xbrli:pure iso4217:EUR BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2025-01-01 2025-06-30 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2024-07-01 2024-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2025-01-01 2025-06-30 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2024-01-01 2024-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2025-04-01 2025-06-30 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2025-01-01 2025-03-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2024-10-01 2024-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2024-07-01 2024-09-30 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2023-01-01 2023-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2022-01-01 2022-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2020-01-01 2020-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2022-01-01 2024-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2020-01-01 2024-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2025-06-30 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2024-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2023-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 1.0.0 2022-12-31 BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI 3372 02 02 2025 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 2006-01-23 08 20 1 (En una escala del 1 al 7) Fondo de renta fija euro de corto plazo que invierte principalmente en deuda pública de emisores OCDE con vencimientos inferiores a 18 meses. La duración media es menor a 1 año y al menos el 95% tiene calidad crediticia mínima BBB-. Riesgo divisa limitado al 5%. 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 1.05 0.74 1.05 1.37 2.43 3.41 2.43 3.66 EUR 7153733.37 5525779.84 165915 129831 0.00 0.00 false 600 EUR 6673443000 5103578000 2864630000 902382000 932.8616 923.5942 896.0221 872.2490 0.35 0.35 0.00 0.00 0.35 0.35 01 0.02 0.02 01 1.00 0.47 0.53 0.69 0.98 3.08 2.73 -0.11 -0.72 -0.02 -0.03 -0.09 2025-05-12 2025-03-05 2022-06-13 0.03 0.03 0.13 2025-04-16 2025-01-30 2023-03-15 01 0.15 0.14 0.16 0.19 0.19 0.20 0.31 0.32 0.36 1.21 1.44 0.90 0.80 0.85 13.28 13.98 1.21 34.44 0.03 0.03 0.03 0.04 0.05 0.63 1.06 0.21 0.53 BENCHMARK 0.13 0.12 0.14 0.15 0.16 0.15 0.21 0.17 0.16 -0.01 -0.01 -0.01 -0.01 0.00 -0.01 -0.01 -0.01 -0.65 0.37 0.19 0.19 0.19 0.19 0.75 0.59 0.41 0.37 4195001_20250630_VL png 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 0 Tipo de interés FUTURO|United States SOFR Secured Ov|2500| 282721000 02 Tipo de interés FUTURO|United States SOFR Secured Ov|2500| 281813000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 196470000 02 Tipo de interés FUTURO|Euribor 3 Month ACT/360|2500| 142376000 02 903380000 903380000 false false false false false false false false true true Con fecha 06/06/2025 CNMV autoriza la la fusión por absorción de BBVA BONOS 2025,FI por BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI. Con fecha 01/04/2025 hasta 30/06/2025, inclusive, se modifica la comisión de gestión del fondo al 0,7%. Con fecha 04/04/2025 CNMV autorizó la la fusión por absorción de BBVA BONOS 2025 III, FI por BBVA RENTABILIDAD AHORRO CORTO PLAZO, FI Con fecha 01/01/2025 hasta 31/03/2025, inclusive, se modifica la comisión de gestión del fondo al 0,7%. 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 false true La IIC ha adquirido instrumentos financieros en los que BBVA ha actuado como colocador/asegurador/emisor por un importe de 13.626.608,94 euros, lo que supone un 0,01% sobre el patrimonio medio 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 sobre la situación de los mercados. El BCE continuó con las bajadas de tipos durante el primer semestre de 2025, llevando el tipo de depósito al 2,0% en su reunión de junio. La presidenta Christine Lagarde afirmó que los miembros del Consejo ya se encuentran cómodos con el nivel de tipos actual para afrontar la incertidumbre existente, lo que lleva a pensar que el BCE podría estar cerca de terminar su ciclo de bajadas. En este entorno, las rentabilidades de la deuda soberana disminuyeron significativamente en los plazos cortos, pero la incertidumbre arancelaria y los anuncios de mayor déficit público causaron que los tipos de más largo plazo mostraran más resistencia a la baja o incluso aumentaran, como en el caso de Alemania. Al mismo