ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2026-01-01 2026-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-07-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2026-01-01 2026-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-01-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2026-04-01 2026-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2026-01-01 2026-03-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-10-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-07-01 2025-09-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2024-01-01 2024-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2023-01-01 2023-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2021-01-01 2021-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2023-01-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2021-01-01 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2026-06-30 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2025-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2024-12-31 ABANCA RENTA FIJA GOBIERNOS, F.I. 1.0.0 2023-12-31 iso4217:EUR xbrli:pure ABANCA RENTA FIJA GOBIERNOS, F.I. 5533 02 02 2026 EUR BBB+ (S&P) false CL. SERRANO, 45 28001 - Madrid EM abancagestionclientes@abancagestion.com www.abanca.com/es/legal/abanca-gestion/ 05 CL. SERRANO, 45 28001 - Madrid 915785765 EM abancagestionclientes@abancagestion.com 2021-06-04 08 02 3, de una escala del 1 al 7 según Normativa PRIIP Este Fondo promueve características medioambientales o sociales (art. 8 Reglamento (UE) 2019/2088). La gestión toma como referencia la rentabilidad del índice BLOOMBERG EURO GOVERMENT BOND. El índice de referencia se utiliza únicamente a efectos informativos, no estando gestionado el fondo en referencia a dicho indice (el fondo es activo). Invierte 100% de la exposición total en renta fija de la zona euro, estando más del 70% en Deuda Pública de Gobiernos, y el resto en deuda avalada por estados de la zona euro y/o deuda de entes locales u organismos internacionales, y liquidez en cuenta corriente en el depositario. Así mismo, se invertirá en bonos verdes, sociales y sostenibles de los emisores citados. No existe exposición a riesgo divisa. Las emisiones tendrán al menos mediana calidad crediticia (mínimo BBB-), o si fuera inferior, el rating del Reino de España en cada momento. Para emisiones no calificadas, se atenderá al rating del emisor. De haber rebajas sobrevenidas de rating, los activos podrán mantenerse en cartera. Se podrá operar con derivados negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión y no negociados en mercados organizados de derivados con la finalidad de cobertura y de inversión. Esta operativa comporta riesgos por la posibilidad de que la cobertura no sea perfecta, por el apalancamiento que conllevan y por la inexistencia de una cámara de compensación. 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1Y1Jpx7fju/xbNCiiisTnCiiigAooooAKKKKAM3xD/yLWq/9ec3/AKAa0qzfEP8AyLWq/wDXnN/6Aa0qACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAoqtNqFpb31tZTTqlxchjCjfx7cbsHpn5hxT2uoUvIrRnxPKjyIuDyqlQxz043r+dPlfYrll2JqKKKRIUVzHiOeVNe0Yo3yQSCRlHcvLHCP0lerviLX20GGCRLGW9Z2LSRxH5liGN7gY5xuXjjr1FbKjJ8vLq2brDyly8urkbVFRx3EMr7EkRnCK5UHkK2cEj0OD+RqSsbWMGrbhRXGJcpZXVp4huLiRTe3M0E3LFPIVJWjAQdx5YIwMku3rXVWF9FqOnQXsQdI5kDhZBhl9QR2I6GtalJw16fqb1aDp67r9e34EOuXT2ehX1xF/rUgcx/72Pl/XFWLK1SxsLe0i/1cESxr9FGB/KuS1i/s/Et9otjBJLF/wATETI7x8XESRSFmT1U4259weQRntKqpBwgovd6/wBfiOrB06cYvd3f6L9QqhqOi2GrNG17E8hjVkAWV0BVipZWCkBgdq8HI4q/RWMZOLvF2ZjGUou8XZmfLo1o+iNpKK0VsY/LXY3zL6EE55zzk55qHw0NmgwwDpbPLar9IpGjH6KK1q42fWbnS9au9CsLGS5vLuZ54SDhIUZAd7n08wn9e+Ad6alVi4L1/wAzopKdaMoL1/zOk1a+exsswqHupmEVvGf4pD0z7Dkn2BrF0q5m1XUNOiuG8ybTUla6cjH77LQqcDjkCU/iPWofD+iajpmrRW90ss9paLctFdyOp8xpWjYcbi24fvQSQOvvXTW9lbWs1zNDEEkuXEkrA/eYAD+QH+TVScKacVq+/wCH5fiVJ06ScY6vv+H5a+pYooorlOMK5DxU3marFIgYjTLX7XKccLmeJl/MQy/l711k00dvC800iRxRqWd3OFUDkkk9BXLPGdQ8J69qrjL6jay+X7QBGEYH1BL/AFc12YP3Z+0fkvv/AOBcmXY19V+XVtDb1u3T84JT/wCy0nhjUJNV8MadfTPvmlgUyNgDcw4Y4HHUGqHiiW4XSdPvbUZmjmBT/ekieJP/AB6RateErZLPQFtYv9XBdXUSf7qzyAfoKmUV7BPre353/Q7ZRX1ZS63S/wDSm/zRoajff2fbRzeXv33EMON2P9ZIqZ/Ddn8K57WGWHxM90xAEA08knsHlnjP/odXPGU32fQ45f7l3bv/AN8yK39Kbb6dDrF9r/8AaCie3lljtVjPG1I0DDBHOd8jnPUcelOklGHO/wCtUVQUYU/aS/pXj/wS3qWqCTwrc6lp0/37Znt5QvQkfKcEeuOCKsaNeS3umRyXG0XKFopwowPMQlWwPQkZHsRXNy3NvHDrehxSANBf24SHGNsc7RHjtje7/Tj2qS3upLX4iXVp5jrbyRPOUBO0sUiGcev7tvzPrTdFODS9flZf5lPDpwaS7td7WT/U2dB/eQ31x/z2vpz/AN8t5Y/9Ark7J7rSNe8PeE55WnSCaWQTSKdzosOYyOThdxcY5xsH49Z4Y3Hw1p8jrteaITsPQv8AOf8A0Krs9ha3N3bXcsCtcWpZoZP4k3KVPPoQenTp6CpVVQnOLV1r99mkSqyp1Jxkrp3++zSfyuWaz9G/48ZP+vu5/wDRz1oVn6N/x4yf9fdz/wCjnrlOI0KKKKACuX8Q2z/8JZ4UujcSlft7xLBnCD/RLolsdycKOem3jGTnqKr3Fjb3c9pNPHvktJTNAdxGxyjRk8dfldhz6+uKAOEFlb/Yj4g+yx/2z/wkXkfatv73yvt/kbN3Xb5X8PTvUWkeI9N1r4rwXMGr2cpayvrOC2S4VmAjltzkqDkMxWZh6ogPY12Q8NaUNVOpCCX7QZPNK/aZPK8zGN/lbtm732571eext5NRhv2jzdQxSQxvuPyo5QsMdOTGn5e5oA5u/wBJsNe8Z31rq1pFdW9rplu9usyhhG8kk4dlz0bEcfI5FchZxDVvA2t+INQt0m1qx0+CS0uJFzJCy2EMw2N1XMrvnHXvXfzeFNPvQGvnuppleYiVLuaJikkhfy2KOCyDOApyABwAOKkuPC2j3V4l1JbSK6qilI7iSONwn3Q8asEcD/aBoAl8RZ/4RnVcAH/RJep/2DWnWb4h/wCRa1X/AK85v/QDWlQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUVznie91rCaX4fjQX88fmC4d1AgUSICSrAgggt78cA1c0y+1CTU7yx1GO2V44Yp0+zliArl12knGSDHnOB97oMVv9Xl7L2l16X16K9vmK+tjXooorAYUUUUAFFFFABRRRQAVgeLdd/sLTI5Y5AtxJMmxNuS6qQ0gx/uBhn39cVv1yk2kHX9Ze8mKtHaXphUN2iELKwX3Mj8+yj0regoc3NPZHRhlDn5qmy19fIqTeIri3XV5o52ITVIUTJ3ARDaHAz0BEcn5k9a7auCvfBk1npd4ReNLFFp8jBRwZrkpKC7dcD94cAHr9Oeg13xJbaVp6y+XNK0sJlXylBCJwN7ZIwMsvTJ56cGtq0IzcVS1/wCGR0V6cKjjGhrf/JGZqUI8Ry675lqj2draSWttMSGWSRgGcr6FWVRn1XrkHGfq2o6vNqaazpUT3n2W2Nuluke7DyQiUuSOe0Yx3OAME89lpVotrodlZ7QFjt0jIx6KAaNI0m20XTYrG13mNOryNlnPqT60liIw0te2iX5/f+oRxMIXVr20S6W2b+dvxOVtbXxd/Z9pdC58ySz3IbOQlGmMZ8sEsfvb13tknGdnuak8Gm7tp40vJmluL5bqS5Zj/wAtoZ/LyPqrqMdAEFdpWH4jtFBsdWjtpZ7uwnTyxECzbHdVkAA6/Lz+H1oVf2l4NJX/AODZff8A0xRxPtb03FK/Zetl6Xa/4Jh3upR6rq908cM0a2dxZ2+ZQBvIvgpZcE/LmMjt06Vc0LVbXxTqt7cx7DFHaCBVD7ioaWVTn0LLFG2PQjr1rQtdG+1+GGsdQV4nuWknkCMN0TvIZeDyMqzcHnpWzDEkEMcMahY41CqB2AGBRUqwUXGK16emn5iq16ag4RWt7J32Wn52PP7DVr3SJtd85Ee8s7WC0iznbI6Eqhx1w3moce+M1Y0zxPdalLYay77LJIIYbqNMhVklZ1ZsezLFjPQM1dNf6JFqGr2V7NIfLtlYGHHEjZUqT7KVzj1x6VWPhSxh0TUNMsi0Ed2oCk/P5RCKq47kDaDyc5J5rR16MleS1dvl0f8AmbPEYeavJe87fJbP8NUM0rSYNQ8M+HftasWtI4LkLxgyCPHP4sT9QKz9WstU0x47OxvVez1W8a38hosNbq6u7ujg5yMOeQRjAGMZPXRRrDCkSDCooUD2FPrmVeSk3uuxyLEyU291roQi0twIB5Ef+j/6nKj93xt+X04JH0qais3UddsdMe2WeQt592tnmPDeXIylgH7jjH5g9OazjGVR2irs5m+5pUUUVABTBDEs7TCNBKyhWcL8xAyQCfQZP5mn0UBcKKKKACiiigDC1xbm/wBQs9GjliitrmGSa4LRl2ZI3iGxfmAXcHIJIP0rT1NPM0m8j/vQOv5qapf6/wAYf9elh/6Ok/8AtFasieZGyHowIronLlUI9tfv1/Kwu5neHLlr3wxpVy4G+W0idsdMlRn9aqaRexWlslvIGL3GqXcKEDgN5k0nPthT+JFL4MWSPwdpcUo2yRwCNhnOCpKkfpXHXMrp8RLLdxDaag65PTMyMx/RR+ddHsVOrVgtk2/uvY7MHS9tGUX0V/uT/VmnqF7c+JLG90u48qJ/7Sa3haMEfu8yIrHJPOY2/LpW74RuHvdHkvZIzHJcXMrsh/hIbaR+G3Fc9axumreGp9pA1NpLh89jmSUD/wAjN+Vd5FDHAhSKNI1LFiFGBkkkn6kkn8anEyUY8iWj1/R/kbYuUYQ9nFaPVfin+KPO77S7qTx/ql3bK7kXWmmVVBP7ksCxx7NEpz2ANa/i77Po17FrrCVnkje3ZUG7hYpWGB9TyemAOmDXRw6eIdYu9QD5NzDFEU29Chc5z77/ANPenapZf2lpN5Y+Z5f2mB4d+3O3cpGcd+tL6ynON9kkvwSF9bTnC/wpJP0sk/yDS4/J0myi6bIEX8lFW6RVCqFHQDApa427u5wSd22UNX1MaZaoywvPczyCG2hUH95IQSASAdowpJY8AA1HoDO+ll5Y/Lka4uCybs7T5z5Ge9R6x/yFNA/6/wBv/Saep9G/48ZP+vu5/wDRz1pNRUI2Wr1/Fr9CVuaFFFFZDCiio5J4YniSSVEeZtkaswBdsFsD1OFJx6A+lAElFUv7Z0v+1P7L/tKz/tDGfsnnr5uMZzsznpz0pLbWdLvL6axtdSs57uH/AFsEU6tJH2+ZQcj8aAL1FUtQ1jS9JMQ1LUrOzMx2xfaZ1j3n0G4jPXtSXGtaVaX0Nlc6nZw3c+DDBJOqySZ4G1Scn8KAI/EP/Itar/15zf8AoBrSrN8Q/wDItar/ANec3/oBrSoAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiigAooooAyIPm8YX2f+Wdhb7fbdJNn/0EUD5PF7/9NbBf/HJD/wDF1ha/q8+leIryS1GXFpaySgYz5Mb3EkuM9yo2/Vx061NYa2NW+IESwRSLZppTvHJLC8bSFpI8kBgMrjGDjrnrXoOjJ3l05fySf5mnsJ+z9r0/4NjrqKKK88zCiigkAZJwKACio4LiC6iEtvNHNGSQHjYMCQcHkehBFUJNZjTxHFo/lku9uZjJngckKvvkK59tvvVKEm2kti1CTbSWxp0UUVJAyWVYYXlc4RFLMfYVl+GRKdBguJ4zHNdF7p0PVTIxfb+AYD8KqeI9ZshpV/YpcgXUjfYQoU5EsiZUdP7pznpxjrxXQoqoioowqjAHoK1acaeq3f5f8ObuLhS1W7/Jf8EHVXRkYZVhgj1FcZollHrVpd2N2zFE02GwdlxlWBkVyPfIU/gK7SsfRtLbTr/WJNmyK4u/Ni5ByCilj7fOXqqU+WEu+lvvKo1OSE7PXS33mxRRTDLGJlhMiCV1LKhPzEDAJA9BuH5j1rCxzD6KKKACiiigAooooAKKKKACvPtU0mS6sfEmrveOIYHuJ4bdUH+ujhaIOW+nYY5Uc9q9Brl4rWa/8BanFbp5k98l60S5A3GR5CoyeP4gK7cHUdN8ydrtL5P/AIYmSudBBe21zc3NvFKGmtXCTJjBUlQw/Qjn/Cq1vq0dxr17pap81rFHIX3dS2cjHsAp/wCBVzl/4fu9E0621TRoYG1W2VnvXWMeZeA/O65AJJZlAGegJxzin6DIbnxR/aqqUi1aCe4jVhg7E+zRoT9QC30YVf1anySnF3Vnb1X+aTaFzM7GiuQvgT4u/tMSSD7HPb2WBIwXbKDuBXODkyRHkfwrXX1y1aXs1F3vdf1+Fik7hRRRWIwqmupW7azJpfzC5S3S456FGZl4+hXn6iuZXxky+M73T2jL6fF5UQnBGyJsSF2J6klgEx/sn05z9Q0q6j8KnXYLm5XXLzywkrOS0SzuF8pT1Cr5m4DswBHTFehDAtNRqu3Na3q9r+nUhy7HVaawm8Qa1MCDsaG3yP8AZTfj/wAiVsVXsrK30+1W2tY9kS5OMkkk8kknkknkk8mrFcdWSlK620/BWKRzfh/UVie30vy8l2vn37vu+Xc7MY99x/7596p+MNEiGk3VzbBvtlxewSIxP3JG2wjGO2D3zyT7YpaNL/xWdun93+0B/wB9Xcp/9p13tdmJfsK6lHrq/P3maYatKlJTRSk0u2kk098MpsHLQhenKMmD7Yb8wKu0UVwOTe5Lk3uFFFFIRnapqL2F1pUahCl3efZ3LdQDHIwx77lX8M1o15r4kvS3j4RqebOawuH9o1aVW/8AR4rtLnV0fwlLrNurqr2RuYlYYblNyg478iu6thHGFNr7Vvx1X5kqW5yXg2R73V0eR2kd5H1GQsc7WktrfA+n71wPZa7PRv8Ajxk/6+7n/wBHPWV4Z8Pvo2oanM67UlW2hh5BykcCLn2+bI/4D9K1dG/48ZP+vu5/9HPSx9WNSreG1l+V/wBbBBWWpoUUUVxFBXL+IbKH/hLPCd8Qxn/tB4QSxIVfsl0TgdBk4ye+1fQV1FRyQQzPC8sUbvC++JmUEo20rlfQ7WYZHYkd6AOFCg+H2ICG+HijJ6bv+Qh/8Y/8d9qszwoPFfhaWxk06TRzJMLSKyiCNEfIfL7wxDxnkYAUAsh5xXT/ANi6UNU/tT+zLP8AtHGPtfkL5uMY+/jPTjrS2uj6ZY3c93aadaW9zP8A66aKBUeTv8zAZP40AY7rbt431QXvlmE6PAEEmMbfMn83r2x5efwrjdLWU/DbxN9rC/2l/Z1v5YfG/d9gg2f+Rd+PfNegv4Y0SeFIrvS7O7VJ5Z0+0wJJseSQyMRkcfMxqxcaLpV3fQ31zpllNeQY8q4lgVpI8cjaxGR+FAEXiIZ8M6rgkf6JL0/3DWnWb4h/5FrVf+vOb/0A1pUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFMlljgheaaRI4o1LO7nCqBySSegp9ZHir/kUNb/68J//AEW1XTjzzUe7EzXoqK2fzbWGT+8it+YqWpas7DCiiikByEdpBqnjvW4rhN8SWK2si5IysgUkZHIyAavXQhsvGlpdSOkMCaTcBnYhVVVkhPJ7AA1U8OHf408UT5/1pgx/wAyx/wDslP8AFOmSanq+nRLp8l3Gbe4Rh9oeGNSWhI8xlzkfKflIOSBxxkek2lXUJPTlS/8AJdd/M3cZStTi+nXbudTRWT4YvBqHhbSrrzUlZ7WPeynPz7RuH1ByDWtXBUg4TcX0MArE8QW6ajNpulyor29xceZOjdGSNS2P++tlbdct4i1U6ZrdtcgIRbxIj7+gWadFY/ULG+K0w8ZSqJR3/Xp+JrRfLLm7Jv8Ay/Eu+HZreObU9LiIWS0uncxquAqSMWX2/vce1ZOs3H2XVL/XvKlkTS5YI5EiXLFRG5cgf7tzn0+X2rG0TxIF1rV/EQtZv7PvbtLMhBuKMoRY3bphTuYn03Ac9924Ux+CNXmurlGv9S0+a8kj4XB8hVIVeu1QEGeeT711yoypVXzLeyfrpf8AU7lFRmqm6mo/jZv9fwOuooorzTzDiINJF/4xivmgLwrdXMspK5UvEEjiz2yC0hH4+ldpLNHAgeWRI1LKoLHAyxAA+pJAHuazfDvOkmT/AJ63NxJ+DTOR+hFZXj/UYrDQYg0gWV7mN0XufLYSH8gldnLLEV40vl+J0Yqq3Kz+zp+J1VFYEXiWJX1RrlR5Nrfx2kZjHJ3+WuTk9nZs+w9eu/XPOlKHxL+rJ/qcydynqGrWGlQtLfXcUChGkw7fMVXG4gdTjI6eorG1DUrePx/pVp5n71LC5eRcHhWMZBz0/wCWbflVTxLb2mtXmqWrrDcNZ6TKCpAYxSSYKn2bEYI79KytTsbzxRdXV5ocsH2kMtobksMRIYGLjI5HzOAcZIPbivRw2GppKU3bR3vsrqy/B3Jk2dnpeu2GrrF9mkPmyW0dz5TjDKj5xntnjkAnH4itKvOZbafwPc210YGuEeO9VpkyRECYvIXpyT5ajb6lsZxzpfD6/vrmzmi1G4kmlKLIpkcscKzwkZPvDuPu+e9RXwUVTdek/c/4LX6fcClrZnVXmo2lg9sl1OsRuZRDFu/icgkD2zjv3wO9Wq5Hxb+81jR0P3Y5Y5cf7X2u2UH8mb86Tx3Z3Gq29vp1tdy20ipJfb4yQf3O3A4I7uMehwe1ZU8LGfs7ytzXv5WG5WudfRVazvIrqCIrIhkaFJWQNyFYHBI9Dg/kfSrNcbTi7MoKKYJojM0IkQyqoZkDDcAc4JHodp/I+lEUsc8KTQyJJFIoZHQ5VgeQQR1FFmBV1i9fTtFvr2NQ8kEDyIp6FgCQPzp2mWQ03SrSxVy4t4lj3nq2BjP41leML2K10eO2kVy1/cR2ibRwGbJ59sKR9SK6CtpJxox82/wt/mxdQrI1nRP7TeO4hvLm1ureGRIWhfaMsVPzccgFFOOh75rXorOnUlTlzR3G1c5O4tbq18F6he36Kl87HUZ1U52MhV1XPfasar+FdHp19HqWnW97CrrHPGHCuMMuex9x0qzWR4b+XS5Y+nl3t0gHoBO+0f8AfOK3nP2lJtrVP81+lkTazNesjxLrR0HRJL6O3NxLvSOOINjczMFH88++KfrtzLHp621q+26vXFvCw6qWzuf/AICoZvwrCsI0mtvD+lsoZbO8nBVhn5Lfein8zGadCirKpPVX27pJv9LA30Q/V/C0z+Ajodh/x9M0ZaUtzvMgMkhJPu5x+A7V1qqFUKAAAMADtS0VlUrzqR5Zd2/m7X/IaVgooorEZy50S10jxFp1zC0zy3d3NvaR84DJNJtUdAAzOfXnnNdRWRrH/IU0D/r/AH/9Jp6q+Brn7V4H0eTOcW6x/wDfPy/0rsrKVSkqsne1l97l/kStHY2L69jsIEmlDFWmihAUc7pHVB+GWGfamLqVu2syaX8wuUt0uOehRmZePoV5+oqj4nbGnWg9dRsx/wCTEdZWon7L4+TUAcCOC0t5D/sSvcLj/vsR/lRRoRnTu99fwtb8wbszrJpUt4JJpWCxxqXZj2AGSah0+9j1LTbW+hV1iuYUmQOAGAYAjOO/NUfFPPhTVV/v2sifmpH9aPDX7vRls+9lLJa49FRiF/8AHdp/GsvZL2HtOt7fgO+tjMurObU9L8Vx2yb7iacrCuQMskMYUZPH3gajg/efD/w9bD/l4jsYj7r8hYf98hq1/Dvz2N1N/wA9b65P4CVlH6KK5ywtoND1TSfDKyHbb35mt1kYFpITbSnd74kDZx7etd0JX5ofyO//AICrP8l+JL7ndVn6N/x4yf8AX3c/+jnrQrP0b/jxk/6+7n/0c9eUWaFFFFABRRWZea7Y2Os6fpMjO15fOVjRFzswjvlz/CCI3A7kg46EgA06Kwv+EptzqJt/sN79lFz9k+37U8jzs7dn3t/3vlztxnjNLaeJY7jULe1n0vUrIXRZbWa6iVFmKqWIADFlO1WOHVTgGgDcorH1TxAum3gtItOvr+cQ+fKloqHyo8kBm3uuckHAGScHiqk3jKyjZpIbO9urKOOOW4vYVTyoFdQyltzBj8pDHapwCM0AaPiH/kWtV/685v8A0A1pVm+If+Ra1X/rzm/9ANaVABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABRRRQAUUUUAFFFFABWR4q/5FDW/+vCf/wBFtWD4j8T3um63c2ls/wAkcMM+NoO1U8ySY9O6Kq+2RjBq54s1Tz0Phqx8uTUNRXyGVyQIYpEfMnvgI3Gf6Z7qWFqQnTm9nr8lZ3Yl710jU8Mz/afC2lTE5LWkW4+4UA/rmjQNYj1uwluY5YJQl1PDmFsrtWRgh6nqm0++c9DWF4Ounh+F8NxIcPDbzk+213/wrJ+Gc9vpUVzp0su3z7gGAEH52Pm8f98xZrSphly1pdYy0/G/6Grptylbp/mekVkeKv8AkUNb/wCvCf8A9FtWvWH4zm8jwXrLetpIn/fQ2/1rjwyvWgvNfmZ2voO8N6GNFtJtwVZriQyOiMWWPJJCKTyQMk5PcnoOBtUUVE5yqScpbsqUnJ3Z5l4A1VtF0TybwMyPEskcaKNzSYQhVHAyyyw49SGPrXolhex6jZR3USsqvkFHGGRgSGU47ggg/SsO7jsLbxLd3d+o8mC2jvkYgnY6eYjNgdflKcc8gd8VZ8JXlvfaI1xbSB43vLpwehw08jDIPI4IOD61241qq3XUbXt6aq9jVuM6V/tKyf4/5I3K4nW7ePU/FY06aLzILmSGGccj92kU7nkdOXXn3rr5723t7i2t5ZQstyxSFMZLEKWP6A8/41zVj+/8f3bfwxeaf/Idso/9qVlhG4uUvJtf16kRTUJX6r9UY2p+VJoHiPRLKLy7pNQgfKqApMtwoTpySNn5Y/B/itmi1m+jU/uItDlt1HozRyuR+US1a0ovbfE/WM/6m4xD/wADESSL+hkql4pdJLHX7tXV/JvXh3Kc8GwK4/76kNenBWqpd43+clFfmh0arfJT7Sv+X+R6LVHVNVtdIthNdSrHvJSPd0ZwrNjPbhTV6sLxJZW2pTaPZXcQlglvHDoe4+zzenTnHP0rxaSi5e9sFGMZTtPb/JFnw5BLb+G9NiuBicW6GQcfeIyenuTXN6xZrrfiS1a4G6KLUfsMa9gn2WSSQ/Ukgf8AABXbMyQxMzEKiLkn0ArD8IXS6joZ1NEdEvbmadVcAMFLkLnHfAFdNGrKHPXS8vm7/wCRlVlzzbfXU4bXrceH9Pv9Ha7ee7kjS8EjLguyrO7HjoAYxxnp616vWR4m02LUtAvEdN0iQTGE5Pyu0Tpn34dhz61ia7qDPqmg3yuRbwIty6joTK6RA/gHf8zW85fXIwWz1v62VvvsR8JqaXbQz33iOZY1zc3Yi83Ay6rBGmM+gbePrmpfCulHR/DlpbSwJFdMgkuQuMmUj5skdT2z7CpPDUZTw1p7PzLNCs8p9ZJPnY/99Ma1a5a9WV5U1tdf+SqyGl1I5oYrhAk0aSKGVgrqCMggg/UEA/hXN6Xpz6Tr1jasykvb6hIdh4Km5jdM+4Eh/EmuorC1238vVdG1RZpUa3uPs7IrYV0mwpDDv8wQj/8AVSw83d076O/32dvzB9zP8S/Nrlt/sfZP/Hr2H/4mrtjdW2seJL+WBxLBb2q224AjDmSQSLz/ALifXIrlZLm6mvvE2oylnS0lguI0Y52xwXLBgPQH7Ox+pNdp4d0iLSNJiRY9txMiSXLZPzy7FBPt0rtrxjRocrfvLRfNRb/yJWrMLwXO8mq6hby/62ys7Wzc/wB5onnQsPY4z+NdnXnMV7JoGveMruNVMiLviVx8pfCsoPtmUfnXYaP4gtNWs9OkBEdxe2v2lYclsAbQ3OOxYDtn86zx9Ccp+2ivddv/AElMcXpY5DUFkh8VxeJlMlwX1E6fa2qkqpKQzJknnrJkZx8oz1zXT+FGNp4OskuWUNaRNDIwPAMZKH/0GpPDkMU2hWk8kaOxlluI2ZQSrO7nI9DhyM+5rG1Gd7C21DQpYJYv7RuilpNxskWZx5gBB4Zd8hwccDIzzWlSft/3HWLS+Suvwvd/NiWmpTdL/Ute0SXU4WbT9QvhfW8Jc/6K0du+1Sc9Wwr4HGQw579/SBQqhVAAAwAO1LXDiK/teXSySt/XysvO1y0rBRRRXOMK4HVNZurHXpvDdgpFzql6xEmOYYmhQs49wxY9+FNd9VOPTYI9Wn1Jd3nzQpC2egCliMe53c/QV04atCk5OavpovPp9xMk2cp4aso9O1u10tCTFYjUFiB/hBlgZfxCyEZ9z61e0G1kPirWpZF/dWshihPvLtlf/wBp1ej0SSDxc2rRzD7NLbyLJEeolYxDcPYrEoI9R7mtutq+KvdrVyWvk73f6r5iUQooorgLCiiigDmfG8sttpVtdwjMsE7bB/tPDJGv/jzip/CiQafoUdmJEQLe3cMSsQCxWeU4A7napP0BrYu7OC+hEVzGJEWRJACSPmVgynj3ArlA/lT6Yv8Ad8Q3A/76Sc/+zV6FOSq4f2XVO/4O343+8h6O5p+K2xZacPXVLMf+RlpzWsGoeJNXtrhPMhk0+1jcAkfxznqOQeQeORwa4uT7Q+navaxSMZv7bluLfJzsbzJtuB2G6LP1zXZ+GJo7wanqMYGLu7DhvUCKNR/KtatF0KLSe3+cWvy/AE7sy5NRSXw1eaPNcNJqFmyQyhySzIZtiOSepYAH155606zuZYfiTeWQkcQyRyTmMMdpYpbgHHr8jfmfWsG90y7n+IWt3NsjNi601ZVUE5hbbuOPZo1OewBrfvbSWz+IUepsmIJbTy1bI5ZVkLDHXoE/Ot5QpxTSfxRbt5tRdibs2PDHPhyzk/56hpf++2Lf1qS+0SC91vS9VJ2XFg0mDjO9HRlK9fUg556H1o8Nx+V4X0mPutlCP/HBWnXl1Kko1puL6v7ndP8AA0S0Cs/Rv+PGT/r7uf8A0c9aFZ+jf8eMn/X3c/8Ao565xmhRRRQAVha7bSS614ZmigdxFqTtM6oTsT7JcqCx7DcwHPdgO9btFAHBrFObY+Hvsd8Loa79t877LJ5Ji+2/at3m42fd+XGc54xV7Tdag1/xDbyXFjq1sbZpBZxXOl3Ea7tpDSvIyBASuQo3dGOeWAXrqKAORl1WKy8T3mqC11C5tbqzSzRrayllxNbzTh1IVSVyZOGOFOM5xXO2umXmkeENX8LT2d9Je6lYwwQSw2zyRbjZRW53SKCqYaMk7iODmvTkjSJSsaKgJLEKMck5J/Ekn8adQBmeIgG8M6rkA4tJTz/uGtOs3xD/AMi1qv8A15zf+gGtKgAooooAKKKKACiiigAooooAKKKKACiiigAooooAKKKKACiiq2o3AtNLu7knAhheTP0UmnFOTSQHlvi60v77xP4ikgnMUENhKDgYLKkULuAffeg9wSO9aulINS+L17fhspAksaD0MYjQ/rI351f0TRJ1+Hup28FsEbUbUtbw+ZljutkQZJ4BJUnGcDNTfD2wR/DtprE8f+nXIkdpM4JDlQeOnPlIa92piIxoSSfwrk+9LX/yVmtR2io6J+X4/ovvM+C+tbX4carp/nIs0L3ds0e7DczEEgewlT8xXOS2wstX8PWZvXsibwxNOqbmVlhi28epMpGTwM5Nasvh3Q9WvopJpTLevqs8Mlss2Aq/aZmLED5gSqEZz0Htmr2taaZ/E9/aeQrSm0nv7SQrna3lwxAD3DR5+jCtaU4QqSi29eZv8v8ANjdaMEpU3du1/X9TrvD0skmhWwlkaSWLdA7ucszRsUJJ7nK1514m8R3GtazJoEN6j6bdapFaNtjwyqBGHXOOhdiQevyHnBrpP7T2/DTU9Rt5HQyNePE6NhgXnk2kEdDyKi+H3h62s7DUZbiFJblr0xyO/wAwLQkDIz/00DMD15HoK5MPGFD2mIqK7Tsl533+RVSSjOdt76f162+VzuaKKK8c5zlPFkbNqmlIo4uybR/dTLE5/wDHUf8AOotEiSxv7OeJQouru+spAo+9smlaPP8AurG4H1rqZ7OC5lt5Zowz20hliOT8rbSuffhj1rmrX5LbTJj92PXbzd/wKS5Qfq4r0IVebDqmun6qX/ALo/G/NP8AL/Mqav8AaprObxDGFe/tr77LYx9kAmMBH1Ykk/8AAR2qTwdZXFrq+ox3bSvLDGqeZLnc/wC+mXcc+qxoc981veHedILf37q5k/76nc/1pum/Pr2tSf3ZIYvyjDf+z0nVfJUp22/K6Vv67nRiK7s6Ntn+C2X6mBrcLWceualJEyMurWUkEhBHAWBGKn0IZ1P4j1p2taSr/Cd7SIrAbfT1myE6lEDEY98EZ9881peObO61DwjdWtlE0lzJJAI1A7+chyfQDqT2Aqz4lQReCtYjHRdOmUfhGa1p1240nfXmX4KKX6/icOqbaNmuU0Gwv77U7fxBdXzS2s9r5kNux+4zsxBA6KBGVHqTnPStrXriW20S6e3cpcOoigYc4kchEP8A30wq3aWsVjZQWkClYYI1jjBOcKowOfoK4YycKba66f5/mdUJuFNtfa0+XX80UPErsvh28jQ4knQWyH0aQiMfqwqfRdNXR9FstOR/MFtCse/bjcQOTjtk81i3urR6lq0elhNrW+qRRk5zvCxGYH25Rh/wGuoq6inTpRpy0vr+Gn6nMtXcQgMpUjIIwRXnO0z+GdUDHLWGhwoD/txNMT+sa16PXMeH9PjTUfEltMiywNdbCjjcrK6+aVIPUfviMVrhKipwm+q5X9z/AOCElc37GLyNPtocY8uJV/IAVYooribu7lBWZr9vPcaVi2i82WKeCcRg4LiOVJCBnuQpA9606KcJuElJdAZleHIpI/D9p50bRyyqZpEdcMrOxcgg9DljWrRRTqT55OXcEcl4rsLm+1WyggtZpUnRUkdF+VAtxA53HoPlD/XFc74U0+80m7sPtalHsZYbCRSc4LpLIRkcfemiHH90V6fWL4sYxeHZ7gdbaSK4B/3JFb+Qr0MNjJOmsLbSWn36fk7EOOvMP8K/8ijox7mxhJ+pQGrt5p8N9NZyzbs2k/nxgdC2xl59sOT9QKh0GD7L4d0y3PWK0iT8kArQriqzaqylHuylsFFFFYjCiiigAooooAKKKKACiiigAooooAK80vp70+NYLaJW+w2mspJNhcjfLHhTntj5h/wMe1el1zXiqO30vRrnUYowsjXtrPK2SdxEkaZ9vlAruwFRRqctruWi9Xp+VyZrQwLP5Na0J/8AoIu0/wBdsk8n/taup8K6VLo2hiymXayTS7RkH5N5CHj1UKayTpxt7jwPkc26tAT9bcn/ANp12NaY2vzRUVs9X8pSS/AUUZttpr2/iHUNRynl3UECAA/NuQyZz7YZfyNZnjKU2lnbXpjlaOBpvMaONn2KbeUAnaDgZ2jPQZ5rpaqarY/2no97YeZ5f2q3kh37c7dykZx3xmuWlWtVjOe23ytb8imtNB2nR+VpdpH/AHIUX8lFWaRVCqFHQDApawk7tsYVn6N/x4yf9fdz/wCjnrQrP0b/AI8ZP+vu5/8ARz0gNCiiigAoorD1TWbyy8RaLp8Vmptb24aKa4c9P3M0gVAO+YeSeACMZz8oBuUVyX/CQar5h1LNj/ZH9p/2d5PlP52fP+z7/M3bf9Z/Ds6d60dN1m8vPFGraZPZrb29pbwSwMTl5N8k6Fj2APkgqOuDk9cAA3KK5/Ut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FRANCE (GOVT OF) 25/05/34 1,25% C/ Compromiso 17128800 02 FRANCE (GOVT OF) 25/11/36 3,70 C/ Compromiso 6038880 02 BUONI POLIENNALI DEL TES 01/02/36 3,45% C/ Compromiso 5962260 02 IRELAND GOVERNMENT B 18/10/2034 2,6 % V/ Compromiso 13310524 02 BUNDESOBLIGATIO 15/10/27 1,30 C/ Compromiso 1971020 02 FRANCE GOVT OF 1,5% 05/2031 V/ Compromiso 2338375 02 FRANCE (GOVT OF) 25/05/2030 2,5 % V/ Compromiso 14823900 02 61573759 61573759 false false false false false false false false false false No aplicable. false false false false true false false false E) Importe Compras:2.165.000 ;% s/ Patrimonio:0,59% Abanca Gestión de Activos cuenta con un procedimiento simplificado de aprobación de otras operaciones vinculadas no incluidas en los apartados anteriores. 1. SITUACION DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. Arrancábamos el año 2026 bajo el cómodo consenso de un aterrizaje suave, proyectando una Reserva Federal en plena senda de flexibilización, una inflación que convergía sin fricciones hacia el objetivo del 2% y un mapa de riesgos geopolíticos aparentemente bajo control. Sin embargo, este escenario idílico se desmanteló abruptamente a finales de febrero con el estallido del conflicto bélico entre Estados Unidos e Irán, un cisne negro que provocó el cierre inmediato del Estrecho de Ormuz y desencadenó un severo shock energético global. A esta crisis se sumó un inesperado revés institucional cuando el Tribunal Supremo estadounidense anuló la estructura arancelaria de emergencia de la administración Trump, forzando un reinicio total de la política comercial y consolidando un complejo cóctel estanflacionario que fracturó la economía mundial en dos velocidades. Mientras que Estados Unidos exhibió una notable resiliencia al acelerar su crecimiento en el primer trimestre hasta el 2,6% interanual —blindado por una incesante inversión en infraestructuras de inteligencia artificial—, la Eurozona no se benefició de ese viento de cola y ralentizó su expansión hasta un exiguo 0,3% debido a su extrema vulnerabilidad energética y al desplome de su confianza industrial, en contraste con una China que logró acelerar al 5,0% mediante intensos estímulos domésticos. Como consecuencia directa de este estrangulamiento logístico en el Golfo Pérsico, la tendencia desinflacionaria global se vio violentamente interrumpida, provocando que el IPC general estadounidense prácticamente se duplicara del 2,4% al 4,2% y que la Eurozona experimentara un repunte similar hasta el 3,2%. Este agresivo resurgir de las presiones sobre los precios forzó un drástico cambio de guion en las autoridades monetarias, redefiniendo por completo el mapa global de los tipos de interés. En Estados Unidos, la Reserva Federal mantuvo las tasas estáticas en el 3,75% durante todo el semestre (a pesar del nombramiento de Kevin Warsh favorable a la flexibilización monetaria) y transformó las expectativas del mercado, que pasó de descontar inminentes recortes a valorar seriamente nuevas subidas de tipos antes de que concluyera el año. Por su parte, el Banco Central Europeo se enfrentó a un clásico dilema estanflacionario y optó por la línea dura, ejecutando una subida hasta el 2,25% para frenar el contagio de los costes energéticos, a pesar de la evidente debilidad macroeconómica de la región. Tanto el Banco de Japón como el Banco de Inglaterra adoptaron posturas también cautelosas, manteniendo sus tasas ancladas en el 0,75% y el 3,75% respectivamente, a la espera de que se disipara la incertidumbre geopolítica. El mercado de deuda soberana funcionó como el fiel reflejo de este giro restrictivo y de la enorme volatilidad que caracterizó al periodo. La rentabilidad del bono estadounidense a 10 años se disparó 31 puntos básicos hasta alcanzar el 4,50%, un movimiento impulsado por la reaceleración inflacionista, que llegó a empujar los rendimientos del bono a 30 años a máximos no vistos desde 2007. Por el contrario, el