xbrli:pure iso4217:EUR BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2026-01-01 2026-06-30 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2025-07-01 2025-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2026-01-01 2026-06-30 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2025-01-01 2025-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2026-04-01 2026-06-30 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2026-01-01 2026-03-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2025-10-01 2025-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2025-07-01 2025-09-30 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2024-01-01 2024-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2023-01-01 2023-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2021-01-01 2021-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2023-01-01 2025-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2021-01-01 2025-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2026-06-30 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2025-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2024-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 1.0.0 2023-12-31 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL 0140 02 02 2026 EUR A- false CL/ AZUL 4 Madrid EM bbvafondos@bbvaam.com www.bbvaassetmanagement.com 05 Azul, 4 Madrid tel.900108598 EM bbvafondos@bbvaam.com 2025-11-07 01 Global 6 (En una escala del 1 al 7) Fondo de inversión libre que persigue rentabilidades a medio y largo plazo a través de la inversión en fondos gestionados por Partners Group. El Fondo no tiene índice de referencia (fondo de gestión activa). Invertirá un 80-95% de su patrimonio en IIC no armonizadas gestionadas por Partners Group AG u otras entidades gestoras de su grupo sujetas a supervisión y domiciliadas en la UE y/o países OCDE ("Fondos Subyacentes" o "FS"). Los FS permitirán al Fondo atender suscripciones y reembolsos con la periodicidad establecida sin generar conflictos de interés entre los partícipes. El FIL podrá tener exposición a derivados en mercados organizados y no organizados, para cobertura e inversión. Una información más detallada sobre la política de inversión del fondo se puede encontrar en su folleto informativo. La metodología aplicada para calcular la exposición total al riesgo es la metodología del compromiso. 01 1 BBVA OPEN TO PARTNERS GROUP MERCADOS PRIVADOS IX, FIL Clase A EUR 1513342.05 130 0.00 false 25000 EUR 15438000 101000 false 2026-03-31 10.2016 10.0549 false 0.00 0.00 0.00 0.00 0.00 0.00 01 0.00 0.00 01 0.00 -999.00 04 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.19 0.00 983001_20260630_VL png 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clases A y cartera. false false true false false false false true false false 0.00 0.00 0.00 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. Durante la primera mitad de 2026, el entorno macroeconómico global ha estado marcado por una clara dualidad. Si bien el año comenzó apuntando hacia una estabilización de la inflación y de los tipos de interés tras los ajustes de 2025, el estallido del conflicto bélico en Irán ha introducido un severo foco de incertidumbre geopolítica. Esta crisis ha tensionado los mercados de materias primas y ha reactivado la volatilidad en las cadenas de suministro, obligando a los bancos centrales a mantener una postura de máxima cautela. Los mercados privados han mostrado una elevada selectividad debido a la aparición de tensiones estructurales en sectores clave. La irrupción de los últimos y más avanzados modelos de Inteligencia Artificial ha generado una notable incertidumbre en el sector del software, un segmento históricamente estratégico para el private equity. La velocidad de esta disrupción tecnológica ha obligado a revisar las tesis de inversión de muchas compañías tradicionales de software, incrementando la volatilidad y la cautela de los inversores respecto a sus valoraciones. Este clima de tensión tecnológica y revaluación de activos ha tenido un impacto directo en los vehículos de inversión y financiación. Las BDCs (Business Development Companies) cotizadas, con una exposición significativa al sector del software, han experimentado presiones en sus cotizaciones y ajustes en el valor razonable de sus carteras de préstamos. El ruido del ajuste de valoraciones y la búsqueda de liquidez han tensionado a los fondos estructurados bajo la modalidad evergreen. Estos vehículos han registrado un incremento en las solicitudes de reembolso, obligando a algunos