xbrli:pure iso4217:EUR BBVA FUTURO ISR, FI 1.0.0 2025-01-01 2025-06-30 BBVA FUTURO ISR, FI 1.0.0 2024-07-01 2024-12-31 BBVA FUTURO ISR, FI 1.0.0 2025-01-01 2025-06-30 BBVA FUTURO ISR, FI 1.0.0 2024-01-01 2024-12-31 BBVA FUTURO ISR, FI 1.0.0 2025-04-01 2025-06-30 BBVA FUTURO ISR, FI 1.0.0 2025-01-01 2025-03-31 BBVA FUTURO ISR, FI 1.0.0 2024-10-01 2024-12-31 BBVA FUTURO ISR, FI 1.0.0 2024-07-01 2024-09-30 BBVA FUTURO ISR, FI 1.0.0 2023-01-01 2023-12-31 BBVA FUTURO ISR, FI 1.0.0 2022-01-01 2022-12-31 BBVA FUTURO ISR, FI 1.0.0 2020-01-01 2020-12-31 BBVA FUTURO ISR, FI 1.0.0 2022-01-01 2024-12-31 BBVA FUTURO ISR, FI 1.0.0 2020-01-01 2024-12-31 BBVA FUTURO ISR, FI 1.0.0 2025-06-30 BBVA FUTURO ISR, FI 1.0.0 2024-12-31 BBVA FUTURO ISR, FI 1.0.0 2023-12-31 BBVA FUTURO ISR, FI 1.0.0 2022-12-31 BBVA FUTURO ISR, FI 1883 02 02 2025 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 1999-07-21 07 05 3 (En una escala del 1 al 7) Fondo de renta fija mixta internacional (art. 8 SFDR) que invierte hasta un 30% en renta variable global y el resto en renta fija de calidad media o superior. Puede usar derivados ligados a riesgos de mercado y tener hasta un 100% de exposición a divisa. Duración de cartera entre 0 y 6 años. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de cobertura e 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 0.23 0.46 0.23 0.83 2.43 3.29 2.43 3.54 1 BBVA FUTURO ISR, FI A EUR 1537636.72 1664227.67 51974 55901 0.00 0.00 false 30 EUR 1489335000 1596214000 1882593000 2096518000 968.5870 959.1323 920.8626 864.3101 0.58 0.58 0.00 0.00 0.58 0.58 01 0.05 0.05 01 0.99 1.04 -0.05 -0.12 2.60 4.16 6.54 -1.08 -1.08 2025-04-04 2025-04-04 0.49 0.61 2025-04-14 2025-01-15 01 3.52 3.98 3.26 3.26 3.14 3.39 3.61 1.21 1.44 0.90 0.80 0.85 13.28 13.98 0.03 0.03 0.03 0.04 0.05 0.63 1.06 BENCHMARK 3.31 3.76 2.81 2.39 2.78 2.54 3.26 -0.22 -0.22 -0.28 -0.26 -0.22 -0.26 -0.18 0.71 0.36 0.35 0.35 0.36 1.41 1.43 1.45 1.39 false 446001_20250630_VL png 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true El 08/07/2022 se modificó la vocación inversora del Fondo y por ello solo se muestra la evolución del valor liquidativo y de la rentabilidad a partir de este momento 2 BBVA FUTURO ISR, FI CARTERA EUR 11890.14 11403.24 143 130 0.00 0.00 false 10 EUR 12092000 11435000 18235000 21986000 1016.9464 1002.8067 954.6772 888.5023 0.18 0.18 0.00 0.00 0.18 0.18 01 0.02 0.02 01 1.41 1.25 0.16 0.09 2.82 5.04 7.45 -1.08 -1.08 2025-04-04 2025-04-04 0.49 0.61 2025-04-14 2025-01-15 01 3.52 3.99 3.26 3.27 3.14 3.39 3.62 1.21 1.44 0.90 0.80 0.85 13.28 13.98 0.03 0.03 0.03 0.04 0.05 0.63 1.06 BENCHMARK 3.48 3.95 2.96 2.50 2.78 2.55 3.27 -0.21 -0.21 -0.27 -0.25 -0.21 -0.25 -0.18 0.29 0.15 0.14 0.13 0.15 0.56 0.58 0.60 0.48 false 446002_20250630_VL png 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true El 08/07/2022 se modificó la vocación inversora del Fondo y por ello solo se muestra la evolución del valor liquidativo y de la rentabilidad a partir de este momento 1443767000 1554181000 261373000 284884000 1167102000 1250050000 15292000 19246000 0 0 38691000 39366000 18968000 14103000 1501427000 1607650000 1607650000 1685894000 1607650000 -7.81 -7.21 -7.81 -1.72 0.00 0.00 0.00 0.00 0.96 2.46 0.96 -63.36 1.59 3.11 1.59 -52.03 0.78 0.92 0.78 -20.56 0.00 0.00 0.00 0.00 -0.30 1.21 -0.30 -123.05 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 1.01 -0.56 1.01 -270.75 0.21 1.51 0.21 -87.09 -0.11 0.03 -0.11 -389.47 0.00 0.00 0.00 616.69 -0.63 -0.66 -0.63 -9.15 -0.58 -0.59 -0.58 7.58 -0.05 -0.05 -0.05 7.36 0.00 0.00 0.00 24.23 0.00 0.00 0.00 4.53 0.00 -0.02 0.00 71.35 0.00 0.01 0.00 -45.72 0.00 0.00 0.00 0.00 0.00 0.01 0.00 -46.13 0.00 0.00 0.00 -9.11 1501427000 1607650000 1501427000 ES0000012B88 DEUDA|KINGDOM OF SPAIN|1,400|2028-07-30 EUR 9233000 0.61 11461000 0.71 ES0000012I32 DEUDA|KINGDOM OF SPAIN|0,500|2031-10-31 EUR 2096000 0.14 2605000 0.16 ES0000012N35 DEUDA|KINGDOM OF SPAIN|3,450|2034-10-31 EUR 4985000 0.33 11338000 0.71 ES0000012N43 DEUDA|KINGDOM OF SPAIN|3,100|2031-07-30 EUR 7112000 0.47 8252000 0.51 ES0000012P33 DEUDA|KINGDOM OF SPAIN|3,200|2035-10-31 EUR 6736000 0.45 0 0.0 ES0000090953 BONOS/OBLIGA.|C.A. ANDALUCIA|3,300|2035-04-30 EUR 7884000 0.53 0 0.0 ES00001010M4 BONOS/OBLIGA.|AUTONOMOUS COMMUNITY|3,462|2034-04-3 EUR 1053000 0.07 18541000 1.15 ES00001010P7 BONOS/OBLIGA.|AUTONOMOUS COMMUNITY|3,173|2029-07-3 EUR 6061000 0.4 7568000 0.47 ES00001010Q5 BONOS/OBLIGA.|AUTONOMOUS COMMUNITY|3,137|2035-04-3 EUR 13932000 0.93 0 0.0 ES00001010R3 BONOS/OBLIGA.