Bund alemán apenas se inmutó y cerró prácticamente plano en el 2,92%, atrapado en un constante pulso entre el endurecimiento del Banco Central Europeo y su tradicional papel como activo de refugio ante el temor a un colapso económico en el continente. Sorprendentemente, y a pesar del endurecimiento de las condiciones financieras, el crédito corporativo de alto rendimiento protagonizó un potente rally durante el segundo trimestre comprimiendo las primas de riesgo globales. Esta asombrosa complacencia del mercado crediticio se trasladó de inmediato a las bolsas mundiales. A pesar de que el índice de volatilidad VIX llegó a observar repuntes significativos en marzo al superar los 25 puntos, los mercados de acciones firmaron una sólida recuperación hacia el mes de mayo, cerrando el semestre con notables ganancias generalizadas. El Nasdaq 100 brilló con luz propia al anotarse un alza del 16,4% impulsado por el apetito generado por la inversión en inteligencia artificial, mientras que los mercados emergentes lideraron los rendimientos globales con un espectacular avance del 21,3%. En el Viejo Continente, el Ibex 35 volvió a desmarcarse de sus homólogos al registrar una subida del 14,6%, batiendo holgadamente el 11,7% del Eurostoxx 50; esta fortaleza española se cimentó en el peso de un sector bancario pletórico y en una economía escudada por el dinamismo del turismo frente al shock industrial europeo. A nivel sectorial global, la tecnología, energía e industria lideraron las subidas, mientras que en el mismo periodo el consumo discrecional y la salud mostraron el peor comportamiento. Finalmente, el mercado de divisas y de materias primas materializó los temores más profundos del semestre. El dólar estadounidense recuperó con fuerza su hegemonía global al beneficiarse del diferencial de crecimiento y de la postura restrictiva de la Fed, apreciándose un 2,7% frente a la moneda comunitaria y arrastrando el cruce del euro hasta las 1,142 unidades. Como activo crítico y epicentro de la crisis, el barril de crudo Brent se disparó hasta los 126,10 dólares debido al estrangulamiento de la oferta física en el Golfo Pérsico. Paradójicamente, este entorno bélico no benefició al oro, que retrocedió un 7,4% hasta situarse en los 4.008,02 dólares la onza, penalizado por la fortaleza del billete verde, el repunte de los rendimientos reales y las liquidaciones forzosas durante los episodios de pánico bursátil primaverales. La plata se desplomó un 18,2%, arrastrada por los temores de una debilidad industrial en Europa y por un sorpresivo aumento de los aranceles de importación implementado por la India. b) Decisiones generales de inversión adoptadas. El semestre recién concluido ha venido marcado por el conflicto bélico en Oriente Próximo. Ante la incertidumbre y los riesgos derivados de este escenario, hemos mantenido un posicionamiento claramente defensivo. En consecuencia, hemos gestionado la duración estructural de la cartera con especial prudencia, aprovechando al mismo tiempo los episodios de elevada volatilidad para realizar ajustes tácticos en duración cuando las condiciones de mercado lo han permitido. En cuanto a la selección de activos, continuamos encontrando valor en emisiones de regiones francesas, alemanas y españolas, así como en agencias estatales, que ofrecen una rentabilidad superior a la de sus bonos soberanos comparables, manteniendo un nivel de riesgo equivalente. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice BLOOMBERG EURO GOVERMENT BOND, únicamente a efectos informativos o comparativos. No se gestiona en relación al mismo, siendo un fondo activo. La comparación entre la rentabilidad acumulada por las diferentes clases y el índice de referencia es: CLASE CARTERA (Rentabilidad de 0,8930% frente a índice de 1,2471%) y CLASE MINORISTA (Rentabilidad de 0,5633% frente a índice de 1,2471%). La diferencia es debida a la duración del índice. d) Evolución del Patrimonio, participes, rentabilidad y gastos de la IIC. El patrimonio de las distintas clases ha evolucionado de la siguiente forma: CLASE CARTERA (incremento del 19,4721%, quedando al final del período 409.14 millones de EUR), CLASE MINORISTA (descenso del -21,4396%, quedando al final del período 4.58 millones de EUR). El número de partícipes de las distintas clases ha evolucionado de la siguiente forma: CLASE CARTERA (incremento del 3,7285%, quedando al final del período 22.340 partícipes), CLASE MINORISTA (descenso del -5,2910%, quedando al final del período 179 partícipes). Los gastos acumulados de las distintas clases han evolucionado de la siguiente forma: CLASE CARTERA (0,11%) y CLASE MINORISTA (0,44%). No se han realizado inversiones en otras IIC y, por tanto, no se han producido gastos indirectos por este tipo de inversiones. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. Las instituciones de la misma categoría gestionadas por ABANCA Gestion han obtenido una rentabilidad media ponderada de 0,72%, por diferencias en la gestión de la duración. 2. INFORMACION SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el primer semestre, las inversiones más significativas se han concentrado en el tramo de 4 a 6 años, tomando posición en referencias que presentaban un valor relativo más atractivo frente a sus comparables, como Andalucía 2030, Xunta de Galicia 2033 o el bono italiano BTPS 2031 vinculado al comportamiento de la inflación. Los activos que han aportado la mayor rentabilidad positiva durante este período han sido: BUONI POLIENNALI DEL TES 15/03/33 3,15% (0,0877%), EUROPEAN UNION 04/02/33 2,75 % (0,0810%), FRANCE (GOVT OF) 25/11/2032 2 % (0,0846%), IRELAND GOVERNMENT B 18/10/2034 2,6 % (0,0801%), BONOS Y OBLIG DEL ES 31/10/33 3,55% (0,0734%). Los activos que han aportado la mayor rentabilidad negativa durante este período han sido: FRANCE (GOVT OF) 25/05/34 1,25% (-0,0074%), IRELAND GOV. BOND 18/10/2031 0% (-0,0134%), LAND NIEDERSACHSEN 09/01/30 2,50% (-0,0283%), FRANCE (GOVT OF) 25/05/2028 0,75 % (-0,0320%), BUONI POLIENNALI TESORO 01/12/31 0,95% (-0,0569%). b) Operativa de préstamo de valores. N/A. c) Operativa en derivados y adquisición temporal de activos. El fondo ha realizado durante el periodo operaciones con instrumentos derivados como inversión para gestionar de un modo más eficaz la cartera. La metodología aplicada para la medición de la exposición total al riesgo de mercado asociada a instrumentos financieros derivados es la del compromiso. El grado de cobertura medio del período ha sido del 99,03%. Se entiende como grado de cobertura el porcentaje que representa la cartera de inversión (valores, depósitos y cuentas de tesorería) respecto al patrimonio. La cartera de inversión no incluye la exposición a los instrumentos financieros derivados. El nivel medio de apalancamiento durante el período ha sido del 1,99%. Se entiende como nivel de apalancamiento el porcentaje que representa la exposición a instrumentos financieros derivados (medida según la metodología del compromiso) respecto al patrimonio. d) Otra información sobre inversiones. El fondo mantiene una cartera de activos de renta fija con una vida media de 5,18 años, siendo la TIR media bruta (es decir, sin descontar los gastos y comisiones imputables al fondo) a precios de mercado de 2,16%. La remuneración obtenida por la liquidez mantenida en el fondo durante el periodo ha sido del 1,90% anualizada. Es relevante mencionar la existencia de un Anexo de Sostenibilidad que se publica junto con las cuentas anuales del ejercicio (segunda parte del informe anual). Las Políticas del Grupo ABANCA en relación con la sostenibilidad pueden consultarse en https://www.abancacorporacionbancaria.com/es/rss/. 3. EVOLUCION DEL OBJETIVO CONCRETO DE RENTABILIDAD. N/A. 4. RIESGO ASUMIDO POR EL FONDO. Indicamos en el apartado 1.c) que la gestión toma como referencia el índice BLOOMBERG EURO GOVERMENT BOND, únicamente a efectos informativos o comparativos. No se gestiona en relación al mismo, siendo un fondo activo. El riesgo asumido por las diferentes clases, medido por la volatilidad de su valor liquidativo diario durante el periodo, ha sido: CLASE CARTERA (3,60%) y CLASE MINORISTA (3,60%). La volatilidad de su índice de referencia ha sido 5,04%. El VaR acumulado por las distintas clases, expresado en % anualizado, alcanzó el siguiente resultado: CLASE CARTERA (3,80%) y CLASE MINORISTA (2,30%). El VaR indica la máxima pérdida posible, con un nivel de confianza de 99%, en el plazo de 1 mes, si se repitiese el comportamientode la IIC de los últimos 5 años. Los datos mostrados por clase se refieren al final del periodo de referencia. Conviene destacar que una inflación elevada puede llevar a que la rentabilidad real percibida por el partícipe difiera significativamente de la rentabilidad financiera. 