de estos fondos a activar mecanismos para limitar las salidas en los términos establecidos, una práctica que se ha observado de forma especialmente acusada en el mercado de deuda privada de Estados Unidos. b) Decisiones generales de inversión adoptadas. El fondo comenzó a captar partícipes con fecha valor 31/03/2026, por lo que a fecha de redacción de este informe solo cuenta con dos meses de performance. El fondo se ha invertido según su folleto en un 95% en fondos subyacentes de la gestora Partners Group, dejando el 5% de liquidez mínimo. c) Índice de referencia. No aplica d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio de la clase BBVA OPEN PART GROUP MDO PRIV IX, FIL Clase A ha aumentado en el periodo y el número de partícipes ha aumentado. El impacto de los gastos soportados por el fondo ha sido de un 0,00%. El patrimonio de la clase BBVA OPEN PART GROUP MDO PRIV IX, FIL Clase Cart ha aumentado en el periodo y el número de partícipes ha aumentado. El impacto de los gastos soportados por el fondo ha sido de un 0,00%. El patrimonio de la clase BBVA OPEN PART GROUP MDO PRIV IX, FIL Clase S ha aumentado en el periodo y el número de partícipes no ha variado. El impacto de los gastos soportados por el fondo ha sido de un 0,00%. e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. No aplica 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Las inversiones realizadas corresponden a las siguientes ponderaciones: - Partners Group Fund SICAV: 20% - Partners Group Global Value: 35% - Partners Group Private Loans: 10% - Partners Group Next Generation Infrastructure: 30% - Liquidez: 5% Estas inversiones nos aportan una diversificación por clase de activo, teniendo exposición a private equity (55%), infraestructuras (33%), deuda privada (11%) e inmobiliario (1%). También hemos conseguido una diversificación geográfica con exposición a Estados Unidos (50%), Europa (40%), Asia Pacífico (4%) y países emergentes (6%). 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. No aplica d) Otra información sobre inversiones. Durante los meses de junio y julio del presente año, Partners Group Global Value SICAV y The Partners Fund SICAV, respectivamente, fondos subyacentes de BBVA Open to Partners Group Mercados Privados IX, FIL, han comunicado la aplicación de una limitación parcial de reembolsos, tras registrarse solicitudes netas de reembolso superiores al umbral ordinario establecido en su documentación legal. Esta herramienta de gestión de liquidez, habitual en vehículos semilíquidos de mercados privados, tiene como objetivo proteger los intereses de los inversores a largo plazo, evitando la venta forzosa de activos en condiciones potencialmente desfavorables. A la fecha de publicación del presente informe, esta circunstancia no tiene implicaciones operativas inmediatas para el FIL. El Fondo invierte en activos ilíquidos por definición. 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. El fondo está expuesto al riesgo de mercado de los activos subyacentes, cuya evolución depende directamente de la situación financiera y operativa de las compañías y préstamos que integran las carteras. Estas empresas subyacentes están sujetas tanto a riesgos macroeconómicos (tales como la inflación, la volatilidad de los tipos de interés o el ritmo de crecimiento económico) como a riesgos específicos inherentes a su propio negocio y a los sectores específicos en los que operan. Asimismo, el fondo asume el riesgo de liquidez de los fondos subyacentes. Al tratarse de inversiones en mercados privados e ilíquidos (capital y deuda no cotizada), ante un escenario de reembolsos extraordinarios, los fondos subyacentes podrían verse obligados a activar mecanismos de limitación de salidas (gates), restringiendo total o parcialmente la liquidez disponible para atender las solicitudes del fondo. 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. La reducción del número de recortes de tipos de interés de los principales bancos centrales esperamos que beneficie a la deuda privada, que verá incrementados los a cobrar gracias a su estructura flotante, por lo que esperamos rentabilidades positivas estables. También esperamos un buen comportamiento de las infraestructuras a través del fondo Next Generation Infra, que está viendo un rápido incremento de su patrimonio, gracias a comprar participaciones con descuento en el mercado secundario. En el private equity esperamos rentabilidades más volátiles, que dependerán en última instancia del comportamiento económico de las compañías subyacentes. No aplicable