xbrli:pure iso4217:EUR QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2026-01-01 2026-06-30 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2025-07-01 2025-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2026-01-01 2026-06-30 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2025-01-01 2025-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2026-04-01 2026-06-30 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2026-01-01 2026-03-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2025-10-01 2025-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2025-07-01 2025-09-30 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2024-01-01 2024-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2023-01-01 2023-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2021-01-01 2021-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2023-01-01 2025-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2021-01-01 2025-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2026-06-30 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2025-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2024-12-31 QUALITY INVERSIÓN DECIDIDA, FI 1.0.0 2023-12-31 Quality Inversión Decidida FI 3908 02 02 2026 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 2007-10-08 07 15 3 (En una escala del 1 al 7) Fondo global con sesgo a renta variable que invierte entre un 50% y un 90% en bolsa global y el resto en renta fija, a través de IIC tradicionales y alternativas. Puede usar derivados ligados a riesgos de mercado y asumir hasta un 100% de exposición a divisa. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de inversión. La metodología aplicada para calcular la exposición total al riesgo de mercado es la metodología del compromiso. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. 01 0.22 0.24 0.22 0.63 1.81 1.81 1.81 2.06 EUR 62059926.62 63044773.89 40123 39534 0.00 0.00 false 30 EUR 1138365000 1066665000 1085996000 1015813000 18.3430 16.9192 15.8699 14.0928 0.87 0.87 0.00 0.00 0.87 0.87 01 0.05 0.05 01 8.42 10.95 -2.29 2.50 4.37 6.61 12.61 11.29 15.42 -1.04 -1.91 -3.77 2026-06-05 2026-03-03 2025-04-04 2.41 2.41 2.00 2026-04-08 2026-04-08 2025-05-12 01 10.20 9.35 10.67 7.83 4.52 10.87 8.01 7.80 8.79 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 16.37 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 0.28 BENCHMARK 8.64 8.32 8.71 7.18 4.70 10.56 8.29 7.82 8.16 -0.40 -0.40 -1.07 -0.52 -0.37 -0.52 -0.51 -0.50 -9.35 1.05 0.53 0.52 0.54 0.53 2.12 2.10 2.12 2.14 false 4223001_20260630_VL png 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ZpTbPT09aceOHUOO2bNnj9Bxr/o9i0d9P13XIlb6mHPnztGSJUt0loUh2++9917hXPyV4VFsLFltKXFMBb6hFCRHDC+NjNiRvZlu3rxG3/bsEgRz/sTHFHtgJ3l77KO4uNhxLxdt1NTUko2dN727xo6e/I2jychm6v+6kLVdAObbAOlFw+hLAaO6TT3VjHI7/0y+8aveKLi2obpKIH/PP0t9P13XIlb6GB4NxzUqMUTDmRH4K/8OXJNRnaNjqs06mQf96ErixrGTzL+i7UQuNTVWkL/3bgr09xL6W8wlbQr/nskpmbRpm4MwkID7TMZaNty8t8/KD7IB0ouGUZ+1r6kZiVFPNaO6D9cYsrKyhNd5eXm0YsWKwff4+6VLlw7upzpvRte1iJE+5tSpU7R27VqdZcHy5N9LdX6Opu3KpjP+un79epNPXcN9G9nRXnQ1yWJMBcNr1mT47KRgT3vhhtvT02PW/8hlZeX06WfOwtDpsZ6/w8O2P9/rheHPQFrR6EsBoyof9VQzqvvy0gFKmXAuNO5DUa1RKOWiup++axEjfQzXOri5Sxc8LJab9lQnh+raHhYWRhYWFhr7bEzpCTo13N2gtP5SBY9qKwrcQT4O+ygpMWFIDReQMNDhi/3u9KcldsJaM2M5/Hn7Z25jPpoPTGDRqKeA0dV0pp5qRl0SvHwA1zS4WUsJ31z4ZqxaU+Lvldep61pGmz6GBcT9PoaiKjFt2/mcCxcuHGxKU+2zMaWaTEF84JhK5kTYNvJz2EPxcQrR57dMNM40t9Bnn3vQnD/Yj6lstu10w8MAEF80mlLA6BKNeqoZ9X03bdokiGL37t2D23hAwM6dO4fsx8LiAQT6rmW06WNWr15NMTExBhUu11K4dqRrO18Dp8BR1uq49qXsszGlmkxutMcdSywbK1pjNlOw0+cUFhxAfX19+K8dBpVVNbRpmzM9+pzTmK3g+eku1GwgGpGHN2tKAaNteLMS1VQz6qLh/hDe1tTUNKRWovo9w6PFlDUTXdfCjCZ9DNewND2hqfc/cY2Fr5PT3+jazjUZ1RoWN5mZUtMZ1yrzFX5jUpO5lbqBot12ka+HszCCDIycjIx8Wr12bIZFc5/RXkv02UA0mLA5Klh6PIhgIpId60/Xko0vmdLg7eTtsFd4UMDcDHHgGv5+mR+99Jrc6CPUWHC29v4YjQbRQDQjhZv2eBj1RONw+kGjD2FW1mJCgvyFvGBAfE7V1NOGzfZClmljyua/fu5CLm6heHCAaCAa8B2lBVl0VvGZUSVTE76VvOz3UlFREW5GEsP9bnb2fsL8G2PK5v896UzBIbH4A0A0EI3ZP/FWltPJ6C+MOicmzmMXebk6mv18GGNTUHSU/rLC3qhzb+a87ECp6QUofIgGojFXLl7opLJImfHylcVvJC/5F8KQZXOZ0W9q9PZepk3bHIUUMsaSzYI/O1DFsRMofIgGojE3uKP2Uu9F+ubQXqNIpjFyK7nY7TP5lDvm8re3tQ+imXOMlzvtbx860MWLvSh8iAaiMRe4TyQkMZjy27Lp1o1r9HW5p6SSKQzYQa5yS2pra0PhmxCxilT6w+v2Rptjw6uPYiQaRAPRmAmZBRlkX2dD8m4ZRXUfoBvX/0FXT6VIkkImxn0Xebs7YVSZicJNWu+uMU6STh755uQSgkKHaCCaiU7d6VpyKXQUJKMM7153utjTSf3nTxJlbxGt059n+B8ICUR/jIlzrqWNVn3gZBTZzPmDA2XlFKPQIRqIZqLCtQrPVPchklGG40Vbqmmrpn/0ddO3BftGPT8mzOVzUsTGYOjyOIEzYGze7mKUbALvrLajy5dxn4FowIQkPPkAydtlGkWjjJz2TKHf5qty3xFLJtBxDyXEx0Ey4wxOG8NZmKWWDQ+v3rHLCZ8PiAZMNI6eOEoOR+U6JaOM8AuhdP36VbpyKn1AHhuGJRluLuOU/gCy0RWP/8qJQsPiUOAQDZhQTWbZ7gZJRhlePa7U3dtBfedriXK2GdTxH+L8OaWlpuBJdQLIxmKrm+Rr3Cx7W04tLa0ocIgGTATCkkNJ3iUblmiU/TanWivp6pVe+qbASqdkIlx3C4vSQTITA07K+fdPXCUdIMAi27rDEZ8ZiAaMdwrLC0l+0mbYklGNzNY0unXzOn1V4a9RNMlen9HBqHDcMCZgTXjNxy6SyubJ3zhS1MFUFDZEA8YrPKw4IMd/VJJRxoELwXT92pf0ZV32kH6bfP9PKSjQDxPxJijnWjro9TekzSDwxjtyjEKDaMB4JS5LQfLz1qKIhsOzx4W6utuo93wDUc52aojcSt5ujlhRcYJzpLSS5ixwknQZ6C/2e6GgIRow3ujq7iL3IhfRJKMMh24bqmqtoKtXLlFksBddunQJhW0GHIzNoEeedZZMNr9/zZ5qa0+joCEaMJ4ISgwc0QAAQ8KuTUYpeSn0zTffoKDNCCubYMmGPXM/0MatDujng2jAeKG67gQ5HLeTRDIcVkGWVFCANUbMDe6H27zdXbLBAT/7pRPFJ2SjoCEaYOrwE6F/gq9kkrHOtKSgsCAUtJly4UI3LfyLdP01K1fLMbAEogGmDmcAsK+0kabJrM6KbN1shbxYwHyJicujaU9Is3Da9F+4UFg4MktANMCkazOBqQHS1GY6ZWTlYUkNDQ0oaEDbd/lItiT0+2vthOwEAKIBJkhReRHZ10hTm5ElWFJCEp40wXfwZM43VjlJVqsJCjmIQoZogCkSkOovTZNZrRU5eNpjXRkwhKycI/TzWc6o1QCIxlxoOFNPDnUSjDTrkpGVtyWdPXsWhQzu4NPPAyQZhca1mgMRSShgiAaYErElMdKMMkuzpIioCBQw0EhHZw/Nf0WaJrQP19mjgCEaYCoIWQCqxc8CYNcqI5mHFUaZAZ14+sYLaWTEFs3MOY5UWFSGAoZogCkQl6+QZmJmhCUVFhaigIFOuC9l2Upphjuv2+iKAoZowFjD64Z4FXuIX5tpHAhXO0yeAwaRmFJEUx5zFV00cxfY0+nTZ1DAEA0YS/LK8oTcY6LXZg5Y0tGjR1HAwCB4DtfqjzwkWRzNyiYQBQzRgLH85w7MCZCgNmNFjp6OGM4MhsWhwuP00NPOEqSlscNnEaIBY8XpM6fJ/riNJH0zx44dQwGDYfPhJ96ii+axXzlRRmYeCheiAWNBXK5C9KUA7M7KyNHLEX0zYERkZJWL3lfD83S278SgAIgGGB1e1dIrW/xBALJoSyovL0cBgxHBzblvrxZ/9NnylXa4N0E0wNiUVJSQ/LT4C5rJvGRI/QFGReTBXLrvYXFrNTNmOlNEJHLtQTTAqERkhUuSODM1PRWFC0YFd9y//qb482o2bXNC4UI0wJj/yG5Z4mcCsPKypL6+PhQwGDWungmi50Bb/KYd9fb2onAhGmAMWlpbyK5CXMnYlFtR8AGsnAnEob29g2b+VtyhzlP/14VCQmNQuBANMAYJeQnCQmSiNpsFWdKZM5iBDcRj/RZ/0ZvPtuxwRsFCNMAY+Kf5ij4IwNbdBkOagajEJRSInmzzjXdshbRLAKIBEtLR0UH2R8Rdd8Y6x5KysrJQuEBUOOv37xeJO/ps1guOlJdfhMKFaICU8HLNdmdEHgQQvJ+6u7tRuEB0dnweJnrus/1WXihYiAZIiejDmrtkZOdpi4IFknBQIX7z2dr1chQsRAOkxDND3GwANsVWFJcQh4IFknD5ch/NekHc0WfL3rYVbTG+SZMmDYYqkZGR9OijjwrBr9WPSUpKGvK9+vmmTp16x3G6zpuTk0OPPPKIxmsx5Nyqv4e24yEaYBD9/f3kWGgv+nIAra2tKFwgGas/8hFVNM/MdaTDh0tEE4060dHRNH/+/AFJXhbi5ZdfHnJj52NmzZqlVTQMi3DRokWUlpZm0HmnT59OtbW1Bl2rpnOPtVwgmglEcUWx+P0znpZIwQ4kxdk9UVTR/OinruTmESyZaJ5//vkh2csrKyuFbarHvPrqq1RQUKBVNExjYyM9/fTTBp13xowZdOTIEYOvVf3cEA0QjcT8BFGzNdvWWJFPoDcKFkhKWXmtMNnSFOfTaLpB33XXXUJyUCX8mrepHsPCmDdvnk7RKM9lyHnPnz9PDz30EIWHhxt8rerXZArNZqMWjfKXeOCBB4YUhqa2QW1tmOr7qhdKc3OzsE1XFVLTsbr+0Iacs6ysjF566aU7tnNyyeXLl9Pdd9+t9Q+obR9vb2+6//77hQ+Psorr6OgofDjk8n93ZvIHdsGCBQb9AUNzgsWdpBlvSSUlJbgTAknhTOOL3hBXNKvetx1y0x6NaNTvJ4aIhuFmMF6FVtv9h4+75557DD5vdXU1PfPMM1rXgtJ17glTo1H+Ilxd5M4oXb+grjZMXYWyZ88eoSq5Y8eOYT2B6BKNIefktlJN592/fz85O+t+ctK2D/88bpIqLi4W2l+Ze++9l86dOyd8ZThv0+zZsw3K38QfLI8MN3FFE2JJXV1duBMCyfl0d4C4AwJW2NKlS5ckqdHw/yQ3a+lqOmP4f5ub0LTdf/i4uXPnGnxe5uLFi8IDqr5rVT/3hBMN3/D46V3fjV9bG6auQuFRF9z2yDdmbU8rwxWNIefUdl5uA9XXlKhvH55trywvFkx7e7vwla+FazKqHzxd8D+VQ7G4EzVl3laiPBUCoA9v/2RRRfPrFx1EWTdJ0/+9QqEQHj75/5ofAvk1d+RrOoZFoen+w9kLuMM+IyPD4PMqWzj4nqXrWjWde8KJxt3dnRYvXqy3KUtbG6a2QsnLy6OlS5cKr5csWTKkEEcqGkPPqautds2aNUIVNSZGczI/fft4enrSli1bhjSd8df169frbI9Vp6ahhmzrrMRLO1NvRZ7+nrgDAqOQm3eE/vNR8bIETHnMhYKCoyQRDaMchvz444/fIQPVY7hZXNPwZr73cZO8oedVHsfvKR/QtTXzaTr3hBnerPwFuGag2tSj68avqQ1T2zErV64cFEFKSsqgIAxpU9X22tBzarumyZMnCyNBOLivRRO69uEPDEtZPYdYWFgYWVhYaOyz0UZ2cRbJ20VMO5NtRdnZ2bgDAqPANfLnXhCvn+b709zI2tYHBWuCiFKj4adzfVU2XW2Ymo7hceF8w1WVCH+v6VoMrdEM55zazjtlypTB16rNhYbs09TUJFRv1YcOc01v4cKFg01pqn02uojNixG32SzCkk6fPo3/CmAUuIn2vbUeojaffbLRYdyXC98PVq1aBdFoah/kdkmecGTIjV+9DVPTMTxCa+fOnUO2sdC42Wm4ouEaxnDPqe28q1evFmpCXCtT77TTtw+PYmPZqMI1wTlz5gzWCLm5Tdlno4+wnBDRBwJgkTNgTHbsDhZVNO+usR73fYwsGbGyHEwo0SjbJblZSlvboK42TE03dR6NoX5T5uHImm7uukTDnf7KjrThnlNT2yaPbee2VB5lp9omqrqfrn3Uz8s1GdXOf24yM7TpzC/DR+SBAJZYFgAYFXvnGNFT0eBhaYKJxtThIYHcf6SalkEKWF7a+mukxCPdXVTR2PsgMSEwLqHh6UL2ZbFE84fX5dTQ0KD356o3rWua48cPpupz7XgOnvLBVNsDtfrcQm05y8TKpaYOD3hSf1/T3L7RzuGDaIwMj13nmpMx4aq10yEH8UacnZWRZxBGnAHjkpdfRj/+mauoa9MUFelfm0b9hq9pjh83qavPteM5eNwEr68lRXVuobacZarHjyaXmircbMjTK9Tf1zS3bzRz+CAaM6Gnp4fsj9iKl3qm2ooUcQoULDAqp0+foRnPiJfJ+ZFnnYX+0eGKRtMcP77vqc+145qJsv9El2hU5xZqy1mm3m890lxqqrBMtm3bdsf7mub2jWYOH0RjJlTXnRDmvYg2tDnPSqhyA2BMOAvFzN+KJxrOnxYSqn8ujaFz/HiunXKlWf7/WLFixZDjtDWHqc4t1JazbLgpbnTNQ2S4JsRC4cFZmnKgqc/tG80cPojGTCirKhU1a7Ms0VJrPiUApIL7Dv78lpuoWZxd3AKGLRpG0xw/1bl2PBqM+1t0NV9pm1uoKWeZWLnUlKxbt26wuU39fV1z+0Yyhw+iMRNKjhcL/SqiiSbaUmivBcDYvPuheHNp/uNBd7KUeYxINJrm+PENf9q0aUKthJvAtJ1DfZv63EJGPWeZ6vGjyaWmqYalXtPSNrdvpHP4IBozIa0gVdTlAazCLamtrQ0FC4zOhq3+og5x3rXHZUSiYTTN8du0aZMw4Gf37t0Gi0Z9bqHypq6as0z1+NHkUtP3+zGa5vaNZg4fRGMmxOfFibvYWRgma4KxYfOngaKKZuMW+xGLRtMcv1OnTgnb1OfgGTJfkOcWastZpm1483BzqRkiGk1z+0Yzhw+iMRPETj9jFWgpPIUBYGz2yiJEFY3FZswHMzUgGojmO9EEWGJ5ADAm7LOOhGggGojGXEQDAEQDIBoA0QCIBqKBaABEAwBEAyCaCUBcnkJk0exHoQKIBkA04N8k5yeLPryZZ2kDYGz2WIZDNBANRGMuounv70fBAqNjsS1AVNFs3QHRQDRAFETPDBCBCZtgYojm8y+cUagQDRCDI8dLxE2qGWtJZ8+eRcECo/PBJz6iimbPXhcUKkQDxED0ZQKyraiiogIFC4wKLx3+1t/ES6p538OuJLPxQMFCNEAMOAGm7XHxajTWh6yopKQEBQuMCvcLvrRIvBU2ebVOVwOWCQAQDTCAS5cukf1h8VbY5NpRbEIMChYY/YHpyd+It/AZr9Z58CA+xxANEAVOgOmYKxdPNK0y8gnzQcECo1JZVUPTnnARTTSzf29Pubm5KFiIBoiFW4qLqEOcHQMdUKjAqMTG5dD3p4m3wuai5XZ08uRJFCxEA8QiIMdPVNHY+lujUIFR8fSNF3XE2Zvv2GABP4gGiElYboioopGFWgqjgAAwFntlB0QVzar3rTEfDKIBYqLIixVVNNYpltTc3IyCBUbjIws/UUXz8QYbrKsE0QAxyS7OInm7iE1nx6woPTMdBQuMAg9tfnWZeJL53lQ32rkL/YwQDRCVutO1ZFctnmjs2mTkE46RZ8A4lJRW0pTHxBtxxudyc8ccGogGiMqNGzfI4bCdqM1n9oFISAiMQ3BoslALEUs0s15woPj4BBQsRAPExj3PVdx+mlArtHEDo7DfJkLU/pllK2yprq4OBQvRALEJPRwi+oCAc+fOoWCBpNy+fZvWrBM3meaqNTYYcQbRAClIPJwg6nIBdqdlFB0fhYIFklJdXUc/f85FVNGs32iN4fkQDZCCqvpKUZcL4HAKcUTBAkkJi8ig/3jQXdRkmjZ27ihYiAZIAec8sz8k7oAA2QEroWkDAKmwto8TtTbzfy/bU1JSCgoWogFS4Z3lKapobEqtqLyiHAULJKGnp4deWuQlqmjeWmVLDQ0NKFyIBkiFIidW1H4angTqGe6JggWScFCRRT+Y7iaqaD782FoY7g8gGiARpcePCJ34otZqQq0xzBlIgpVtpKiSYWnt3oN+RYgGSMrVq1dFXZtGGOZcaEWVVZUoXCAqPPz4lWW+oormVy84UFR0LAoXogFSE5QbIKpoeCE0rwNeKFggKhFRaaI3m739ng01NjaicCEaIDVxuQpx+2kGwkEhx7wEICo79wSLKhmODZuQsRmiAUah8Uwj2R4TRzAHeoPpRHcV3frqFl3suYTCBaJw9mwL/eb3rqJKZsZMZ3L38EXhQjTAGPATnWui84jl4tbjRHk92dTT30N9X16hgtp2cq/8lhwCYlC4QBQ8fRSiTtJULt1cWlqKwoVogLGIzIgYdvPZwUsRVNdTS7du36LagSfOyJM3yOYoDYZVSAZduHABhQtGxa1bt+jdtYGiN5t99Im1MBgGQDTASJyoqzJofRqvHjcqulBAV67108XLvZR9so2cK2mIYJRhffga+YdjRA8YHTGKTHrwcfGbzRydPFC4EA0wJtx85pLhpLljv9uG4ntj6UzvGbr51S2qPH2WQqpvaZSLesj84zAZDowYTme0abuv6LWZN1fZUkVFBQoYogHGJqEkfohg/Hu9qaz7CF27eY3auy9Qau1lcjhGBglmsFZz6BJFxSOPFBgZaekF9PDT4tZmuK9n01YboUkOQDTAyHRe6CSnE3JK7Umi85fO0/Wb16m8/iz5Hb81LLncIZvARNRqwLDh4fHbPhO/NjNzjiP5+QejgCEaMFbcvHWTmtvbKa6yi+wqaFSCGRRNXg9FKZJQuGBYZGSV0PSnXEUXzar3bZBEE6IBY0nJ8VNkXXRVFMEMkY