5. EJERCICIO DERECHOS POLITICOS. N/A. 6. INFORMACION Y ADVERTENCIAS CNMV. N/A. 7. ENTIDADES BENEFICIARIAS DEL FONDO SOLIDARIO E IMPORTE CEDIDO A LAS MISMAS. N/A. 8. COSTES DERIVADOS DEL SERVICIO DE ANALISIS. El fondo ha devengado desde el inicio del ejercicio gastos en contraprestación por los servicios de análisis financiero recibidos. Estos gastos son satisfechos mediante una cuenta destinada exclusivamente para la remuneración por los servicios de análisis, independiente a la cuenta por la que se satisfacen los pagos derivados de los servicios de ejecución. Estos gastos han supuesto en el periodo 1.783,29 EUR (0,0004% del patrimonio) dentro de los gastos contemplados en el apartado 1.d) anterior. Los principales proveedores de análisis son los siguientes: S&P GLOBAL MARKET INTELLIGENCE LLC Fitch La utilización de los servicios de analistas financieros, recogida en el folleto informativo, permite a ABANCA Gestion de Activos ampliar el universo de compañías que pueden ser contempladas como objetivo de inversión. Los analistas a través de la calidad, acierto y solidez de sus informes, de las conferencias y encuentros periódicos que organizan, y de sus contactos directos con las empresas analizadas contribuyen a mejorar la generación de ideas y la consistencia de las decisiones que finalmente se adoptan en la ejecución de la política de inversión de este fondo. 9. COMPARTIMENTOS DE PROPOSITO ESPECIAL (SIDE POCKETS). N/A. 10. PERSPECTIVAS DE MERCADO Y ACTUACION PREVISIBLE DEL FONDO. Tras un semestre profundamente marcado por la incertidumbre de un conflicto bélico, siendo uno de los acontecimientos más desestabilizantes e imprevisibles a los que nos podemos enfrentar, la dinámica de las últimas sesiones ha dado un giro significativo. Desde que se produjo el acuerdo de entendimiento entre EE. UU. e Irán, el mercado se ha caracterizado por una notable reconducción de la volatilidad y, sobre todo, por una moderación en los precios del crudo. De culminar con éxito las negociaciones en curso, las miradas del mercado deberían centrarse en los datos de inflación, cuya evolución sigue siendo incierta debido a los efectos de segunda ronda. Esta variable determinará las próximas reacciones de los bancos centrales que han vuelto a situar la estabilidad de precios como su máxima prioridad. En este contexto, estimamos necesario llevar al primer plano de análisis factores estructurales que habían quedado un tanto opacados por el conflicto bélico, como el impacto de la Inteligencia Artificial en el crecimiento americano y los programas de gasto europeo destinados a armamento e infraestructuras. Consideramos que el camino parece claro para el BCE con una o ninguna subida de tipos en el horizonte. Por otro lado, el dinamismo del ciclo americano, unido a su ya elevada tasa de inflación, provoca una mayor incertidumbre respecto al futuro de su política restrictiva y sus consecuentes ramificaciones. Asimismo, mantendremos la atención sobre el mercado de divisas, donde el yen japonés y el won coreano muestran depreciaciones extremas; un fenómeno que creemos que está estrechamente ligado a la exuberancia reciente de sus respectivos mercados de acciones. En la misma línea, interpretamos las correcciones recientes de activos como el oro o las criptomonedas como un movimiento natural asociado a los trimestres previos de notables comportamientos. Todas estas variables interconectadas constituirán el hilo conductor de nuestro análisis para los próximos meses. En los próximos meses, seguiremos sin cambios relevantes en la política de inversión del fondo, invirtiendo predominantemente en geografía core frente a periferia. Mantendremos la prudencia en la toma de duración siendo activos de forma táctica ante los movimientos del mercado. Además, trataremos de optimizar la estructura de la cartera para obtener mayor equilibrio entre el riesgo y la rentabilidad. No aplicable. No aplica en este informe Durante el período no se han realizado operaciones de adquisición temporal de activos (operaciones de simultáneas). 2563471993 77507 0.72 0 0 0.00 997610990 39549 0.75 223505485 6655 2.58 0 0 0.00 51322152 1930 5.86 0 0 0.00 320778789 34028 11.48 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 2366192561 38253 0.73 54468018 15118 9.83 216632272 7563 0.46 6793982260 220603 1.40