|AUTONOMOUS COMMUNITY|2,487|2030-07-3 EUR 6998000 0.47 0 0.0 ES0000101966 BONOS/OBLIGA.|AUTONOMOUS COMMUNITY|0,827|2027-07-3 EUR 0 0.0 15582000 0.97 ES0000106759 BONOS/OBLIGA.|BASQUE GOVERNMENT|3,400|2034-04-30 EUR 0 0.0 6142000 0.38 ES0001351610 BONOS/OBLIGA.|JUNTA DE CASTILLA Y|2,900|2032-04-30 EUR 3316000 0.22 0 0.0 ES0001352634 BONOS/OBLIGA.|XUNTA DE GALICIA|3,296|2031-04-30 EUR 12797000 0.85 14366000 0.89 82203000 5.47 95855000 5.95 ES0200002121 RENTA|ADIF ALTA VELOCIDAD|3,500|2032-04-30 EUR 11196000 0.75 7842000 0.49 ES0213679OP3 BONOS|BANKINTER SA|4,875|2031-09-13 EUR 435000 0.03 540000 0.03 ES0239140025 BONOS|INMOBILIARIA COLONIA|0,750|2029-06-22 EUR 716000 0.05 714000 0.04 ES0280907033 BONOS|UNICAJA BANCO SA|5,125|2029-02-21 EUR 319000 0.02 317000 0.02 ES0280907058 BONOS|UNICAJA BANCO SA|3,500|2031-06-30 EUR 100000 0.01 0 0.0 ES0344251022 BONOS|IBERCAJA BANCO SA|4,375|2028-07-30 EUR 207000 0.01 207000 0.01 ES0380907081 BONOS|UNICAJA BANCO SA|3,500|2029-09-12 EUR 406000 0.03 503000 0.03 IT0005570988 BONOS|UNICREDIT SPA|4,600|2030-02-14 EUR 534000 0.04 530000 0.03 XS2586947082 EMISIONES|INSTITUTO DE CREDITO|3,050|2027-10-31 EUR 4827000 0.32 6925000 0.43 XS3080788683 EMISIONES|INSTITUTO DE CREDITO|2,800|2032-04-30 EUR 6658000 0.44 0 0.0 25398000 1.7 17578000 1.08 107601000 7.17 113433000 7.03 ES00000120O8 REPO|KINGDOM OF SPAIN|2,90|2025-01-02 EUR 0 0.0 44142000 2.75 ES00000128Z7 REPO|KINGDOM OF SPAIN|1,97|2025-07-01 EUR 27646000 1.84 0 0.0 27646000 1.84 44142000 2.75 135247000 9.01 157575000 9.78 ES0110101005 FONDO|BBVA EUROPA DESARROL EUR 16703000 1.11 14981000 0.93 ES0110122001 FONDO|BBVA USA DESARROLLO 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REPUBLIC|3,000|2034-11-25 EUR 4137000 0.28 4965000 0.31 FR0126221896 BONOS/OBLIGA.|UNEDIC ASSEO|0,100|2026-11-25 EUR 12644000 0.84 14942000 0.93 IE00BFZRQ242 DEUDA|REPUBLIC OF IRELAND|1,350|2031-03-18 EUR 3036000 0.2 4057000 0.25 IE00BKFVC899 DEUDA|REPUBLIC OF IRELAND|0,200|2030-10-18 EUR 1569000 0.1 1968000 0.12 IT0005340929 DEUDA|REPUBLIC OF ITALY|2,800|2028-12-01 EUR 5424000 0.36 6704000 0.42 IT0005390874 DEUDA|REPUBLIC OF ITALY|0,850|2027-01-15 EUR 0 0.0 3882000 0.24 IT0005466013 DEUDA|REPUBLIC OF ITALY|0,950|2032-06-01 EUR 5131000 0.34 6130000 0.38 IT0005495731 DEUDA|REPUBLIC OF ITALY|2,800|2029-06-15 EUR 0 0.0 9446000 0.59 IT0005519787 DEUDA|REPUBLIC OF ITALY|3,850|2029-12-15 EUR 4661000 0.31 0 0.0 IT0005521981 DEUDA|REPUBLIC OF ITALY|3,400|2028-04-01 EUR 3291000 0.22 0 0.0 IT0005542359 DEUDA|REPUBLIC OF ITALY|4,000|2031-10-30 EUR 24783000 1.65 22070000 1.37 IT0005561888 DEUDA|REPUBLIC OF ITALY|4,000|2030-11-15 EUR 8037000 0.54 9911000 0.62 IT0005584849 DEUDA|REPUBLIC OF 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IyND6LDna+CaCT/mDn1TRcM1CBYJd/ybej6+8fPoM2O1Fa75dGUf6Xa+hmHDhnXUup544omOPhtbgdc8+XB9rNmCEWPgkgyh5nCxLkx2uXBam7To9RQasIG2B3hqais5Qo2ivb3dqsuU37eHDteQu+92ocYz8guV0O9jjbIZNsudsgpKcTcFtisaRhyO/OKLLz4iBWOiYQoLC2n69OlGzyc2t/FrPFpNF/w610a4ZtTU1KTz94nnGTRoUKcmOF3Hck1GWsPiJjNbaTrjJqWkrCJ6d1VMlyUjxsKISrr/5W06W7mm23LhpJxcc4kI2kChwf5UVlZGbTaeqZj7gLjfh6Xzt89UVte/87uP1BQcm4Y7KrBd0Vg7PIyZBxH0Jnh+DGf+fWVJfLclI8bR0xfoYmNZlwVzqMCVYkLcNDUXD8rMzKArV+xvOWOWO/cjuvtsp0+Xu9OAKdYjm36T1OQbEiW8NwCAaGSGO/bPnDnTqyTjG5mic35Md+K11XnC3Jrzh7xMz1lW4UJ7MtZQWMAGCgsJoPr6+l4zGor7lZJSM2m5mye9NVslpI7padlw8966rUGQDYBoQPdubltCE+h3C+SVjBhBuYfp5vXzJjWPZcWuowDfTZSSnEDXr1/v1f+Xmto6clb50PDPVMJaMz0tm5XqbRj+DCAaYD7cYb85OJ6en5+oiGTEuTWtbTfp8omdemswLJhtPpto584ULNqlxbH64+Tq7icMHujJEWv8u5eqULMBEA0wAx4FpQqKo9/MS1JMMmK8v7WEvv76AbVUb+wkmIKkdRTkt5GSkhIhGCM0nT5Dazf70981NZyeXMVzuToQsgEQDTCtuYxrMv97vvKSEaPgQANdPX9EkMy+HFdBMLExUb2+icxcao/W09L1nvTKJz03sXOFOgDNaBANRAP0I3T8RyQp2lymK37nlEH/fvBvysuIoqAAHyHNC+g6RaXlNMd5c49kHhBlg5oNRAPRgEfgobTbY9NkH11mSryzLIzi03KFJjvcoOSrmW7dFiaMULO0bHjej7PaH/9LiAaiAZ2JTc+nPy+xrGQGLEigWa6+5BcYgmYyhTh6/CQtXrPF4pkG+Pep/MLwD4BoIBrwA5lF5fTWsmiLSuatpRG0coMnHTp0CN98FYb7TLwCw2nIp5aVTf8P1RQSk4J/AEQD0fR29h8+SqNd4ywmmL5zk2mycyBt3OInJLgElqOs8gBNW+ph0aHQLzmoKTO/BIUP0ViXaMTcYZwDjPOT5efnd9puznLN0uN45U1jq3VqP4+OjhbOKV2O2dCS0oauxZSloy3NmZbzNGOT5WoyAxck0KJ1XpSRlSX0x4CeuQks2+AjLNhmKdmMnudOJxqaUPgQjXWJhuHOaU6C2a9fv07bzVmuWXocT0AcP368kHTTFNGEh4cL59W3zLIuWXR36WhLwhmNXfwt1yfzlyU7yHnjVmHtF9CzcFOld2C4UNuwlGxmOW8V1ucBEI1ViUZEXJq5K8s1a5+Pc5S9/PLLJonG2IJoukTT3aWjLYlPRLJFJmQKC54tD6GNW3xsPquyvcEj/d77wnLZA3jlUsyxgWisTjS8VsuMGTM6bTdnuWZdQjD0mvS59nlNEU13l462FBlFe2jQYsv0y0xxDqAtPgH4NmullFcfpkmL3S2SpJNHovmFxqDQIRrr6aPh5jFeMVNsy+/qcs1SIfBrvNhYT4iGMWXpaKU5cvI0jXONsUin/5w1PhQbl4BvsVZOc8t5mrVqi0UGCfDIt30Ha1DoEI11NZ1pbzd3uWbp+fg1TvMvbZYTh9ZqS4iFUFNTY9Z1yrl0tBJwv8xSnwTFJcNLPH+x1od2pqUZlDWwHjif3MK1XhbJBu2wbDPdvYfRrRCNFYvG3OWapcfxYACppHhff39/4XFsbGwnCYWGhgrLLre2tpp8nXItHa0UAdGpiucw45rM/LXelJGVDcnYGNy8uXSDj+KyEfpr1NtQ4BCN9YqGMXW5ZmmT2/Dhw4XJgVJ4ieUhQ4ZQnz596I9//OMjTVosG+3hzcausztLRytJ5aGjNNgpTvGaDEsmOycXnzYbhb+QzdfURpVuRvvfk9WUmJaNAodogD3dPBZ4JShek+HmsqzsHNRkbByeCrBQ84VB6ZrNhIXudE1PiwGAaICNwRmZlRzKLEoGfTL2w9279+gz562Kjkbjc69Q+eM9A9EAW6f22AkatlLZ2swMV39KTE7BDcPOuHDpCn3ktEXRWs1vPlRTak4RChuiAbYKp4pf5qts5//ElUG0PTQCQ5jtlPqTjTRugbuisvloiTvmWUE0PYexPGXa+cb05UMTX+fhx9ppYM6dO9dpCDI/5/219zN0LYw15jjbkZIjpOJXSjLvLgsjz23ByL5s5xTsrqQhM5QdhebmHYKChmh6TjSMKXnKpNu086GJ24ODg8nFxaXTMW5ubsLoMulzFo/2foauxRpznF291krT3KIUk8ygRTHk5uEllAewf+LS8+i3U5STzd9mq6j57DkUNETTc6JhjOUpk27Tzocmbue/jW/80r4Erm1Ib5b8nH+X9n6GrsUac5x5hyUIw42VkAwPLFi1YStdunQJn6pexHqvEGH1TKUGBqzc5INChmh6VjSMdmoZ7eYoffnQpPtMmjSJSktLhcfl5eXk4ODQ8Ro/nzx5csd+0smdhq7F2nKc8QCAd1cql/6f58pUVVXhE9XL4H64pW7eio1Ee3W6mqr2H0RBQzQ9Jxpjecqk8tHOhybdl9e3EWXCCTu5D0WEJ4GKcpHuZ+xarC3HmSo4UdHO/6iYWIww66VwXrTxCz0Ua0Jbut4T7y2IpudEo52nzFDTmXY+NG1J8Bo3XNPgZi0Rbj5jOUhrSvxcLA9D12JNOc6qauoVywDw8uIYWueOfpneDs/o//1HyojmD9PUlF9chkKGaCwvGl15ygyJRjsfmva+y5YtE0Sxbt26jm08IMDV1bXTfiwsHkBg7FqsJccZS3TttjjFJmXy6piNjY34JAHa6BNCPx2rjGwWuG7BSEaIxrKi0ZenTN/wZhFpPjRt0Zw8eVLYdvbs2U61EulzhkeLiTUTQ9fCWEOOM67N/HmxMksAfLJ6G6WkpuJTBDq+cH283FMR0fDotpRM5MuDaIBVsnqbMnNmWF6uKi9hAigAIpmFuxUb8jxr5WbUaiAaYG3UHG+k15fGKiKaBeu8qaGhAYUMdDShhSoyCq3/h2qKTU5HAUM0wJrYHKLMSLNxK4Mxygzo5fbtOzR24WZFajWL12zB+w6iAdbCxUtXaMRK+bMA8CJpKzZspTt37qCQgV7iU3Po6fHyi+bPn6iptKwCBQzRWBfcST9ixIhHtl+9elXopOfFzfixLrjDnhdA485+6WREHlHGw6E5f1p29g8LNfn6+gpDn728vDr241Flo0aN6pG/OyAuSxgVJrdoPl69jXLzC/DJAQbhvrt5a30VyRawWo1sARCNlcHDinUNe54/f76wVHN0dDQtWrTI4Dl45BlLRYQfc6JN3s4z/Jknn3ySLly4IPz8ofngtjBqTTpJ1FLw6B8lcpq9tCiG1qq9qL29HZ8cYJT80nLq96H8WZ5HzVUh1RFEY33oEg1PzORvXZxCQzpJUxecKWDq1Kkdz3nuC9dWWCxijYUFwzUj/sltyLxdOmHTkmQWV9BABTI080JmtbW1+NQAk+DPwXKPENlFw7nVtoVGoYAhGusXjXZeMkPHDh48uFPNhJvOWCjcJCdOABWbzvino6OjRfOYabNhu/xNZq8sjibVVl90xAKzqD5YS30nyV+rmbECQ50hGjsSDRMfHy+k/BfhfGjc9xMQEEAqleqRfZ2cnHT22ViCf7e308NvvqXS2maa6ldGz82TRzTz1npbLC8bsK9azYrN8tdqXvhITSW796CAIRrbaDrj/gxjTWfaMpIuNyB9zDfiMWPGdDSlSftsLEXw7t307vETFNHYRNdu3aHbX35FEcVHaYhrXpcl8/uF8eS2xQ+1GdAl9lQdoF9NkH8EmrPaD4UL0Vi3aLh5iwcDREZGGh0MwLUUzrQswiPOqqurhRAHA3DT2rBhwzqa2DiTs9hnYym4KWFFTg69cvRYR3zS2Ei7TzfTg/aH1HDuKi2P3U+/XZxulmhmu/rRvn378GkBXX5fznMLkl007y9QY+oFRGM9ktG1ZPKNGzc6lllubW3VKSXxuEGDBnVqNuI+mmeffVYQjriODddkpJ3/3GRm6aazuqYmGlVW3kk0YvzlWD25aV5vuHiZ2h9+Q0WHmmiC126jkuFBBWvUXsKgCQC6SsmefbIn3HxmvJrikSkAorE1pMOVbZHgct2S0Y6RJxso9lQjtd39km7c+ZK25dXRK865OkUz1TmASkpK8EkB3YK/qHy8Sv55NcvcvFC4EI1twcsE8JLMtto8sTIzyyTRSGNW02mqON1MX2tqOceaL9PiHfuo/8LUjmUAlrl5Yq0ZIM8XoZid9KPR8opm0iI0n0E0wGKcPn+expaUmi0aMV6vP04emlrO6SvX6EH7N5Rd3UiO/hkUERWDwgWycOvWLXrr8y2yiubXk9SUnVeIwoVogCWIKy2l147UdVk00hjdcIp2auKu5v+OvhkgJ65eYfKPPlP5omAhGmAJPLKyZJGMGEMPHaa1/v4Y0gxkJauwjJ6dKK9opjmp8YUIogFKc+/ePZqRkyuraKbt3Em5+fkoXCArPG9t4hIvWUXzkoOaqvZVo3AhGqAkuw4epDcOHJBVNE5BQdTW1obCBbKz1meHrKLhYdNegWEoWIgGKElQYaGskvnL4RpyCwhAwQJFSM8rFRJjyrog2lpPFCxEA5TEOb9AVtFMzsykdE0AoARcU37rM3lX4PznErXQLGcq4mRsXvJDmgBXOsFbnLzNP3Nzczvto2tf7UnhvJQIbzt16pTR69CeKK7rsannZMrLy3VmRNG3XUTf+l261uYyZw0uiMbG4f4Zh7w8WUWzIDwc630ARVm8MVBW0bw5S0V1dXVmiYbZu3cv9e3bV++NXdw2ZMgQvfvou3G7ubnR0KFDycXFxeh16Num/bop5+QBPC+//PIjx+rbLkXf+l0i0rW5zFmDC6Kxcco0Hy65+2dWBQQICUcBUIrtMWnCaplypqOJiEkwWzR885UmxtV34x83bpwgJXNEw+tW8QTw/v376x29aa5oTDmnv78/rVq16pFj9W035ZpEpGtzmbMGF0Rj40R1Y5KmrvhbZRX5h6FjFSjL0eMNQqp/OWs1LmbMpxFvpkFBQTRx4kSjTVncJMTNRqaKhpuoJk+eLDyeNGkSFRcXd1s0ppyT18fiWgs3I0qP1bfdHNFor81lzhpcEI2N452fL6toPklKFt7QACgJz3txWOkjq2jmuWw2SzQcXDOQNvUYuvHzmlQ1NTUmiWb69OkdIsjXfEZFQei7DlP6aEw5J2eiT05OfuRYfdvNrdFor80lbjO2BhdEY+OsyMiUVTSLQ0Lo+vXrKFigOM5b5c0SMGWxyuQBAeLNdMWKFZ1qBoZEw8uCcBOaMdFwbkC+4Uolws913UdNrdGYek59AxSMDVwwVTSMdG0uU9fggmhsGM4dNbmwSFbRrAwIQDYAYBFC4tJkFc2QT9XCqClzRMNi4s51cUl2Yzd+3teYaEJDQ8nV1bXzF0KN0IKDg80WDY/0MvecpjSBdadGI67NZc4aXBCNDXOkoYH+vnevbJJ5s3o/bdbUaACwBKUV1UInvlyieX6ymtIzs8wSDVNYWCg0S+n65q9rX2Oi4ZFXPDpLCg9HZkmZIxru9OfOf3PPaa5odK3BpWsf7bW5zFmDC6KxYdKrqmhITa1sopmQm0sFBQUoWGARrl27Rq/Pli+bMy9BsMUv2C7K5qmnnhL6j1hsSmKpNbggGltueijdJWuz2efR0dTY2IiCBRaBm2g/kXkxNOdNPihYM7DUGlwQjQ3jK3NGAMeQEGECKACWYrlHqKyi+XylOwrVCoFobJgN2dmyimbJ9mAMBAAWxTs8SVbRfLxEhcnGEA2QC56HsChT3qHNroGBKFhgUeLScmXNEDB5sQpZxyEaIBf379+nT3LzZF3ozCs8HAULLMre6kP0qwnyiWbEHBWdPHkSBQvRADm4cuUKjdq1S9bUM+FxcShYYFE4eevAqfIuglZWVoaChWiAHJxtaaERZeWyDm1WeiglANrcuXOHhsm4ZMCAKWrKys5GwUI0QA4q6+qECZZyieafqWl04MABFCywKO3t7TTeUb6lnZ8er6btETEoWIgGyEF6eTm9dqRONtHMjo2l5uZmFCywODNX+8smGh5YoPbGoBaIBshCyu7dso44mxsZKczUBsDSLFGHyDrE2W2