1vDJoqwLBqM+s2BYgume9Pc6Ntn9phMjFEA8YSloFdXIX4oinoo5DoeBQwMIjo2GzRR5px/H6RnFJT01HAEA0Ya6Iyismm/FvRZSMLSqHLffg8AN309/fTW3/zFF0yyiWbOTkngGjAGNPe0UU28VWii8am9Da5hyBbANCNs3us0MQlxSAAT09/FDBEA0wF36gUSWo1VgeP0Okz51DAQCMnTzbQvFfcJanNfLTemlpaWlDIEA0wFeqbmskmuV78Ws1A2Acq0BkL7oAnDe/Z5y96TjOO6b9wIVs7NxQyRANMDa+oNElEwwMDopKyUMBgCIr4bJox01WS2szfPrCm48ePo5AhGmBqVJ6sJev0ZklkI4s6TOda21HIQKCzs4veetdDEslwbWbvfnusOwPRAFNtynAPi5NENGhCA6qfM0ubIPreVDfUZgBEY46UH68m66w2yZrQwuPTUMhmDmdnlqrJDLUZiAaMk6dNr+hMyWo1MsUxqqnHmu3mSkNjM/1xiTRzZjg++MiaqqqqUNAQDTB1GpvPkU1Ko2SysQuIxQJUZsi1a9fIYluAZJL5+XNOZG3jgtoMRAPGC/7R0syrUU7k9AiOxg3BzLCRB9IPH5KmX4aHSH9iIaMzZ86goCEaMF7ovthDdooyyWo11vm9FJ2IHFTmQsiBVPqfp9wlq8289JqcgkMOoKAhGjDeiEvLIZuSG9L11yTV0qHDR1DQE5zsnBL6ze+lkwzXkjZvQ04ziAaMS3hZXY/obMlEI0RUIVXV1KOwJyhnz7bQ0pUekkmG46/v2lJ2djYKG6IB4xWexGmb0ympbGwD46m9owOFPcG40N1Lf9/gI6lkfvZLJ7KydhIeigBEA8YxQbHpQge+lLJxCEmkzq4uFPYEgUcVbt7hLdmkTOUAgHUbkDgTogETAl4vxCEqX9omtIFwDE3CsOcJIpkdu/0klQzH4jdsKSMjAwUO0YCJQsWJWrLJapVWNuXfkmtYAt24cQMFPo4fSowhmYdnOtN+S0c0mUE0YKIREJVENsU3pJVN2dfkEqIQblhg/Elm+64AySXDi6Rt2GRNZ8+eRaFDNGCiwTO75cGJkjehcc3GOSiG+q5ANuOFy5f7aNtn/pKslKkeb79nQ1lZWHYCogETlpN1jWQdf0J62XC25+gCaj6Ljl5T53RTK334iYfkNRmOuQvsyc3NB01mEA1EM9GJTc4k6/weo8jGLiyDamoxz8ZUOXGijla85ynJKpnq8T9POdPOXdZoVoVoIBpzQMjwHJ4o+ZDnwXk2saV0qLgMBW9ixCfm0YuvSi8YDq4trd8oQ78MRAPRmBM8hNUxNNkoohFyo6U1UVRCOhZOM5EHjaCQRJr5WzejSEa5mFl+fj4KH6KBaMyNto4usonIN55sCvrINzIRTSdjCHf675MF0bQnXY0mmdeW2ZGvbwCyfUM0EI25UlJ+nKyTaowmGyGLQHS+MCgBGJeqqnpaa+FjlE5/ZfzqBQeykjmhJgvRQDTmTnxqFtlknjeqbGxS6ikqJQ83ICPAI7y8/eLpd39yN5pgOGY840zbP7WhS5cu4Y8A0UA0gChckUzWRVeNK5viG+R0IJUamjEEWirqG1po/ZZAuu9hV6NK5j8fdaHNW2XU2tqKPwJEA9GA7+CaReDBFLI5csu4suFIOEnh8elIXSMit27dIt+AZKPXYjh+/DNXstgso4aGBvwhIBqIBtwpG6+IJCGNjNFlM/AzHSNzqOjoCXQaj5KS0kqy2BZg9FoMxw+mu9E6CxmVl5fjDwHRQDRA+5OwW4iCbErGoGbDI9OyO8gnMomaz6HJZbg0NrbQXlkEPfYr4wtGKZm1n8iopKQEfwyIBqIB+mXjEhpvtAmdGiPuGPlFxFPXhW78QfTQ3t5B9s5Rki63bKhkkMMMQDRgWLJxDToofbZnPck5bWNKKCQmhdrasYKnOp2dXeTpo6DX3vA2SgoZXZL5xEJGubm5+KMAiAaMUDaHr42dbP4lHBvFUQqMSaWm5nNm/3eprTtDdg4RtGi5u1GyLeuTjMUmGZWWluIfBkA0YGTwAAHf8Diyzu8dW9kMzr9pJO+IJKqoqhZEaE5/h0MFR2nX3mD65e9cxrQGozqEecs2dPwDiAaIdJMLjIgl66zzpiEbHjSQ201OkdkUnZJLZ1taJ3TzmJdvHH3wiS89/LTrmMtFNRPz1u0YwgwgGiAy0fEpZJ3SYDKyGYzkOvKIzqTErELq6ekZ9+XMueCiDqbT5/tC6Xd/cjVqyhhD4vHnnWjnLhtqa2vDPwWAaID4pGXnkyyy0PRk86+5OLZxx8hzQDqxafnU2NQ8LlLc8Lyh8+fbKDQ8hfbKDtCry9zHZA6MITH/FTnt2Sun7m6MBgQQDZCQsmNVZBuUODYTO4cxgMA6s0VoXguJz6bknMPU0tpmEv06LL+Ojg4qOVpF7Z1d5BuYSs+/6CJ0rJuiXJTx1ru25OnlIywxAQBEAySnt7eX5D4HjJ8fbRS1HZv0M+RwsIj84/PoYFoBZRWWUktLq6Q3Tk6ro5RKfGYBhSblk4eigGxSGsi6sJ+Kmq5QfMoxkxYMC/D9tdYUERGJJKgAogHGRcgKHBJFsqTa8SEb9Si5JdR65PFHySMml4KTDlFkWiEpMgspObtQEFHZ8WqqPFkrJIfUFPWNTcI+LBI+ho+NSi+k4ORC8og9RI5xZYLgtAn5QO031HnhkslK5qfPOJHFZms6cuQIUgMBiAaMHSmZuSQLzRzbTAJSxMDvw7UO60OXBoTUqjlyur7bZ4Q1O7sKoq9u/5N+8nM/k5PMy4u4P8aezp3D3CUA0QATgGfuO/hHkXVe98SSjRGiuaOX3vl7mskIhgcirHrfhvz8Q+jatWv4cAOIBpgO3LQSqkglWXTxd7P5IRGDIr/pS0rLrjYJyfzmJQchnczhw4fRVAZMRzSTJk0S4oEHHqDw8PA7titDuS0pKWnIPpr2VW5X0tzcLGyrra3VeA2zZ8++4z0+5vnnn9d7Dl3Xb8g1KI+fMWMGFRcXaz1eW5lMRE7VNpCdbyRZF/RBJAZEcM231N3bN6aC+dFPXemdgVqMq5svVsQEpikapqCggKZOnar3Rjtr1iyt+2i7+e7Zs0eQxo4dOzS+7+npecd7fIy3t7fecxh6/fqOr6yspOnTp+v9/c2qdhObRrIo1G70he1A3PzqNv33k4FjIpnf/dGetmy3pWPHjqEWA0xbNPwBvfvuu/XeaF999VXhpj4c0TzyyCPU2Ngo3Mg1/SPwNau/x8eoDlvVdg5Dr1/f8RkZGbRw4UKIRo3mcy3k6B8pdJxDKtqjsb2X1m1PN6pgHp7pTB9+bD1Qk4+kvr4+3CGB6YvG3d2dFi9erLGZSHUbPzXNmzfPYNHk5eXR0qVLhddLliwRbuia4PeUa2HwMStWrDDoHLqu39DjOR566CG6fPmywU1n5kZ6bhFZ+8eNn3k3Ro6c0/+g/KIao3X2/+WvtvTFPkdqaWnBnRGMnz4aftLnSXyGPNHPnz+fjh49apBoVq5cOXhjT0lJGbzhq6P63qpVqygnJ8egcxhy/fqOZ6qrq+nNN99EjUYHPO8m+GAyyULSx2wFT1ONgFNEl/uuSj7x8o9/ltPmbdZCZz//