xbrli:pure iso4217:EUR BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2025-01-01 2025-06-30 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2024-07-01 2024-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2025-01-01 2025-06-30 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2024-01-01 2024-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2025-04-01 2025-06-30 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2025-01-01 2025-03-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2024-10-01 2024-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2024-07-01 2024-09-30 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2023-01-01 2023-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2022-01-01 2022-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2020-01-01 2020-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2022-01-01 2024-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2020-01-01 2024-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2025-06-30 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2024-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2023-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 1.0.0 2022-12-31 BBVA BONOS CORPORATIVOS LARGO PLAZO, FI 3076 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 2004-12-22 08 02 2 (En una escala del 1 al 7) Fondo de renta fija euro centrado en crédito, con al menos el 80% de la cartera con calidad crediticia mínima BBB- y hasta un 20% en baja calidad. Puede invertir hasta un 50% en deuda subordinada (20% en CoCos) y utilizar TRS. La duración media es superior a 2 años y el riesgo divisa se limita al 5%. El fondo podrá realizar operaciones con instrumentos financieros derivados con la finalidad de inversión y cobertura. 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 0.32 0.00 0.32 0.03 2.18 3.29 2.18 3.54 1 BBVA BONOS CORPORATIVOS LARGO PLAZO CLASE A, FI EUR 34558082.02 33422013.55 9570 9102 0.00 0.00 false 30 EUR 463143000 440218000 154416000 27959000 13.4019 13.1715 12.5668 11.5912 0.46 0.46 0.00 0.00 0.46 0.46 01 0.04 0.04 01 1.75 1.89 -0.14 0.92 2.93 4.81 8.42 -15.20 -0.75 -0.75 -0.82 2025-03-05 2025-03-05 2023-02-03 0.60 0.60 1.86 2025-04-10 2025-04-10 2023-02-02 01 2.85 2.99 2.68 2.36 1.94 2.47 4.57 5.33 1.21 1.44 0.90 0.80 0.85 13.28 13.98 1.21 0.03 0.03 0.03 0.04 0.05 0.63 1.06 0.21 BENCHMARK 2.38 1.79 2.84 2.45 2.15 2.64 4.08 5.16 -0.30 -0.30 -0.20 -0.18 -0.11 -0.18 -0.21 -0.43 0.50 0.25 0.25 0.25 0.25 1.00 1.02 1.44 1.54 628001_20250630_VL png 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true El 03/09/2021 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 BONOS CORPORATIVOS LARGO PLAZO CLASE CARTERA EUR 71786.94 16 0.00 0.00 false 10 EUR 963000 13.4168 0.10 0.10 0.00 0.00 0.10 0.10 01 0.01 0.01 01 0.00 0.00 0.00 0.00 01 0.00 1.44 0.03 BENCHMARK 0.00 0.00 0.11 0.08 0.00 628002_20250630_VL png 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true El 03/09/2021 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 454144000 421686000 22120000 24900000 424961000 389131000 7063000 7655000 0 0 8619000 17497000 1343000 1035000 464106000 440218000 440218000 257101000 440218000 3.58 52.20 3.58 -90.61 0.00 0.00 0.00 0.00 1.71 3.38 1.71 -30.56 2.23 3.89 2.23 -21.62 1.88 1.94 1.88 32.40 0.00 0.00 0.00 0.00 0.36 1.98 0.36 -74.91 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 -0.01 -0.03 -0.01 36.62 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 28016.32 -0.52 -0.51 -0.52 37.16 -0.46 -0.46 -0.46 -35.47 -0.04 -0.04 -0.04 -35.46 0.00 0.00 0.00 39.95 0.00 0.00 0.00 -30.04 -0.02 -0.01 -0.02 -121.46 0.00 0.00 0.00 471.16 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 0.00 471.16 464106000 440218000 464106000 ES0213307053 RENTA|CAIXABANK SA|0,750|2026-07-09 EUR 0 0.0 589000 0.13 ES0213679OF4 BONOS|BANKINTER SA|1,250|2032-12-23 EUR 1996000 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 0 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 5 AÑOS|1000|FÍSICA 157384000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 10 AÑOS|1000|FÍSICA 6164000 02 Valores de deuda categorizado bajo el factor de riesgo de crédito FUTURO|BONO NOCIONAL ALEMAN 2 AÑOS|1000|FÍSICA 127525000 02 291073000 291073000 false false false false false false false true false true Con fecha 21/03/2025 se procedió a actualizar del folleto de BBVA BONOS CORPORATIVOS LARGO PLAZO, FI, al objeto de denominar clase A a las participaciones de la IIC ya registradas e inscribir en el registro de la IIC una nueva clase de participaciones denominada clase CARTERA. 