zHwoVogFyEF1SIqto5odHYLIm6BGWb5Y3i/Oqjd4oVIgGyEGEzKJZFBIqpCIHwNKs94+WVTRO67agUCEaYI2icQxGVgDQM2wKjIdoIBqIpreIBgCIBkA0AKIBEA1EA9EA2xTNYogGQDQAogFKimZBWJiQqBMAiAZANEAR0fDwZk7UCYClWeUZKatolkI0EA2Qh6iSUllFMy8CogE9g5O7vIufrVFjHg1EA2RB7swAX0RF0a1bt1CwwOIs2BiMzAAQDURjjaSVl9OrdUdlE83n0TF08eJFFCywODNkzHX24zFq2uTpj0KFaIAcyJ29edrOnVgwClgczt48YYmPbKJ5ZryatgVHoGAhGiAHp1ta6N3yPbKuR7N3714ULLAonMj1Tw7usonm2YlqComIRsFCNEAOrl+/ThMKi2QTDS+ilpOXh4IFFqXl3HlhsTK5RPP7f6opJycHBQvRADngBJgzsrNlE80bBw7Q9oQEFCywKGWV+4XmLrlE8+YsFVVWVqJgIRogF0tS02QdebYpPByFCixKVEq2sFiZXKL5x1wVHTlyBAUL0QC5WJOeIatonENCUKjAoniFJck6tPkjRxVduHABBQvRALnwzs2VN7FmWBiWCgAWZbX3DllF8+lSFRbwg2iArM0OMmcH+Dw6mm7cuIGCBRaBv9R8vi5QVtEscHHHlyWIBshJZkUFDamplU00YwsKqUxzTgAsQVtbG701Z6tskvnRaDW5qrxQsBANkJMjDQ309717ZRMNS8s7JgYFCyxCyZ4qelrGEWc8h2Z72A4ULEQD5IRzk03Jy5N3QEBYGAoWWISg6FRZR5y9NVtFJSUlKFiIBsjNUpmHOC/WiOb7779HwQLFWe0t7/IAHy5SUXNzMwoWogFyo8rKklU0kzMz6cSJEyhYoCgPHjygSUt9ZRXNzOUqunPnDgoXogFyE1VUJKto/lZZRQka2QCgJMdPnqIBU+WTDDfBLV3rgRFnEA1QgvLaWnprX7WssnGLQPZboCwhcWmy9s/0m6SmoBBktoBogCLwqpgOMuY8E5Z13rGDvvvuOxQuUIxlHvKuqjl4upoKCgpQsBANUArnnTtlFc34vHyqQb4ooBAXL12iNz/bIqtopixWUWNjIwoXogGKNUNovsnJKRqeT+MVH4+CBYqQkJ4nrIQpp2i+WKUWBhgAiAYoRMmBA/TXg4fkzXsWEYmCBYqw1kfeYc0/f19Na9WeKFiIBigJp/KYnCvvxM0pGRl0Ck0RQGZ4+PGYRd6yimboDBVlZWWhcCEaoDSuO1NlFc1fDteQJ9LRAJlJzSkUaiByiuaTpSpqaWlB4UI0QGl2FBbSq3VHZZXNgqgojD4DsrJ6q7yjzTgWuqjxPoVogCU4cfo0jSwrl1U0o4tLqGD3bhQukIX6k6foL7PkHW3260lqioyOReFCNMAScH6yRTIPc+ZYH4lsuEAe/CISZZ2kyTFxoYqOHTuGwoVogKUIzs2VvflsemIi3b59G4ULusW//vUvmu7iL3uz2TxntXBuANEAC8HNZ6NLd8k+pyYwKQmFC7pFWm4xPTNeXsn0/1BN3tu2o3AhGmBJuPlsaXKy7M1nc2Jj6auvvkIBgy7BHfVL1MGy12Y+WKSi2tpaFDBEAyxNVF4evXakTlbRDKuupjjMUwBdpHBXBfX70F2R0WZoNoNoQA9wuqWFxpSUyF6rcYyKom+++QYFDMyuZa/aLH9t5vcfqSk4FFnGIRrQYx9s14RE2UXD69Sk5OejgIFZFJVV0vNT1LKL5mMnFTU0NKCAIRrQU+RWVNCb1ftll82i6BhMjAM9XpvhzAKrN27GkuMQDehJuN16Xor8c2re3H+A4nJyUMDAJNILyum5D+Tvmxk1V0W7du1CAUM0oKcJzsoShibLLZuZySl4PwCTajMz1wTKLhme8Ono6o5BABANsAautbaSQ0am7KJheW1JSEABA4NEJOfKnjyT442ZKorYEY0ChmiAteCdkiJ7pgCOyZmZdPzMGRQw0MmVq6307nwv2SXzwwJnKrp06RIKGaIB1kJjSwt9kJcnu2g4nKLxrRLoxj0wRvacZhwvOajJPzCY/vOf/6CQIRpgTagTExURDY9qC8ckTqBFyZ4q6j/FQ5HazJyVKjp//jwKGaIB1saB+nr6R2mpIrJxSE2li5cvo5CBwL1792ima4AikvntFDWptnijNgPRAGuEP5gb4uMVEQ2Hc1QUPvxAQBUQTT8eo1amb0ZTm2nE0uIQDbBeKg7X0Khdu9CEBhSjsKySBny0WRHJ/GGamjZ7++MLDUQDrB11fIIiI9A4PsjJpfrmZhRyL6X1+nWatNxfEclwLHBWU0tLCwoaogHWzokzZ+iD/HzFmtDmJCZiEl0vhP/nqzaHKDLKTJw3ExwajoKGaICt4JecrEi2AA5emmBNfDyaN3oR/L/eHBhFPxunjGR+NFpNjqvVdF1TYwIQDbARrly9SjNT0xSr1fC6NeGZmSjoXkJCeq5iQ5k53vtCRYlJyShoiAbYGrEFBfT6wUOKyWZMUTFla4QD7Jviiv00dPZWxSTDtSTXjZvRHAvRAFuEFy9bmZCgmGiEFDVZ2XT87FkUtp1ypuUCTVnuq5hkOGYtV9GhQ4dQ2BANsFX2HztG4wsKFZXNp6mpdLm1FYVtZ7TeuElfrNumWOc/x6CP1eTluw39fRANsHUC0tOFDnwlZbM4OoZab95EYdsJ3IzluClIUcnwhM+la9TU1taGAodogK3z4MEDWpSWpqhohFU54+Lp/ldfocDt4P2yamuEYjP//2eJZjUVFRWhwCEaYC8crK+n98rKFRUNTxJdHh9PX/373yhwG+X+/fu03idcGG6spGRe+EhNGzy8sFw4RAPsjcCMDPrL4RrlZRMXR/fwPrJJyWzw26G4ZHiUmaOrGmvNQDTAbptEduxQLD2NVDaLEhLo0o0bKHQbgftJnLeGKd5cxvHpMhWVlpai0CEaYK+cbmmh6ZmZivfXcCyMjaPTFy+i0K2cM2dbyNE9VNGOfzH+OkNNvgHbMcoMooFo7J2sigp6d0+FRWQzOymJ6k6dQqFbKYdrj9Jn64IUFwxHv0lqWuXmIaxlAyAalFQvwCMtjYYeOmwR2UzJzqGc8nIUupWRX7qHRi/ZZhHJ/HSsmuY7q7HODEQD0fQmeLQPd9or3V8jxnu7yygkM5O+//57FL4V/O+jkzLolZmeFpEMx5TFKiosLEThQzQQTW/j+u3bNE/hFDXS4BrUJs3vu333Lgq/h7jR1kYq3xB67gN3i0nm75+pyDcgGF8yIBqIprdSU19PkxRcu0ZXzE9KpoKqKhS+hdlVUU1z1m6zyMgy6RozG7f4CEOnAUSjuGgee+yxjpCSnJxML7zwghD8WPuY3NzcTs+1z9e3b99HjjN03t27d9PAgQN1Xosp55b+HfqOtzWy9u6lMcXFFpXN+wWFtD09g9rb2/HJVBguY5+QaHp5uofFBMPxu6lqWu/uCclANJYVjTY7d+6kd955h+7evSvEyJEjO93Y+ZghQ4boFQ3DOZnGjx/fqf3X0Hn79+9Pp4yMgjJ0bnuRizbRmlrN8L2VFpUNN6Ut51FpZ7A0tFLUHjtBy9y309Pj1RaVzK8m/JDH7MqVK/gnQDQ9K5qhQ4fSkSNHOp4fPXpU2CY9Zty4cbRX841bn2iYM2fO0Msvv2zSeQcMGEAHDhww+Vq1z22vouF5DYGpaYquX6MvOLv0jrw8YVkDIA88OTc8LpXeW+hpkfkx0vj5+2pauU5NTU1N+EdAND0vmscff7zTxC1+zNukx7Awhg8fblA04rlMOe/ly5fp+eefp8TERJOvVfua7KnZTAp31npran49IRtednppWhpVHqnDJ7WbXxj2VB2gRRuDFFt22dgw5kUuaqqrw/8RorGSPhpTRMNwM1hNTY1e0fBxTzzxhMnnPX78OL3yyiudaj36RKN9bnut0Yjw0FcvjWz4xm9p2XC8U7GXNqWn01k0uZhNU/M5IVfZHx02W1wwomQWOKuprKwM/wyIxnpqNG+88YbQrGWo6Yyprq4WmtD0iYaPe/vtt00+L3Pz5k166qmnjF6r9rntXTRizWaTpnbRU7IRBgsUFdG2rCy6c+cOPrlGuHD5Krlvj6fhc70s3kwGyQCrF01GRobQUc+/8/bt28Jj7sjXdQyLQpdouC2aO+yLi4tNPi/DtRkefWboWnWduzeIRqzJbUhJUTzbs7GYlpdPoZpow6Jqj3BZU+vzj0ikEfN7TjCQDLB60TDiMOQXX3zxERlIj+GRX7qGN3P/ja71xvWdVzyOXxMHGehr5tN1bnsc3myoZuOpKbue6LPRjg81NRyf/Hw6g9Ty1NB0hryCY2jUAi+LzonRJ5mFLpAMsBLRKA3XUGbMmIH/sgL4aGTz5v4DPS4bjrHFJaROSqbC6upeNUqNpV99+Cht8t9BQ2dt6dEajHR0mZOrmvbv348PCegdomHJ8LwXoMxNLjQzk/5eUWEVsuF4s3o/LcjIoKSqKrp5+7bdlv211lb6uv