xbrli:pure iso4217:EUR BBVA GLOBAL DESARROLLO, FI 1.0.0 2026-01-01 2026-06-30 BBVA GLOBAL DESARROLLO, FI 1.0.0 2025-07-01 2025-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2026-01-01 2026-06-30 BBVA GLOBAL DESARROLLO, FI 1.0.0 2025-01-01 2025-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2026-04-01 2026-06-30 BBVA GLOBAL DESARROLLO, FI 1.0.0 2026-01-01 2026-03-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2025-10-01 2025-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2025-07-01 2025-09-30 BBVA GLOBAL DESARROLLO, FI 1.0.0 2024-01-01 2024-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2023-01-01 2023-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2021-01-01 2021-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2023-01-01 2025-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2021-01-01 2025-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2026-06-30 BBVA GLOBAL DESARROLLO, FI 1.0.0 2025-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2024-12-31 BBVA GLOBAL DESARROLLO, FI 1.0.0 2023-12-31 BBVA Global Desarrollo FI 1172 02 02 2026 EUR A- false BBVA Asset Management SA SGIIC Azul, 4 Madrid EM bbvafondos@bbva www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 1997-09-29 08 09 4 (En una escala del 1 al 7) Fondo de renta variable internacional con enfoque sostenible (art. 8 SFDR) que invierte más del 75% en renta variable global aplicando criterios ESG y reduciendo al menos un 30% la huella de carbono frente al índice. Incluye hasta un 10% en emergentes y puede alcanzar el 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 0.13 0.32 0.13 0.47 1.81 1.69 1.81 2.06 1 BBVA GLOBAL DESARROLLO, FI Clase A EUR 20500399.28 20854845.81 28861 28747 0.00 0.00 false 30 EUR 756938000 676768000 683469000 558550000 36.9231 32.4513 30.6790 25.4123 0.77 0.77 0.00 0.00 0.77 0.77 01 0.05 0.05 01 13.78 13.87 -0.08 2.86 5.21 5.78 20.72 11.63 -1.26 -1.72 -5.11 2026-06-05 2026-01-20 2025-04-04 2.49 2.49 3.87 2026-04-08 2026-04-08 2025-04-09 01 11.05 10.51 11.23 10.36 8.61 0.00 10.16 9.81 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 BENCHMARK 11.45 10.20 12.31 11.35 8.84 16.21 12.37 11.57 -0.57 -0.57 -1.05 -0.81 -0.43 -0.81 -0.68 -0.64 0.83 0.42 0.41 0.42 0.42 1.67 1.67 1.67 1.68 4109001_20260630_VL png 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true El 28/01/2022 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 GLOBAL DESARROLLO, FI Clase Cartera EUR 3187639.91 2485636.96 60 48 0.00 0.00 false 10 EUR 125939000 85906000 75939000 79284000 39.5086 34.5609 32.3439 26.5448 0.27 0.27 0.00 0.00 0.27 0.27 01 0.02 0.02 01 14.32 14.11 0.18 3.12 5.46 6.85 21.85 12.83 -1.26 -1.70 -5.10 2026-06-05 2026-01-20 2025-04-04 2.47 2.47 3.88 2026-04-08 2026-04-08 2025-04-09 01 10.98 10.48 11.15 10.29 8.57 0.00 10.08 9.82 1.19 1.15 1.21 0.71 0.79 1.00 13.28 13.98 0.04 0.05 0.03 0.01 0.01 0.02 0.63 1.06 BENCHMARK 11.45 10.20 12.31 11.35 8.84 16.21 12.37 11.57 -0.56 -0.56 -1.04 -0.80 -0.42 -0.80 -0.67 -0.64 0.30 0.15 0.15 0.15 0.15 0.60 0.60 0.60 0.62 4109002_20260630_VL png 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 0 Índice de renta variable FUTURO|MSCI World Net EUR|100| 29095000 02 29095000 29095000 false false false false false false false false false false No aplicable false false true false false false false true 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 sobre la situación de los mercados. El año comenzó con subidas moderadas, impulsadas por unos datos macroeconómicos sólidos y el buen comportamiento del sector tecnológico. Sin embargo, en el mes de marzo el panorama geopolítico se recrudeció, hasta provocar una interrupción del 95% del tráfico comercial en el estrecho de Ormuz y un fuerte repunte en los precios energéticos. A lo largo de la segunda mitad del semestre, las bolsas estuvieron lastradas por la incertidumbre en torno al desenlace del conflicto y su posible impacto en la economía global. Las negociaciones entre EE.UU. e Irán para alcanzar una tregua se desarrollaron de forma intermitente hasta llegar, en la segunda quincena de junio, a un principio de acuerdo entre ambas partes. Así pues, la reapertura progresiva del estrecho devolvió los precios de la energía a niveles previos al conflicto. En paralelo, el impacto positivo de la IA se reflejó en unas fuertes revisiones al alza de los beneficios esperados de las compañías tecnológicas. En este entorno, y pese a la alta incertidumbre durante el semestre, el índice mundial MSCI ACWI cerró con un aumento del 10,4% en dólares, principalmente impulsado por el fuerte repunte del 9,4% en abril tras los primeros avances diplomáticos. Por geografías, los mercados desarrollados subieron un 9,6% y los emergentes un 25,6%, destacando especialmente la subida del índice de Corea un 101,1% y del de Taiwán un 59,3%. En cuanto a sectores de EE.UU., además del tecnológico, destacaron materiales y energía, los tres con un crecimiento de beneficios esperados superior al 50% en el año. Por factores, durante el semestre, cabe destacar el notable comportamiento de momentum (27,4%), mientras