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 31.818.047,78 euros, lo que supone un 4,32% 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 primer semestre de 2025 comenzaba con calma ante la perspectiva de que continuase el aterrizaje suave en la economía estadounidense. Sin embargo, el 2 de abril la situación cambió por completo después de que Estados Unidos anunciase la imposición de unos aranceles mucho más elevados de lo que se esperaba. La noticia provocó una fuerte volatilidad en el mercado, con la rentabilidad de bono americano a 10 años llegando a alcanzar el 5% puntualmente. Ante esta situación, el presidente Donald Trump terminó por anunciar una pausa de los aranceles recíprocos por 90 días para dar tiempo a negociar con el resto de países, lo que devolvió algo de optimismo a los inversores. Más adelante, se anunciaba que China y Estados Unidos habían alcanzado un acuerdo para reducir los aranceles y las restricciones a las exportaciones, lo que impulsaba aún más a los mercados. En paralelo, otras regiones decidieron tomar medidas de estímulo para contrarrestar el impacto negativo de la nueva política comercial, como Europa y Alemania, que en marzo anunciaron nuevos planes de gasto en defensa e infraestructura. El gobierno estadounidense, al mismo tiempo, proseguía con su reforma fiscal, la cual se prevé que mantenga el déficit público en niveles altos durante los próximos años. A pesar de este contexto de alta incertidumbre, la actividad económica se mantuvo resistente, a la par que la inflación sorprendía a la baja, sin señales todavía de aumentos de precios por los aranceles implementados. En consecuencia, el mercado continúa esperando que la Fed pueda recortar sus tipos de interés en torno a 50pb antes de final de año. Por otro lado, el BCE continuó con las bajadas de tipos hasta llevar 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 tanto en Estados Unidos como en Europa, 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, especialmente en Estados Unidos. En Europa, aunque la rentabilidad del bono alemán a 2 años disminuyó al 1,9% (-22pb) y la del bono a 5 años se mantuvo plana en el 2,2%, las noticias de mayor estímulo fiscal produjeron un aumento en las rentabilidades soberanas de más largo plazo. Así, los tipos a 10 y 30 años escalaron hasta el 2,6% (24pb) y el 3,1% (50pb), respectivamente. Por tanto, las pendientes de las curvas aumentaron significativamente hasta los 75pb. La deuda periférica europea cerró el semestre con disminución en las primas de riesgo, motivada por un empeoramiento relativo de los fundamentales de Alemania. Así pues, la prima de riesgo de Italia disminuyó 29pb hasta un nivel de 87pb, el más bajo desde el año 2010, apoyada también en una mejora de su calificación crediticia por parte de la agencia de rating Moody?s. Asimismo, las primas de riesgo de Grecia y Francia disminuyeron en torno a 15pb a niveles de casi 70pb en ambos casos. Por otro lado, España podría haber acusado el desorden político interno, lo que habría provocado que su prima de riesgo disminuyese en menor medida (6pb a un nivel de 64pb). En consecuencia, la rentabilidad del bono español a 10 años se sitúa en el 3,2%, 18pb más que a cierre de 2024. En el mercado de crédito se observaron ligeras ampliaciones en los diferenciales, especialmente en EE.UU., en donde el segmento de peor calidad crediticia se amplió 37pb hasta un nivel de 313pb y el segmento de alta calidad repuntó 9pb cerrando en 80pb, debido a la incertidumbre comercial y a la previsión de un menor crecimiento económico. En Europa, los movimientos fueron más contenidos, y el diferencial de peor calidad crediticia aumentaba solo 5pb hasta 314pb, mientras que el de alta calidad crediticia llegaba incluso a estrecharse en 7pb hasta los 92pb. b) Decisiones generales de inversión adoptadas. Durante el primer semestre del año la distribución sectorial de la cartera se ha mantenido estable. No se han realizado cambios relevantes a nivel estructural y se ha aprovechado la tendencia positiva del activo a lo largo del primer semestre del año para realizar ajustes puntuales incrementando exposición a emisiones con vencimiento en plazos largos. En cuanto a la actividad en el mercado primario nos hemos beneficiado de las primas sobre mercado secundario en los diferenciales de las nuevas emisiones, pero siendo muy selectivos en los nombres seleccionados. Sectorialmente hemos seguido dando prioridad al sector financiero, con preferencia en deuda senior no-preferente respecto a deuda senior preferente. En el segmento de emisiones de deuda subordinada se ha tenido exposición alta pero siendo muy rigurosos a la hora de la selección de emisores que tienen alta sensibilidad de mercado y por tanto mayor riesgo. Por ello se han buscado bonos con cláusulas de amortización anticipada con duraciones cortas. En cuanto a emisores no financieros, se ha buscado exposición a sectores con riesgo medio-alto pero seleccionando emisores con buenas calificaciones crediticias. Por otro lado, se han vendido bonos a corto plazo para generar niveles de liquidez suficiente para invertir en nuevas emisiones. c) Índice de referencia. La gestión toma como referencia la rentabilidad del índice Bank of America Merrill Lynch 1-10 Year Euro Large Cap Corporate Index en su versión Total Return (recoge la rentabilidad por reinversión de cupones). 