0huQXE0/+Z6t7jchHjt1PUtHytmmpra/EBAb1HNEB5kkpKaGxRsdXIRowPNNe1VlPrSti1yy76cjiNPmdr2JyZRdMKCij73DlK2XXIaiTDyzCv3uCBFTKBMqLR7iPRlR6GR3xpz7w/p/mgiKO+dPVxiI9/8YtfdMxv0ZcqRq4UNtr79enTR+iTqZLk4OKmmalTp9JPfvITvcfq2yc0NFQY1cZzdsTMAr6+vsIway8vr05NfqNGjbKZN1HRvn30SWqa1clGnIszOTeP1mtqXzEa+dSfPm0Ta9LzNTY0N1NCaSlt1Fz7jJxceuPA/zRVfnCqkb568DX9aIxHj0tm+Gcq2uDhRdeuXcMdFVhGNLrSwwQHB5OLi0un49zc3IQbr76bvbiNO+c5vxijL1WM9PjupLDRxdmzZwXZiahUKvL39zd4jL59uAz4BsJDs/lvYZ588km6cOGC8JPhEXEs5ts21vRzQnMDXxwba7ElBrq6nDQvTbBQ8x7xyc6mRE1tp+XiRasQD1/DpcuXKauykrZpaixLNHIZo7k+Q8PJWzQ1tRkeqT0qmQ8WqcjLLxD56YBlRaMrPQwfzzdW6YRJrpmI/SeGRMPHcM2A0ZcqRnvIc1dT2OiCa1FcOxHh1DPGmhKN7cP9G+LfxIK5evWq8JP/Vq7JSOf72Frzzuq4OPqrFYxIMyVeO1JHY0tKaV5aOq3T3NgDNTf4FM3/u76pSZiro9TSwlzjvX79OpXX1lK0ppblpfm98zW1rnHFJWaV3Zbms3SsqaXHOv0/X6Gi+IQkm6ghAjsTjb70MJMmTaLS0lLhcXl5OTk4OHQ6Tl9zWFBQEE2cOFF4rC9VjLmZBfRdo66/bfDgwZ1qF3yuOXPmCJkB0tLSdB5nbB+u4a1YsaJT0xn/dHR0NJgGxxZgifrHx9PYwkKbkI2uWs/fNV9CPsrLo6WpabQuK0sYQh2hEUKkJlhEHCyJyrq6jjjd0kIH6us7beM+laSKCtqheb9v08TmgkJapolPNecer5EKN4V1pwb4Rv1xav/2W+o3zd/iGZiXrnEXauZKyRhANAZFw+hKD5Ov+bBOnjxZeMyjwbimYKj5ShQP14SkN3pdqWLkSmGji3jNTZP3FeF+G65VcbD0dGFoH65JsTi1F3zi3+Pk5KSzz8YWyd+zh2YnJFh1U1p3giXBo9zEeLd8D71dta/TNktkUSi7dImC0vdYTDJj56nIzd0TGZhBz4tGV3oYvuH369dPqJVwE5i+c2hv42/+0ln4jHaqGOnx3Ulhow+pqJ599tmOx2Lzlzb69uH+Hs4qoN3UwNIcM2aMzj4bW+b8xYu0NiychmnK2h5lYw0x8/RpunnvS8UF88z4H5rKomLiMGUAWIdoxL4S7Zv4smXLhBxh69atM1k0nPKFz3VXstSvdqoY6fHdSWGjr0bDNSiRzz77TKidcW1IO1easX1GjBghyEYKX+OwYcM6am3c3Cb22dgD/AUjNi+PPk5LgxgUiutf3qdRznGKSWbEHBUtW6umw4cP444JrEs02ulhmJMnTwrbtG+2+oY3S881ffp0vali9A1vNjeFja5rGjRoUKdmOq6R8Xl5JJw0FY30PIb20f47uSYjrYFxk5k9NJ1pc0bzP18TEUl/r9gLOcgc289foMq6BkU6/OesVFGY5v/GAz0A6DHRgB+axPT114DOtZuojEyaZcd9Nz2yjMKJk/Tw22/pqQ88ZREMp7KZsFBFzm4e6PAHEI21wM2BvOomMI0f+m7CaFxBAUQhU9RcvUpuO4q6LZk/faymRavVFB0bj9VNAUQDbJ+C8nJatCOq04x3RNdiSXMzXWi90WXB/GqCmmYuV5Fqqw9GlAGIBtgXPILJLy6OZsfH9/g6N7Ycg4/V05cPvqZX54WZndJ/iqOaVm/cIvQnopkMQDTAbmltbSXP6Gj6NDGpR1fxtOVIvnCBsvfWmiSYH41W07ufq2jpGjVlZWejmQxANKD3cE5zs1RHRtLMhATUcMyMcaca6d/tD+nHYzcbHEk2co5K6IdJTU3DaDIA0YDeC2cC9oqJoTkxsejDMSOa2tpotmemTsFwAsyV6z2ECdAQDIBoAPhveCKrX3w8zY2Kprf2IcOAsXBrOUcnWi52CKb/h2r62OkHwXCOQTSRAYgGAD3wDTImv4CcIiNpcmamkHkZYnk0Xq8/Tl9rysrBOUBoHtvqF0T19fWP5NYDAKIBwAANjY3kGRNLc6NjaHRxMaTz38FlsSA8nA4fP07NZ89SW1sb3iwAogGgu7Wcir17SaWp5XwRFUX/KCntVRkH+G8dUVZOn2mkuyIwkII1ZXDaRlYQBRANRANsDp6PU1BaSurwCFqs+Vb/YVY2DT102C4Fw0L9PDqaVmnksl0j2draWjSNAYgGAEvCkw5PnDhB2+LjaVVIKM3U/ORv/rY4P4evma99huZvcAwOpg3btwvzXlpaWiAXANEAYC3wZNDsggLaGhVFK8LCaI7m56TsHKscNs0j697Pz6cvduygJSyWoCCKjIsTFtG7f/8+/pkAogHAFuA1jnitoMjUVNoYHk7LNPKZGxlJ05OSaGxBobBSppLNbn89eEhYLnpCbi7NjIsXfjfXVlwDA2mb5nFeXp7Q14IFxgBEA4CdyYdXNq2srKS49HQKiI0VJLQqJISWaGJhaCjND4+guTui6PPoGCGmpGc8EiyOH16PpnkREcIxizXHL9XUTFYHbSeV5rGvprYSlZhIRUVFQhPf9evXMb8FQDQQDQA/DDjgGfWXLl2iixcv0rFjx+jgwYOdgsXBr3PcunVLaO5qb29H4QGIBqIBAAAA0QAAAIBoAAAAAIgGAAAARAMAAACiAQAAACAaAAAAEA0AAACIBqIBAAAA0QAAAIBoAAAAQDQQDQAAAIgGAAAARAMAAABANAAAACAaAAAAEA0AAAAA0QAAAIBoAAAAQDQAAAAARAMAAACiAQAAANFANAAAACAaAAAA9iQaBAKBQCDkCogGgUAgEBANAoFAICAaBAKBQCAgGgQCgUBYPv4/cVLDeaWxvCoAAAAASUVORK5CYII= 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 2 AÑOS|2000|FÍSICA 1935000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL USA 10 AÑOS|1000|FÍSICA 113586000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 13429000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 92757000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 14891000 02 236598000 Índice de renta variable EQUITY SWAP|UBS INFLATION BASKET ER 2000 02 Índice de renta variable FUTURO|MSCI EM|50| 15510000 02 Índice de renta variable FUTURO|STXE 600 (EUR) Pr|50| 30571000 02 Índice de renta variable FUTURO|S&P 500 INDEX|50| 77116000 02 Índice de renta variable EQUITY SWAP|CESTA ALTERNATIVE RISK PREMIA NOMURA 12448000 02 Índice de renta variable EQUITY SWAP|CESTA INFLATION BARCLAYS 2000 02 135649000 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 29239000 01 Tipo de cambio/divisa FUTURO|EUR-CHF X-RATE|125000| 30041000 02 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 182028000 01 Tipo de cambio/divisa FUTURO|EUR-USD X-RATE|125000| 30041000 02 Tipo de cambio/divisa FUTURO|EUR-JPY X-RATE|125000| 29239000 02 300588000 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 2000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 2000 02 Tipo de interés EQUITY SWAP|TIPO DE INTERES FIJO 12448000 02 Derivados de Crédito CDI|CDX.NA.IG 44 BRC 0628|FÍSICA 5695000 02 18147000 690982000 false false false false false false false false false true BBVA ASSET