PQAYVzWaLVu2aKwpaNqXO825CU2faLjp66677hpSE+DvNV0jN2dNmzaNzp8/L3TMG3oOfddv6PGMIU2HgOjChQvkGRRBVhDOkLh+8xY9/GyIJIJ5bZkdbdpqTUlJKUghA8avaHi8PXeWK5uP9N1oeV99ouHO/J07dw7ZxkLgzn9NbNq0iebOnUu7d+82+Bz6rt/Q41meLDqIxnA4NQuE8++oO99LFjuzRRXMq0vtaOMWa4qLS4BgwPgXDZOWliY0M6n3R6gOY1bdV59oeNhyU1PTkG08vFh12LIqp06dEs6heoy+c+i6fkOP5/jJT35C0dHRdzTJqf/+5txPY5BwxnLp6DGOzNPXqbisQTTBWGy2oYSEJAgGjH/RACBmk5pfWDRZ+0YLaV/MTTS+J4n6r14fsWCmPOZKf1lhS1t32EEwAKIBQBfcSR2XnEF23uEkS6wxq3k4V6/doP+dfcBgufCSzs/OdaAPPrKm/VbOdOLECcyFARANAMOhtq6evEJjSMZDo9PPmvYaOCLEqdZe2i/P0SuXJ37tSH9915Y2brGh4OBwIZM0BAMgGgBGAd9ED5eUkltgxHfSyWiZkKJJPf0VHTvRpDVl/9IVtvSJhTV5egXSyZMnhfVuAIBoRIBHft1///3CpEjusFfCHeqTJ08WJoAWFRVpPLa9vZ0ef/xxeuKJJ4TXShQKhTBKjHOcJSQkCNscHR2FoctyuXxwP55gumDBAnx6TAi+uWbnHSKXwCiS+R4kWeKpCTOIwPME0bXrNwWxfH+aG/3sOWda/rYtrRuQi4ubH1VUVJjEKqEATDjRcH4xbrfnIcSq+cSU8KgwFoYm1q5dSyEhIRQUFETr1q0b3M77c6JMPpYFxtx7773C2hv8leEJnDzqTHUiJzAt+HNRdLiYfIMjyM4nnKxCMr6r7YzHJjZe/yazla70f0m79gbStk/tKCQ0XJALai4AojESvIys6qRIJZwFYPny5RqP4cmb/ATINyTViZycu4xrKywWZY2FBcO1Hv7KTTW8nZNlgvED//3SMrLIIzCCbH0iyCognmQJJ8n68DWTEwsvmGYVW0GW/vFk6R5Ctm6+FBoeSd3d3fTll19i2WQA0YwFPEmSJ0uqws1nv/zlL7XWOrgpTNNrbjpjobz00kuDkzSVTWf8df369UOWDQDjk/7+fiotLaWI6Bhy8z9ANl4HyMonWqj5CALK75G09sOC41U4Zcn1ZBWcTla+sWTpFkw2bv7k7hNI6enp1NDQgAXGAERjCnDGZ056qekpLywsTMifNhzRcD60srIycnV1pf37999xPgsLC419NmD8w58hrsmygJJT08k/NIpcByQk9wolmecBshwQkaWfgiwDk8kqMImsoorJ6mCp5gjNEvYRaiU+B8nSM5wsPcLIyi2Q5B4B5O4bTMEHIig5OVkYetzW1oY+FgDRmKJouB9l0aJFOpMAqkpEU9MZPzGqNp2pNsGpvubmNGW6f/U+G2A+8OeFU+fzsOGqqipBSpqC3+PPCO/HC4bxJEkMMwYQzTgUDTdvqaeBUa+BPPPMMxrf4yYwHgzg7+8/ZDAAjzjjwQUcysEA3Pw2Z86cwWa4e+65Z7DPBgAAwAQWjbYcYcrvf/GLXwg1EdXtSjityaOPPipEZ2fn4Hbuo5kyZYogHOU6NlyTUe385yYzNJ0BAIAZiGY4qA5XBgAAANGIDi8TwEsuAwAAgGgAAABANAAAAABEAwAAAKIBAAAA0UA0AAAAIBoAAAAQDQAAAIgGogEAAADRAAAAgGgAAAAAiAYAAABEAwAAAKIBAAAAIBoAAAAQDQAAAIgGogEAAADRAAAAgGgAAABANBANAAAAiAYAAMCEEw0CgUAgEGIFRINAIBAIiAaBQCAQEA0CgUAgEBANAoFAIIwf/x+7saG+EwamXAAAAABJRU5ErkJggg== 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 32323000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 10 AÑOS|1000|FÍSICA 42923000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 9516000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 6341000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 2 AÑOS|2000|FÍSICA 722000 02 91825000 Índice de renta variable FUTURO|STXE 600 BasicResou EUR|50| 10833000 02 Índice de renta variable FUTURO|STXE 600 (EUR) Pr|50| 5270000 02 Índice de renta variable FUTURO|MSCI WORLD NR|10| 5960000 02 Índice de renta variable EQUITY SWAP|CESTA BEHEDGED MORGAN STANLEY 0427 10000 02 Índice de renta variable EQUITY SWAP|CESTA BEHEDGED GOLDMAN SACHS 0427 106000 02 Índice de renta variable EQUITY SWAP|CESTA INFLATION BARCLAYS 1000 02 Índice de renta variable EQUITY SWAP|UBS INFLATION BASKET ER 1000 02 Índice de renta variable EQUITY SWAP|NOMURA BESPOKE TRANSACTION RISK PREMIA 9914000 02 Índice de renta variable FUTURO|S&P 500 INDEX|50| 131269000 02 Índice de renta variable FUTURO|RUSSELL 2000 INDEX|50| 15711000 02 179075000 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 23935000 01 23935000 Derivados de Crédito CDI|CDI ITRAXX EUR S45 BRC 0629|FÍSICA 6180000 02 Derivados de Crédito CDI|CDI CDX.NA.IG. S46 BRC 0629|FÍSICA 2083000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 10000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 106000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 1000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 1000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 9914000 02 18295000 313130000 false false false false false false false false false false No aplicable