que mínima volatilidad (0,1%) terminó a la cola. Sectorialmente, en EE.UU., es relevante mencionar las subidas de Industriales (19,5%), Tecnología (19,4%) y Energía (18%), con financieros mostrando el peor comportamiento (-2,1%). En Europa, el sector tecnológico fue el claro líder (45%), seguido de Energía (17,4%) y Utilities (15,4%), mientras que consumo discrecional registró las mayores caídas (-11,6%). b) Decisiones generales de inversión adoptadas. El Fondo realiza una gestión activa de las inversiones. La mayor parte se invierte en compañías seleccionadas a partir de unos criterios financieros (valor, calidad y momentum) y sostenibles. El Fondo promueve estas características Ambientales, Sociales y de buen Gobierno de empresa (criterios ASG) (art. 8 Reglamento (UE) 2019/2088) a través de una estrategia de inversión que aplica criterios sostenibles para alcanzar un doble objetivo: por un lado, persigue obtener un mejor perfil sostenible que su índice de referencia y, por otro, reducir la huella de carbono de, al menos, el 30% frente al índice de referencia (MSCI World Net Return EUR Index (MSDEWIN Index)).El resto de las inversiones se realiza a través de futuros similares al índice de referencia o con bajo tracking error respecto del mismo. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice MSCI World Net Return EUR Index. Dicha referencia se tomará únicamente a efectos meramente informativos o comparativos. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA GLOBAL DESARROLLO, FI Clase A ha aumentado un 11,85% en el periodo y el número de partícipes ha aumentado un 0,40%. El impacto de los gastos soportados por el fondo ha sido de un 0,83%. La rentabilidad del fondo en el periodo ha sido del 13,78%. El patrimonio de la clase BBVA GLOBAL DESARROLLO, FI Clase Cartera ha aumentado un 46,60% en el periodo y el número de partícipes ha aumentado un 25,00%. El impacto de los gastos soportados por el fondo ha sido de un 0,30%. La liquidez del fondo se ha remunerado a un tipo medio del 1,81%. El índice de rotación de la cartera ha sido del 0,13%. La rentabilidad del fondo en el periodo ha sido del 14,32%. 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 13,33% y la rentabilidad del índice de referencia ha sido de un 12,12%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. El primer semestre del año ha estado condicionado por el fuerte repunte de los precios tras el estallido de la guerra entre EE. UU. e Irán. En este contexto, la mayoría de los bancos centrales han adoptado un tono más restrictivo. Así, el BCE acabó elevando la tasa de depósito 25pb en junio, hasta el 2,25%, mientras que la Fed ha mantenido sin cambios su política monetaria, aunque mostró un tono más restrictivo de lo esperado en su última reunión. En cuanto a los activos de riesgo, las bolsas se han visto favorecidas por una buena temporada de resultados empresariales, lo que unido a las expectativas de un acuerdo entre ambos países ha permitido un buen comportamiento generalizado en el conjunto del semestre (MSCI ACWI, 10,4%), a pesar de caer bruscamente en marzo. Por geografías, destaca el fuerte avance de Asia, liderado por Corea (101%) y Taiwán (59,3%) e impulsado por el sector tecnológico. En el mercado de divisas, el dólar se ha apreciado contra las monedas desarrolladas, con el euro acusando una depreciación del 2,8%, hasta 1,142 dólares, influida 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, retrocediendo hasta niveles previos al conflicto (74 $/barril). Por el contrario, el oro se hundió un 7,2%, lastrado por la fortaleza del dólar y el repunte de los tipos reales. Durante el primer semestre del año 2026 el fondo muestra un comportamiento positivo en cuanto a rentabilidad absoluta se refiere, además, presenta mejores resultados en términos de rentabilidad respecto a su índice de referencia. Por sectores, en cuanto a rentabilidad vs el índice de referencia se refiere: aportan la selección en tecnología, salud y financieras. También lo hace la menor exposición y la selección en consumo discrecional. Detrae la selección en servicios de la comunicación, y la selección y la menor exposición en industriales. Por compañías, aquellas que destacan por su buena contribución durante este primer semestre del año han sido: la menor exposición a Microsoft y las inversiones en Seagate Technology Holdings, Lam Research, KLA Corp o Applied Materials entre otras. Detraen: la menor exposición en Nvidia, Advanced Micro Devices, Intel Corp, Micron Technology o Apple entre otras. 