MANAGEMENT, S.A., SGIIC comunica como hecho relevante de fecha 16/06/2025 que desde el 1 de junio de 2025 deja de publicarse en el Boletín de Cotización de la Bolsa de Valores de Madrid el valor liquidativo del fondo publicándose exclusivamente en la página web de la entidad gestora. false false true false true false true true La IIC ha adquirido instrumentos financieros en los que BBVA ha actuado como colocador/asegurador/emisor por un importe de 56.617.819,68 euros, lo que supone un 1,85% 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 0,00 euros, lo que supone un 0,0000 % 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. a) Visión de la gestora/sociedad sobre la situación de los mercados. El primer semestre del año ha estado caracterizado por una elevada volatilidad, derivada principalmente de la guerra arancelaria de EE.?UU. y de un entorno geopolítico complejo. En este contexto, y ante la incertidumbre sobre los efectos inflacionistas de la política comercial, la Fed ha optado por una postura prudente, manteniendo los tipos sin cambios en el 4,5?%. Posteriormente, la pausa de 90 días en los aranceles aportó cierto alivio a los mercados, lo que se tradujo en un fuerte repunte de las bolsas (EE.UU., 5,5%; Europa, 6,6% y España, 20,7%). En paralelo, en los mercados de renta fija, las rentabilidades de los bonos estadounidenses registraron caídas significativas, mientras que en Alemania se observaron repuntes acusados en los tramos largos de la curva. Asimismo, las primas de riesgo de la deuda periférica europea continuaron estrechándose, con la española bajando 6 puntos básicos hasta los 64 puntos básicos. En el mercado de divisas, el euro se apreció con fuerza frente al dólar, un 13,8?% hasta 1,1787, impulsado tanto por los planes de gasto en defensa como por la expectativa de una menor divergencia en política monetaria entre EE.?UU. y la eurozona. Por su parte, en el mercado de crédito corporativo, los diferenciales experimentaron una elevada volatilidad, aunque el segmento de mayor calidad cerró el semestre prácticamente sin cambios. Finalmente, en materias primas, el Brent acumuló una caída del 8,3?% hasta los 67,96 dólares por barril, mientras que el oro repuntó un 25,9?%, beneficiado por su papel como activo refugio. b) Decisiones generales de inversión adoptadas. A lo largo del primer semestre de 2025, se han actualizado y evaluado los factores que inciden en la rentabilidad esperada de los activos a un horizonte de 5 años, continuando favoreciendo el crédito y los bonos de gobierno frente a la renta variable y la liquidez. En crédito, mantenemos la preferencia por Grado de Inversión y en los plazos cortos de la curva de tipos. Geográficamente, favorecemos Europa y Estados Unidos. Además, seguimos posicionados en deuda corporativa emergente. Mantenemos nuestra exposición a bonos de gobierno en la zona euro y Estados Unidos. Asimismo, seguimos invirtiendo en deuda de gobiernos de mercados emergentes, tanto en divisa local como en dólares, debido a su atractiva rentabilidad ajustada por riesgo. En renta variable, geográficamente pasamos a priorizar Europa y Japón sobre 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. Tácticamente, donde entran en juego otros factores como el ciclo económico o la política monetaria, hemos ido disminuyendo la exposición a renta variable a lo largo del periodo, protagonizado por la tensión geopolítica y la guerra comercial. En lo referente a divisas, hemos finalizado el periodo sobreponderando el euro frente al dólar, basándonos en la mejora de la actividad económica de la Eurozona en comparación con Estados Unidos. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice 35% EG05 Index - ICE BofAML 1-10 Year Euro Government Index + 10% ERL5 Index - Ice Bofa 1-10 year Euro Large Cap Corporate Index + 15% MSDEWIN Index - MSCI World Net Total Return EU + 40% ESTRON Index - €STER. Dichas referencias se tomarán únicamente a efectos meramente informativos o comparativos. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA FUTURO ISR, FI A ha disminuido un 6,70% en el periodo y el número de partícipes ha disminuido un 7,02%. El impacto de los gastos soportados por el fondo ha sido de un 0,71% los cuales se pueden desagregar de la siguiente manera: 0,63% de gastos directos y 0,08% de gastos indirectos como consecuencia de inversión en otras IICs. La rentabilidad del fondo en el periodo ha sido del 0,99%. El patrimonio de la clase BBVA FUTURO ISR, FI CARTERA ha aumentado un 5,74% en el periodo y el número de partícipes ha aumentado un 10,00%. El impacto de los gastos soportados por el fondo ha sido de un 0,29% los cuales se pueden desagregar de la siguiente manera: 0,21% de gastos directos y 0,08% de gastos indirectos como consecuencia de inversión en otras IICs. La liquidez del fondo se ha remunerado a un tipo medio del 2,43%. El índice de rotación de la cartera ha sido del 0,23%. La rentabilidad del fondo en el periodo ha sido del 1,41%. 