false false true false true true true true La IIC ha adquirido instrumentos financieros en los que BBVA ha actuado como colocador/asegurador/emisor por un importe de 12.525.745,18 euros, lo que supone un 0,65% sobre el patrimonio medio de la IIC. La IIC ha adquirido instrumentos financieros en los que BBVA ha actuado como contrapartida por un importe de 41.112.353,88 euros, lo que supone un 1,99% sobre el patrimonio medio de la IIC. Se han percibido ingresos a través de la Plataforma Quality por comisiones satisfechas por la IIC por un importe de 4.453,60 euros, lo que supone un 0,0004 % del patrimonio de la IIC. BBVA Asset Management SA SGIIC cuenta con un procedimiento simplificado de aprobación de otras operaciones vinculadas no incluidas en los apartados anteriores. 1. SITUACIÓN DE LOS MERCADOS Y EVOLUCIÓN DEL FONDO. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre del año ha estado condicionado por el fuerte repunte de los precios tras la guerra entre EE.UU. e Irán, que llevó a la mayoría de los bancos centrales a adoptar un tono más restrictivo. El Banco Central Europeo acabó elevando en junio la tasa de depósito en 25 puntos básicos, hasta el 2,25%, mientras que la Reserva Federal mantuvo su política monetaria sin cambios, aunque con un sesgo más restrictivo en su última reunión. En renta fija, las rentabilidades han repuntado con fuerza en EE.UU., sobre todo en la parte corta de la curva, mientras que, en la eurozona, la moderación de las expectativas de inflación presionó a la baja las rentabilidades alemanas a finales de junio. Por su parte, los diferenciales de crédito han mostrado resiliencia, incluso en el segmento de menor calidad. En renta variable, los buenos resultados empresariales y las expectativas de acuerdo favorecieron un avance generalizado de las bolsas, pese a la caída de marzo: a nivel mundial subieron un 10,4%, con Asia destacando por el impulso tecnológico de Corea (101%) y Taiwán (59,3%). En divisas, el euro cayó un 2,8%, hasta 1,142 dólares, influido probablemente por el menor diferencial de tipos frente a EE.UU. Finalmente, en materias primas, el Brent acumula una subida semestral del 22%, aunque cayó un 27% en el segundo trimestre tras la firma del preacuerdo y se sitúa en niveles previos al conflicto (74 dólares/barril). Por el contrario, el oro se hundió un 7,2%, lastrado por la fortaleza del dólar y el repunte de los tipos reales. b) Decisiones generales de inversión adoptadas. A lo largo del primer semestre de 2026, se han actualizado y evaluado los factores que inciden en la rentabilidad esperada de los activos con una perspectiva a 5 años. Esto se ha traducido en una mejora en el atractivo relativo de la renta variable, equiparándose al nivel de la renta fija soberana. El crédito y los activos alternativos siguen situándose como las clases de activo con mayor potencial relativo. En crédito, mantenemos la preferencia por Grado de Inversión y en los tramos cortos de la curva de tipos. Geográficamente, favorecemos Europa y Estados Unidos, continuando a su vez con la exposición estratégica en deuda corporativa emergente. Mantenemos nuestra exposición estratégica a deuda soberana en la eurozona y Estados Unidos. Asimismo, seguimos posicionados en deuda de gobiernos de mercados emergentes, tanto en divisa local como en dólares, debido al atractivo de su rentabilidad ajustada por riesgo. En renta variable, eliminamos el sesgo geográfico favorable a Europa y mantenemos la preferencia de Japón frente a Estados Unidos y los mercados emergentes. En lo referente a Alternativos, en línea con la estrategia iniciada hace años de