un total de 30.619,25 EUR. Los gastos de auditoría devengados durante este año 2025 ascendieron a 6.131,12 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 los primeros seis meses del año, hemos vendido la posición que teníamos en Prysmian, y Publicis. Hemos bajado el peso en Stora Enso, ING, Bankinter, Intesa Sanpaolo, Allianz, Axa, Mondi, UPM e Inditex.Hemos subido peso en Deutsche Telekom y Wolters Kluwer. Y, por último, hemos incorporado a la cartera Moncler, LVMH, Assa Abloy, Microsoft, Sopra Steria, Nestle, Henkel y Givaudan.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 Europa Responsable 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. 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 20134071 226 6.22 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 20134071 226 6.22