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 0,98%. Los fondos de la misma categoría gestionados por BBVA AM tuvieron una rentabilidad media ponderada del 0,99% y la rentabilidad del índice de referencia ha sido de un 1,48%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Durante el periodo, se ha ido ajustando la exposición a renta variable entre el 8% y el 22%, con el objetivo de buscar un correcto equilibrio entre rentabilidad y riesgo. En lo que respecta a renta fija, la duración de la cartera ha oscilado entre 1.5 y 3 años, adaptando la exposición a los tipos de interés, tanto en Estados Unidos como en Europa, según las expectativas de los bancos centrales y la situación económica. Tácticamente, en renta variable, hemos cerrado la posición relativa del sector eléctrico europeo. En renta fija, hemos deshecho la posición que favorecía el empinamiento de la curva americana entre los tramos 2 y 10 años. La TIR de cartera se sitúa en torno al 2,81% con una duración aproximada de 2,65. 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 0,98. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 53,78%. d) Otra información sobre inversiones. Se ha recibido un total de 122 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. Este Fondo promueve características medioambientales o sociales (art. 8 Reglamento (UE) 2019/2088) conforme a lo establecido en su folleto informativo. Se adjuntará como anexo a las Cuentas Anuales información sobre las características medioambientales o sociales que promueve el Fondo. 3. EVOLUCIÓN DEL OBJETIVO CONCRETO DE RENTABILIDAD. No aplica 4. RIESGO ASUMIDO POR EL FONDO La volatilidad de la clase BBVA FUTURO ISR, FI A ha sido del 0,00% , inferior a la del índice de referencia que ha sido de un 3,31%. El VaR histórico acumulado en el año alcanzó -0,22% La volatilidad de la clase BBVA FUTURO ISR, FI CARTERA ha sido del 0,00% , inferior a la del índice de referencia que ha sido de un 3,48%. El VaR histórico acumulado en el año alcanzó -0,21%. 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. En la VII Convocatoria Solidaria BBVA FUTURO, se ha repartido un millón de euros (correspondiente a la donación de parte de la comisión de gestión cobrada en el ejercicio 2024) a las siguientes Entidades sin ánimo de lucro, para la realización de sus proyectos solidarios de Inclusión social, Educación, Creación de empleo para colectivos vulnerables, Dependencia, mayores y salud y Medioambiente: Donaciones de 74.000 euros: Inclusión social: Fundación TAMBIÉN Dependencia, mayores y salud: Asociación Murciana de Esclerosis Múltiple Creación de empleo para colectivos vulnerables: Fundación ALTIUS España Educación: Fundación ESPLAI Ciudadanía Comprometida Medio ambiente: Fundación ECOMAR Proyectos SOCIALES - Donaciones de 35.000 euros: Fundación ACRESCERE Fundación ITER Fundación TOMILLO Fundación ESTIMIA BARCELONA Fundació D'oncologia Infantil ENRIQUETA VILLAVECCHIA ALZHEIMER CATALUNYA Fundació Privada ADACEN - Asociación de Daño Cerebral de Navarra Asociación de Familias de Niños con Cáncer del Principado de Asturias - GALBÁN Fundación ASPACE ZARAGOZA Fundación BALIA POR LA INFANCIA ASANHEMO - Asociación Andaluza de Hemofilia Médicos del Mundo Proyectos MEDIO AMBIENTE- Donaciones de 35.000 euros: Fundació ARETÉ Asociación GAUDE en favor de personas con discapacidad intelectual Fundación PUEBLO PARA PUEBLO Proyectos CATEGORÍA ESPECIAL DANA - Donaciones de 35.000 euros: INPAVI - Integración para la Vida Fundación APIP-ACAM CESAL Durante el primer semestre de 2025 se ha alcanzado el límite máximo anual de donaciones según se recoge en el folleto del fondo, por lo que aportaciones adicionales no supondrán incremento en la cantidad donada. 