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 0,99. También se han realizado operaciones de derivados con la finalidad de inversión cuyo grado de apalancamiento medio ha sido de 3,29%. d) Otra información sobre inversiones. Se ha recibido un total de 14.292 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. Adicionalmente, durante el periodo el Fondo se ha adherido a nuevas class action o demandas colectivas, si bien el importe que se espera recibir no se estima que 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. Al objeto de recuperar ciertas retenciones sobre dividendos soportadas por el fondo como consecuencia de la inversión en sociedades domiciliadas en otros Estados Miembros de la Unión Europea, la Gestora ha llevado a cabo los trámites administrativos y/o judiciales necesarios, habiendo recibido de las autoridades fiscales de Suecia, durante el 1º semestre de 2026 el importe de 61.807,49 euros, en concepto de principal e intereses y neto de gastos incurridos en el proceso, tras la resolución de las reclamaciones realizadas por el trato discriminatorio en la retención sufrida por dividendos recibidos en el año 2022 de entidades domiciliadas en ese país. 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 GLOBAL DESARROLLO, FI Clase A ha sido del 11,05% , inferior a la del índice de referencia que ha sido de un 11,45%. El VaR histórico acumulado en el año alcanzó -0,57% La volatilidad de la clase BBVA GLOBAL DESARROLLO, FI Clase Cartera ha sido del 10,98% , inferior a la del índice de referencia que ha sido de un 11,45%. El VaR histórico acumulado en el año alcanzó -0,56%. 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. BBVA Asset Management ha contribuido con una donación anual de 15.000 € al Programa de Ingeniería Biomédica del Cima Universidad de Navarra, impulsando avances en investigación cardíaca bioartificial. El trabajo se centra en desarrollar alternativas personalizadas al trasplante mediante tres líneas: la impresión 3D de tejido cardíaco humano funcional, la creación de mini-tejidos para probar cardiotoxicidad en tratamientos oncológicos y el desarrollo de modelos de amiloidosis cardíaca por transtirretina con células madre de pacientes. Estos avances refuerzan el camino hacia terapias regenerativas reales para enfermedades cardíacas. 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 primer semestre de 2026 ha estado marcado por una elevada volatilidad, provocada por el estallido del conflicto en Oriente Medio. En este contexto, el fuerte repunte del precio del petróleo durante el primer trimestre (67%) reavivó los temores a un escenario de mayor inflación y menor crecimiento económico. Sin embargo, estas preocupaciones se moderaron tras el preacuerdo alcanzado entre EE.UU. e Irán en junio y la posterior corrección del Brent hasta niveles previos al conflicto. Por su parte, la actividad económica estadounidense siguió mostrando signos de resiliencia, apoyada en la inversión y en un mercado laboral sólido, pese al menor dinamismo del consumo privado. En este contexto, la Fed ha mantenido los tipos estables en el rango 3,5-3,75%, aunque el comité adoptó un tono más restrictivo de lo esperado en su reunión de junio. En la eurozona, el impacto del conflicto en la inflación llevó al BCE a realizar una subida de 25pb en junio, dejando el tipo de depósito en el 2,25%. A nivel macro, El PIB de EE.UU. del primer trimestre se saldó con un crecimiento del 2,1% t/t anualizado, donde la inversión fue el mayor contribuidor. De cara al segundo trimestre, la evolución de los indicadores de actividad real de junio apunta a que la economía podría crecer a una tasa de en torno al 2%. En la eurozona, el PIB cayó un 0,2% t/t en el primer trimestre, aunque la contracción se explica en gran medida por el retroceso de las exportaciones irlandesas. Sin este efecto, la región habría crecido a un ritmo del 0,25% trimestral. Para el conjunto del año, contemplamos que el encarecimiento de la energía podría restar 40pb al crecimiento. En cuanto a las cifras de crecimiento de beneficios de 2026 se han revisado al alza en EE.UU. (7,4pp hasta el 25,2%) y en Europa (4,5pp hasta 14,4%). Para 2027, se espera que los beneficios crezcan en torno al 18,9% y al 10,3%, respectivamente. Por el lado de las ventas, las estimaciones para 2026 también se han revisado al alza en EE.UU. (3,1pp hasta 11,2%) y Europa (4,1pp hasta 6,2%). La temporada de resultados se ha saldado con un crecimiento interanual de los beneficios y de las ventas del 28,83% y 11,74% en EE.UU., distinto a lo ocurrido en Europa, que experimentó un aumento del 10,48% en beneficios y una cifra de crecimiento de ventas prácticamente plana. En la actualidad nos encontramos en un momento de tregua en cuanto al conflicto bélico entre Irán y EE.UU., con continuos ataques que rompen una y otra vez la misma, pero manteniendo abierto el tráfico comercial por el estrecho de Ormuz. Por otro lado, los mercados financieros están digiriendo la salida a bolsa de SpaceX y sobre todo habrá que prestar gran atención a los datos relevantes en el sector de semiconductores y al sobre-posicionamiento en el sector que está dando lugar fuertes episodios de volatilidad. Además, los datos de inflación y crecimiento marcarán las posibles acciones de los bancos centrales y la consecuente reacción de los activos de riesgo. Parece que el acierto en la rotación sectorial, así como, la selección de compañías de carácter sostenible serán claves a la hora de buscar rentabilidades positivas, tanto absolutas como relativas a lo largo de 2026. 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