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 BONOS CORPORATIVOS LARGO PLAZO CLASE A, FI ha aumentado un 5,21% en el periodo y el número de partícipes ha aumentado un 5,14%. El impacto de los gastos soportados por el fondo ha sido de un 0,50%. El patrimonio de la clase BBVA BONOS CORPORATIVOS LARGO PLAZO CLASE CARTERA ha aumentado un 100,00% en el periodo y el número de partícipes ha aumentado un 100,00%. El impacto de los gastos soportados por el fondo ha sido de un 0,11%. La liquidez del fondo se ha remunerado a un tipo medio del 2,18%. El índice de rotación de la cartera ha sido del 0,32%. . e) Rendimiento del fondo en comparación con el resto de fondos de la gestora. 2. INFORMACIÓN SOBRE LAS INVERSIONES. a) Inversiones concretas realizadas durante el periodo. Por el lado de emisores no financieros en el primer semestre del año hemos mantenido los niveles de riesgo similares a los de cierre del año pasado. La operativa ha continuado con la dinamia de aumentar la granularidad de la cartera y se ha mantenido la sobreponderación en sectores con perfil defensivo como Utilities, Telecoms y Healthcare. Adicionalmente se ha incrementado riesgo en sectores con mayor beta como Autos y Real Estate en los plazos medio de la curva aprovechando que cotizan con prima vs mercado. Dentro de segmento de Híbridos Corporativos la actividad ha sido intensa, aprovechando el elevado volumen de emisiones en el mercado primario para tomar posiciones en plazos medios de la curva y acudiendo a las numerosas ofertas de recompra que han lanzado los emisores. En cuanto a operativa, en el sector financiero hemos apostado por la reducción de las primas de riesgo en los segmentos con mayor valor, incrementando nuestro peso en los de deuda subordinada TIER II y Senior No preferente, y reduciendo nuestro posicionamiento en Senior Preferente. Respecto al posicionamiento dentro del compartimento de deuda subordinada Tier II, hemos aumentado el riesgo existente en emisores franceses y alemanes. De la misma forma, se han incorporado de manera selectiva nuevas emisiones con primas de crédito más atractivas. En el apartado de deuda Senior, hemos mantenido nuestra preferencia estratégica por los emisores de la periferia en el segmento Senior Preferente, reduciendo en cambio nuestra exposición a nombres considerados más conservadores y con diferenciales de crédito ya muy ajustados, fundamentalmente entidades nórdicas y francesas. En la categoría Senior No preferente, hemos elevado nuestra ponderación global, preservando en gran medida la composición geográfica preexistente de la cartera. A la fecha de referencia (30/06/2025) el fondo mantiene una cartera de activos de renta fija con una vida media de 4,11 años y con una TIR media bruta (esto es sin descontar los gastos y comisiones imputables al FI) a precios de mercado de 3,71%. 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 3,11%. d) Otra información sobre inversiones. Se ha recibido un total de 1.209 USD procedentes de las class action o demandas colectivas a las que se encontraba adherido el Fondo. Existe una class action o demanda colectiva todavía vigente de la que el Fondo espera recibir indemnización, aunque no se prevé 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. A cierre del periodo, el fondo ha incrementado la exposición nominal a activos con baja calidad crediticia (inferior a BBB-), hasta un 5,83% del patrimonio. La inversión en emisiones de baja calificación crediticia puede influir negativamente en la liquidez del Fondo. No obstante, el rating medio de la cartera se ha mantenido en BBB. 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 2,85% , inferior a la del índice de referencia que ha sido de un 2,39%. El VaR histórico acumulado en el año alcanzó -0,30% 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 crédito sigue siendo un buen activo que aporta rentabilidad con una volatilidad moderada. Las TIRES de cartera son altas dentro del mercado de la renta fija y este es el principal argumento que, unido a la baja volatilidad del activo, favorece el atractivo de la inversión en crédito en el corto-medio plazo desde un punto de vista de rentabilidad esperada ajustada por riesgo. Por otro lado, el interés de la renta fija corporativa ha estado dominado por la búsqueda de rentabilidad por parte de los inversores lo que ha impulsado la entrada de dinero en el activo creando una demanda constante que se ha reflejado en el buen comportamiento del crédito durante el primer semestre del año. A medio plazo, el extra de rentabilidad adicional se va consolidando de manera clara con el paso del tiempo y compensa a los inversores que van a la búsqueda de rentabilidad sin que se esperen escenarios con episodios de riesgo crediticio específico. Para el segundo semestre del año esperamos que los diferenciales se mantengan dentro de un rango de negociación estrecho. Por otro lado, el movimiento contrario entre los tipos de interés sin riesgo y los diferenciales crediticios también ayuda a reducir la volatilidad de los bonos corporativos. La actividad en el mercado de nuevas emisiones esperamos que se siga manteniendo fuerte con buen comportamiento en mercado secundario reflejando la demanda de los inversores por tomar posiciones en el activo. No aplicable No aplica 10486928000 220053 1.42 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 8919176000 219876 1.06 2221581000 81175 5.27 0 0 0.00 54652244000 1719006 0.98