ampliar las opciones de inversión y diversificación de las carteras, mantenemos posiciones ofreciendo descorrelación con los activos tradicionales. Además, incorporamos posiciones estratégicas en materias primas. En el plano táctico, condicionado por la evolución del ciclo económico y las decisiones de política monetaria, hemos reducido de forma gradual la exposición a renta variable a lo largo del periodo. Asimismo, ante el repunte de los riesgos inflacionistas, hemos optado por reducir la duración tanto europea como americana. En lo referente a divisas, hemos finalizado el periodo con sesgo favorable del dólar frente al euro. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice 10% ESTRON Index - €STER + 20% Ice BofA ML 1-10 Yr Euro Broad Market (EMU5) + 70% MSCI AC World cubierto USD y JPY al 50% (NDEEWNR), gestionándose con un objetivo de volatilidad máximo inferior al 15% anual. Dichas referencias se tomarán únicamente a efectos meramente informativos o comparativos. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio del fondo ha aumentado un 6,72% en el periodo y el número de partícipes ha aumentado un 1,49%. El impacto de los gastos soportados por el fondo ha sido de un 1,05% los cuales se pueden desagregar de la siguiente manera: 0,92% de gastos directos y 0,13% de gastos indirectos como consecuencia de inversión en otras IICs. La liquidez del fondo se ha remunerado a un tipo medio del 1,81%. El índice de rotación de la cartera ha sido del 0,22%. La rentabilidad del fondo en el periodo ha sido del 8,42%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora La rentabilidad del fondo en el periodo ha sido superior a la de la media de la gestora situada en el 4,71%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del 4,77% y la rentabilidad del índice de referencia ha sido de un 8,96%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. A lo largo del periodo, la exposición a renta variable se ha gestionado activamente en un rango de entre el 66% y el 86%, optimizando de forma continua el ratio rentabilidad riesgo. En lo que respecta a la renta fija, la duración se ha modulado, adaptando la sensibilidad a los tipos de interés en Estados Unidos y Europa según las condiciones económicas y las directrices de los bancos centrales Adicionalmente, se han implementado diversas estrategias macroeconómicas de carácter táctico en renta variable. En concreto, la cartera ha mantenido posiciones en compañías de pequeña capitalización tanto en Europa como en EE.UU., combinadas con exposición a los sectores de materiales y blockchain. Por otra parte, a lo largo del periodo se procedió al cierre de las posiciones relativas en biotecnología, energías limpias y salud. Por último, se mantuvieron coberturas parciales sobre la renta variable americana. La TIR de cartera se sitúa en torno al 3,17% con una duración aproximada de 0,56 años. b) Operativa de préstamo de valores No se han realizado operaciones de préstamo de valores durante el periodo. c) Operativa en derivados y adquisición temporal de activos A lo largo del periodo se han realizado operaciones de derivados con la finalidad de cobertura cuyo grado de cobertura ha sido de 0,97. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 74,91%. d) Otra información sobre inversiones. Se ha recibido un total de 27 USD procedentes de las class action o demandas colectivas a las que se encontraba adherido el Fondo. Existen class actions o demandas colectivas todavía vigentes de las que el Fondo espera recibir indemnización, aunque no se prevé que ninguna de ellas vaya a tener un impacto material en el valor liquidativo. La Sociedad Gestora tiene contratados los servicios de una entidad con dilatada experiencia en este tipo de procedimientos judiciales para facilitar el cobro de las indemnizaciones correspondientes; esta entidad cobrará exclusivamente una comisión de éxito por dicho servicio. Las inversiones subyacentes a este producto financiero no tienen en cuenta los criterios de la UE para las actividades económicas medioambientalmente sostenibles. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad del fondo ha sido del 10,20% , superior a la del índice de referencia que ha sido de un 8,64%. El VaR histórico acumulado en el año alcanzó -0,40%. 5. EJERCICIO DERECHOS POLÍTICOS. No aplica 6. INFORMACIÓN Y ADVERTENCIAS CNMV. No aplica 7. ENTIDADES BENEFICIARIAS DE LA IIC SOLIDARIA E IMPORTE CEDIDO A LAS MISMAS. No aplica 8. COSTES DERIVADOS DEL SERVICIO DE ANÁLISIS. No aplica 9. COMPARTIMENTOS DE PROPÓSITO ESPECIAL (SIDE POCKETS). No hay compartimentos de propósito especial 10. PERSPECTIVAS DE MERCADO Y ACTUACIÓN PREVISIBLE DEL FONDO. El escenario base en términos macro, no sufre grandes variaciones respecto de octubre de 2025, caracterizado por un crecimiento moderado del PIB, próximo al crecimiento potencial, e inflación algo elevada. De hecho, el principal cambio en estos seis meses es que pronosticamos una inflación más alta para los próximos 5 años, tanto en USA como en la Eurozona. Los tipos nominales por tanto se mantienen más elevados para luchar contra la inflación (por encima del objetivo de los Bancos Centrales), especialmente si los comparamos con la historia reciente. El escenario ponderado se caracteriza, por tanto, por unos tipos oficiales reales más altos, lo que en la práctica supone un cambio significativo respecto a lo observado en la última década, en la que los Bancos Centrales de los países más desarrollados han mantenido los tipos reales muy por debajo de ese nivel. Se produce un desplazamiento generalizado al alza, en términos absolutos, de las rentabilidades esperadas de los diferentes activos respecto al semestre anterior. Esto se debe, por el lado de la renta variable, a un PIB nominal esperado más alto, que afecta positivamente a las ventas de las compañías cotizadas. Por el lado de los activos de renta fija, en los últimos 6 meses hemos asistido a una subida de los rendimientos de mercado, por tanto, estos activos ofrecen un tipo de interés de salida mayor. En cuanto al cash, también en estos 6 meses, y especialmente en la zona euro, se ha producido un movimiento al alza en las expectativas de tipos a corto. Por su parte, al crédito le beneficia un mayor carry y le perjudica un spread de salida más estrecho. Los linkers se ven beneficiados por el entorno de mayor inflación y por la potencial ocurrencia de escenarios alternativos, especialmente en los tramos de menor duración. Y finalmente, las commodities mejoran también en escenario central. Desde un punto de vista de potencial de rentabilidad absoluta, las carteras multi-activo en euros para los perfiles más conservadores y con mayor peso de activos de renta fija a corto plazo, ven como el horizonte de inversión a largo plazo recupera algo de atractivo gracias a unos tipos de interés más altos. No aplicable 11507698000 212376 0.76 1757391000 63013 0.57 188352000 5402 0.88 1399868000 47730 2.42 0 0 0.00 1359392000 46107 3.45 125432000 7400 10.56 8889389000 382608 13.33 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 72210000 4183 1.21 22384996000 732077 4.77 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 10693224000 283540 0.73 2998728000 95824 12.18 0 0 0.00 61376679000 1880260 4.71