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 macroeconómico de referencia se caracteriza por un crecimiento del PIB real moderado y cercano a su potencial, mientras que la inflación, aunque en proceso de normalización, se prevé que se mantenga de forma estructural por encima del objetivo de los Bancos Centrales. El escenario central también se distingue por unos tipos de interés oficiales reales altos en un horizonte de medio/largo plazo. Esto representa un cambio significativo con respecto a la última década. En consecuencia, los tipos oficiales nominales tanto en EE.UU. como en la eurozona se mantendrán por encima de la media de los últimos lustros, si bien en el corto plazo, el proceso de bajada hasta el tipo neutral tendrá continuidad en ambas geografías. Por su parte, se espera que los tipos a largo plazo de la deuda de países desarrollados se mantengan en un promedio en niveles similares a los actuales en función de sus valores de equilibrio. Se ha producido un desplazamiento a la baja en las rentabilidades esperadas para los activos de renta variable, debido principalmente a una estimación menos favorable sobre la capacidad de generación de ventas de las compañías. Por el contrario, se aprecia una rentabilidad esperada algo mayor en el universo de la renta fija respecto a semestres anteriores. Nos encontramos en un entorno en el que la gran mayoría de los activos ofrece rentabilidades nominales esperadas superiores a la inflación. Sin embargo, es importante destacar que, en términos reales y debido a las recientes bajadas de tipos, las rentabilidades esperadas de los activos de renta fija más conservadores ya no son positivas en la eurozona. Con todo, el atractivo a largo plazo para las carteras multi-activo en euros disminuye, especialmente para los perfiles más conservadores, aunque se mantienen las posibilidades de cumplir con los objetivos de rentabilidad a largo plazo definidos en cada mandato. No aplicable A 30 de junio el fondo ha realizado operaciones de recompra, según criterio CNMV, entre un día y una semana en las que BBVA ha actuado como contraparte por importe de 27.646.300,68 euros, lo que supone un 1,84% sobre el patrimonio del fondo. No obstante, estas operaciones han sido ejecutadas en mercado como una simultanea. Como garantía real se ha utilizado deuda soberana de gobiernos de la UE, denominada en euros, de vencimiento a menos de un año. El custodio de esta garantía es BBVA y se encuentra mantenido en cuenta separada. El rendimiento de este tipo de operación ha sido de 1.492,15 euros. 1)El Fondo mantiene al cierre del periodo posiciones abiertas en Total Return Swap por un importe nominal de 26.762.864,72 euros, lo que supone un 1.78% sobre el patrimonio del Fondo. 2) Datos relativos a la concentración: a) Los mayores emisores de colateral en todas las operaciones de Total Return Swap (desglosadas por volúmenes del colateral o materias primas recibidos por emisor) al cierre de periodo son: Barclays FRTR 0 1/2 05/25/29 con un volumen de colateral de 80.000 euros b) Las contrapartidas en el caso de las operaciones de Total Return Swap son Nomura Financial Products Europe GmbH, UBS Europe SE y Barclays Bank Ireland PLC con un volumen bruto de operaciones vivas de 26.762.864,72 euros 3) Datos de transacción agregados correspondientes a cada tipo de operación de Total Return Swap, desglosadas con arreglo a las categorías siguientes: a) Tipo y calidad de la garantía: Deuda soberana de gobiernos de la UE con un rating mínimo mayor o igual a AA- para los países Francia, Alemania y Austria, así como un rating inferior de AA- para España. En cuanto a la calidad de la garantía, toda la inversión se considera Investment Grade. b) Vencimiento de la garantía: más de un año. c) Moneda de la garantía: Euro d) Vencimiento de las operaciones de Total Return Swap: más de 2 años e) País en el que se hayan establecido las contrapartes: Alemania, Irlanda y Francia f) Liquidación y compensación: bilateral 4) Datos sobre reutilización de las garantías: No Aplica 5) Custodia de las garantías reales recibidas por la IIC: El custodio para los valores extranjeros es Clearstream Banking S.A. con un volumen depositado de 5.351.000 euros 6) Custodia de las garantías reales concedidas por la IIC: el 100% de las garantías reales se mantienen en cuentas ómnibus. 7) Datos sobre el rendimiento y coste: el coste de la operación de Total Return Swap es asumido un 100% por el Fondo y ha contribuido en un -0,05% a la rentabilidad del Fondo. 10532077000 220412 1.41 1667901000 55620 1.75 191350000 5467 2.18 1552369000 53961 0.99 0 0 0.00 1321812000 45735 2.84 103865000 7114 18.38 7058910000 323241 -0.95 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 74068000 4332 1.34 21054285000 702432 0.65 0 0 0.00 0 0 0.00 0 0 0.00 0 0 0.00 8874028000 219517 1.06 2221581000 81175 5.27 0 0 0.00 54652244000 1719006 0.98