tiempo, la previsión de un menor ritmo de crecimiento llevó a los diferenciales de crédito a ampliarse ligeramente. El Euribor alcanza el 2.07 a final del primer semestre de 2025 cuando a finales del año pasado se situaba en un 2.46%. Esto ha afectado a las letras de los países miembros de la eurozona. España, en el plazo de 12 meses, pasaba del 2.22% al 1.95%. b) Decisiones generales de inversión adoptadas. En la primera mitad del hemos mantenido en los fondos, de forma generalizada, una posición ligeramente más larga en duración que su índice de referencia. Hemos intentado beneficiarnos de los rangos, tratando comprar la duración que perdíamos con el paso del tiempo en correcciones de mercado. Los inversores han ido descontando un tipo terminal entre 1.50-1.75%, que pensamos que es razonable dado el escaso crecimiento en la Eurozona, y una inflación subyacente todavía algo por encima del 2%. No obstante, seguimos viendo valor en el corto plazo europeo. Asignamos una mayor probabilidad al escenario de que finalmente haya más bajadas de lo esperado que lo contrario. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice ICE BofA Merrill Lynch Euro Treasury Bill en su versión Total Return. El fondo es de gestión activa y se gestiona en referencia a dicho índice, ya que tiene como objetivo batir la rentabilidad del índice, gestionándose con total libertad respecto al mismo. d) Evolución del patrimonio, partícipes, rentabilidad y gastos de la IIC El patrimonio del fondo ha aumentado un 30,76% en el periodo y el número de partícipes ha aumentado un 27,79%. El impacto de los gastos soportados por el fondo ha sido de un 0,37%. La liquidez del fondo se ha remunerado a un tipo medio del 2,43%. El índice de rotación de la cartera ha sido del 1,05%. La rentabilidad del fondo en el periodo ha sido del 1,00%. 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 1,06% y la rentabilidad del índice de referencia ha sido de un 1,24%. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Mantenemos en los fondos, de forma generalizada, una posición ligeramente más larga en duración que su índice de referencia. Hemos intentado beneficiarnos delos rangos, tratando comprar la duración que perdíamos con el paso del tiempo en correcciones de mercado. Hemos vuelto a comprar bonos ligados a inflación. Estos nos deberían protegen si se producen nuevos episodios negativos en el plano geopolítico, que desencadenasen un nuevo repunte en el precio del petróleo. Hemos seguido invirtiendo en crédito aprovechando la mayor rentabilidad que ofrecen sobre gobiernos y la buena situación financiera que presentan las empresas. En abril se produjo un repunte del diferencial (debido al miedo a un conflicto comercial a gran escala), pero el mismo se ha recuperado en mayo y junio. Registramos bastante actividad en los diferentes países y plazos de la zona euro. Destaca nuestra mayor posición en duración contra índice en España y menor en Francia y sobretodo Alemania. El fondo ha cerrado el semestre con una volatilidad contenida en torno al 0.15% y un tracking error de 0.12%. La TIR de cartera se sitúa en torno al 2.19% con una duración de 0.45. 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 11,34%. d) Otra información sobre inversiones. Se ha recibido un total de 114.788 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 0,15% , superior a la del índice de referencia que ha sido de un 0,13%. El VaR histórico acumulado en el año alcanzó -0,01%. El tracking error ha sido de 0,12%. 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. De cara a la segunda mitad del año esperamos que el ECB vuelva a bajar tipos una o dos veces más, como ya descuenta el mercado. Sin embargo, asignamos más probabilidad a que las sorpresas vengan por más bajadas que lo contrario. Por esto seguimos estando cómodos con una posición algo larga en duración y nuestro sesgo es de añadir más si el mercado registra correcciones. Por el lado del crédito, seguimos viendo por el momento buenos fundamentales por lo que, de seguir así, seguirá presente en nuestra cartera con un peso similar al actual. 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 99.620.413,75 euros, lo que supone un 1,49% 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 5.376,79 euros. 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